From 04dced4cbb2256ea6a877a76ad5a0dfedb23dbe2 Mon Sep 17 00:00:00 2001
From: lovebird <cgoflyn@gmail.com>
Date: Fri, 6 Sep 2024 21:03:37 +0200
Subject: [PATCH] Updating - sheetpress/cassandra-edczmax-rc1

---
 .../cassandra-edczmax-rc1/bazar/output.html   |     5 -
 .../cassandra-edczmax-rc1/bazar/raw.html      |     5 -
 .../cad/Framework-SPC650.SLDASM               |     4 +-
 .../cad/Global-SPC-650-Default.EASM           |   Bin 1463466 -> 1472661 bytes
 .../cad/Global-SPC-650-Default.SLDASM         |     4 +-
 .../cad/Global-SPC-650-Default.json           |   319 +-
 .../cad/Global-SPC-650-Default.step           |     4 +-
 .../cad/Global-SPC-650-Default.tree.json      | 72165 ++++++++--------
 .../cad/Global-SPC-650-Default.x_t            |     4 +-
 .../cad/SPRCC-650-Assembly-Dual.SLDASM        |     4 +-
 .../framework/830_EncTop_x1_2mm_Inox.SLDPRT   |     4 +-
 .../cad/global-spc-650-default.html           |     2 +-
 .../830_TopSupport_x4_4mm_FERRO.SLDPRT        |     4 +-
 .../Main-SPC650-Housing-Light.SLDASM          |     4 +-
 14 files changed, 36264 insertions(+), 36264 deletions(-)

diff --git a/sheetpress/cassandra-edczmax-rc1/bazar/output.html b/sheetpress/cassandra-edczmax-rc1/bazar/output.html
index 06c1e5503..97a79aaad 100644
--- a/sheetpress/cassandra-edczmax-rc1/bazar/output.html
+++ b/sheetpress/cassandra-edczmax-rc1/bazar/output.html
@@ -115,11 +115,6 @@
 <table style="display:table;width:auto;margin-left:auto;margin-right:auto">
     <tbody>
         <tr>
-            <td>
-                <a href="undefined" style="color:#4C74B9">
-                    <img width="30px" src="https://assets.osr-plastic.org/machines//assets/icons/instagram-logo.png" />
-                </a>
-            </td>
             <td>
                 <a alt="Open Source Projects" href="https://git.osr-plastic.org/osr-plastic" style="color:#4C74B9">
                     <img width="30px" src="https://assets.osr-plastic.org/machines//assets/icons/github.png" />
diff --git a/sheetpress/cassandra-edczmax-rc1/bazar/raw.html b/sheetpress/cassandra-edczmax-rc1/bazar/raw.html
index 434cd82b0..5f8743fce 100644
--- a/sheetpress/cassandra-edczmax-rc1/bazar/raw.html
+++ b/sheetpress/cassandra-edczmax-rc1/bazar/raw.html
@@ -129,11 +129,6 @@ payment).
 <table style="display:table;width:auto;margin-left:auto;margin-right:auto">
     <tbody>
         <tr>
-            <td>
-                <a href="undefined" style="color:#4C74B9">
-                    <img width="30px" src="https://assets.osr-plastic.org/machines//assets/icons/instagram-logo.png"/>
-                </a>
-            </td>
             <td>
                 <a alt="Open Source Projects" href="https://git.osr-plastic.org/osr-plastic" style="color:#4C74B9">
                     <img width="30px" src="https://assets.osr-plastic.org/machines//assets/icons/github.png"/>
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/Framework-SPC650.SLDASM b/sheetpress/cassandra-edczmax-rc1/cad/Framework-SPC650.SLDASM
index 5b6b0a315..d189f6000 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/Framework-SPC650.SLDASM
+++ b/sheetpress/cassandra-edczmax-rc1/cad/Framework-SPC650.SLDASM
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:ec0d3b088861831fa87110b7530b84f218ec2a90d95f7d1c6b8cf13adfe70b30
-size 167676
+oid sha256:cb1aab46cc75245d9be5445998d7ad41df7b7ce643c967196cafbe8d3531ca3a
+size 167660
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.EASM b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.EASM
index 214bd11b62c1e079d75ed67ce94c56362f66ef15..d4e8251bdacb65473df4ba0d145e5469ee73cbb0 100644
GIT binary patch
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+    "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_amXXX.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\loader\\Loading Shelf Assembly.SLDASM",
+    "Checkbox7": "Unchecked",
+    "Hide": "0"
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   {
     "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\components\\moulds\\15mm\\Mould.SLDPRT"
@@ -245,6 +162,92 @@
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-    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-light\\cad\\6_CableCover_x6_1mm_Inox.SLDPRT"
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-light\\cad\\Mould-650\\900_Mould_x4_2mm_INOX.SLDPRT"
+  },
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+  },
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+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\920_Door.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\930_CP_Cassandra.SLDPRT"
+  },
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+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT"
+  },
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+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\switches\\emergency_stop _button.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\LED_button_red.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\950_CP.SLDASM",
+    "IsLaser": "1",
+    "Weight": "1171.52"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\base-flanged\\cad\\900_Base.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\530_BasePost.SLDPRT"
+  },
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+  },
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+  },
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+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\520_Belt_x2_1mm_INOX.SLDPRT"
+  },
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+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\403_MountPlate_x2_6mm_INOX.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\540_MiddlePlate_x2_1mm_INOX.SLDPRT"
+  },
+  {
+    "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_amxxx.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical\\CAB-2PID-VintageVertical.SLDASM"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\housing\\sm25-light\\830_TopSupport_x4_4mm_FERRO.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\housing\\sm25-light\\820_EncSide_x4_1mm_Inox.SLDPRT"
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+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\housing\\sm25-light\\FrontWindow.SLDPRT"
+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\cassandra-edczmax-rc1\\cad\\components\\HandRail.SLDPRT"
+  },
+  {
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+  },
+  {
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+  },
+  {
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   }
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\ No newline at end of file
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.step b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.step
index 464048a7d..3af64639c 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.step
+++ b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.step
@@ -1,3 +1,3 @@
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-size 11917195
+oid sha256:f0807b9379ca435de311c7a0d1619e29e21eec098c174e22ba4dc1ed91d006b8
+size 11997436
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.tree.json b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.tree.json
index ea0308ad4..748a59736 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.tree.json
+++ b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.tree.json
@@ -1,479 +1,424 @@
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+      },
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+      },
+      {
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+      },
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+        "IsSuppressed": false
+      },
+      {
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+      },
+      {
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\Support-Cross-M10.SLDPRT",
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+      },
+      {
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\jacks\\base.SLDPRT",
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+      },
+      {
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-light\\cad\\240_DoubleHeatPlate-650-15.SLDASM",
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+      },
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-        "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt",
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+      },
+      {
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+        "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\sheetpress\\components\\sprcb-650-light\\cad\\201_PlateCoverTri_x1_1mm_INOX.SLDPRT",
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+      },
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@@ -1597,8 +1282,323 @@
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+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/Slide-40ID-52OD-60H-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/6_TCGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/6_PGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-4": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-3": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/1_RibA_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Support-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/PistonExt-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/HCylinder-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Piston-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Support-Cross-M10-1": "",
+      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/base-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-2": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/250-15-SP-HeatPlate5083-1": "5086-H32, Rod (SS)",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
@@ -39213,162 +39208,174 @@
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Slide-40ID-45H-Mount-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-14": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-13": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Rail-Rod-M10-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/socket button head cap screw_am-4": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/socket button head cap screw_am-2": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/TCGland-1/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Rail-Rod-M10-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Slide-40ID-45H-Mount-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-4": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/820_Rod-40-2": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/820_Rod-40-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Slide-40ID-45H-Mount-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/Slide-40ID-45H-Mount-2": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-1/20_80_60-17": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/formed hex screw_am-5": "",
       "SPRCC-650-Assembly-Dual-1/Spacer_Cylinder-40-1": "",
-      "SPRCC-650-Assembly-Dual-1/Caster-Alex-2-3751-105_80-1/2-3751-105_80-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/250-15-SP-HeatPlate5083-1": "5086-H32, Rod (SS)",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/201_PlateCoverTri_x1_1mm_INOX-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-1/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/Slide-40ID-52OD-60H-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-1/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-13": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-17": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/6_PGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/PowerGland-2/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-14": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/20_80_60-16": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/6_TCGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/TCGland-2/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-4/Slide-40ID-52OD-60H-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Support-1": "",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/base-1": "",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/HCylinder-1": "",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Support-Cross-M10-1": "",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/Piston-1": "",
-      "SPRCC-650-Assembly-Dual-1/Vevor-20T-1/PistonExt-1": "",
-      "SPRCC-650-Assembly-Dual-1/Spacer_Cylinder-40-2": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-1": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/1_RibA_x4_10mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-3": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-4": "",
-      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-2/307_RibMount_x8_4mm_FERRO-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-1": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-1": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Side_x2_4mm_FERRO-3": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/6_Side_x2_4mm_FERRO-3": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/8_Rib_x2_4mm_FERRO-9": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-1": "5086-H32, Rod (SS)",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/210_PlateAssemblyRibs-1/7_Rib_x2_4mm_FERRO-5": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-1": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-1": "5086-H32, Rod (SS)",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/Slide-40ID-52OD-60H-1": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/6_TCGland_x2_1mm_Inox-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/socket button head cap screw_am-4": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/socket button head cap screw_am-2": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-1/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-1": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-12": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/Slide-40ID-52OD-60H-1": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-2": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/6_PGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-1/socket button head cap screw_am-3": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/250-15-SP-HeatPlate5083-2": "5086-H32, Rod (SS)",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-10": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-13": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-11": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-15": "Plain Carbon Steel",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-11": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-14": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/303_TriMount_x8_4mm_FERRO-9": "Plain Carbon Steel",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-2": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/6_PGland_x2_1mm_Inox-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-1": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-4": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/Slide-40ID-52OD-60H-3": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-13": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-14": "6061 Alloy",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-15": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
-      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/6_TCGland_x2_1mm_Inox-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/6_TCGland_x2_1mm_Inox-1": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/socket button head cap screw_am-4": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/socket button head cap screw_am-2": "",
       "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/TCGland-2/socket button head cap screw_am-3": "",
-      "SPRCC-650-Assembly-Dual-1/formed hex screw_am-5": "",
-      "Coaster-M12-1": "",
-      "Mould-650-15-1/900_Mould_x4_2mm_INOX-2": "AISI 316 Stainless Steel Sheet (SS)",
-      "Mould-650-15-1/900_Mould_x4_2mm_INOX-1": "AISI 316 Stainless Steel Sheet (SS)",
-      "Mould-650-15-1/15-650-1/Mould-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-4": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-3": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-2": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/socket button head cap screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/PowerGland-2/6_PGland_x2_1mm_Inox-1": "",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-17": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/20_80_60-16": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/200_PressPlate-Global-650-3/Slide-40ID-52OD-60H-3": "6061 Alloy",
+      "SPRCC-650-Assembly-Dual-1/Spacer_Cylinder-40-2": "",
+      "SPRCC-650-Assembly-Dual-1/Caster-Alex-2-3751-105_80-1/2-3751-105_80-1": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-3": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-2": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-1": "",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/2_RibB_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/1_RibA_x4_10mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/400_LowerRibsTop-1/307_RibMount_x8_4mm_FERRO-4": "",
+      "SPRCC-650-Assembly-Dual-1/formed hex screw_am-1": "",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/720_GroundPlate_x1_12mm_FERRO-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/710_60-40-SupportBeam-2": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/710_60-40-SupportBeam-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/820_Rod-40-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/710_60-40-SupportBeamMiddle-1": "Plain Carbon Steel",
+      "SPRCC-650-Assembly-Dual-1/Framework-SPC650-1/820_Rod-40-2": "Plain Carbon Steel",
       "6_CableCover_x6_1mm_Inox-1": "",
+      "Coaster-M12-1": "",
+      "Loading Shelf Assembly-1/LoadingShelfRod-2": "",
+      "Loading Shelf Assembly-1/LoadingShelfRod-4": "",
+      "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-2": "",
+      "Loading Shelf Assembly-1/LoadingShelfRod-3": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-5": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-7": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-11": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-9": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-10": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-6": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-6": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-3": "",
+      "Loading Shelf Assembly-1/LoadingShelfRod-8": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-2": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-4": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-8": "",
+      "Loading Shelf Assembly-1/860_LShelf_x2_4mm_FERRO-1": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-1": "",
+      "Loading Shelf Assembly-1/socket head cap screw_amXXX-5": "",
+      "Loading Shelf Assembly-1/LoadingShelfRod-1": "",
+      "Loading Shelf Assembly-1/socket head cap screw_am-2": "",
+      "Mould-650-15-1/15-650-1/Mould-1": "",
+      "Mould-650-15-1/900_Mould_x4_2mm_INOX-1": "AISI 316 Stainless Steel Sheet (SS)",
+      "Mould-650-15-1/900_Mould_x4_2mm_INOX-2": "AISI 316 Stainless Steel Sheet (SS)",
+      "900_Base-1/910_Enclosure-1": "",
+      "900_Base-1/920_Door-1": "",
+      "900_Base-1/950_CP-1/930_CP_Cassandra-1": "AISI 1035 Steel (SS)",
+      "900_Base-1/950_CP-1/IP55_switch_red-1": "",
+      "900_Base-1/950_CP-1/E_Inkbird-1": "",
+      "900_Base-1/950_CP-1/3Pos-Switch-22mm-1": "",
+      "900_Base-1/950_CP-1/MCADID0002111_3D-simplified.stp-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "",
+      "900_Base-1/950_CP-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "",
+      "900_Base-1/950_CP-1/LED_button_red-1": "",
+      "900_Base-1/950_CP-1/E_Inkbird-4": "",
+      "900_Base-1/950_CP-1/E_Inkbird-5": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-1": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-2": "",
+      "CAB-2PID-VintageVertical-1/Part2-1": "",
+      "CAB-2PID-VintageVertical-1/E5C2-1": "",
+      "CAB-2PID-VintageVertical-1/520_Belt_x2_1mm_INOX-1": "",
+      "CAB-2PID-VintageVertical-1/403_MountPlate_x2_6mm_INOX-1": "",
+      "CAB-2PID-VintageVertical-1/540_MiddlePlate_x2_1mm_INOX-1": "",
+      "CAB-2PID-VintageVertical-1/3Pos-Switch-22mm-1": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-1": "",
+      "CAB-2PID-VintageVertical-1/E5C2-2": "",
+      "CAB-2PID-VintageVertical-1/540_MiddlePlate_x2_1mm_INOX-2": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-4": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-6": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-3": "",
+      "CAB-2PID-VintageVertical-1/403_MountPlate_x2_6mm_INOX-3": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-5": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-6": "",
+      "CAB-2PID-VintageVertical-1/530_BasePost-5": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-3": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-2": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-4": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-8": "",
+      "CAB-2PID-VintageVertical-1/socket button head cap screw_amxxx-7": "",
+      "Main-SPC650-Housing-Light-1/830_TopSupport_x4_4mm_FERRO-5": "Plain Carbon Steel",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-4": "",
+      "Main-SPC650-Housing-Light-1/810_EncBack_x2_1mm_Inox-3": "AISI 316 Stainless Steel Sheet (SS)",
+      "Main-SPC650-Housing-Light-1/SideWindow-4": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-3": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-3": "",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-5": "",
+      "Main-SPC650-Housing-Light-1/FrontWindow-18": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-5": "",
+      "Main-SPC650-Housing-Light-1/HandRail-2": "",
+      "Main-SPC650-Housing-Light-1/830_TopSupport_x4_4mm_FERRO-4": "Plain Carbon Steel",
+      "Main-SPC650-Housing-Light-1/FrontWindow-17": "",
+      "Main-SPC650-Housing-Light-1/830_EncTop_x1_2mm_Inox-1": "",
+      "Main-SPC650-Housing-Light-1/830_TopSupport_x4_4mm_FERRO-3": "Plain Carbon Steel",
+      "Main-SPC650-Housing-Light-1/810_EncBack_x2_1mm_Inox-2": "AISI 316 Stainless Steel Sheet (SS)",
+      "Main-SPC650-Housing-Light-1/820_EncSide_x4_1mm_Inox-1": "",
+      "Main-SPC650-Housing-Light-1/SideWindow-1": "",
+      "Main-SPC650-Housing-Light-1/HandRail-1": "",
+      "Main-SPC650-Housing-Light-1/830_TopSupport_x4_4mm_FERRO-2": "Plain Carbon Steel",
+      "Main-SPC650-Housing-Light-1/840_CabinetArm_x1_10mm_Ferro-1": "",
       "Coaster-M12-3": ""
     },
     "States": {},
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.x_t b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.x_t
index 228300558..b4033932a 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.x_t
+++ b/sheetpress/cassandra-edczmax-rc1/cad/Global-SPC-650-Default.x_t
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diff --git a/sheetpress/cassandra-edczmax-rc1/cad/global-spc-650-default.html b/sheetpress/cassandra-edczmax-rc1/cad/global-spc-650-default.html
index b431f4cde..b20e9e3fc 100644
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+++ b/sheetpress/cassandra-edczmax-rc1/cad/global-spc-650-default.html
@@ -8360,7 +8360,7 @@ var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){fun
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
 var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
-var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var modelContents="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SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-SPC-650-Default",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("Global-SPC-650-Default",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
 // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
 </script>
 </body>
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/830_TopSupport_x4_4mm_FERRO.SLDPRT b/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/830_TopSupport_x4_4mm_FERRO.SLDPRT
index d82a8430f..51f5e70db 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/830_TopSupport_x4_4mm_FERRO.SLDPRT
+++ b/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/830_TopSupport_x4_4mm_FERRO.SLDPRT
@@ -1,3 +1,3 @@
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-size 82299
+oid sha256:b0745f0c7ae7a268313c24f1bf68d5d0a666ce3caf8b1d187ee2d6514a97b358
+size 82554
diff --git a/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/Main-SPC650-Housing-Light.SLDASM b/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/Main-SPC650-Housing-Light.SLDASM
index 42cc431ef..31d2c5206 100644
--- a/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/Main-SPC650-Housing-Light.SLDASM
+++ b/sheetpress/cassandra-edczmax-rc1/cad/housing/sm25-light/Main-SPC650-Housing-Light.SLDASM
@@ -1,3 +1,3 @@
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