From 9dc19d929b2f9ab9d5fb12657a4971f4b883bd4b Mon Sep 17 00:00:00 2001 From: lovebird Date: Sat, 6 Jul 2024 10:19:03 +0200 Subject: [PATCH] Updating - extrusion/lydia-v3.5 --- .../lydia-v3.5/cad/Global-Lydia-3.6.SLDASM | 4 +- .../lydia-v3.5/cad/Global-Lydia-3.6.tree.json | 17925 +++++++--------- .../cad-380/360_ExtrusionShield.SLDASM | 4 +- .../components/Extruder-25D-40-420-SM.SLDASM | 4 +- .../lydia-v3.5/cad/global-lydia-3.6.html | 2 +- .../lydia-v3.5/cad/global-lydia-3.6.json | 162 +- 6 files changed, 7631 insertions(+), 10470 deletions(-) diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM index 2b4bceb02..b2691198a 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:e6e81e428c529f9992c49318f5f160b58890169f0ff84efbef0f9d9dc971f3d1 -size 4570526 +oid sha256:63175c51b6e861f2ba0d63903917b2369e7e0da9b88d300677b969e187068466 +size 4071111 diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json index 9a0b2a19c..fa8cb9f9c 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json @@ -2,37 +2,7 @@ "assembly": { "Components": [ { - "Name": "plain washer small grade a_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-23", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-27", + "Name": "plain washer small grade a_din-21", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, @@ -41,186 +11,16 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, - { - "Name": "plain washer small grade a_din-28", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, { "Name": "socket head cap screw_din-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, - { - "Name": "plain washer small grade a_din-7", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, { "Name": "300_Housing-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", "IsSuppressed": false }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/E_Inkbird-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/E_Inkbird-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, { "Name": "300_Housing-1/C-AJPJG50-8-50-4", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -231,16 +31,36 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "IsSuppressed": false }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, { "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "IsSuppressed": false }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, { "Name": "300_Housing-1/C-AJPJG50-8-50-3", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -251,19 +71,29 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "IsSuppressed": false }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, { "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/3Pos-Switch-22mm-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/E_Inkbird-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", "IsSuppressed": false }, { @@ -271,41 +101,186 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "IsSuppressed": false }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, { "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", "IsSuppressed": false }, + { + "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, { "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", "IsSuppressed": false }, { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "IsSuppressed": false }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, { "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", "IsSuppressed": false }, { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", + "Name": "300_Housing-1/emergency_stop _button-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "IsSuppressed": false }, + { + "Name": "300_Housing-1/IP55_switch_red-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/E_Inkbird-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "plain washer small grade a_din-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-7", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "Global-130x130x90_Assembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-6", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_din-14", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-3", + "Name": "plain washer small grade a_din-17", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, + { + "Name": "Global-180x80x25_Assembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", + "IsSuppressed": true + }, { "Name": "plain washer small grade a_din-18", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", @@ -322,230 +297,100 @@ "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-21", + "Name": "plain washer small grade a_din-22", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_din-6", + "Name": "plain washer small grade a_din-25", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-27", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-28", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-23", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-17", + "Name": "socket head cap screw_din-24", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-25", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-26", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-29", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, + { + "Name": "plain washer small grade a_din-24", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-26", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-32", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_din-27", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, - { - "Name": "socket head cap screw_din-33", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "KM-63_ 30_1.5-14-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", - "IsSuppressed": false - }, - { - "Name": "socket head cap screw_din-31", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "Global-130x130x90_Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-28", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, { "Name": "socket head cap screw_din-34", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, + { + "Name": "KM-63_ 30_1.5-14-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", + "IsSuppressed": false + }, + { + "Name": "socket head cap screw_din-30", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-29", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, { "Name": "Extruder-25D-40-420-SM-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "IsSuppressed": false }, + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "IsSuppressed": false + }, { "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", @@ -557,13 +402,8 @@ "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", "IsSuppressed": false }, { @@ -571,11 +411,6 @@ "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", "IsSuppressed": false }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "IsSuppressed": false - }, { "Name": "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT", @@ -587,8 +422,8 @@ "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", "IsSuppressed": false }, { @@ -597,13 +432,43 @@ "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", "IsSuppressed": false }, { @@ -611,26 +476,6 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", "IsSuppressed": false }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", @@ -658,7 +503,7 @@ }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", "IsSuppressed": false }, { @@ -673,52 +518,72 @@ }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", "IsSuppressed": false }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", "IsSuppressed": true }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", + "IsSuppressed": false + }, { "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", "IsSuppressed": false }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "IsSuppressed": false - }, { "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", "IsSuppressed": true }, { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", "IsSuppressed": false }, { @@ -726,69 +591,29 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", "IsSuppressed": true }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "IsSuppressed": true - }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", "IsSuppressed": true }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", "IsSuppressed": true }, { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-32", + "Name": "socket head cap screw_din-28", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_din-30", + "Name": "socket head cap screw_din-31", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-22", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Name": "socket head cap screw_din-33", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true } ] @@ -797,91 +622,7 @@ "Name": "Global-Lydia-3.6", "Children": [ { - "Name": "plain washer small grade a_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-23", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-27", + "Name": "plain washer small grade a_din-21", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, @@ -908,48 +649,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "plain washer small grade a_din-28", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "socket head cap screw_din-1", "Children": null, @@ -964,23 +663,150 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "plain washer small grade a_din-7", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "300_Housing-1", "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207164, + "MinY": -0.09031321940353962, + "MinZ": -0.1130252091976183, + "MaxX": 0.6901939009207163, + "MaxY": -0.02081321940353962, + "MaxZ": -0.09802520919761831 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207164, + "MinY": -0.061010362184240254, + "MinZ": -0.11245341242789382, + "MaxX": 0.6886939009207164, + "MaxY": -0.05551036218424025, + "MaxZ": -0.09859700596734279 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207163, + "MinY": -0.10181321940353963, + "MinZ": -0.1305252091976183, + "MaxX": 0.7076939009207164, + "MaxY": -0.07881321940353964, + "MaxZ": -0.0805252091976183 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.507902632662348E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949257654E-10 + }, + "Box": { + "MinX": 0.6576939009207163, + "MinY": -0.10181321940353963, + "MinZ": -0.1305252091976183, + "MaxX": 0.7076939009207164, + "MaxY": -0.05081321940353963, + "MaxZ": -0.0805252091976183 + }, + "Material": { + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "300_Housing-1/C-AJPJG50-8-50-5", "Children": [ @@ -1003,46 +829,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.05289390092071005, - "MinY": -0.09031321940353973, - "MinZ": -0.11302520919761763, - "MaxX": 0.06789390092071004, - "MaxY": -0.02081321940353973, - "MaxZ": -0.09802520919761765 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071005, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.08539390092071006, - "MaxY": -0.07881321940353975, - "MaxZ": -0.08052520919761763 + "MinX": 0.05289390092070594, + "MinY": -0.09031321940353976, + "MinZ": -0.1130252091976216, + "MaxX": 0.06789390092070594, + "MaxY": -0.020813219403539758, + "MaxZ": -0.09802520919762162 }, "Material": { "Material": "", @@ -1071,119 +863,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.054393900920710045, - "MinY": -0.061010362184240365, - "MinZ": -0.11245341242789315, - "MaxX": 0.06639390092071006, - "MaxY": -0.05551036218424036, - "MaxZ": -0.09859700596734212 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596697E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949174647E-10 - }, - "Box": { - "MinX": 0.03539390092071005, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.08539390092071006, - "MaxY": -0.05081321940353974, - "MaxZ": -0.08052520919761763 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3700416705148314, - "Density": 7849.999987, - "Volume": 4.713906638568653E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.19779973326837746, - "CenterOfMassY": -9.911162352219051E-07, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.11354390092071276, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239402, - "MaxX": 0.26754390092071273, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802394024 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 + "MinX": 0.05439390092070594, + "MinY": -0.06101036218424039, + "MinZ": -0.11245341242789712, + "MaxX": 0.06639390092070595, + "MaxY": -0.05551036218424039, + "MaxZ": -0.0985970059673461 }, "Material": { "Material": "", @@ -1194,7 +879,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -1212,46 +897,12 @@ "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 + "MinX": 0.03539390092070594, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.08539390092070595, + "MaxY": -0.07881321940353977, + "MaxZ": -0.0805252091976216 }, "Material": { "Material": "", @@ -1273,89 +924,238 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596697E-19, + "CenterOfMassX": -5.500524187523693E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949322216E-10 + "CenterOfMassZ": 2.7788741949257654E-10 }, "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.050813219403539604, - "MaxZ": 0.09150479080239063 + "MinX": 0.03539390092070594, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.08539390092070595, + "MaxY": -0.05081321940353977, + "MaxZ": -0.0805252091976216 }, "Material": { "C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" }, "States": {}, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Name": "300_Housing-1/C-AJPJG50-8-50-3", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.05289390092070612, + "MinY": -0.09031321940353976, + "MinZ": 0.05900479080239323, + "MaxX": 0.06789390092070613, + "MaxY": -0.020813219403539758, + "MaxZ": 0.07400479080239322 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092070612, + "MinY": -0.06101036218424039, + "MinZ": 0.05957658757211772, + "MaxX": 0.06639390092070613, + "MaxY": -0.05551036218424039, + "MaxZ": 0.07343299403266874 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092070612, + "MinY": -0.10181321940353977, + "MinZ": 0.04150479080239323, + "MaxX": 0.08539390092070612, + "MaxY": -0.07881321940353977, + "MaxZ": 0.09150479080239324 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 2.7938872097026315, - "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.493145742385038E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.778874194955279E-10 }, "Box": { - "MinX": 0.08354390092071357, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760483, - "MaxX": 0.6595439009207136, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760483 + "MinX": 0.03539390092070612, + "MinY": -0.10181321940353977, + "MinZ": 0.04150479080239323, + "MaxX": 0.08539390092070612, + "MaxY": -0.05081321940353977, + "MaxZ": 0.09150479080239324 }, "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" }, "States": {}, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/E_Inkbird-1", + "Name": "300_Housing-1/3Pos-Switch-22mm-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", "Properties": { - "Default": {} + "Valor predeterminado": {}, + "2": {} }, "Equations": {}, "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 + "Mass": 0.06006294708946258, + "Density": 1943.6322351409399, + "Volume": 3.0902423824591074E-05, + "SurfaceArea": 0.02020411495415486, + "CenterOfMassX": 0.014501389529639077, + "CenterOfMassY": 0.02597787071077119, + "CenterOfMassZ": -0.015001389529112358 }, "Box": { - "MinX": 0.4961939009207184, - "MinY": 0.015554295058738697, - "MinZ": -0.028260209197611998, - "MaxX": 0.5441939009207188, - "MaxY": 0.06355429505873875, - "MaxZ": 0.060489790802388234 + "MinX": 0.5545439009207112, + "MinY": 0.023754972416108085, + "MinZ": 0.011189790802395107, + "MaxX": 0.5945439009207112, + "MaxY": 0.05375497241610832, + "MaxZ": 0.08022479080239525 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Description": "PART-xb4bd912r100k_1-DESC", + "Nomenclature": "xb4bd912r100k_1", + "Part Number": "xb4bd912r100k_1", + "Source": "NOT_KNOWN", + "Revision": " " + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.01909510459298399, + "Density": 1000.0000000000002, + "Volume": 1.9095104592983986E-05, + "SurfaceArea": 0.022441596196535536, + "CenterOfMassX": 0.008149877452430966, + "CenterOfMassY": 0.009480061688954714, + "CenterOfMassZ": 0.031186838824164734 + }, + "Box": { + "MinX": 0.5595869033673081, + "MinY": 0.01585497241610882, + "MinZ": 0.0032500913020750213, + "MaxX": 0.5895008984741025, + "MaxY": 0.062054972416108814, + "MaxZ": 0.07813979080239503 }, "Material": { "Material": "", @@ -1384,12 +1184,12 @@ "CenterOfMassZ": -0.044061565199117546 }, "Box": { - "MinX": 0.49489390092071855, - "MinY": -0.04648073386581801, - "MinZ": -0.028260209197612317, - "MaxX": 0.542893900920719, - "MaxY": 0.0015192661341820318, - "MaxZ": 0.060489790802387915 + "MinX": 0.49489390092071156, + "MinY": -0.046480733865817914, + "MinZ": -0.028260209197607654, + "MaxX": 0.542893900920712, + "MaxY": 0.001519266134182129, + "MaxZ": 0.06048979080239258 }, "Material": { "Material": "", @@ -1399,6 +1199,352 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207111, + "MinY": -0.07081321940353955, + "MinZ": 0.048504790802395586, + "MaxX": 0.6966939009207112, + "MaxY": -0.06681321940353954, + "MaxZ": 0.08050479080239559 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570629, + "MinY": -0.07081321940353957, + "MinZ": 0.04848979080239624, + "MaxX": 0.07854411209570629, + "MaxY": -0.06681321940353957, + "MaxZ": 0.08048979080239624 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3700416705148314, + "Density": 7849.999987, + "Volume": 4.713906638568653E-05, + "SurfaceArea": 0.04852069468613064, + "CenterOfMassX": -0.19779973326837746, + "CenterOfMassY": -9.91116235223265E-07, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.1135439009207111, + "MinY": -0.06781321940353963, + "MinZ": 0.05448979080239502, + "MaxX": 0.26754390092071106, + "MaxY": 0.0861867805964604, + "MaxZ": 0.056489790802395023 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402591, + "CenterOfMassY": 0.0020716654287494555, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.046543900920712145, + "MinY": -0.0708132194035396, + "MinZ": -0.09151020919760383, + "MaxX": 0.6965439009207122, + "MaxY": 0.0991867805964605, + "MaxZ": -0.08751020919760383 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.31882451990044147, + "Density": 7849.999987, + "Volume": 4.061458858960906E-05, + "SurfaceArea": 0.04230120800848404, + "CenterOfMassX": 1.767857572155032E-17, + "CenterOfMassY": 1.7378198682564768E-16, + "CenterOfMassZ": 0.0009999999999999998 + }, + "Box": { + "MinX": 0.07254390092071217, + "MinY": -0.06831321940354021, + "MinZ": -0.08701020919760483, + "MaxX": 0.0745439009207122, + "MaxY": 0.08668678059645982, + "MaxZ": 0.04798979080239518 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402591, + "CenterOfMassY": 0.0020716654287494555, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.04654390092071098, + "MinY": -0.07081321940353957, + "MinZ": 0.048489790802395016, + "MaxX": 0.6965439009207111, + "MaxY": 0.09918678059646052, + "MaxZ": 0.05248979080239502 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570747, + "MinY": -0.07081321940353962, + "MinZ": -0.11951020919760459, + "MaxX": 0.07854411209570747, + "MaxY": -0.06681321940353961, + "MaxZ": -0.08751020919760459 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.7938872097026315, + "Density": 7849.999987000001, + "Volume": 0.00035590919927763705, + "SurfaceArea": 0.18458387388226774, + "CenterOfMassX": 0.00034498588777029203, + "CenterOfMassY": 0.00035611446479513433, + "CenterOfMassZ": 6.972401507731992E-21 + }, + "Box": { + "MinX": 0.08354390092071223, + "MinY": -0.06881321940353963, + "MinZ": -0.09551020919760383, + "MaxX": 0.6595439009207122, + "MaxY": 0.08718678059646046, + "MaxZ": -0.09151020919760383 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 9.97188521319506, + "Density": 7800.0, + "Volume": 0.001278446822204495, + "SurfaceArea": 0.2791533709523726, + "CenterOfMassX": -3.538475256460657E-05, + "CenterOfMassY": -3.5029011215037195E-19, + "CenterOfMassZ": 0.0001233658338321936 + }, + "Box": { + "MinX": 0.046543900920712145, + "MinY": 0.0891867805964604, + "MinZ": -0.11951020919760422, + "MaxX": 0.6965439009207122, + "MaxY": 0.09918678059646041, + "MaxZ": 0.0804897908023958 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.31882451990044147, + "Density": 7849.999987, + "Volume": 4.061458858960906E-05, + "SurfaceArea": 0.04230120800848405, + "CenterOfMassX": 1.4908454580550767E-18, + "CenterOfMassY": 1.825946068707658E-16, + "CenterOfMassZ": 0.0009999999999999998 + }, + "Box": { + "MinX": 0.668543900920712, + "MinY": -0.06831321940354057, + "MinZ": -0.08699520919760498, + "MaxX": 0.670543900920712, + "MaxY": 0.08668678059645946, + "MaxZ": 0.04800479080239506 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", "Children": null, @@ -1421,12 +1567,435 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.07454390092071352, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761185, - "MaxX": 0.07854390092071355, - "MaxY": 0.0991867805964604, - "MaxZ": 0.08048979080238816 + "MinX": 0.07454390092071218, + "MinY": -0.07081321940353962, + "MinZ": -0.11951020919760419, + "MaxX": 0.07854390092071221, + "MaxY": 0.09918678059646042, + "MaxZ": 0.08048979080239582 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.497757270596698E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949396005E-10 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.05081321940353963, + "MaxZ": 0.09150479080238996 + }, + "Material": { + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.4912576000000013, + "Density": 7800.0, + "Volume": 0.00031939200000000016, + "SurfaceArea": 0.1655936, + "CenterOfMassX": 1.873483817275673E-16, + "CenterOfMassY": 0.002, + "CenterOfMassZ": 1.0770463880882915E-06 + }, + "Box": { + "MinX": 0.07424390092071231, + "MinY": -0.07081321940353974, + "MinZ": -0.09081020919760428, + "MaxX": 0.6688439009207123, + "MaxY": -0.06681321940353974, + "MaxZ": 0.05178979080239572 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868259, + "Density": 1000.0000000000001, + "Volume": 4.700956617868259E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.517840139601219E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.599542250246695, + "MinY": 0.018753321742091895, + "MinZ": 0.04146201811667759, + "MaxX": 0.6395455515947271, + "MaxY": 0.0587566230901241, + "MaxZ": 0.05835201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084737, + "MinY": 0.02785781340387057, + "MinZ": 0.04546201811667759, + "MaxX": 0.6304410599329485, + "MaxY": 0.04965213142834542, + "MaxZ": 0.04646201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.2626452677905502E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785702E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.05835201811667758, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.09735204311667758 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.032433558534158344, + "Density": 1000.0, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.0068648956974637E-06, + "CenterOfMassY": -0.013618485804014997, + "CenterOfMassZ": -7.459429133649154E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.04146201811667759, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.0973520431166776 + }, + "Material": { + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03243355853415834, + "Density": 999.9999999999999, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.006864895697247E-06, + "CenterOfMassY": -0.013618485804014995, + "CenterOfMassZ": -7.4594291336491565E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.04146201811667759, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.0973520431166776 + }, + "Material": { + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0538757123504703, + "Density": 7849.999986999999, + "Volume": 0.00013425168332429838, + "SurfaceArea": 0.1398200790399502, + "CenterOfMassX": 0.030539132124474008, + "CenterOfMassY": 0.00011626208969025779, + "CenterOfMassZ": 2.951545557679235E-20 + }, + "Box": { + "MinX": 0.08354390092071107, + "MinY": -0.06881321940353957, + "MinZ": 0.05248979080239502, + "MaxX": 0.6595439009207111, + "MaxY": 0.08718678059646051, + "MaxZ": 0.05448979080239502 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207121, + "MinY": -0.07081321940353952, + "MinZ": -0.11949520919760477, + "MaxX": 0.6966939009207122, + "MaxY": -0.06681321940353951, + "MaxZ": -0.08749520919760477 }, "Material": { "Material": "Plain Carbon Steel", @@ -1459,12 +2028,12 @@ "CenterOfMassZ": 0.007075912198349583 }, "Box": { - "MinX": 0.6062788097829344, - "MinY": -0.04028926352815103, - "MinZ": 0.029489790802390756, - "MaxX": 0.6342788097829344, - "MaxY": -0.0022892635281510226, - "MaxZ": 0.06948979080239076 + "MinX": 0.6062788097829339, + "MinY": -0.04028926352815102, + "MinZ": 0.02948979080239109, + "MaxX": 0.6342788097829339, + "MaxY": -0.0022892635281510157, + "MaxZ": 0.0694897908023911 }, "Material": { "Material": "", @@ -1475,10 +2044,44 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Name": "300_Housing-1/E_Inkbird-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.18513718750000002, + "Density": 1000.0, + "Volume": 0.00018513718750000002, + "SurfaceArea": 0.020820500000000002, + "CenterOfMassX": 1.7156864026594472E-18, + "CenterOfMassY": 2.4846494230585105E-18, + "CenterOfMassZ": -0.044061565199117546 + }, + "Box": { + "MinX": 0.49619390092071164, + "MinY": 0.01555429505873878, + "MinZ": -0.028260209197607668, + "MaxX": 0.5441939009207121, + "MaxY": 0.06355429505873883, + "MaxZ": 0.060489790802392564 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -1496,12 +2099,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 }, "Material": { "Material": "", @@ -1512,41 +2115,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -1564,12 +2133,46 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 }, "Material": { "Material": "", @@ -1591,97 +2194,25 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.493145742385038E-19, + "CenterOfMassX": -5.508824938304679E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949257654E-10 + "CenterOfMassZ": 2.7788741949229985E-10 }, "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.050813219403539604, - "MaxZ": 0.09150479080239063 + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.05081321940353963, + "MaxZ": 0.09150479080238996 }, "Material": { "C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Valor predeterminado": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06006294708946256, - "Density": 1943.6322351409392, - "Volume": 3.0902423824591074E-05, - "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639079, - "CenterOfMassY": 0.025977870710771192, - "CenterOfMassZ": -0.015001389529112358 - }, - "Box": { - "MinX": 0.5545439009207128, - "MinY": 0.02375497241610805, - "MinZ": 0.0111897908023941, - "MaxX": 0.5945439009207129, - "MaxY": 0.053754972416108285, - "MaxZ": 0.08022479080239424 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848405, - "CenterOfMassX": 1.4908454580550767E-18, - "CenterOfMassY": 1.825946068707658E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.6685439009207134, - "MinY": -0.0683132194035406, - "MinZ": -0.08699520919761265, - "MaxX": 0.6705439009207134, - "MaxY": 0.08668678059645943, - "MaxZ": 0.048004790802387384 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" }, "States": {}, "LaserParts": null, @@ -1709,858 +2240,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.6645439009207135, - "MinY": -0.07081321940353993, - "MinZ": -0.11949520919761192, - "MaxX": 0.6685439009207135, - "MaxY": 0.0991867805964601, - "MaxZ": 0.0805047908023881 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848404, - "CenterOfMassX": 1.767857572155032E-17, - "CenterOfMassY": 1.7378198682564768E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.0725439009207135, - "MinY": -0.06831321940354024, - "MinZ": -0.08701020919761245, - "MaxX": 0.07454390092071353, - "MaxY": 0.08668678059645979, - "MaxZ": 0.047989790802387564 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "PART-xb4bd912r100k_1-DESC", - "Nomenclature": "xb4bd912r100k_1", - "Part Number": "xb4bd912r100k_1", - "Source": "NOT_KNOWN", - "Revision": " " - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.01909510459298399, - "Density": 1000.0000000000002, - "Volume": 1.9095104592983986E-05, - "SurfaceArea": 0.022441596196535536, - "CenterOfMassX": 0.008149877452430966, - "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.03118683882416474 - }, - "Box": { - "MinX": 0.5595869033673098, - "MinY": 0.01585497241610879, - "MinZ": 0.003250091302074022, - "MaxX": 0.5895008984741041, - "MaxY": 0.062054972416108786, - "MaxZ": 0.07813979080239403 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396012803E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281E-05 - }, - "Box": { - "MinX": 0.5995422502466967, - "MinY": 0.018753321742091867, - "MinZ": 0.041462018116669636, - "MaxX": 0.6395455515947288, - "MaxY": 0.05875662309012407, - "MaxZ": 0.05835201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.05835201811666963, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084753, - "MinY": 0.027857813403870543, - "MinZ": 0.04546201811666964, - "MaxX": 0.6304410599329502, - "MaxY": 0.04965213142834539, - "MaxZ": 0.04646201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.006864895697269E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649154E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.041462018116669636, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 999.9999999999999, - "Volume": 3.243355853415835E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.006864895697266E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.4594291336491675E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.041462018116669636, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124474, - "CenterOfMassY": 0.00011626208969025618, - "CenterOfMassZ": 3.639775843767948E-20 - }, - "Box": { - "MinX": 0.08354390092071273, - "MinY": -0.0688132194035396, - "MinZ": 0.05248979080239402, - "MaxX": 0.6595439009207128, - "MaxY": 0.08718678059646048, - "MaxZ": 0.05448979080239402 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071348, - "MinY": 0.08918678059646037, - "MinZ": -0.11951020919760522, - "MaxX": 0.6965439009207135, - "MaxY": 0.09918678059646038, - "MaxZ": 0.0804897908023948 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207156, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761433, - "MaxX": 0.6901939009207155, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919761434 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207156, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761434, - "MaxX": 0.7076939009207156, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761433 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207156, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788985, - "MaxX": 0.6886939009207156, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733882 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03503366042103045, - "Density": 1000.0000000000001, - "Volume": 3.5033660421030446E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.496834964954366E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949054747E-10 - }, - "Box": { - "MinX": 0.6576939009207156, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761434, - "MaxX": 0.7076939009207156, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761433 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.05289390092071023, - "MinY": -0.09031321940353973, - "MinZ": 0.059004790802393896, - "MaxX": 0.06789390092071024, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080239389 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071023, - "MinY": -0.10181321940353974, - "MinZ": 0.041504790802393894, - "MaxX": 0.08539390092071023, - "MaxY": -0.07881321940353975, - "MaxZ": 0.0915047908023939 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920710225, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211839, - "MaxX": 0.06639390092071024, - "MaxY": -0.05551036218424036, - "MaxZ": 0.07343299403266941 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.49406804802737E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741948934847E-10 - }, - "Box": { - "MinX": 0.03539390092071023, - "MinY": -0.10181321940353974, - "MinZ": 0.041504790802393894, - "MaxX": 0.08539390092071023, - "MaxY": -0.05081321940353974, - "MaxZ": 0.0915047908023939 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207135, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761243, - "MaxX": 0.6966939009207135, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761243 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207127, - "MinY": -0.07081321940353957, - "MinZ": 0.04850479080238791, - "MaxX": 0.6966939009207127, - "MaxY": -0.06681321940353957, - "MaxZ": 0.08050479080238791 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402673, - "CenterOfMassY": 0.0020716654287494625, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.04654390092071348, - "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760483, - "MaxX": 0.6965439009207135, - "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760483 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402673, - "CenterOfMassY": 0.0020716654287494625, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.046543900920712644, - "MinY": -0.07081321940353959, - "MinZ": 0.04848979080239402, - "MaxX": 0.6965439009207126, - "MaxY": 0.09918678059646051, - "MaxZ": 0.05248979080239402 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095707954, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080238859, - "MaxX": 0.07854411209570795, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08048979080238859 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071365, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760527, - "MaxX": 0.6688439009207137, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239473 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209570879, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761224, - "MaxX": 0.07854411209570879, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761224 + "MinX": 0.6645439009207121, + "MinY": -0.0708132194035399, + "MinZ": -0.11949520919760426, + "MaxX": 0.6685439009207121, + "MaxY": 0.09918678059646013, + "MaxZ": 0.08050479080239575 }, "Material": { "Material": "Plain Carbon Steel", @@ -2592,95 +2277,338 @@ "Density": 6463.570900528478, "Volume": 0.0032785545380847993, "SurfaceArea": 1.2948969218885766, - "CenterOfMassX": 0.3745372671475609, - "CenterOfMassY": 0.038380403858413854, - "CenterOfMassZ": -0.023054839319158763 + "CenterOfMassX": 0.3745372671475592, + "CenterOfMassY": 0.038380403858413896, + "CenterOfMassZ": -0.023054839319157208 }, "Box": { - "MinX": 0.03539390092071004, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.7076939009207156, - "MaxY": 0.0991867805964605, - "MaxZ": 0.09735204311666965 + "MinX": 0.035393900920705934, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.7076939009207164, + "MaxY": 0.09918678059646052, + "MaxZ": 0.0973520431166776 }, "Material": { - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "E_Inkbird-1": "", - "E_Inkbird-1 Material Database": "", - "E_Inkbird-3": "", - "E_Inkbird-3 Material Database": "", - "307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "IP55_switch_red-1": "", - "IP55_switch_red-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "3Pos-Switch-22mm-1": "", - "3Pos-Switch-22mm-1 Material Database": "", - "310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", - "310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", - "307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "MCADID0002111_3D-simplified.stp-1": "", - "MCADID0002111_3D-simplified.stp-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", + "3Pos-Switch-22mm-1": "", + "3Pos-Switch-22mm-1 Material Database": "", + "MCADID0002111_3D-simplified.stp-1": "", + "MCADID0002111_3D-simplified.stp-1 Material Database": "", + "E_Inkbird-3": "", + "E_Inkbird-3 Material Database": "", "302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", "302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", "302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", "302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", + "305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", + "305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", + "302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", + "302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", + "304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", + "303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", + "310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", + "307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", + "307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", "306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", "306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials" + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", + "301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", + "302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "IP55_switch_red-1": "", + "IP55_switch_red-1 Material Database": "", + "E_Inkbird-1": "", + "E_Inkbird-1 Material Database": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", + "307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", + "307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207164, + "MinY": -0.09031321940353962, + "MinZ": -0.1130252091976183, + "MaxX": 0.6901939009207163, + "MaxY": -0.02081321940353962, + "MaxZ": -0.09802520919761831 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207164, + "MinY": -0.061010362184240254, + "MinZ": -0.11245341242789382, + "MaxX": 0.6886939009207164, + "MaxY": -0.05551036218424025, + "MaxZ": -0.09859700596734279 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207163, + "MinY": -0.10181321940353963, + "MinZ": -0.1305252091976183, + "MaxX": 0.7076939009207164, + "MaxY": -0.07881321940353964, + "MaxZ": -0.0805252091976183 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.49406804802737E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949377554E-10 + }, + "Box": { + "MinX": 0.6576939009207163, + "MinY": -0.10181321940353963, + "MinZ": -0.1305252091976183, + "MaxX": 0.7076939009207164, + "MaxY": -0.05081321940353963, + "MaxZ": -0.0805252091976183 + }, + "Material": { + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207164, + "MinY": -0.09031321940353962, + "MinZ": -0.1130252091976183, + "MaxX": 0.6901939009207163, + "MaxY": -0.02081321940353962, + "MaxZ": -0.09802520919761831 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207164, + "MinY": -0.061010362184240254, + "MinZ": -0.11245341242789382, + "MaxX": 0.6886939009207164, + "MaxY": -0.05551036218424025, + "MaxZ": -0.09859700596734279 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207163, + "MinY": -0.10181321940353963, + "MinZ": -0.1305252091976183, + "MaxX": 0.7076939009207164, + "MaxY": -0.07881321940353964, + "MaxZ": -0.0805252091976183 + }, + "Material": { + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -2708,46 +2636,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.05289390092071005, - "MinY": -0.09031321940353973, - "MinZ": -0.11302520919761763, - "MaxX": 0.06789390092071004, - "MaxY": -0.02081321940353973, - "MaxZ": -0.09802520919761765 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071005, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.08539390092071006, - "MaxY": -0.07881321940353975, - "MaxZ": -0.08052520919761763 + "MinX": 0.05289390092070594, + "MinY": -0.09031321940353976, + "MinZ": -0.1130252091976216, + "MaxX": 0.06789390092070594, + "MaxY": -0.020813219403539758, + "MaxZ": -0.09802520919762162 }, "Material": { "Material": "", @@ -2776,12 +2670,46 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.054393900920710045, - "MinY": -0.061010362184240365, - "MinZ": -0.11245341242789315, - "MaxX": 0.06639390092071006, - "MaxY": -0.05551036218424036, - "MaxZ": -0.09859700596734212 + "MinX": 0.05439390092070594, + "MinY": -0.06101036218424039, + "MinZ": -0.11245341242789712, + "MaxX": 0.06639390092070595, + "MaxY": -0.05551036218424039, + "MaxZ": -0.0985970059673461 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092070594, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.08539390092070595, + "MaxY": -0.07881321940353977, + "MaxZ": -0.0805252091976216 }, "Material": { "Material": "", @@ -2803,25 +2731,25 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.490378825458043E-19, + "CenterOfMassX": -5.490378825458042E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949469785E-10 + "CenterOfMassZ": 2.7788741949174647E-10 }, "Box": { - "MinX": 0.03539390092071005, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.08539390092071006, - "MaxY": -0.05081321940353974, - "MaxZ": -0.08052520919761763 + "MinX": 0.03539390092070594, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.08539390092070595, + "MaxY": -0.05081321940353977, + "MaxZ": -0.0805252091976216 }, "Material": { "C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" }, "States": {}, "LaserParts": null, @@ -2846,46 +2774,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.05289390092071005, - "MinY": -0.09031321940353973, - "MinZ": -0.11302520919761763, - "MaxX": 0.06789390092071004, - "MaxY": -0.02081321940353973, - "MaxZ": -0.09802520919761765 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071005, - "MinY": -0.10181321940353974, - "MinZ": -0.13052520919761765, - "MaxX": 0.08539390092071006, - "MaxY": -0.07881321940353975, - "MaxZ": -0.08052520919761763 + "MinX": 0.05289390092070594, + "MinY": -0.09031321940353976, + "MinZ": -0.1130252091976216, + "MaxX": 0.06789390092070594, + "MaxY": -0.020813219403539758, + "MaxZ": -0.09802520919762162 }, "Material": { "Material": "", @@ -2914,12 +2808,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.054393900920710045, - "MinY": -0.061010362184240365, - "MinZ": -0.11245341242789315, - "MaxX": 0.06639390092071006, - "MaxY": -0.05551036218424036, - "MaxZ": -0.09859700596734212 + "MinX": 0.05439390092070594, + "MinY": -0.06101036218424039, + "MinZ": -0.11245341242789712, + "MaxX": 0.06639390092070595, + "MaxY": -0.05551036218424039, + "MaxZ": -0.0985970059673461 }, "Material": { "Material": "", @@ -2930,216 +2824,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3700416705148314, - "Density": 7849.999987, - "Volume": 4.713906638568653E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.19779973326837746, - "CenterOfMassY": -9.911162352219051E-07, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.11354390092071276, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239402, - "MaxX": 0.26754390092071273, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802394024 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.496834964954366E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949349885E-10 - }, - "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.050813219403539604, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": null, @@ -3157,12 +2842,12 @@ "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 + "MinX": 0.03539390092070594, + "MinY": -0.10181321940353977, + "MinZ": -0.13052520919762162, + "MaxX": 0.08539390092070595, + "MaxY": -0.07881321940353977, + "MaxZ": -0.0805252091976216 }, "Material": { "Material": "", @@ -3173,7 +2858,182 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.05289390092070612, + "MinY": -0.09031321940353976, + "MinZ": 0.05900479080239323, + "MaxX": 0.06789390092070613, + "MaxY": -0.020813219403539758, + "MaxZ": 0.07400479080239322 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092070612, + "MinY": -0.06101036218424039, + "MinZ": 0.05957658757211772, + "MaxX": 0.06639390092070613, + "MaxY": -0.05551036218424039, + "MaxZ": 0.07343299403266874 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092070612, + "MinY": -0.10181321940353977, + "MinZ": 0.04150479080239323, + "MaxX": 0.08539390092070612, + "MaxY": -0.07881321940353977, + "MaxZ": 0.09150479080239324 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03503366042103045, + "Density": 1000.0000000000001, + "Volume": 3.5033660421030446E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.497757270596698E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949322216E-10 + }, + "Box": { + "MinX": 0.03539390092070612, + "MinY": -0.10181321940353977, + "MinZ": 0.04150479080239323, + "MaxX": 0.08539390092070612, + "MaxY": -0.05081321940353977, + "MaxZ": 0.09150479080239324 + }, + "Material": { + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.05289390092070612, + "MinY": -0.09031321940353976, + "MinZ": 0.05900479080239323, + "MaxX": 0.06789390092070613, + "MaxY": -0.020813219403539758, + "MaxZ": 0.07400479080239322 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "Parent": null, @@ -3191,12 +3051,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 + "MinX": 0.05439390092070612, + "MinY": -0.06101036218424039, + "MinZ": 0.05957658757211772, + "MaxX": 0.06639390092070613, + "MaxY": -0.05551036218424039, + "MaxZ": 0.07343299403266874 }, "Material": { "Material": "", @@ -3207,64 +3067,106 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 2.7938872097026315, - "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.08354390092071357, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760483, - "MaxX": 0.6595439009207136, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760483 + "MinX": 0.03539390092070612, + "MinY": -0.10181321940353977, + "MinZ": 0.04150479080239323, + "MaxX": 0.08539390092070612, + "MaxY": -0.07881321940353977, + "MaxZ": 0.09150479080239324 }, "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/E_Inkbird-1", + "Name": "300_Housing-1/3Pos-Switch-22mm-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", "Parent": null, "Properties": { - "Default": {} + "Valor predeterminado": {}, + "2": {} }, "Equations": {}, "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 + "Mass": 0.06006294708946258, + "Density": 1943.6322351409399, + "Volume": 3.0902423824591074E-05, + "SurfaceArea": 0.02020411495415486, + "CenterOfMassX": 0.014501389529639077, + "CenterOfMassY": 0.02597787071077119, + "CenterOfMassZ": -0.015001389529112358 }, "Box": { - "MinX": 0.4961939009207184, - "MinY": 0.015554295058738697, - "MinZ": -0.028260209197611998, - "MaxX": 0.5441939009207188, - "MaxY": 0.06355429505873875, - "MaxZ": 0.060489790802388234 + "MinX": 0.5545439009207112, + "MinY": 0.023754972416108085, + "MinZ": 0.011189790802395107, + "MaxX": 0.5945439009207112, + "MaxY": 0.05375497241610832, + "MaxZ": 0.08022479080239525 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "PART-xb4bd912r100k_1-DESC", + "Nomenclature": "xb4bd912r100k_1", + "Part Number": "xb4bd912r100k_1", + "Source": "NOT_KNOWN", + "Revision": " " + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.01909510459298399, + "Density": 1000.0000000000002, + "Volume": 1.9095104592983986E-05, + "SurfaceArea": 0.022441596196535536, + "CenterOfMassX": 0.008149877452430966, + "CenterOfMassY": 0.009480061688954714, + "CenterOfMassZ": 0.031186838824164734 + }, + "Box": { + "MinX": 0.5595869033673081, + "MinY": 0.01585497241610882, + "MinZ": 0.0032500913020750213, + "MaxX": 0.5895008984741025, + "MaxY": 0.062054972416108814, + "MaxZ": 0.07813979080239503 }, "Material": { "Material": "", @@ -3293,12 +3195,12 @@ "CenterOfMassZ": -0.044061565199117546 }, "Box": { - "MinX": 0.49489390092071855, - "MinY": -0.04648073386581801, - "MinZ": -0.028260209197612317, - "MaxX": 0.542893900920719, - "MaxY": 0.0015192661341820318, - "MaxZ": 0.060489790802387915 + "MinX": 0.49489390092071156, + "MinY": -0.046480733865817914, + "MinZ": -0.028260209197607654, + "MaxX": 0.542893900920712, + "MaxY": 0.001519266134182129, + "MaxZ": 0.06048979080239258 }, "Material": { "Material": "", @@ -3308,6 +3210,352 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207111, + "MinY": -0.07081321940353955, + "MinZ": 0.048504790802395586, + "MaxX": 0.6966939009207112, + "MaxY": -0.06681321940353954, + "MaxZ": 0.08050479080239559 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570629, + "MinY": -0.07081321940353957, + "MinZ": 0.04848979080239624, + "MaxX": 0.07854411209570629, + "MaxY": -0.06681321940353957, + "MaxZ": 0.08048979080239624 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3700416705148314, + "Density": 7849.999987, + "Volume": 4.713906638568653E-05, + "SurfaceArea": 0.04852069468613064, + "CenterOfMassX": -0.19779973326837746, + "CenterOfMassY": -9.91116235223265E-07, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.1135439009207111, + "MinY": -0.06781321940353963, + "MinZ": 0.05448979080239502, + "MaxX": 0.26754390092071106, + "MaxY": 0.0861867805964604, + "MaxZ": 0.056489790802395023 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402591, + "CenterOfMassY": 0.0020716654287494555, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.046543900920712145, + "MinY": -0.0708132194035396, + "MinZ": -0.09151020919760383, + "MaxX": 0.6965439009207122, + "MaxY": 0.0991867805964605, + "MaxZ": -0.08751020919760383 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.31882451990044147, + "Density": 7849.999987, + "Volume": 4.061458858960906E-05, + "SurfaceArea": 0.04230120800848404, + "CenterOfMassX": 1.767857572155032E-17, + "CenterOfMassY": 1.7378198682564768E-16, + "CenterOfMassZ": 0.0009999999999999998 + }, + "Box": { + "MinX": 0.07254390092071217, + "MinY": -0.06831321940354021, + "MinZ": -0.08701020919760483, + "MaxX": 0.0745439009207122, + "MaxY": 0.08668678059645982, + "MaxZ": 0.04798979080239518 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402591, + "CenterOfMassY": 0.0020716654287494555, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.04654390092071098, + "MinY": -0.07081321940353957, + "MinZ": 0.048489790802395016, + "MaxX": 0.6965439009207111, + "MaxY": 0.09918678059646052, + "MaxZ": 0.05248979080239502 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570747, + "MinY": -0.07081321940353962, + "MinZ": -0.11951020919760459, + "MaxX": 0.07854411209570747, + "MaxY": -0.06681321940353961, + "MaxZ": -0.08751020919760459 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.7938872097026315, + "Density": 7849.999987000001, + "Volume": 0.00035590919927763705, + "SurfaceArea": 0.18458387388226774, + "CenterOfMassX": 0.00034498588777029203, + "CenterOfMassY": 0.00035611446479513433, + "CenterOfMassZ": 6.972401507731992E-21 + }, + "Box": { + "MinX": 0.08354390092071223, + "MinY": -0.06881321940353963, + "MinZ": -0.09551020919760383, + "MaxX": 0.6595439009207122, + "MaxY": 0.08718678059646046, + "MaxZ": -0.09151020919760383 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 9.97188521319506, + "Density": 7800.0, + "Volume": 0.001278446822204495, + "SurfaceArea": 0.2791533709523726, + "CenterOfMassX": -3.538475256460657E-05, + "CenterOfMassY": -3.5029011215037195E-19, + "CenterOfMassZ": 0.0001233658338321936 + }, + "Box": { + "MinX": 0.046543900920712145, + "MinY": 0.0891867805964604, + "MinZ": -0.11951020919760422, + "MaxX": 0.6965439009207122, + "MaxY": 0.09918678059646041, + "MaxZ": 0.0804897908023958 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.31882451990044147, + "Density": 7849.999987, + "Volume": 4.061458858960906E-05, + "SurfaceArea": 0.04230120800848405, + "CenterOfMassX": 1.4908454580550767E-18, + "CenterOfMassY": 1.825946068707658E-16, + "CenterOfMassZ": 0.0009999999999999998 + }, + "Box": { + "MinX": 0.668543900920712, + "MinY": -0.06831321940354057, + "MinZ": -0.08699520919760498, + "MaxX": 0.670543900920712, + "MaxY": 0.08668678059645946, + "MaxZ": 0.04800479080239506 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", "Children": null, @@ -3330,12 +3578,780 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.07454390092071352, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761185, - "MaxX": 0.07854390092071355, - "MaxY": 0.0991867805964604, - "MaxZ": 0.08048979080238816 + "MinX": 0.07454390092071218, + "MinY": -0.07081321940353962, + "MinZ": -0.11951020919760419, + "MaxX": 0.07854390092071221, + "MaxY": 0.09918678059646042, + "MaxZ": 0.08048979080239582 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03503366042103045, + "Density": 1000.0000000000001, + "Volume": 3.5033660421030446E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.497757270596698E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949469785E-10 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.05081321940353963, + "MaxZ": 0.09150479080238996 + }, + "Material": { + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.4912576000000013, + "Density": 7800.0, + "Volume": 0.00031939200000000016, + "SurfaceArea": 0.1655936, + "CenterOfMassX": 1.873483817275673E-16, + "CenterOfMassY": 0.002, + "CenterOfMassZ": 1.0770463880882915E-06 + }, + "Box": { + "MinX": 0.07424390092071231, + "MinY": -0.07081321940353974, + "MinZ": -0.09081020919760428, + "MaxX": 0.6688439009207123, + "MaxY": -0.06681321940353974, + "MaxZ": 0.05178979080239572 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868259, + "Density": 1000.0000000000001, + "Volume": 4.700956617868259E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.517840139601219E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.599542250246695, + "MinY": 0.018753321742091895, + "MinZ": 0.04146201811667759, + "MaxX": 0.6395455515947271, + "MaxY": 0.0587566230901241, + "MaxZ": 0.05835201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084737, + "MinY": 0.02785781340387057, + "MinZ": 0.04546201811667759, + "MaxX": 0.6304410599329485, + "MaxY": 0.04965213142834542, + "MaxZ": 0.04646201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.2626452677905502E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785702E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.05835201811667758, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.09735204311667758 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.032433558534158344, + "Density": 1000.0, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.006864895697304E-06, + "CenterOfMassY": -0.013618485804014997, + "CenterOfMassZ": -7.459429133649161E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.04146201811667759, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.0973520431166776 + }, + "Material": { + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.032433558534158344, + "Density": 1000.0, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.0068648956972626E-06, + "CenterOfMassY": -0.013618485804014997, + "CenterOfMassZ": -7.459429133649154E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.04146201811667759, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.0973520431166776 + }, + "Material": { + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868259, + "Density": 1000.0000000000001, + "Volume": 4.700956617868259E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.517840139601219E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.599542250246695, + "MinY": 0.018753321742091895, + "MinZ": 0.04146201811667759, + "MaxX": 0.6395455515947271, + "MaxY": 0.0587566230901241, + "MaxZ": 0.05835201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084737, + "MinY": 0.02785781340387057, + "MinZ": 0.04546201811667759, + "MaxX": 0.6304410599329485, + "MaxY": 0.04965213142834542, + "MaxZ": 0.04646201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.2626452677905502E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785702E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.05835201811667758, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.09735204311667758 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03243355853415834, + "Density": 999.9999999999999, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.006864895697317E-06, + "CenterOfMassY": -0.013618485804014995, + "CenterOfMassZ": -7.459429133649167E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.04146201811667759, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.0973520431166776 + }, + "Material": { + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868259, + "Density": 1000.0000000000001, + "Volume": 4.700956617868259E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.517840139601219E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.599542250246695, + "MinY": 0.018753321742091895, + "MinZ": 0.04146201811667759, + "MaxX": 0.6395455515947271, + "MaxY": 0.0587566230901241, + "MaxZ": 0.05835201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084737, + "MinY": 0.02785781340387057, + "MinZ": 0.04546201811667759, + "MaxX": 0.6304410599329485, + "MaxY": 0.04965213142834542, + "MaxZ": 0.04646201811667759 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.2626452677905502E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785702E-06 + }, + "Box": { + "MinX": 0.5913093901509858, + "MinY": 0.01052046164638273, + "MinZ": 0.05835201811667758, + "MaxX": 0.6477784116904364, + "MaxY": 0.06698948318583325, + "MaxZ": 0.09735204311667758 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0538757123504703, + "Density": 7849.999986999999, + "Volume": 0.00013425168332429838, + "SurfaceArea": 0.1398200790399502, + "CenterOfMassX": 0.030539132124474008, + "CenterOfMassY": 0.00011626208969025779, + "CenterOfMassZ": 2.951545557679235E-20 + }, + "Box": { + "MinX": 0.08354390092071107, + "MinY": -0.06881321940353957, + "MinZ": 0.05248979080239502, + "MaxX": 0.6595439009207111, + "MaxY": 0.08718678059646051, + "MaxZ": 0.05448979080239502 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207121, + "MinY": -0.07081321940353952, + "MinZ": -0.11949520919760477, + "MaxX": 0.6966939009207122, + "MaxY": -0.06681321940353951, + "MaxZ": -0.08749520919760477 }, "Material": { "Material": "Plain Carbon Steel", @@ -3368,12 +4384,12 @@ "CenterOfMassZ": 0.007075912198349583 }, "Box": { - "MinX": 0.6062788097829344, - "MinY": -0.04028926352815103, - "MinZ": 0.029489790802390756, - "MaxX": 0.6342788097829344, - "MaxY": -0.0022892635281510226, - "MaxZ": 0.06948979080239076 + "MinX": 0.6062788097829339, + "MinY": -0.04028926352815102, + "MinZ": 0.02948979080239109, + "MaxX": 0.6342788097829339, + "MaxY": -0.0022892635281510157, + "MaxZ": 0.0694897908023911 }, "Material": { "Material": "", @@ -3384,10 +4400,44 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Name": "300_Housing-1/E_Inkbird-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.18513718750000002, + "Density": 1000.0, + "Volume": 0.00018513718750000002, + "SurfaceArea": 0.020820500000000002, + "CenterOfMassX": 1.7156864026594472E-18, + "CenterOfMassY": 2.4846494230585105E-18, + "CenterOfMassZ": -0.044061565199117546 + }, + "Box": { + "MinX": 0.49619390092071164, + "MinY": 0.01555429505873878, + "MinZ": -0.028260209197607668, + "MaxX": 0.5441939009207121, + "MaxY": 0.06355429505873883, + "MaxZ": 0.060489790802392564 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -3405,12 +4455,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 }, "Material": { "Material": "", @@ -3421,41 +4471,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -3473,12 +4489,46 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 }, "Material": { "Material": "", @@ -3496,36 +4546,36 @@ }, "Equations": {}, "Mass": { - "Mass": 0.03503366042103045, + "Mass": 0.035033660421030455, "Density": 1000.0000000000001, - "Volume": 3.5033660421030446E-05, + "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.482078074677057E-19, + "CenterOfMassX": -5.511591855231675E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949497454E-10 + "CenterOfMassZ": 2.778874194934989E-10 }, "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.050813219403539604, - "MaxZ": 0.09150479080239063 + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.05081321940353963, + "MaxZ": 0.09150479080238996 }, "Material": { "C-AJPJG50-8-50_Shaft-1": "", "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "" }, "States": {}, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": null, @@ -3543,12 +4593,12 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6751939009207154, - "MinY": -0.09031321940353959, - "MinZ": 0.05900479080239062, - "MaxX": 0.6901939009207153, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080239061 + "MinX": 0.6751939009207162, + "MinY": -0.09031321940353962, + "MinZ": 0.059004790802389954, + "MaxX": 0.6901939009207161, + "MaxY": -0.02081321940353962, + "MaxZ": 0.07400479080238995 }, "Material": { "Material": "", @@ -3559,41 +4609,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207153, - "MinY": -0.1018132194035396, - "MinZ": 0.04150479080239062, - "MaxX": 0.7076939009207154, - "MaxY": -0.07881321940353961, - "MaxZ": 0.09150479080239063 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "Parent": null, @@ -3611,12 +4627,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207154, - "MinY": -0.061010362184240226, - "MinZ": 0.05957658757211511, - "MaxX": 0.6886939009207154, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403266614 + "MinX": 0.6766939009207161, + "MinY": -0.061010362184240254, + "MinZ": 0.059576587572114446, + "MaxX": 0.6886939009207161, + "MaxY": -0.05551036218424025, + "MaxZ": 0.07343299403266547 }, "Material": { "Material": "", @@ -3627,31 +4643,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/3Pos-Switch-22mm-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": null, "Properties": { - "Valor predeterminado": {}, - "2": {} + "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.06006294708946256, - "Density": 1943.6322351409392, - "Volume": 3.0902423824591074E-05, - "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639079, - "CenterOfMassY": 0.025977870710771192, - "CenterOfMassZ": -0.015001389529112358 + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.5545439009207128, - "MinY": 0.02375497241610805, - "MinZ": 0.0111897908023941, - "MaxX": 0.5945439009207129, - "MaxY": 0.053754972416108285, - "MaxZ": 0.08022479080239424 + "MinX": 0.6576939009207161, + "MinY": -0.10181321940353963, + "MinZ": 0.04150479080238995, + "MaxX": 0.7076939009207162, + "MaxY": -0.07881321940353964, + "MaxZ": 0.09150479080238996 }, "Material": { "Material": "", @@ -3661,43 +4676,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848405, - "CenterOfMassX": 1.4908454580550767E-18, - "CenterOfMassY": 1.825946068707658E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.6685439009207134, - "MinY": -0.0683132194035406, - "MinZ": -0.08699520919761265, - "MaxX": 0.6705439009207134, - "MaxY": 0.08668678059645943, - "MaxZ": 0.048004790802387384 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", "Children": null, @@ -3720,12 +4698,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.6645439009207135, - "MinY": -0.07081321940353993, - "MinZ": -0.11949520919761192, - "MaxX": 0.6685439009207135, - "MaxY": 0.0991867805964601, - "MaxZ": 0.0805047908023881 + "MinX": 0.6645439009207121, + "MinY": -0.0708132194035399, + "MinZ": -0.11949520919760426, + "MaxX": 0.6685439009207121, + "MaxY": 0.09918678059646013, + "MaxZ": 0.08050479080239575 }, "Material": { "Material": "Plain Carbon Steel", @@ -3736,1295 +4714,58 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", + "Name": "plain washer small grade a_din-3", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848404, - "CenterOfMassX": 1.767857572155032E-17, - "CenterOfMassY": 1.7378198682564768E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.0725439009207135, - "MinY": -0.06831321940354024, - "MinZ": -0.08701020919761245, - "MaxX": 0.07454390092071353, - "MaxY": 0.08668678059645979, - "MaxZ": 0.047989790802387564 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", + "Name": "plain washer small grade a_din-7", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "PART-xb4bd912r100k_1-DESC", - "Nomenclature": "xb4bd912r100k_1", - "Part Number": "xb4bd912r100k_1", - "Source": "NOT_KNOWN", - "Revision": " " - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.01909510459298399, - "Density": 1000.0000000000002, - "Volume": 1.9095104592983986E-05, - "SurfaceArea": 0.022441596196535536, - "CenterOfMassX": 0.008149877452430966, - "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.03118683882416474 - }, - "Box": { - "MinX": 0.5595869033673098, - "MinY": 0.01585497241610879, - "MinZ": 0.003250091302074022, - "MaxX": 0.5895008984741041, - "MaxY": 0.062054972416108786, - "MaxZ": 0.07813979080239403 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396012803E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281E-05 - }, - "Box": { - "MinX": 0.5995422502466967, - "MinY": 0.018753321742091867, - "MinZ": 0.041462018116669636, - "MaxX": 0.6395455515947288, - "MaxY": 0.05875662309012407, - "MaxZ": 0.05835201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.05835201811666963, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084753, - "MinY": 0.027857813403870543, - "MinZ": 0.04546201811666964, - "MaxX": 0.6304410599329502, - "MaxY": 0.04965213142834539, - "MaxZ": 0.04646201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956970557E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649154E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.041462018116669636, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 999.9999999999999, - "Volume": 3.243355853415835E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956973244E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649152E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.041462018116669636, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396012803E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281E-05 - }, - "Box": { - "MinX": 0.5995422502466967, - "MinY": 0.018753321742091867, - "MinZ": 0.041462018116669636, - "MaxX": 0.6395455515947288, - "MaxY": 0.05875662309012407, - "MaxZ": 0.05835201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.05835201811666963, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084753, - "MinY": 0.027857813403870543, - "MinZ": 0.04546201811666964, - "MaxX": 0.6304410599329502, - "MaxY": 0.04965213142834539, - "MaxZ": 0.04646201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.006864895697266E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.4594291336491675E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.041462018116669636, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Name": "Global-130x130x90_Assembly-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396012803E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281E-05 - }, - "Box": { - "MinX": 0.5995422502466967, - "MinY": 0.018753321742091867, - "MinZ": 0.041462018116669636, - "MaxX": 0.6395455515947288, - "MaxY": 0.05875662309012407, - "MaxZ": 0.05835201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, "LaserParts": null, "activeConfiguration": null }, { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Name": "socket head cap screw_din-6", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509875, - "MinY": 0.010520461646382703, - "MinZ": 0.05835201811666963, - "MaxX": 0.647778411690438, - "MaxY": 0.06698948318583323, - "MaxZ": 0.09735204311666965 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084753, - "MinY": 0.027857813403870543, - "MinZ": 0.04546201811666964, - "MaxX": 0.6304410599329502, - "MaxY": 0.04965213142834539, - "MaxZ": 0.04646201811666964 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124474, - "CenterOfMassY": 0.00011626208969025618, - "CenterOfMassZ": 3.639775843767948E-20 - }, - "Box": { - "MinX": 0.08354390092071273, - "MinY": -0.0688132194035396, - "MinZ": 0.05248979080239402, - "MaxX": 0.6595439009207128, - "MaxY": 0.08718678059646048, - "MaxZ": 0.05448979080239402 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071348, - "MinY": 0.08918678059646037, - "MinZ": -0.11951020919760522, - "MaxX": 0.6965439009207135, - "MaxY": 0.09918678059646038, - "MaxZ": 0.0804897908023948 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207156, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761433, - "MaxX": 0.6901939009207155, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919761434 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207156, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761434, - "MaxX": 0.7076939009207156, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761433 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207156, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788985, - "MaxX": 0.6886939009207156, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733882 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596698E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.778874194924843E-10 - }, - "Box": { - "MinX": 0.6576939009207156, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761434, - "MaxX": 0.7076939009207156, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761433 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207156, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761433, - "MaxX": 0.6901939009207155, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919761434 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207156, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761434, - "MaxX": 0.7076939009207156, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761433 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207156, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788985, - "MaxX": 0.6886939009207156, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733882 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.05289390092071023, - "MinY": -0.09031321940353973, - "MinZ": 0.059004790802393896, - "MaxX": 0.06789390092071024, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080239389 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071023, - "MinY": -0.10181321940353974, - "MinZ": 0.041504790802393894, - "MaxX": 0.08539390092071023, - "MaxY": -0.07881321940353975, - "MaxZ": 0.0915047908023939 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920710225, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211839, - "MaxX": 0.06639390092071024, - "MaxY": -0.05551036218424036, - "MaxZ": 0.07343299403266941 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596697E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949174647E-10 - }, - "Box": { - "MinX": 0.03539390092071023, - "MinY": -0.10181321940353974, - "MinZ": 0.041504790802393894, - "MaxX": 0.08539390092071023, - "MaxY": -0.05081321940353974, - "MaxZ": 0.0915047908023939 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.05289390092071023, - "MinY": -0.09031321940353973, - "MinZ": 0.059004790802393896, - "MaxX": 0.06789390092071024, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080239389 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092071023, - "MinY": -0.10181321940353974, - "MinZ": 0.041504790802393894, - "MaxX": 0.08539390092071023, - "MaxY": -0.07881321940353975, - "MaxZ": 0.0915047908023939 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920710225, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211839, - "MaxX": 0.06639390092071024, - "MaxY": -0.05551036218424036, - "MaxZ": 0.07343299403266941 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207135, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761243, - "MaxX": 0.6966939009207135, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761243 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207127, - "MinY": -0.07081321940353957, - "MinZ": 0.04850479080238791, - "MaxX": 0.6966939009207127, - "MaxY": -0.06681321940353957, - "MaxZ": 0.08050479080238791 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402673, - "CenterOfMassY": 0.0020716654287494625, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.04654390092071348, - "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760483, - "MaxX": 0.6965439009207135, - "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760483 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402673, - "CenterOfMassY": 0.0020716654287494625, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.046543900920712644, - "MinY": -0.07081321940353959, - "MinZ": 0.04848979080239402, - "MaxX": 0.6965439009207126, - "MaxY": 0.09918678059646051, - "MaxZ": 0.05248979080239402 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095707954, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080238859, - "MaxX": 0.07854411209570795, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08048979080238859 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071365, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760527, - "MaxX": 0.6688439009207137, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239473 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209570879, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761224, - "MaxX": 0.07854411209570879, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761224 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, "LaserParts": null, "activeConfiguration": null }, @@ -5043,7 +4784,7 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-3", + "Name": "plain washer small grade a_din-17", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, @@ -5056,6 +4797,20 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "Global-180x80x25_Assembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "plain washer small grade a_din-18", "Children": null, @@ -5099,7 +4854,7 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-21", + "Name": "plain washer small grade a_din-22", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, @@ -5113,7 +4868,49 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_din-6", + "Name": "plain washer small grade a_din-25", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-27", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-28", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-23", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -5127,7 +4924,49 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-17", + "Name": "socket head cap screw_din-24", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-25", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-26", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-29", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, @@ -5140,6 +4979,48 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "plain washer small grade a_din-24", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-26", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-32", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "socket head cap screw_din-27", "Children": null, @@ -5154,2181 +5035,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "socket head cap screw_din-33", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "KM-63_ 30_1.5-14-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 7.477626936352975, - "Density": 1000.0001010239214, - "Volume": 0.007477626180933854, - "SurfaceArea": 0.6517098350961833, - "CenterOfMassX": -0.0003849438291597986, - "CenterOfMassY": -0.006060459550405213, - "CenterOfMassZ": 0.10721845029724311 - }, - "Box": { - "MinX": 0.0716851741336307, - "MinY": 0.0991866774783966, - "MinZ": -0.2100102091976131, - "MaxX": 0.25168517413363084, - "MaxY": 0.5501867805964602, - "MaxZ": 0.052489893920450836 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-31", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1", - "Children": [ - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.026901716907236764, - "Density": 1000.0, - "Volume": 2.6901716907236763E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503289, - "CenterOfMassY": -0.10216552415535946, - "CenterOfMassZ": 0.0010000000000000404 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623203, - "Density": 1000.0000000000001, - "Volume": 0.000403400125856232, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623203, - "Density": 1000.0000000000001, - "Volume": 0.000403400125856232, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.571850745154531, - "Density": 1000.0000000000001, - "Volume": 0.000571850745154531, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000002, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503247, - "Density": 1000.0, - "Volume": 2.8106587669503248E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000004, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.01658806752814661, - "CenterOfMassY": 1.0151150237992083E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.1195102091967517, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080324831 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 999.9999999999999, - "Volume": 1.1255125604500452E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722656, - "CenterOfMassY": -0.10056772451655628, - "CenterOfMassZ": 0.0009999999999999996 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3159945791598518, - "Density": 1000.0, - "Volume": 0.0003159945791598518, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.023925808832671973, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "testx": "2" - }, - "CAM": {}, - "Global": { - "IsLaser": "1", - "Catalog": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.0455313013627943, - "Density": 1000.0, - "Volume": 0.0020455313013627943, - "SurfaceArea": 0.459914095361754, - "CenterOfMassX": 0.048398704883166846, - "CenterOfMassY": -0.30572541932358077, - "CenterOfMassZ": -0.19280688687922953 - }, - "Box": { - "MinX": 0.9123363495513556, - "MinY": 0.0811867805964602, - "MinZ": -0.11951020919675283, - "MaxX": 1.03533634955136, - "MaxY": 0.2611867805964605, - "MaxZ": 0.12048979080324866 - }, - "Material": { - "SlideInner-1": "", - "SlideInner-1 Material Database": "", - "middle-30-1": "", - "middle-30-1 Material Database": "", - "Object-100^Global-130x130x90_Assembly-1": "", - "Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "middle-30-2": "", - "middle-30-2 Material Database": "", - "Base-130x130-4": "", - "Base-130x130-4 Material Database": "", - "Rod-16-100-1": "", - "Rod-16-100-1 Material Database": "", - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Slide-1": "", - "Slide-1 Material Database": "", - "Lydia-F100-ConnectorPlate-130x130-1": "", - "Lydia-F100-ConnectorPlate-130x130-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.026901716907236764, - "Density": 1000.0, - "Volume": 2.6901716907236763E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503289, - "CenterOfMassY": -0.10216552415535946, - "CenterOfMassZ": 0.0010000000000000404 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623203, - "Density": 1000.0000000000001, - "Volume": 0.000403400125856232, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": null, - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623203, - "Density": 1000.0000000000001, - "Volume": 0.000403400125856232, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.571850745154531, - "Density": 1000.0000000000001, - "Volume": 0.000571850745154531, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000002, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503247, - "Density": 1000.0, - "Volume": 2.8106587669503248E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000004, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.01658806752814661, - "CenterOfMassY": 1.0151150237992083E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.1195102091967517, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080324831 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 999.9999999999999, - "Volume": 1.1255125604500452E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722656, - "CenterOfMassY": -0.10056772451655628, - "CenterOfMassZ": 0.0009999999999999996 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3159945791598518, - "Density": 1000.0, - "Volume": 0.0003159945791598518, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.023925808832671973, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.40619365474020663, - "Density": 1000.0000000000001, - "Volume": 0.0004061936547402066, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.07999999999999999, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907662, - "MinY": 0.13118678059646027, - "MinZ": -0.109510209197608, - "MaxX": 1.205588892890766, - "MaxY": 0.21118678059646045, - "MaxZ": 0.07048979080239208 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.01658806752814661, - "CenterOfMassY": 1.0151150237992083E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.1415887928907655, - "MinY": 0.11618678059646023, - "MinZ": -0.11951020919760784, - "MaxX": 1.1435887928907675, - "MaxY": 0.22618678059646039, - "MaxZ": 0.12048979080239221 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503247, - "Density": 1000.0, - "Volume": 2.8106587669503248E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000004, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.143588792890766, - "MinY": 0.1311867805964603, - "MinZ": -0.10951020919760798, - "MaxX": 1.1455887928907662, - "MaxY": 0.21118678059646043, - "MaxZ": 0.07048979080239218 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.14974082767591387, - "Density": 1000.0, - "Volume": 0.00014974082767591388, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09, - "CenterOfMassY": -0.08377324032892244, - "CenterOfMassZ": -0.0062609924150477956 - }, - "Box": { - "MinX": 1.1135887928907664, - "MinY": 0.12118678059645996, - "MinZ": -0.10951020919760797, - "MaxX": 1.1435887928907662, - "MaxY": 0.21118678059646032, - "MaxZ": 0.07048979080239227 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1683877946526007, - "Density": 1000.0, - "Volume": 0.0001683877946526007, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106146, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.205588792890766, - "MinY": 0.13118678059646022, - "MinZ": -0.10951020919760793, - "MaxX": 1.2155887928907663, - "MaxY": 0.25618678059646044, - "MaxZ": 0.07048979080239215 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.1635867805964603, - "MinZ": -0.05951020919760811, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059646036, - "MaxZ": -0.04491020919760797 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.15358678059646028, - "MinZ": -0.05951020919760827, - "MaxX": 2.7155887928907667, - "MaxY": 0.16358678059646034, - "MaxZ": 0.02048979080239202 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.17878678059646025, - "MinZ": -0.05951020919760791, - "MaxX": 2.7155887928907667, - "MaxY": 0.1887867805964603, - "MaxZ": 0.020489790802392386 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.16358678059646026, - "MinZ": 0.005889790802392232, - "MaxX": 2.7155887928907667, - "MaxY": 0.1787867805964603, - "MaxZ": 0.020489790802392376 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.0018279286237491434, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.71118039530039E-17 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.15358678059644457, - "MinZ": -0.05951020919760827, - "MaxX": 2.7155887928907667, - "MaxY": 0.188786780596476, - "MaxZ": 0.020489790802392386 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247703, - "MinY": 0.13118678059645988, - "MinZ": -0.10951020919760804, - "MaxX": 1.1755922932567624, - "MaxY": 0.21118678059646007, - "MaxZ": 0.07048979080239201 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "CAM": {}, - "Active-Cooling": { - "testx": "2" - }, - "Global": { - "IsLaser": "1", - "Catalog": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 4.223169015681971, - "Density": 1000.0000000000001, - "Volume": 0.00422316901568197, - "SurfaceArea": 0.9581567442163177, - "CenterOfMassX": 0.058527239764456174, - "CenterOfMassY": 0.25377460069867996, - "CenterOfMassZ": -0.17189424736411818 - }, - "Box": { - "MinX": 1.113588792890764, - "MinY": 0.11618678059646019, - "MinZ": -0.12464385358119359, - "MaxX": 2.7155887928907685, - "MaxY": 0.25618678059646044, - "MaxZ": 0.12048979080240887 - }, - "Material": { - "610_EDie-Seg-1-30-1": "", - "610_EDie-Seg-1-30-1 Material Database": "", - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "450_BeamAdapter_x1_10mm_FERRO-1": "", - "450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "", - "450_BeamMountPlate_x2_8mm_FERRO-1": "", - "450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "610_EDie-Seg-0-30-1": "", - "610_EDie-Seg-0-30-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.40619365474020663, - "Density": 1000.0000000000001, - "Volume": 0.0004061936547402066, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.07999999999999999, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907662, - "MinY": 0.13118678059646027, - "MinZ": -0.109510209197608, - "MaxX": 1.205588892890766, - "MaxY": 0.21118678059646045, - "MaxZ": 0.07048979080239208 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.01658806752814661, - "CenterOfMassY": 1.0151150237992083E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.1415887928907655, - "MinY": 0.11618678059646023, - "MinZ": -0.11951020919760784, - "MaxX": 1.1435887928907675, - "MaxY": 0.22618678059646039, - "MaxZ": 0.12048979080239221 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503247, - "Density": 1000.0, - "Volume": 2.8106587669503248E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000004, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.143588792890766, - "MinY": 0.1311867805964603, - "MinZ": -0.10951020919760798, - "MaxX": 1.1455887928907662, - "MaxY": 0.21118678059646043, - "MaxZ": 0.07048979080239218 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.14974082767591387, - "Density": 1000.0, - "Volume": 0.00014974082767591388, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09, - "CenterOfMassY": -0.08377324032892244, - "CenterOfMassZ": -0.0062609924150477956 - }, - "Box": { - "MinX": 1.1135887928907664, - "MinY": 0.12118678059645996, - "MinZ": -0.10951020919760797, - "MaxX": 1.1435887928907662, - "MaxY": 0.21118678059646032, - "MaxZ": 0.07048979080239227 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1683877946526007, - "Density": 1000.0, - "Volume": 0.0001683877946526007, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106146, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.205588792890766, - "MinY": 0.13118678059646022, - "MinZ": -0.10951020919760793, - "MaxX": 1.2155887928907663, - "MaxY": 0.25618678059646044, - "MaxZ": 0.07048979080239215 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.1635867805964603, - "MinZ": -0.05951020919760811, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059646036, - "MaxZ": -0.04491020919760797 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.15358678059646028, - "MinZ": -0.05951020919760827, - "MaxX": 2.7155887928907667, - "MaxY": 0.16358678059646034, - "MaxZ": 0.02048979080239202 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.17878678059646025, - "MinZ": -0.05951020919760791, - "MaxX": 2.7155887928907667, - "MaxY": 0.1887867805964603, - "MaxZ": 0.020489790802392386 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.16358678059646026, - "MinZ": 0.005889790802392232, - "MaxX": 2.7155887928907667, - "MaxY": 0.1787867805964603, - "MaxZ": 0.020489790802392376 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.0018279286237491456, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.824929215559719E-17 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.15358678059644457, - "MinZ": -0.05951020919760827, - "MaxX": 2.7155887928907667, - "MaxY": 0.188786780596476, - "MaxZ": 0.020489790802392386 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.1635867805964603, - "MinZ": -0.05951020919760811, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059646036, - "MaxZ": -0.04491020919760797 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.15358678059646028, - "MinZ": -0.05951020919760827, - "MaxX": 2.7155887928907667, - "MaxY": 0.16358678059646034, - "MaxZ": 0.02048979080239202 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0435445910172984E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.17878678059646025, - "MinZ": -0.05951020919760791, - "MaxX": 2.7155887928907667, - "MaxY": 0.1887867805964603, - "MaxZ": 0.020489790802392386 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909333, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907665, - "MinY": 0.16358678059646026, - "MinZ": 0.005889790802392232, - "MaxX": 2.7155887928907667, - "MaxY": 0.1787867805964603, - "MaxZ": 0.020489790802392376 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247703, - "MinY": 0.13118678059645988, - "MinZ": -0.10951020919760804, - "MaxX": 1.1755922932567624, - "MaxY": 0.21118678059646007, - "MaxZ": 0.07048979080239201 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-28", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "socket head cap screw_din-34", "Children": null, @@ -7343,9 +5049,106 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "KM-63_ 30_1.5-14-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 7.477626936352975, + "Density": 1000.0001010239214, + "Volume": 0.007477626180933854, + "SurfaceArea": 0.6517098350961833, + "CenterOfMassX": -0.0003849438291597985, + "CenterOfMassY": -0.006060459550405206, + "CenterOfMassZ": 0.10721845029724315 + }, + "Box": { + "MinX": 0.07168517413362314, + "MinY": 0.09918667747839666, + "MinZ": -0.21001020919760743, + "MaxX": 0.2516851741336233, + "MaxY": 0.5501867805964602, + "MaxZ": 0.0524898939204565 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-30", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-29", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1", "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 + }, + "Box": { + "MinX": 0.4828280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.5428280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", "Children": null, @@ -7366,12 +5169,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.5578280312764813, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.6178280312764813, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392073 + "MinX": 0.5578280312764808, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.6178280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 }, "Material": { "Material": "", @@ -7401,12 +5204,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.4078280312764813, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.46782803127648137, - "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080239207 + "MinX": 0.4078280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.4678280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 }, "Material": { "Material": "", @@ -7417,65 +5220,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.48282803127648133, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.5428280312764814, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392073 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.14495936822194025, + "Mass": 0.33598155332897933, "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 + "Volume": 0.0003359815533289793, + "SurfaceArea": 0.0938247865968353, + "CenterOfMassX": -5.192320514591375E-18, + "CenterOfMassY": 0.18936060420872308, + "CenterOfMassZ": -2.4410553770589605E-18 }, "Box": { - "MinX": 0.22468517413362413, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760802, - "MaxX": 0.27668517413362415, - "MaxY": 0.22118678059646035, - "MaxZ": 0.030489790802392044 + "MinX": 0.2836851741336237, + "MinY": 0.1391867805964603, + "MinZ": -0.051510209197607675, + "MaxX": 0.7078280312764809, + "MaxY": 0.20318678059646036, + "MaxZ": 0.012489790802392368 }, "Material": { "Material": "", @@ -7511,55 +5279,21 @@ "ID@CagSpiSke": 27.16 }, "Mass": { - "Mass": 0.024467927188756785, + "Mass": 0.02446792718875678, "Density": 999.9999999999999, - "Volume": 2.4467927188756787E-05, + "Volume": 2.4467927188756783E-05, "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.11549827578725E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 + "CenterOfMassX": -9.115498275787103E-06, + "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.24168517413362417, - "MinY": 0.13618756489597428, - "MinZ": -0.05450942489809403, - "MaxX": 0.2596851741336242, - "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502878055 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.33598155332897933, - "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 - }, - "Box": { - "MinX": 0.28368517413362415, - "MinY": 0.13918678059646028, - "MinZ": -0.051510209197608, - "MaxX": 0.7078280312764813, - "MaxY": 0.20318678059646034, - "MaxZ": 0.012489790802392042 + "MinX": 0.24168517413362373, + "MinY": 0.13618756489597433, + "MinZ": -0.054509424898093684, + "MaxX": 0.25968517413362374, + "MaxY": 0.2061859962969464, + "MaxZ": 0.015489006502878377 }, "Material": { "Material": "", @@ -7588,12 +5322,12 @@ "CenterOfMassZ": 1.3468395146904832E-18 }, "Box": { - "MinX": 0.6908280312764813, - "MinY": 0.1538662725207715, - "MinZ": -0.03451020919760797, - "MaxX": 0.7428280312764813, - "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197607947 + "MinX": 0.6908280312764808, + "MinY": 0.15386627252077154, + "MinZ": -0.03451020919760766, + "MaxX": 0.7428280312764809, + "MaxY": 0.18850728867214914, + "MaxZ": -0.004510209197607633 }, "Material": { "Material": "", @@ -7622,12 +5356,12 @@ "CenterOfMassZ": 0.008012319104005827 }, "Box": { - "MinX": 0.27668517413362415, - "MinY": 0.114520719043327, - "MinZ": -0.07617627075074129, - "MaxX": 0.29368517413362416, - "MaxY": 0.22785284214959362, - "MaxZ": 0.03715585235552532 + "MinX": 0.2766851741336237, + "MinY": 0.11452071904332706, + "MinZ": -0.07617627075074096, + "MaxX": 0.2936851741336237, + "MaxY": 0.22785284214959367, + "MaxZ": 0.03715585235552565 }, "Material": { "Material": "", @@ -7638,30 +5372,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 + "Mass": 0.14495936822194025, + "Density": 1000.0, + "Volume": 0.00014495936822194025, + "SurfaceArea": 0.035148138608362633, + "CenterOfMassX": -0.03224582460311325, + "CenterOfMassY": -0.06272860627926861, + "CenterOfMassZ": 0.017966429716960695 }, "Box": { - "MinX": 0.14868517413362414, - "MinY": 0.1586867805964603, - "MinZ": -0.032010209197608, - "MaxX": 0.7026851741336241, - "MaxY": 0.18368678059646032, - "MaxZ": -0.007010209197607961 + "MinX": 0.22468517413362368, + "MinY": 0.12118678059646035, + "MinZ": -0.06951020919760764, + "MaxX": 0.2766851741336237, + "MaxY": 0.22118678059646038, + "MaxZ": 0.03048979080239239 }, "Material": { "Material": "", @@ -7690,12 +5424,12 @@ "CenterOfMassZ": 0.0063564186560368325 }, "Box": { - "MinX": 0.21468517413362415, - "MinY": 0.11618678059646029, - "MinZ": -0.07451020919760801, - "MaxX": 0.22668517413362416, - "MaxY": 0.22618678059646033, - "MaxZ": 0.03548979080239203 + "MinX": 0.21468517413362367, + "MinY": 0.11618678059646037, + "MinZ": -0.07451020919760765, + "MaxX": 0.22668517413362374, + "MaxY": 0.22618678059646036, + "MaxZ": 0.035489790802392354 }, "Material": { "Material": "Plain Carbon Steel", @@ -7705,6 +5439,1009 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.27013002103350514, + "Density": 1000.0000000000001, + "Volume": 0.0002701300210335051, + "SurfaceArea": 0.04469383254337783, + "CenterOfMassX": -1.7794808430685074E-19, + "CenterOfMassY": 0.13749086967074003, + "CenterOfMassZ": 4.1316972974928486E-19 + }, + "Box": { + "MinX": 0.1486851741336237, + "MinY": 0.15868678059646033, + "MinZ": -0.032010209197607664, + "MaxX": 0.7026851741336236, + "MaxY": 0.1836867805964604, + "MaxZ": -0.007010209197607644 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.688828031276481, + "MinY": 0.12133678059646028, + "MinZ": -0.07676262995905486, + "MaxX": 0.702828031276481, + "MaxY": 0.2210367805964604, + "MaxZ": 0.03774221156383956 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648066, + "MinY": 0.12018678059646024, + "MinZ": -0.07809053557819111, + "MaxX": 0.7028280312764807, + "MaxY": 0.22218678059646038, + "MaxZ": 0.03937951825973407 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.41282803127648093, + "MinY": 0.12133678059646034, + "MinZ": -0.07676262995905483, + "MaxX": 0.42682803127648095, + "MaxY": 0.22103678059646037, + "MaxZ": 0.03774221156383953 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648077, + "MinY": 0.12018678059646026, + "MinZ": -0.07839993665494947, + "MaxX": 0.702828031276481, + "MaxY": 0.2221867805964604, + "MaxZ": 0.03907011718297568 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "40D-360": {} + }, + "Equations": { + "Diameter": 100.0 + }, + "Mass": { + "Mass": 0.21531879034406362, + "Density": 999.9999999999999, + "Volume": 0.00021531879034406365, + "SurfaceArea": 0.4373444925141008, + "CenterOfMassX": -0.3520417569756664, + "CenterOfMassY": 0.10433472460587365, + "CenterOfMassZ": -0.11708122965544292 + }, + "Box": { + "MinX": 0.41282803127648077, + "MinY": 0.12018678059646024, + "MinZ": -0.07839993665494951, + "MaxX": 0.702828031276481, + "MaxY": 0.22218678059646038, + "MaxZ": 0.03937951825973406 + }, + "Material": { + "361_Shield_x2_1mm_INOX-3": "", + "361_Shield_x2_1mm_INOX-3 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "361_Shield_x2_1mm_INOX-2": "", + "361_Shield_x2_1mm_INOX-2 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-1": "", + "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764803, + "MinY": 0.20318678059646092, + "MinZ": -0.1589988953748059, + "MaxX": 0.37982803127648035, + "MaxY": 0.20518678059646098, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.07951020919760847, + "MaxX": 0.39582803127648036, + "MaxY": 0.20318678059646106, + "MaxZ": 0.040489790802391595 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646098, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646103, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.9324998813665494E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646095, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.040489790802391644 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.487450220832631E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.04048979080239164 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.10132702347474845, + "Density": 2457.71797830788, + "Volume": 4.1228092225826225E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.34722010889907945, + "CenterOfMassY": 0.3527572861230664, + "CenterOfMassZ": -0.048195371399738784 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.15899889537480594, + "MaxX": 0.3958280312764806, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1711867805964609, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239162 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1411867805964609, + "MinZ": -0.07951020919760848, + "MaxX": 0.3958280312764806, + "MaxY": 0.17118678059646103, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737236, + "Density": 2700.0, + "Volume": 0.0003939301919161939, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594565378524E-10, + "CenterOfMassY": -0.0006800258133692408, + "CenterOfMassZ": 1.11589430322089E-17 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.14118678059646086, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648025, + "MinY": 0.20518678059646078, + "MinZ": -0.09951020919760872, + "MaxX": 0.4333280312764814, + "MaxY": 0.6086867805964612, + "MaxZ": 0.060489790802391724 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": { + "Weight": "3784.37" + }, + "Hopper-Feed": { + "Weight": "5277.48" + }, + "Global": { + "Definition": "Real Corsair LL120", + "Part Number": "Real Corsair LL120", + "Nomenclature": "Real Corsair LL120 v3", + "Catalog": "1", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 3.784365723712539, + "Density": 4962.538441247852, + "Volume": 0.0007625866819000286, + "SurfaceArea": 0.5600831558128916, + "CenterOfMassX": -0.0003862111680419059, + "CenterOfMassY": -3.823210760446813E-07, + "CenterOfMassZ": -0.17866949066256707 + }, + "Box": { + "MinX": 0.27332803127648025, + "MinY": 0.14118678059646084, + "MinZ": -0.158998895374806, + "MaxX": 0.43332803127648173, + "MaxY": 0.7066867805964612, + "MaxZ": 0.06048979080239173 + }, + "Material": { + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "520_HopperMedium-1": "AISI 304", + "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 + }, + "Box": { + "MinX": 0.6328280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.692828031276481, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203423, + "Density": 1000.0, + "Volume": 6.915167345203423E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578996, + "CenterOfMassY": 1.7849294292930252E-19, + "CenterOfMassZ": 6.187817656084208E-19 + }, + "Box": { + "MinX": 0.3133280312764803, + "MinY": 0.136686780596461, + "MinZ": 0.023989790802391508, + "MaxX": 0.3263280312764804, + "MaxY": 0.21468678059646107, + "MaxZ": 0.036989790802391585 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-2", "Children": null, @@ -7774,17 +6511,17 @@ "Density": 1000.0, "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.7662390687768678E-19, - "CenterOfMassZ": 5.906153923105717E-19 + "CenterOfMassX": 0.023156168115578996, + "CenterOfMassY": 1.7849294292930252E-19, + "CenterOfMassZ": 6.187817656084208E-19 }, "Box": { - "MinX": 0.3694480226052241, - "MinY": 0.1966867805964608, - "MinZ": 0.07930048219175809, - "MaxX": 0.3824480226052243, - "MaxY": 0.27468678059646084, - "MaxZ": 0.09230048219175818 + "MinX": 0.3778284693944934, + "MinY": 0.13668678059646036, + "MinZ": 0.021490228920404877, + "MaxX": 0.39582759315846844, + "MaxY": 0.21468678059646043, + "MaxZ": 0.039489352684379836 }, "Material": { "Material": "", @@ -7794,900 +6531,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.7662390687768678E-19, - "CenterOfMassZ": 5.906153923105717E-19 - }, - "Box": { - "MinX": 0.30244802260522324, - "MinY": 0.196686780596461, - "MinZ": 0.0793004821917582, - "MaxX": 0.31544802260522337, - "MaxY": 0.274686780596461, - "MaxZ": 0.09230048219175827 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.27332803127648153, - "MinY": 0.2651867805964607, - "MinZ": -0.09951020919760907, - "MaxX": 0.43332803127648256, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080239138 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.17118678059646084, - "MinZ": -0.07951020919760884, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239131 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760883, - "MaxX": 0.39582803127648103, - "MaxY": 0.17118678059646095, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594543540444E-10, - "CenterOfMassY": -0.0006800258133692408, - "CenterOfMassZ": 1.1248710132858461E-17 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648097, - "MinY": 0.26318678059646083, - "MinZ": -0.15899889537480627, - "MaxX": 0.379828031276481, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.2611867805964605, - "MinZ": -0.0795102091976088, - "MaxX": 0.39582803127648103, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760883, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.040489790802391165 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795556, - "Density": 8000.0, - "Volume": 4.292780803494445E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 7.0655234911098E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760884, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.04048979080239118 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648107, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760875, - "MaxX": 0.3958280312764812, - "MaxY": 0.26518678059646095, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.414227606597523E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.375828031276481, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760876, - "MaxX": 0.39582803127648125, - "MaxY": 0.26518678059646095, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.7179783078795, - "Volume": 4.122809222582623E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907956, - "CenterOfMassY": 0.35275728612306645, - "CenterOfMassZ": -0.04819537139973879 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.26118678059646055, - "MinZ": -0.1589988953748063, - "MaxX": 0.39582803127648125, - "MaxY": 0.265186780596461, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.385691548917051E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348125076822E-11 - }, - "Box": { - "MinX": 0.32482803127648074, - "MinY": 0.20268678059646086, - "MinZ": 0.019489790802391257, - "MaxX": 0.381828031276481, - "MaxY": 0.25968678059646094, - "MaxZ": 0.15248979080239133 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.23118678059646097, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.23052978429529897, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.261186780596461, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839409, - "Density": 1972.4802919236774, - "Volume": 0.0007569710491392401, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.02499932074100934, - "CenterOfMassY": -3.0261663961579494E-07, - "CenterOfMassZ": -0.0008909194270234698 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648114, - "MaxY": 0.261186780596461, - "MaxZ": 0.1524897908023914 - }, - "Material": { - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.277476199696482, - "Density": 3473.0343519670455, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.006795896755819292, - "CenterOfMassY": -1.8853760110949288E-07, - "CenterOfMassZ": -0.1757757498085102 - }, - "Box": { - "MinX": 0.2733280312764812, - "MinY": 0.14118678059646078, - "MinZ": -0.15899889537480635, - "MaxX": 0.4333280312764829, - "MaxY": 0.7666867805964612, - "MaxZ": 0.15248979080239142 - }, - "Material": { - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7206851741336242, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760803, - "MaxX": 0.7286851741336242, - "MaxY": 0.2211867805964603, - "MaxZ": 0.030489790802392017 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5907437413767659E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.5173656643898603E-17 - }, - "Box": { - "MinX": 0.7206851741336242, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760803, - "MaxX": 0.7286851741336242, - "MaxY": 0.2211867805964603, - "MaxZ": 0.030489790802392017 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", "Children": null, @@ -8714,21 +6557,21 @@ "ID@CagSpiSke": 27.16 }, "Mass": { - "Mass": 0.024467927188756785, + "Mass": 0.02446792718875678, "Density": 999.9999999999999, - "Volume": 2.4467927188756787E-05, + "Volume": 2.4467927188756783E-05, "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.11549827578725E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 + "CenterOfMassX": -9.115498275787103E-06, + "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.25968517413362413, - "MinY": 0.1345848822559958, - "MinZ": -0.05611210753807251, - "MaxX": 0.27768517413362415, - "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285654 + "MinX": 0.2596851741336237, + "MinY": 0.13458488225599585, + "MinZ": -0.05611210753807218, + "MaxX": 0.2776851741336237, + "MaxY": 0.20778867893692488, + "MaxZ": 0.017091689142856872 }, "Material": { "Material": "", @@ -8739,23 +6582,95 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336238, + "MinY": 0.12118678059646029, + "MinZ": -0.06951020919760773, + "MaxX": 0.7286851741336238, + "MaxY": 0.22118678059646038, + "MaxZ": 0.030489790802392346 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5849332601673955E-16, + "CenterOfMassY": 0.42400000000000004, + "CenterOfMassZ": 1.5372873142505586E-17 + }, + "Box": { + "MinX": 0.7206851741336238, + "MinY": 0.12118678059646029, + "MinZ": -0.06951020919760773, + "MaxX": 0.7286851741336238, + "MaxY": 0.22118678059646038, + "MaxZ": 0.030489790802392346 + }, + "Material": { + "78-24-Blank-1": "", + "78-24-Blank-1 Material Database": "" + }, + "States": {}, "LaserParts": null, "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": null, "Equations": null, @@ -8781,293 +6696,9 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.6328280312764814, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.6928280312764814, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392077 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665494983, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182975414 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648127, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905515, - "MaxX": 0.4268280312764813, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383921 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819146, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259733785 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764813, - "MinY": 0.1213367805964602, - "MinZ": -0.0767626299590552, - "MaxX": 0.7028280312764813, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383927 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.21531879034406348, - "Density": 1000.0000000000001, - "Volume": 0.00021531879034406346, - "SurfaceArea": 0.4373444925141008, - "CenterOfMassX": -0.3520417569756664, - "CenterOfMassY": 0.10433472460587363, - "CenterOfMassZ": -0.1170812296554429 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646015, - "MinZ": -0.07839993665494985, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259733765 - }, - "Material": { - "362_ShieldSeg_x2_1mm_INOX-1": "", - "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "361_Shield_x2_1mm_INOX-2": "", - "361_Shield_x2_1mm_INOX-2 Material Database": "", - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "361_Shield_x2_1mm_INOX-3": "", - "361_Shield_x2_1mm_INOX-3 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": null, "Equations": null, @@ -9094,53 +6725,51 @@ }, "Equations": {}, "Mass": { - "Mass": 7.401237721390236, - "Density": 2396.193545073439, - "Volume": 0.0030887478753989384, - "SurfaceArea": 1.4654099054546594, - "CenterOfMassX": -0.0049696120387547555, - "CenterOfMassY": 0.0716894854042975, - "CenterOfMassZ": -0.1254553151948851 + "Mass": 5.908127245406294, + "Density": 2533.7447301435204, + "Volume": 0.0023317768262596985, + "SurfaceArea": 1.364004500565458, + "CenterOfMassX": 0.00017503353488342914, + "CenterOfMassY": 0.07475027259545139, + "CenterOfMassZ": -0.11450208533686163 }, "Box": { - "MinX": 0.14868517413362414, - "MinY": 0.11452071904332695, - "MinZ": -0.15899889537480663, - "MaxX": 0.7428280312764813, - "MaxY": 0.7666867805964614, - "MaxZ": 0.1524897908023917 + "MinX": 0.14868517413362375, + "MinY": 0.114520719043327, + "MinZ": -0.1589988953748063, + "MaxX": 0.742828031276481, + "MaxY": 0.7066867805964614, + "MaxZ": 0.060489790802392 }, "Material": { + "Heat_band-3": "", + "Heat_band-3 Material Database": "", "Heat_band-2": "", "Heat_band-2 Material Database": "", "Heat_band-4": "", "Heat_band-4 Material Database": "", - "Heat_band-3": "", - "Heat_band-3 Material Database": "", - "BearingHousing-RD-25d-40-1": "", - "BearingHousing-RD-25d-40-1 Material Database": "", - "thrust ball bearing3_68_am-1": "", - "thrust ball bearing3_68_am-1 Material Database": "", "Barrel-25d-40-405-1": "", "Barrel-25d-40-405-1 Material Database": "", + "thrust ball bearing3_68_am-1": "", + "thrust ball bearing3_68_am-1 Material Database": "", "Nozzle-25D-RD-1": "", "Nozzle-25D-RD-1 Material Database": "", "BarrelFlange-RD-25d-40-1": "", "BarrelFlange-RD-25d-40-1 Material Database": "", - "RD-Screw-25-1": "", - "RD-Screw-25-1 Material Database": "", + "BearingHousing-RD-25d-40-1": "", + "BearingHousing-RD-25d-40-1 Material Database": "", "Motor Flange-1": "Plain Carbon Steel", "Motor Flange-1 Material Database": "SOLIDWORKS Materials", - "socket head cap screw_am-2": "", - "socket head cap screw_am-2 Material Database": "", - "socket head cap screw_am-3": "", - "socket head cap screw_am-3 Material Database": "", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "RD-Screw-25-1": "", + "RD-Screw-25-1 Material Database": "", + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", @@ -9153,26 +6782,57 @@ "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", - "thrust ball bearing3_68_am-2": "", - "thrust ball bearing3_68_am-2 Material Database": "", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", + "500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", "Heat_band-1": "", "Heat_band-1 Material Database": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "" + "socket head cap screw_am-3": "", + "socket head cap screw_am-3 Material Database": "", + "socket head cap screw_am-2": "", + "socket head cap screw_am-2 Material Database": "", + "thrust ball bearing3_68_am-2": "", + "thrust ball bearing3_68_am-2 Material Database": "", + "FlangeAssembly-100-M30-1/78-24-Blank-1": "", + "FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Parent": null, + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 + }, + "Box": { + "MinX": 0.4828280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.5428280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 + }, + "Material": { + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -9198,12 +6858,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.5578280312764813, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.6178280312764813, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392073 + "MinX": 0.5578280312764808, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.6178280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 }, "Material": { "Material": "", @@ -9233,12 +6893,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.4078280312764813, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.46782803127648137, - "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080239207 + "MinX": 0.4078280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.4678280312764809, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 }, "Material": { "Material": "", @@ -9249,65 +6909,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.48282803127648133, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.5428280312764814, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392073 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.14495936822194025, + "Mass": 0.33598155332897933, "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 + "Volume": 0.0003359815533289793, + "SurfaceArea": 0.0938247865968353, + "CenterOfMassX": -5.192320514591375E-18, + "CenterOfMassY": 0.18936060420872308, + "CenterOfMassZ": -2.4410553770589605E-18 }, "Box": { - "MinX": 0.22468517413362413, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760802, - "MaxX": 0.27668517413362415, - "MaxY": 0.22118678059646035, - "MaxZ": 0.030489790802392044 + "MinX": 0.2836851741336237, + "MinY": 0.1391867805964603, + "MinZ": -0.051510209197607675, + "MaxX": 0.7078280312764809, + "MaxY": 0.20318678059646036, + "MaxZ": 0.012489790802392368 }, "Material": { "Material": "", @@ -9343,55 +6968,21 @@ "ID@CagSpiSke": 27.16 }, "Mass": { - "Mass": 0.024467927188756785, + "Mass": 0.02446792718875678, "Density": 999.9999999999999, - "Volume": 2.4467927188756787E-05, + "Volume": 2.4467927188756783E-05, "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.11549827578725E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 + "CenterOfMassX": -9.115498275787103E-06, + "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.24168517413362417, - "MinY": 0.13618756489597428, - "MinZ": -0.05450942489809403, - "MaxX": 0.2596851741336242, - "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502878055 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.33598155332897933, - "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 - }, - "Box": { - "MinX": 0.28368517413362415, - "MinY": 0.13918678059646028, - "MinZ": -0.051510209197608, - "MaxX": 0.7078280312764813, - "MaxY": 0.20318678059646034, - "MaxZ": 0.012489790802392042 + "MinX": 0.24168517413362373, + "MinY": 0.13618756489597433, + "MinZ": -0.054509424898093684, + "MaxX": 0.25968517413362374, + "MaxY": 0.2061859962969464, + "MaxZ": 0.015489006502878377 }, "Material": { "Material": "", @@ -9420,12 +7011,12 @@ "CenterOfMassZ": 1.3468395146904832E-18 }, "Box": { - "MinX": 0.6908280312764813, - "MinY": 0.1538662725207715, - "MinZ": -0.03451020919760797, - "MaxX": 0.7428280312764813, - "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197607947 + "MinX": 0.6908280312764808, + "MinY": 0.15386627252077154, + "MinZ": -0.03451020919760766, + "MaxX": 0.7428280312764809, + "MaxY": 0.18850728867214914, + "MaxZ": -0.004510209197607633 }, "Material": { "Material": "", @@ -9454,12 +7045,12 @@ "CenterOfMassZ": 0.008012319104005827 }, "Box": { - "MinX": 0.27668517413362415, - "MinY": 0.114520719043327, - "MinZ": -0.07617627075074129, - "MaxX": 0.29368517413362416, - "MaxY": 0.22785284214959362, - "MaxZ": 0.03715585235552532 + "MinX": 0.2766851741336237, + "MinY": 0.11452071904332706, + "MinZ": -0.07617627075074096, + "MaxX": 0.2936851741336237, + "MaxY": 0.22785284214959367, + "MaxZ": 0.03715585235552565 }, "Material": { "Material": "", @@ -9470,30 +7061,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 + "Mass": 0.14495936822194025, + "Density": 1000.0, + "Volume": 0.00014495936822194025, + "SurfaceArea": 0.035148138608362633, + "CenterOfMassX": -0.03224582460311325, + "CenterOfMassY": -0.06272860627926861, + "CenterOfMassZ": 0.017966429716960695 }, "Box": { - "MinX": 0.14868517413362414, - "MinY": 0.1586867805964603, - "MinZ": -0.032010209197608, - "MaxX": 0.7026851741336241, - "MaxY": 0.18368678059646032, - "MaxZ": -0.007010209197607961 + "MinX": 0.22468517413362368, + "MinY": 0.12118678059646035, + "MinZ": -0.06951020919760764, + "MaxX": 0.2766851741336237, + "MaxY": 0.22118678059646038, + "MaxZ": 0.03048979080239239 }, "Material": { "Material": "", @@ -9522,12 +7113,12 @@ "CenterOfMassZ": 0.0063564186560368325 }, "Box": { - "MinX": 0.21468517413362415, - "MinY": 0.11618678059646029, - "MinZ": -0.07451020919760801, - "MaxX": 0.22668517413362416, - "MaxY": 0.22618678059646033, - "MaxZ": 0.03548979080239203 + "MinX": 0.21468517413362367, + "MinY": 0.11618678059646037, + "MinZ": -0.07451020919760765, + "MaxX": 0.22668517413362374, + "MaxY": 0.22618678059646036, + "MaxZ": 0.035489790802392354 }, "Material": { "Material": "Plain Carbon Steel", @@ -9537,6 +7128,2188 @@ "LaserParts": null, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.27013002103350514, + "Density": 1000.0000000000001, + "Volume": 0.0002701300210335051, + "SurfaceArea": 0.04469383254337783, + "CenterOfMassX": -1.7794808430685074E-19, + "CenterOfMassY": 0.13749086967074003, + "CenterOfMassZ": 4.1316972974928486E-19 + }, + "Box": { + "MinX": 0.1486851741336237, + "MinY": 0.15868678059646033, + "MinZ": -0.032010209197607664, + "MaxX": 0.7026851741336236, + "MaxY": 0.1836867805964604, + "MaxZ": -0.007010209197607644 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.688828031276481, + "MinY": 0.12133678059646028, + "MinZ": -0.07676262995905486, + "MaxX": 0.702828031276481, + "MaxY": 0.2210367805964604, + "MaxZ": 0.03774221156383956 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648066, + "MinY": 0.12018678059646024, + "MinZ": -0.07809053557819111, + "MaxX": 0.7028280312764807, + "MaxY": 0.22218678059646038, + "MaxZ": 0.03937951825973407 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.41282803127648093, + "MinY": 0.12133678059646034, + "MinZ": -0.07676262995905483, + "MaxX": 0.42682803127648095, + "MaxY": 0.22103678059646037, + "MaxZ": 0.03774221156383953 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648077, + "MinY": 0.12018678059646026, + "MinZ": -0.07839993665494947, + "MaxX": 0.702828031276481, + "MaxY": 0.2221867805964604, + "MaxZ": 0.03907011718297568 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "40D-360": {} + }, + "Equations": { + "Diameter": 100.0 + }, + "Mass": { + "Mass": 0.21531879034406365, + "Density": 999.9999999999999, + "Volume": 0.00021531879034406367, + "SurfaceArea": 0.4373444925141008, + "CenterOfMassX": -0.3520417569756665, + "CenterOfMassY": 0.10433472460587365, + "CenterOfMassZ": -0.11708122965544292 + }, + "Box": { + "MinX": 0.41282803127648077, + "MinY": 0.12018678059646024, + "MinZ": -0.07839993665494951, + "MaxX": 0.702828031276481, + "MaxY": 0.22218678059646038, + "MaxZ": 0.03937951825973406 + }, + "Material": { + "361_Shield_x2_1mm_INOX-3": "", + "361_Shield_x2_1mm_INOX-3 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "361_Shield_x2_1mm_INOX-2": "", + "361_Shield_x2_1mm_INOX-2 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-1": "", + "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.688828031276481, + "MinY": 0.12133678059646028, + "MinZ": -0.07676262995905486, + "MaxX": 0.702828031276481, + "MaxY": 0.2210367805964604, + "MaxZ": 0.03774221156383956 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648066, + "MinY": 0.12018678059646024, + "MinZ": -0.07809053557819111, + "MaxX": 0.7028280312764807, + "MaxY": 0.22218678059646038, + "MaxZ": 0.03937951825973407 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 38.0, + "D2@Sketch1": 38.0 + }, + "Mass": { + "Mass": 0.007895857338143053, + "Density": 1000.0, + "Volume": 7.895857338143053E-06, + "SurfaceArea": 0.01655740616906358, + "CenterOfMassX": 0.0009949337393458846, + "CenterOfMassY": 9.48424332383864E-17, + "CenterOfMassZ": 1.8920471314668662E-17 + }, + "Box": { + "MinX": 0.41282803127648093, + "MinY": 0.12133678059646034, + "MinZ": -0.07676262995905483, + "MaxX": 0.42682803127648095, + "MaxY": 0.22103678059646037, + "MaxZ": 0.03774221156383953 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388872, + "Density": 1000.0000000000001, + "Volume": 9.976353783388871E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435974797, + "CenterOfMassY": 0.0002959601519995173, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648077, + "MinY": 0.12018678059646026, + "MinZ": -0.07839993665494947, + "MaxX": 0.702828031276481, + "MaxY": 0.2221867805964604, + "MaxZ": 0.03907011718297568 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764803, + "MinY": 0.20318678059646092, + "MinZ": -0.1589988953748059, + "MaxX": 0.37982803127648035, + "MaxY": 0.20518678059646098, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.07951020919760847, + "MaxX": 0.39582803127648036, + "MaxY": 0.20318678059646106, + "MaxZ": 0.040489790802391595 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646098, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646103, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.776486855971215E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646095, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.040489790802391644 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795556, + "Density": 8000.0, + "Volume": 4.292780803494445E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.294759130740242E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.04048979080239164 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.10132702347474845, + "Density": 2457.71797830788, + "Volume": 4.1228092225826225E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.34722010889907945, + "CenterOfMassY": 0.3527572861230664, + "CenterOfMassZ": -0.048195371399738784 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.15899889537480594, + "MaxX": 0.3958280312764806, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1711867805964609, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239162 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1411867805964609, + "MinZ": -0.07951020919760848, + "MaxX": 0.3958280312764806, + "MaxY": 0.17118678059646103, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737236, + "Density": 2700.0, + "Volume": 0.0003939301919161939, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594485060592E-10, + "CenterOfMassY": -0.0006800258133692392, + "CenterOfMassZ": 1.0934262803682514E-17 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.14118678059646086, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648025, + "MinY": 0.20518678059646078, + "MinZ": -0.09951020919760872, + "MaxX": 0.4333280312764814, + "MaxY": 0.6086867805964612, + "MaxZ": 0.060489790802391724 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "Weight": "3784.37" + }, + "Hopper-Feed": { + "Weight": "5277.48" + }, + "Global": { + "Definition": "Real Corsair LL120", + "Part Number": "Real Corsair LL120", + "Nomenclature": "Real Corsair LL120 v3", + "Catalog": "1", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 3.7843657237125425, + "Density": 4962.538441247853, + "Volume": 0.0007625866819000291, + "SurfaceArea": 0.5600831558128916, + "CenterOfMassX": -0.00038621116804190555, + "CenterOfMassY": -3.8232107604456636E-07, + "CenterOfMassZ": -0.17866949066256713 + }, + "Box": { + "MinX": 0.27332803127648025, + "MinY": 0.14118678059646084, + "MinZ": -0.158998895374806, + "MaxX": 0.43332803127648173, + "MaxY": 0.7066867805964612, + "MaxZ": 0.06048979080239173 + }, + "Material": { + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "520_HopperMedium-1": "AISI 304", + "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764803, + "MinY": 0.20318678059646092, + "MinZ": -0.1589988953748059, + "MaxX": 0.37982803127648035, + "MaxY": 0.20518678059646098, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.07951020919760847, + "MaxX": 0.39582803127648036, + "MaxY": 0.20318678059646106, + "MaxZ": 0.040489790802391595 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646098, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646103, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8130314055092684E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646095, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.040489790802391644 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 7.0655234911098E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.04048979080239164 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.10132702347474842, + "Density": 2457.717978307879, + "Volume": 4.1228092225826225E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.3472201088990795, + "CenterOfMassY": 0.35275728612306634, + "CenterOfMassZ": -0.048195371399738784 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.15899889537480594, + "MaxX": 0.3958280312764806, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764803, + "MinY": 0.20318678059646092, + "MinZ": -0.1589988953748059, + "MaxX": 0.37982803127648035, + "MaxY": 0.20518678059646098, + "MaxZ": 0.04448979080239157 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764804, + "MinY": 0.20118678059646056, + "MinZ": -0.07951020919760847, + "MaxX": 0.39582803127648036, + "MaxY": 0.20318678059646106, + "MaxZ": 0.040489790802391595 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646098, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646103, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795556, + "Density": 8000.0, + "Volume": 4.292780803494445E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.391104675786436E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646095, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646106, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648034, + "MinY": 0.20318678059646098, + "MinZ": -0.07951020919760848, + "MaxX": 0.33082803127648047, + "MaxY": 0.20518678059646103, + "MaxZ": 0.04048979080239151 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.040489790802391644 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.583795765878826E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.04048979080239164 + }, + "Material": { + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764804, + "MinY": 0.2031867805964608, + "MinZ": -0.07951020919760837, + "MaxX": 0.39582803127648053, + "MaxY": 0.20518678059646092, + "MaxZ": 0.040489790802391644 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1711867805964609, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239162 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1411867805964609, + "MinZ": -0.07951020919760848, + "MaxX": 0.3958280312764806, + "MaxY": 0.17118678059646103, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737238, + "Density": 2700.0000000000005, + "Volume": 0.00039393019191619395, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594552359668E-10, + "CenterOfMassY": -0.0006800258133692375, + "CenterOfMassZ": 1.1297530836720503E-17 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.14118678059646086, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1711867805964609, + "MinZ": -0.07951020919760851, + "MaxX": 0.3958280312764806, + "MaxY": 0.201226780596461, + "MaxZ": 0.04048979080239162 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634860899888E-10, + "CenterOfMassY": -2.1884837350270128E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.3108280312764803, + "MinY": 0.1411867805964609, + "MinZ": -0.07951020919760848, + "MaxX": 0.3958280312764806, + "MaxY": 0.17118678059646103, + "MaxZ": 0.04048979080239165 + }, + "Material": { + "Material": "6061-O (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648025, + "MinY": 0.20518678059646078, + "MinZ": -0.09951020919760872, + "MaxX": 0.4333280312764814, + "MaxY": 0.6086867805964612, + "MaxZ": 0.060489790802391724 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Parent": null, + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 + }, + "Box": { + "MinX": 0.6328280312764809, + "MinY": 0.13546427873952102, + "MinZ": -0.047510209197607664, + "MaxX": 0.692828031276481, + "MaxY": 0.20718678059646037, + "MaxZ": 0.008489790802392396 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203423, + "Density": 1000.0, + "Volume": 6.915167345203423E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578996, + "CenterOfMassY": 1.7849294292930252E-19, + "CenterOfMassZ": 6.187817656084208E-19 + }, + "Box": { + "MinX": 0.3133280312764803, + "MinY": 0.136686780596461, + "MinZ": 0.023989790802391508, + "MaxX": 0.3263280312764804, + "MaxY": 0.21468678059646107, + "MaxZ": 0.036989790802391585 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-2", "Children": null, @@ -9606,17 +9379,17 @@ "Density": 1000.0, "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.7662390687768678E-19, - "CenterOfMassZ": 5.906153923105717E-19 + "CenterOfMassX": 0.023156168115578996, + "CenterOfMassY": 1.7849294292930252E-19, + "CenterOfMassZ": 6.187817656084208E-19 }, "Box": { - "MinX": 0.3694480226052241, - "MinY": 0.1966867805964608, - "MinZ": 0.07930048219175809, - "MaxX": 0.3824480226052243, - "MaxY": 0.27468678059646084, - "MaxZ": 0.09230048219175818 + "MinX": 0.3778284693944934, + "MinY": 0.13668678059646036, + "MinZ": 0.021490228920404877, + "MaxX": 0.39582759315846844, + "MaxY": 0.21468678059646043, + "MaxZ": 0.039489352684379836 }, "Material": { "Material": "", @@ -9626,2178 +9399,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.7662390687768678E-19, - "CenterOfMassZ": 5.906153923105717E-19 - }, - "Box": { - "MinX": 0.30244802260522324, - "MinY": 0.196686780596461, - "MinZ": 0.0793004821917582, - "MaxX": 0.31544802260522337, - "MaxY": 0.274686780596461, - "MaxZ": 0.09230048219175827 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.27332803127648153, - "MinY": 0.2651867805964607, - "MinZ": -0.09951020919760907, - "MaxX": 0.43332803127648256, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080239138 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.17118678059646084, - "MinZ": -0.07951020919760884, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239131 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760883, - "MaxX": 0.39582803127648103, - "MaxY": 0.17118678059646095, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594616089061E-10, - "CenterOfMassY": -0.0006800258133692375, - "CenterOfMassZ": 1.1014055782037678E-17 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648097, - "MinY": 0.26318678059646083, - "MinZ": -0.15899889537480627, - "MaxX": 0.379828031276481, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.2611867805964605, - "MinZ": -0.0795102091976088, - "MaxX": 0.39582803127648103, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760883, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.040489790802391165 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795556, - "Density": 8000.0, - "Volume": 4.292780803494445E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.487450220832631E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760884, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.04048979080239118 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648107, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760875, - "MaxX": 0.3958280312764812, - "MaxY": 0.26518678059646095, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.583795765878825E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.375828031276481, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760876, - "MaxX": 0.39582803127648125, - "MaxY": 0.26518678059646095, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.26118678059646055, - "MinZ": -0.1589988953748063, - "MaxX": 0.39582803127648125, - "MaxY": 0.265186780596461, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.385691548917051E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348125076822E-11 - }, - "Box": { - "MinX": 0.32482803127648074, - "MinY": 0.20268678059646086, - "MinZ": 0.019489790802391257, - "MaxX": 0.381828031276481, - "MaxY": 0.25968678059646094, - "MaxZ": 0.15248979080239133 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.23118678059646097, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.23052978429529897, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.261186780596461, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839409, - "Density": 1972.4802919236772, - "Volume": 0.0007569710491392403, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009343, - "CenterOfMassY": -3.026166396153911E-07, - "CenterOfMassZ": -0.0008909194270234698 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648114, - "MaxY": 0.261186780596461, - "MaxZ": 0.1524897908023914 - }, - "Material": { - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.2774761996964825, - "Density": 3473.034351967046, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.006795896755819292, - "CenterOfMassY": -1.8853760110949444E-07, - "CenterOfMassZ": -0.17577574980851013 - }, - "Box": { - "MinX": 0.2733280312764812, - "MinY": 0.14118678059646078, - "MinZ": -0.15899889537480635, - "MaxX": 0.4333280312764829, - "MaxY": 0.7666867805964612, - "MaxZ": 0.15248979080239142 - }, - "Material": { - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.27332803127648153, - "MinY": 0.2651867805964607, - "MinZ": -0.09951020919760907, - "MaxX": 0.43332803127648256, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080239138 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.17118678059646084, - "MinZ": -0.07951020919760884, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239131 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760883, - "MaxX": 0.39582803127648103, - "MaxY": 0.17118678059646095, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594520022514E-10, - "CenterOfMassY": -0.0006800258133692392, - "CenterOfMassZ": 1.103085430379666E-17 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.17118678059646084, - "MinZ": -0.07951020919760884, - "MaxX": 0.39582803127648103, - "MaxY": 0.20122678059646096, - "MaxZ": 0.04048979080239131 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.1411867805964608, - "MinZ": -0.07951020919760883, - "MaxX": 0.39582803127648103, - "MaxY": 0.17118678059646095, - "MaxZ": 0.04048979080239133 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648097, - "MinY": 0.26318678059646083, - "MinZ": -0.15899889537480627, - "MaxX": 0.379828031276481, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.2611867805964605, - "MinZ": -0.0795102091976088, - "MaxX": 0.39582803127648103, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760883, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.040489790802391165 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795556, - "Density": 8000.0, - "Volume": 4.292780803494445E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.198413585694047E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760884, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.04048979080239118 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648107, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760875, - "MaxX": 0.3958280312764812, - "MaxY": 0.26518678059646095, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.294759130740242E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.375828031276481, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760876, - "MaxX": 0.39582803127648125, - "MaxY": 0.26518678059646095, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.26118678059646055, - "MinZ": -0.1589988953748063, - "MaxX": 0.39582803127648125, - "MaxY": 0.265186780596461, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648097, - "MinY": 0.26318678059646083, - "MinZ": -0.15899889537480627, - "MaxX": 0.379828031276481, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802391266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648106, - "MinY": 0.2611867805964605, - "MinZ": -0.0795102091976088, - "MaxX": 0.39582803127648103, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760883, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.040489790802391165 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.198413585694047E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760884, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.04048979080239118 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.310828031276481, - "MinY": 0.26318678059646095, - "MinZ": -0.07951020919760883, - "MaxX": 0.33082803127648114, - "MaxY": 0.26518678059646106, - "MaxZ": 0.040489790802391165 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648107, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760875, - "MaxX": 0.3958280312764812, - "MaxY": 0.26518678059646095, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.68014131092502E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.375828031276481, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760876, - "MaxX": 0.39582803127648125, - "MaxY": 0.26518678059646095, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648107, - "MinY": 0.26318678059646083, - "MinZ": -0.07951020919760875, - "MaxX": 0.3958280312764812, - "MaxY": 0.26518678059646095, - "MaxZ": 0.04048979080239126 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.385691548917051E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348125076822E-11 - }, - "Box": { - "MinX": 0.32482803127648074, - "MinY": 0.20268678059646086, - "MinZ": 0.019489790802391257, - "MaxX": 0.381828031276481, - "MaxY": 0.25968678059646094, - "MaxZ": 0.15248979080239133 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.23118678059646097, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.23052978429529897, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.261186780596461, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839409, - "Density": 1972.4802919236774, - "Volume": 0.0007569710491392401, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009332, - "CenterOfMassY": -3.0261663961544035E-07, - "CenterOfMassZ": -0.000890919427023465 - }, - "Box": { - "MinX": 0.31082803127648073, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760886, - "MaxX": 0.39582803127648114, - "MaxY": 0.261186780596461, - "MaxZ": 0.1524897908023914 - }, - "Material": { - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.385691548917051E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348125076822E-11 - }, - "Box": { - "MinX": 0.32482803127648074, - "MinY": 0.20268678059646086, - "MinZ": 0.019489790802391257, - "MaxX": 0.381828031276481, - "MaxY": 0.25968678059646094, - "MaxZ": 0.15248979080239133 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.20118678059646083, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.23118678059646097, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990537E-06, - "CenterOfMassY": -3.484041368097106E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.3108280312764809, - "MinY": 0.23052978429529897, - "MinZ": -0.07951020919760883, - "MaxX": 0.3958280312764811, - "MaxY": 0.261186780596461, - "MaxZ": 0.040489790802391276 - }, - "Material": { - "Material": "6061-O (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7206851741336242, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760803, - "MaxX": 0.7286851741336242, - "MaxY": 0.2211867805964603, - "MaxZ": 0.030489790802392017 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.599542470065241E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.5339670392737755E-17 - }, - "Box": { - "MinX": 0.7206851741336242, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760803, - "MaxX": 0.7286851741336242, - "MaxY": 0.2211867805964603, - "MaxZ": 0.030489790802392017 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7206851741336242, - "MinY": 0.12118678059646026, - "MinZ": -0.06951020919760803, - "MaxX": 0.7286851741336242, - "MaxY": 0.2211867805964603, - "MaxZ": 0.030489790802392017 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", "Children": null, @@ -11824,21 +9425,155 @@ "ID@CagSpiSke": 27.16 }, "Mass": { - "Mass": 0.024467927188756785, + "Mass": 0.02446792718875678, "Density": 999.9999999999999, - "Volume": 2.4467927188756787E-05, + "Volume": 2.4467927188756783E-05, "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.11549827578725E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 + "CenterOfMassX": -9.115498275787103E-06, + "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.25968517413362413, - "MinY": 0.1345848822559958, - "MinZ": -0.05611210753807251, - "MaxX": 0.27768517413362415, - "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285654 + "MinX": 0.2596851741336237, + "MinY": 0.13458488225599585, + "MinZ": -0.05611210753807218, + "MaxX": 0.2776851741336237, + "MaxY": 0.20778867893692488, + "MaxZ": 0.017091689142856872 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336238, + "MinY": 0.12118678059646029, + "MinZ": -0.06951020919760773, + "MaxX": 0.7286851741336238, + "MaxY": 0.22118678059646038, + "MaxZ": 0.030489790802392346 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500154, + "Density": 1000.0, + "Volume": 4.982603057500154E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5904117138790881E-16, + "CenterOfMassY": 0.42400000000000004, + "CenterOfMassZ": 1.5157055269014692E-17 + }, + "Box": { + "MinX": 0.7206851741336238, + "MinY": 0.12118678059646029, + "MinZ": -0.06951020919760773, + "MaxX": 0.7286851741336238, + "MaxY": 0.22118678059646038, + "MaxZ": 0.030489790802392346 + }, + "Material": { + "78-24-Blank-1": "", + "78-24-Blank-1 Material Database": "" + }, + "States": {}, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336238, + "MinY": 0.12118678059646029, + "MinZ": -0.06951020919760773, + "MaxX": 0.7286851741336238, + "MaxY": 0.22118678059646038, + "MaxZ": 0.030489790802392346 }, "Material": { "Material": "", @@ -11862,20 +9597,6 @@ "LaserParts": null, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", "Children": null, @@ -11891,465 +9612,9 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Name": "Extruder-25D-40-420-SM-1/920_Feedscrew-36D-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.6328280312764814, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919760798, - "MaxX": 0.6928280312764814, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802392077 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665494983, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182975414 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648127, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905515, - "MaxX": 0.4268280312764813, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383921 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819146, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259733785 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764813, - "MinY": 0.1213367805964602, - "MinZ": -0.0767626299590552, - "MaxX": 0.7028280312764813, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383927 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.2153187903440636, - "Density": 999.9999999999999, - "Volume": 0.00021531879034406362, - "SurfaceArea": 0.4373444925141008, - "CenterOfMassX": -0.3520417569756665, - "CenterOfMassY": 0.10433472460587362, - "CenterOfMassZ": -0.11708122965544294 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646015, - "MinZ": -0.07839993665494985, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259733765 - }, - "Material": { - "362_ShieldSeg_x2_1mm_INOX-1": "", - "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "361_Shield_x2_1mm_INOX-2": "", - "361_Shield_x2_1mm_INOX-2 Material Database": "", - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "361_Shield_x2_1mm_INOX-3": "", - "361_Shield_x2_1mm_INOX-3 Material Database": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665494983, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182975414 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648127, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905515, - "MaxX": 0.4268280312764813, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383921 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435972624, - "CenterOfMassY": 0.00029596015199952576, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764811, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819146, - "MaxX": 0.7028280312764812, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259733785 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764813, - "MinY": 0.1213367805964602, - "MinZ": -0.0767626299590552, - "MaxX": 0.7028280312764813, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383927 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\920_Feedscrew-36D.SLDASM", "Parent": null, "Properties": null, "Equations": null, @@ -12361,21 +9626,7 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-32", + "Name": "socket head cap screw_din-28", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -12389,7 +9640,7 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_din-30", + "Name": "socket head cap screw_din-31", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -12403,9 +9654,9 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-22", + "Name": "socket head cap screw_din-33", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -12420,12 +9671,12 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", "Parent": null, "Properties": { - "Lydia-v3.6-Standard": { + "Default": { "Total Bounding Box Length": "2644.45", "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", + "Weight": "34576.93", "Cost - Total Cost": "0", "IsLaser": "1", "test-custom": "12" @@ -12435,7 +9686,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "45910.28", + "Weight": "44792.18", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12445,7 +9696,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "38115.57", + "Weight": "36622.46", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12455,7 +9706,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", + "Weight": "34576.93", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12465,7 +9716,18 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", + "Weight": "40845.63", + "Cost - Total Cost": "N/A", + "IsLaser": "1", + "test-custom": "12", + "testx": "4" + }, + "Lydia-3.x-Mixer": { + "Total Bounding Box Length": "2644.45", + "Total Bounding Box Width": "710.5", + "Total Bounding Box Thickness": "330.5", + "Total Bounding Box Volume": "620971113.51", + "Weight": "51060.88", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12", @@ -12479,164 +9741,122 @@ }, "Equations": {}, "Mass": { - "Mass": 42.33873468294846, - "Density": 2104.977419505859, - "Volume": 0.020113628911462355, - "SurfaceArea": 4.8300875020174905, - "CenterOfMassX": 0.5013101618316488, - "CenterOfMassY": 0.15970217014024785, - "CenterOfMassZ": -0.03043869868563707 + "Mass": 34.57692388991975, + "Density": 2641.8884512957347, + "Volume": 0.013087957545278351, + "SurfaceArea": 3.3106112575502173, + "CenterOfMassX": 0.32737988054181244, + "CenterOfMassY": 0.1497774404608884, + "CenterOfMassZ": -0.03402629781545468 }, "Box": null, "Material": { - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/E_Inkbird-1": "", - "300_Housing-1/E_Inkbird-1 Material Database": "", - "300_Housing-1/E_Inkbird-3": "", - "300_Housing-1/E_Inkbird-3 Material Database": "", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/IP55_switch_red-1": "", - "300_Housing-1/IP55_switch_red-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/3Pos-Switch-22mm-1": "", - "300_Housing-1/3Pos-Switch-22mm-1 Material Database": "", - "300_Housing-1/310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", - "300_Housing-1/310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1": "", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "300_Housing-1/301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/3Pos-Switch-22mm-1": "", + "300_Housing-1/3Pos-Switch-22mm-1 Material Database": "", + "300_Housing-1/MCADID0002111_3D-simplified.stp-1": "", + "300_Housing-1/MCADID0002111_3D-simplified.stp-1 Material Database": "", + "300_Housing-1/E_Inkbird-3": "", + "300_Housing-1/E_Inkbird-3 Material Database": "", "300_Housing-1/302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", "300_Housing-1/302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", "300_Housing-1/302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", "300_Housing-1/302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", "300_Housing-1/302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", "300_Housing-1/302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", + "300_Housing-1/310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", + "300_Housing-1/301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", + "300_Housing-1/302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/IP55_switch_red-1": "", + "300_Housing-1/IP55_switch_red-1 Material Database": "", + "300_Housing-1/E_Inkbird-1": "", + "300_Housing-1/E_Inkbird-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", "KM-63_ 30_1.5-14-1": "", "KM-63_ 30_1.5-14-1 Material Database": "", - "Global-130x130x90_Assembly-1/SlideInner-1": "", - "Global-130x130x90_Assembly-1/SlideInner-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-1": "", - "Global-130x130x90_Assembly-1/middle-30-1 Material Database": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-2": "", - "Global-130x130x90_Assembly-1/middle-30-2 Material Database": "", - "Global-130x130x90_Assembly-1/Base-130x130-4": "", - "Global-130x130x90_Assembly-1/Base-130x130-4 Material Database": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1 Material Database": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Global-130x130x90_Assembly-1/Slide-1": "", - "Global-130x130x90_Assembly-1/Slide-1 Material Database": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1 Material Database": "", - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1 Material Database": "", + "Extruder-25D-40-420-SM-1/Heat_band-3": "", + "Extruder-25D-40-420-SM-1/Heat_band-3 Material Database": "", "Extruder-25D-40-420-SM-1/Heat_band-2": "", "Extruder-25D-40-420-SM-1/Heat_band-2 Material Database": "", "Extruder-25D-40-420-SM-1/Heat_band-4": "", "Extruder-25D-40-420-SM-1/Heat_band-4 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-3": "", - "Extruder-25D-40-420-SM-1/Heat_band-3 Material Database": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1 Material Database": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1 Material Database": "", "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1": "", "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1 Material Database": "", + "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1": "", + "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1 Material Database": "", "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1": "", "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1 Material Database": "", "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1": "", "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1 Material Database": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1 Material Database": "", + "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1": "", + "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1 Material Database": "", "Extruder-25D-40-420-SM-1/Motor Flange-1": "Plain Carbon Steel", "Extruder-25D-40-420-SM-1/Motor Flange-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-2": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-2 Material Database": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/RD-Screw-25-1": "", + "Extruder-25D-40-420-SM-1/RD-Screw-25-1 Material Database": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", @@ -12649,38 +9869,34 @@ "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2 Material Database": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", "Extruder-25D-40-420-SM-1/Heat_band-1": "", "Extruder-25D-40-420-SM-1/Heat_band-1 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "" + "Extruder-25D-40-420-SM-1/socket head cap screw_am-3": "", + "Extruder-25D-40-420-SM-1/socket head cap screw_am-3 Material Database": "", + "Extruder-25D-40-420-SM-1/socket head cap screw_am-2": "", + "Extruder-25D-40-420-SM-1/socket head cap screw_am-2 Material Database": "", + "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2": "", + "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2 Material Database": "", + "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1": "", + "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "" }, "States": {}, "LaserParts": null, - "activeConfiguration": "All" + "activeConfiguration": "Default" }, "Configurations": { - "Lydia-v3.6-Standard": { + "Default": { "Total Bounding Box Length": "2644.45", "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", + "Weight": "34576.93", "Cost - Total Cost": "0", "IsLaser": "1", "test-custom": "12" @@ -12690,7 +9906,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "45910.28", + "Weight": "44792.18", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12700,7 +9916,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "38115.57", + "Weight": "36622.46", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12710,7 +9926,7 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", + "Weight": "34576.93", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12" @@ -12720,7 +9936,18 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", + "Weight": "40845.63", + "Cost - Total Cost": "N/A", + "IsLaser": "1", + "test-custom": "12", + "testx": "4" + }, + "Lydia-3.x-Mixer": { + "Total Bounding Box Length": "2644.45", + "Total Bounding Box Width": "710.5", + "Total Bounding Box Thickness": "330.5", + "Total Bounding Box Volume": "620971113.51", + "Weight": "51060.88", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12", diff --git a/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM b/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM index 151d9ca6d..6de5b3067 100644 --- a/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM +++ b/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:930ab2363d7b0ed93ec98eb7f18812db79915cecd417c29d65a9eed1ddf55b1c -size 197404 +oid sha256:44d9a3507a2be3d7ad1928546972f8e5717a4c3913109a6b346bc0e1b089e562 +size 201126 diff --git a/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM b/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM index 569af2f0a..bfa1cd46d 100644 --- a/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM +++ b/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:cc71bf106f4bd6006fe82e4719c888472c5ca0a9b0fcac89508ae7106f4f4e44 -size 952603 +oid sha256:ce617546a1be45bfe37b3682281f387b43800822510ff9470453991b3f1e8fa9 +size 698826 diff --git a/extrusion/lydia-v3.5/cad/global-lydia-3.6.html b/extrusion/lydia-v3.5/cad/global-lydia-3.6.html index 3639efc9a..c4d3dc265 100644 --- a/extrusion/lydia-v3.5/cad/global-lydia-3.6.html +++ b/extrusion/lydia-v3.5/cad/global-lydia-3.6.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]=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;i0){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;i1){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;icanvasSize.x&&bboxSize.xcanvasSize.y&&bboxSize.y1){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()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()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)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/lenMax1){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;i0?n-1:n}for(var i=startIdx;i0){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;icAngleTol?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;i0||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.angiB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i-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"+"
"+""+entityClass+"-"+entityIndex+" "+""+desc+"
"+"
";_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]-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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";if(modelContents!==""){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-lydia-3.6",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-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-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-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-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.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i0){var sceneData=$(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 (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;_b0&&ioHierachyNode){for(var i=0;i"){props.Name=props.Name.replace("<","<");props.Name=props.Name.replace(">",">")}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=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;iepsX&&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;_i0){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-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()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;_i1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()-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(!(_i0){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=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.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-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="
Matrix = "+JSON.stringify(matrixHC)+"
";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="
Net matrix = "+JSON.stringify(matrixHC)+"
";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="
Version #: "+eDrawingsWVUtils.getViewerVersion()+"
";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="
HC Version:"+viewerHC.getViewerVersionString()+"
Format Version: "+viewerHC.getFormatVersionString()+"
"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#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-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;_i1){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_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()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()=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-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-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="
";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+=""+this.forNodeGetElementContent(iNode)+"";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="
";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
";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"
"};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+="
"+" "+""+"Name
"+"
"}for(_i=0,layers_2=layers;_i"};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+="
"+iResult.ErrorCode+"
";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="
"+data+"
"}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="
";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=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_iparentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"");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=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("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;i1){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;_iiReferenceSide+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-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-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]-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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";if(modelContents!==""){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-lydia-3.6",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-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-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-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-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.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i0){var sceneData=$(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 (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;_b0&&ioHierachyNode){for(var i=0;i"){props.Name=props.Name.replace("<","<");props.Name=props.Name.replace(">",">")}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=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;iepsX&&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;_i0){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-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()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;_i1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()-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(!(_i0){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=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.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-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="
Matrix = "+JSON.stringify(matrixHC)+"
";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="
Net matrix = "+JSON.stringify(matrixHC)+"
";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="
Version #: "+eDrawingsWVUtils.getViewerVersion()+"
";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="
HC Version:"+viewerHC.getViewerVersionString()+"
Format Version: "+viewerHC.getFormatVersionString()+"
"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#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-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;_i1){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_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()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()=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-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-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="
";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+=""+this.forNodeGetElementContent(iNode)+"";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="
";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
";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"
"};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+="
"+" "+""+"Name
"+"
"}for(_i=0,layers_2=layers;_i"};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+="
"+iResult.ErrorCode+"
";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="
"+data+"
"}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="
";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=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_iparentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"");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=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("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;i1){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;_iiReferenceSide+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-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-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. diff --git a/extrusion/lydia-v3.5/cad/global-lydia-3.6.json b/extrusion/lydia-v3.5/cad/global-lydia-3.6.json index cbb7f48f8..8a3ef8914 100644 --- a/extrusion/lydia-v3.5/cad/global-lydia-3.6.json +++ b/extrusion/lydia-v3.5/cad/global-lydia-3.6.json @@ -5,50 +5,58 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", - "Cost - Total Cost": "N/A", + "Weight": "34576.93", + "Cost - Total Cost": "0", "IsLaser": "1", - "test-custom": "12", - "testx": "4" + "test-custom": "12" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM" @@ -57,16 +65,7 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", @@ -76,74 +75,15 @@ { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt" }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "testx": "2" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "testx": "2" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT" }, { "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt" }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT" }, @@ -151,32 +91,22 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT" }, { - "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Weight": "2619.43", - "IsLaser": "1", - "Surface": "430477.47", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT" @@ -194,7 +124,7 @@ "Thickness": "2" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx4008\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT" + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx20160\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM" @@ -203,17 +133,30 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Weight": "2619.43", + "IsLaser": "1", + "Surface": "430477.47", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Weight": "5277.48" + "Weight": "3784.37" + }, + { + "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT" @@ -221,15 +164,6 @@ { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM" }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "testx": "2"