From 2957216bd316fdd4ec83ae709b3a4dde311c8d25 Mon Sep 17 00:00:00 2001
From: Jonathan Tran <jonnytran@gmail.com>
Date: Thu, 27 Mar 2025 10:31:12 -0400
Subject: [PATCH] Fix kitt kcl-sample expected output (#6022)

---
 .../kitt/artifact_graph_flowchart.snap.md     | 3248 ++++++++---------
 .../kcl_samples/kitt/program_memory.snap      |    4 +-
 2 files changed, 1624 insertions(+), 1628 deletions(-)

diff --git a/rust/kcl-lib/tests/kcl_samples/kitt/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/kitt/artifact_graph_flowchart.snap.md
index 9b8d22cf6..c7cebedcc 100644
--- a/rust/kcl-lib/tests/kcl_samples/kitt/artifact_graph_flowchart.snap.md
+++ b/rust/kcl-lib/tests/kcl_samples/kitt/artifact_graph_flowchart.snap.md
@@ -97,311 +97,311 @@ flowchart LR
     240["Segment<br>[434, 441, 0]"]
     241[Solid2d]
   end
-  subgraph path257 [Path]
-    257["Path<br>[228, 269, 0]"]
-    258["Segment<br>[277, 300, 0]"]
-    259["Segment<br>[308, 330, 0]"]
-    260["Segment<br>[338, 362, 0]"]
-    261["Segment<br>[370, 426, 0]"]
-    262["Segment<br>[434, 441, 0]"]
-    263[Solid2d]
+  subgraph path256 [Path]
+    256["Path<br>[228, 269, 0]"]
+    257["Segment<br>[277, 300, 0]"]
+    258["Segment<br>[308, 330, 0]"]
+    259["Segment<br>[338, 362, 0]"]
+    260["Segment<br>[370, 426, 0]"]
+    261["Segment<br>[434, 441, 0]"]
+    262[Solid2d]
   end
-  subgraph path279 [Path]
-    279["Path<br>[228, 269, 0]"]
-    280["Segment<br>[277, 300, 0]"]
-    281["Segment<br>[308, 330, 0]"]
-    282["Segment<br>[338, 362, 0]"]
-    283["Segment<br>[370, 426, 0]"]
-    284["Segment<br>[434, 441, 0]"]
-    285[Solid2d]
+  subgraph path277 [Path]
+    277["Path<br>[228, 269, 0]"]
+    278["Segment<br>[277, 300, 0]"]
+    279["Segment<br>[308, 330, 0]"]
+    280["Segment<br>[338, 362, 0]"]
+    281["Segment<br>[370, 426, 0]"]
+    282["Segment<br>[434, 441, 0]"]
+    283[Solid2d]
   end
-  subgraph path300 [Path]
-    300["Path<br>[228, 269, 0]"]
-    301["Segment<br>[277, 300, 0]"]
-    302["Segment<br>[308, 330, 0]"]
-    303["Segment<br>[338, 362, 0]"]
-    304["Segment<br>[370, 426, 0]"]
-    305["Segment<br>[434, 441, 0]"]
-    306[Solid2d]
+  subgraph path298 [Path]
+    298["Path<br>[228, 269, 0]"]
+    299["Segment<br>[277, 300, 0]"]
+    300["Segment<br>[308, 330, 0]"]
+    301["Segment<br>[338, 362, 0]"]
+    302["Segment<br>[370, 426, 0]"]
+    303["Segment<br>[434, 441, 0]"]
+    304[Solid2d]
   end
-  subgraph path321 [Path]
-    321["Path<br>[228, 269, 0]"]
-    322["Segment<br>[277, 300, 0]"]
-    323["Segment<br>[308, 330, 0]"]
-    324["Segment<br>[338, 362, 0]"]
-    325["Segment<br>[370, 426, 0]"]
-    326["Segment<br>[434, 441, 0]"]
-    327[Solid2d]
+  subgraph path319 [Path]
+    319["Path<br>[228, 269, 0]"]
+    320["Segment<br>[277, 300, 0]"]
+    321["Segment<br>[308, 330, 0]"]
+    322["Segment<br>[338, 362, 0]"]
+    323["Segment<br>[370, 426, 0]"]
+    324["Segment<br>[434, 441, 0]"]
+    325[Solid2d]
   end
-  subgraph path342 [Path]
-    342["Path<br>[228, 269, 0]"]
-    343["Segment<br>[277, 300, 0]"]
-    344["Segment<br>[308, 330, 0]"]
-    345["Segment<br>[338, 362, 0]"]
-    346["Segment<br>[370, 426, 0]"]
-    347["Segment<br>[434, 441, 0]"]
-    348[Solid2d]
+  subgraph path340 [Path]
+    340["Path<br>[228, 269, 0]"]
+    341["Segment<br>[277, 300, 0]"]
+    342["Segment<br>[308, 330, 0]"]
+    343["Segment<br>[338, 362, 0]"]
+    344["Segment<br>[370, 426, 0]"]
+    345["Segment<br>[434, 441, 0]"]
+    346[Solid2d]
   end
-  subgraph path363 [Path]
-    363["Path<br>[228, 269, 0]"]
-    364["Segment<br>[277, 300, 0]"]
-    365["Segment<br>[308, 330, 0]"]
-    366["Segment<br>[338, 362, 0]"]
-    367["Segment<br>[370, 426, 0]"]
-    368["Segment<br>[434, 441, 0]"]
-    369[Solid2d]
+  subgraph path361 [Path]
+    361["Path<br>[228, 269, 0]"]
+    362["Segment<br>[277, 300, 0]"]
+    363["Segment<br>[308, 330, 0]"]
+    364["Segment<br>[338, 362, 0]"]
+    365["Segment<br>[370, 426, 0]"]
+    366["Segment<br>[434, 441, 0]"]
+    367[Solid2d]
   end
-  subgraph path384 [Path]
-    384["Path<br>[228, 269, 0]"]
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-    386["Segment<br>[308, 330, 0]"]
-    387["Segment<br>[338, 362, 0]"]
-    388["Segment<br>[370, 426, 0]"]
-    389["Segment<br>[434, 441, 0]"]
-    390[Solid2d]
+  subgraph path382 [Path]
+    382["Path<br>[228, 269, 0]"]
+    383["Segment<br>[277, 300, 0]"]
+    384["Segment<br>[308, 330, 0]"]
+    385["Segment<br>[338, 362, 0]"]
+    386["Segment<br>[370, 426, 0]"]
+    387["Segment<br>[434, 441, 0]"]
+    388[Solid2d]
   end
-  subgraph path405 [Path]
-    405["Path<br>[228, 269, 0]"]
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-    407["Segment<br>[308, 330, 0]"]
-    408["Segment<br>[338, 362, 0]"]
-    409["Segment<br>[370, 426, 0]"]
-    410["Segment<br>[434, 441, 0]"]
-    411[Solid2d]
+  subgraph path403 [Path]
+    403["Path<br>[228, 269, 0]"]
+    404["Segment<br>[277, 300, 0]"]
+    405["Segment<br>[308, 330, 0]"]
+    406["Segment<br>[338, 362, 0]"]
+    407["Segment<br>[370, 426, 0]"]
+    408["Segment<br>[434, 441, 0]"]
+    409[Solid2d]
   end
-  subgraph path426 [Path]
-    426["Path<br>[228, 269, 0]"]
-    427["Segment<br>[277, 300, 0]"]
-    428["Segment<br>[308, 330, 0]"]
-    429["Segment<br>[338, 362, 0]"]
-    430["Segment<br>[370, 426, 0]"]
-    431["Segment<br>[434, 441, 0]"]
-    432[Solid2d]
+  subgraph path424 [Path]
+    424["Path<br>[228, 269, 0]"]
+    425["Segment<br>[277, 300, 0]"]
+    426["Segment<br>[308, 330, 0]"]
+    427["Segment<br>[338, 362, 0]"]
+    428["Segment<br>[370, 426, 0]"]
+    429["Segment<br>[434, 441, 0]"]
+    430[Solid2d]
   end
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-    448["Segment<br>[277, 300, 0]"]
-    449["Segment<br>[308, 330, 0]"]
-    450["Segment<br>[338, 362, 0]"]
-    451["Segment<br>[370, 426, 0]"]
-    452["Segment<br>[434, 441, 0]"]
-    453[Solid2d]
+  subgraph path445 [Path]
+    445["Path<br>[228, 269, 0]"]
+    446["Segment<br>[277, 300, 0]"]
+    447["Segment<br>[308, 330, 0]"]
+    448["Segment<br>[338, 362, 0]"]
+    449["Segment<br>[370, 426, 0]"]
+    450["Segment<br>[434, 441, 0]"]
+    451[Solid2d]
   end
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-    470["Segment<br>[308, 330, 0]"]
-    471["Segment<br>[338, 362, 0]"]
-    472["Segment<br>[370, 426, 0]"]
-    473["Segment<br>[434, 441, 0]"]
-    474[Solid2d]
+  subgraph path466 [Path]
+    466["Path<br>[228, 269, 0]"]
+    467["Segment<br>[277, 300, 0]"]
+    468["Segment<br>[308, 330, 0]"]
+    469["Segment<br>[338, 362, 0]"]
+    470["Segment<br>[370, 426, 0]"]
+    471["Segment<br>[434, 441, 0]"]
+    472[Solid2d]
   end
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-    491["Segment<br>[308, 330, 0]"]
-    492["Segment<br>[338, 362, 0]"]
-    493["Segment<br>[370, 426, 0]"]
-    494["Segment<br>[434, 441, 0]"]
-    495[Solid2d]
+  subgraph path487 [Path]
+    487["Path<br>[228, 269, 0]"]
+    488["Segment<br>[277, 300, 0]"]
+    489["Segment<br>[308, 330, 0]"]
+    490["Segment<br>[338, 362, 0]"]
+    491["Segment<br>[370, 426, 0]"]
+    492["Segment<br>[434, 441, 0]"]
+    493[Solid2d]
   end
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-    515["Segment<br>[6400, 6456, 0]"]
-    516["Segment<br>[6464, 6471, 0]"]
-    517[Solid2d]
+  subgraph path509 [Path]
+    509["Path<br>[6227, 6278, 0]"]
+    510["Segment<br>[6286, 6315, 0]"]
+    511["Segment<br>[6323, 6354, 0]"]
+    512["Segment<br>[6362, 6392, 0]"]
+    513["Segment<br>[6400, 6456, 0]"]
+    514["Segment<br>[6464, 6471, 0]"]
+    515[Solid2d]
   end
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-    534["Segment<br>[277, 300, 0]"]
-    535["Segment<br>[308, 330, 0]"]
-    536["Segment<br>[338, 362, 0]"]
-    537["Segment<br>[370, 426, 0]"]
-    538["Segment<br>[434, 441, 0]"]
-    539[Solid2d]
+  subgraph path531 [Path]
+    531["Path<br>[228, 269, 0]"]
+    532["Segment<br>[277, 300, 0]"]
+    533["Segment<br>[308, 330, 0]"]
+    534["Segment<br>[338, 362, 0]"]
+    535["Segment<br>[370, 426, 0]"]
+    536["Segment<br>[434, 441, 0]"]
+    537[Solid2d]
   end
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-    555["Path<br>[6227, 6278, 0]"]
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-    559["Segment<br>[6400, 6456, 0]"]
-    560["Segment<br>[6464, 6471, 0]"]
-    561[Solid2d]
+  subgraph path553 [Path]
+    553["Path<br>[6227, 6278, 0]"]
+    554["Segment<br>[6286, 6315, 0]"]
+    555["Segment<br>[6323, 6354, 0]"]
+    556["Segment<br>[6362, 6392, 0]"]
+    557["Segment<br>[6400, 6456, 0]"]
+    558["Segment<br>[6464, 6471, 0]"]
+    559[Solid2d]
   end
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-    581["Segment<br>[370, 426, 0]"]
-    582["Segment<br>[434, 441, 0]"]
-    583[Solid2d]
+  subgraph path575 [Path]
+    575["Path<br>[228, 269, 0]"]
+    576["Segment<br>[277, 300, 0]"]
+    577["Segment<br>[308, 330, 0]"]
+    578["Segment<br>[338, 362, 0]"]
+    579["Segment<br>[370, 426, 0]"]
+    580["Segment<br>[434, 441, 0]"]
+    581[Solid2d]
   end
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-    601["Segment<br>[338, 362, 0]"]
-    602["Segment<br>[370, 426, 0]"]
-    603["Segment<br>[434, 441, 0]"]
-    604[Solid2d]
+  subgraph path596 [Path]
+    596["Path<br>[228, 269, 0]"]
+    597["Segment<br>[277, 300, 0]"]
+    598["Segment<br>[308, 330, 0]"]
+    599["Segment<br>[338, 362, 0]"]
+    600["Segment<br>[370, 426, 0]"]
+    601["Segment<br>[434, 441, 0]"]
+    602[Solid2d]
   end
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-    623["Segment<br>[370, 426, 0]"]
-    624["Segment<br>[434, 441, 0]"]
-    625[Solid2d]
+  subgraph path617 [Path]
+    617["Path<br>[228, 269, 0]"]
+    618["Segment<br>[277, 300, 0]"]
+    619["Segment<br>[308, 330, 0]"]
+    620["Segment<br>[338, 362, 0]"]
+    621["Segment<br>[370, 426, 0]"]
+    622["Segment<br>[434, 441, 0]"]
+    623[Solid2d]
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-    640["Path<br>[228, 269, 0]"]
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-    642["Segment<br>[308, 330, 0]"]
-    643["Segment<br>[338, 362, 0]"]
-    644["Segment<br>[370, 426, 0]"]
-    645["Segment<br>[434, 441, 0]"]
-    646[Solid2d]
+  subgraph path638 [Path]
+    638["Path<br>[228, 269, 0]"]
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+    641["Segment<br>[338, 362, 0]"]
+    642["Segment<br>[370, 426, 0]"]
+    643["Segment<br>[434, 441, 0]"]
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   end
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-    665["Segment<br>[370, 426, 0]"]
-    666["Segment<br>[434, 441, 0]"]
-    667[Solid2d]
+  subgraph path659 [Path]
+    659["Path<br>[228, 269, 0]"]
+    660["Segment<br>[277, 300, 0]"]
+    661["Segment<br>[308, 330, 0]"]
+    662["Segment<br>[338, 362, 0]"]
+    663["Segment<br>[370, 426, 0]"]
+    664["Segment<br>[434, 441, 0]"]
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-    686["Segment<br>[370, 426, 0]"]
-    687["Segment<br>[434, 441, 0]"]
-    688[Solid2d]
+  subgraph path680 [Path]
+    680["Path<br>[228, 269, 0]"]
+    681["Segment<br>[277, 300, 0]"]
+    682["Segment<br>[308, 330, 0]"]
+    683["Segment<br>[338, 362, 0]"]
+    684["Segment<br>[370, 426, 0]"]
+    685["Segment<br>[434, 441, 0]"]
+    686[Solid2d]
   end
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-    705["Segment<br>[308, 330, 0]"]
-    706["Segment<br>[338, 362, 0]"]
-    707["Segment<br>[370, 426, 0]"]
-    708["Segment<br>[434, 441, 0]"]
-    709[Solid2d]
+  subgraph path701 [Path]
+    701["Path<br>[228, 269, 0]"]
+    702["Segment<br>[277, 300, 0]"]
+    703["Segment<br>[308, 330, 0]"]
+    704["Segment<br>[338, 362, 0]"]
+    705["Segment<br>[370, 426, 0]"]
+    706["Segment<br>[434, 441, 0]"]
+    707[Solid2d]
   end
-  subgraph path724 [Path]
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-    727["Segment<br>[338, 362, 0]"]
-    728["Segment<br>[370, 426, 0]"]
-    729["Segment<br>[434, 441, 0]"]
-    730[Solid2d]
+  subgraph path722 [Path]
+    722["Path<br>[228, 269, 0]"]
+    723["Segment<br>[277, 300, 0]"]
+    724["Segment<br>[308, 330, 0]"]
+    725["Segment<br>[338, 362, 0]"]
+    726["Segment<br>[370, 426, 0]"]
+    727["Segment<br>[434, 441, 0]"]
+    728[Solid2d]
   end
-  subgraph path745 [Path]
-    745["Path<br>[228, 269, 0]"]
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-    747["Segment<br>[308, 330, 0]"]
-    748["Segment<br>[338, 362, 0]"]
-    749["Segment<br>[370, 426, 0]"]
-    750["Segment<br>[434, 441, 0]"]
-    751[Solid2d]
+  subgraph path743 [Path]
+    743["Path<br>[228, 269, 0]"]
+    744["Segment<br>[277, 300, 0]"]
+    745["Segment<br>[308, 330, 0]"]
+    746["Segment<br>[338, 362, 0]"]
+    747["Segment<br>[370, 426, 0]"]
+    748["Segment<br>[434, 441, 0]"]
+    749[Solid2d]
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-  subgraph path766 [Path]
-    766["Path<br>[228, 269, 0]"]
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-    768["Segment<br>[308, 330, 0]"]
-    769["Segment<br>[338, 362, 0]"]
-    770["Segment<br>[370, 426, 0]"]
-    771["Segment<br>[434, 441, 0]"]
-    772[Solid2d]
+  subgraph path764 [Path]
+    764["Path<br>[228, 269, 0]"]
+    765["Segment<br>[277, 300, 0]"]
+    766["Segment<br>[308, 330, 0]"]
+    767["Segment<br>[338, 362, 0]"]
+    768["Segment<br>[370, 426, 0]"]
+    769["Segment<br>[434, 441, 0]"]
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   end
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-    789["Segment<br>[308, 330, 0]"]
-    790["Segment<br>[338, 362, 0]"]
-    791["Segment<br>[370, 426, 0]"]
-    792["Segment<br>[434, 441, 0]"]
-    793[Solid2d]
+  subgraph path785 [Path]
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+    787["Segment<br>[308, 330, 0]"]
+    788["Segment<br>[338, 362, 0]"]
+    789["Segment<br>[370, 426, 0]"]
+    790["Segment<br>[434, 441, 0]"]
+    791[Solid2d]
   end
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-    810["Segment<br>[308, 330, 0]"]
-    811["Segment<br>[338, 362, 0]"]
-    812["Segment<br>[370, 426, 0]"]
-    813["Segment<br>[434, 441, 0]"]
-    814[Solid2d]
+  subgraph path806 [Path]
+    806["Path<br>[228, 269, 0]"]
+    807["Segment<br>[277, 300, 0]"]
+    808["Segment<br>[308, 330, 0]"]
+    809["Segment<br>[338, 362, 0]"]
+    810["Segment<br>[370, 426, 0]"]
+    811["Segment<br>[434, 441, 0]"]
+    812[Solid2d]
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-    832["Segment<br>[338, 362, 0]"]
-    833["Segment<br>[370, 426, 0]"]
-    834["Segment<br>[434, 441, 0]"]
-    835[Solid2d]
+  subgraph path827 [Path]
+    827["Path<br>[228, 269, 0]"]
+    828["Segment<br>[277, 300, 0]"]
+    829["Segment<br>[308, 330, 0]"]
+    830["Segment<br>[338, 362, 0]"]
+    831["Segment<br>[370, 426, 0]"]
+    832["Segment<br>[434, 441, 0]"]
+    833[Solid2d]
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-  subgraph path850 [Path]
-    850["Path<br>[228, 269, 0]"]
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-    852["Segment<br>[308, 330, 0]"]
-    853["Segment<br>[338, 362, 0]"]
-    854["Segment<br>[370, 426, 0]"]
-    855["Segment<br>[434, 441, 0]"]
-    856[Solid2d]
+  subgraph path848 [Path]
+    848["Path<br>[228, 269, 0]"]
+    849["Segment<br>[277, 300, 0]"]
+    850["Segment<br>[308, 330, 0]"]
+    851["Segment<br>[338, 362, 0]"]
+    852["Segment<br>[370, 426, 0]"]
+    853["Segment<br>[434, 441, 0]"]
+    854[Solid2d]
   end
-  subgraph path871 [Path]
-    871["Path<br>[228, 269, 0]"]
-    872["Segment<br>[277, 300, 0]"]
-    873["Segment<br>[308, 330, 0]"]
-    874["Segment<br>[338, 362, 0]"]
-    875["Segment<br>[370, 426, 0]"]
-    876["Segment<br>[434, 441, 0]"]
-    877[Solid2d]
+  subgraph path869 [Path]
+    869["Path<br>[228, 269, 0]"]
+    870["Segment<br>[277, 300, 0]"]
+    871["Segment<br>[308, 330, 0]"]
+    872["Segment<br>[338, 362, 0]"]
+    873["Segment<br>[370, 426, 0]"]
+    874["Segment<br>[434, 441, 0]"]
+    875[Solid2d]
   end
-  subgraph path892 [Path]
-    892["Path<br>[228, 269, 0]"]
-    893["Segment<br>[277, 300, 0]"]
-    894["Segment<br>[308, 330, 0]"]
-    895["Segment<br>[338, 362, 0]"]
-    896["Segment<br>[370, 426, 0]"]
-    897["Segment<br>[434, 441, 0]"]
-    898[Solid2d]
+  subgraph path890 [Path]
+    890["Path<br>[228, 269, 0]"]
+    891["Segment<br>[277, 300, 0]"]
+    892["Segment<br>[308, 330, 0]"]
+    893["Segment<br>[338, 362, 0]"]
+    894["Segment<br>[370, 426, 0]"]
+    895["Segment<br>[434, 441, 0]"]
+    896[Solid2d]
   end
-  subgraph path913 [Path]
-    913["Path<br>[228, 269, 0]"]
-    914["Segment<br>[277, 300, 0]"]
-    915["Segment<br>[308, 330, 0]"]
-    916["Segment<br>[338, 362, 0]"]
-    917["Segment<br>[370, 426, 0]"]
-    918["Segment<br>[434, 441, 0]"]
-    919[Solid2d]
+  subgraph path911 [Path]
+    911["Path<br>[228, 269, 0]"]
+    912["Segment<br>[277, 300, 0]"]
+    913["Segment<br>[308, 330, 0]"]
+    914["Segment<br>[338, 362, 0]"]
+    915["Segment<br>[370, 426, 0]"]
+    916["Segment<br>[434, 441, 0]"]
+    917[Solid2d]
   end
-  subgraph path934 [Path]
-    934["Path<br>[228, 269, 0]"]
-    935["Segment<br>[277, 300, 0]"]
-    936["Segment<br>[308, 330, 0]"]
-    937["Segment<br>[338, 362, 0]"]
-    938["Segment<br>[370, 426, 0]"]
-    939["Segment<br>[434, 441, 0]"]
-    940[Solid2d]
+  subgraph path932 [Path]
+    932["Path<br>[228, 269, 0]"]
+    933["Segment<br>[277, 300, 0]"]
+    934["Segment<br>[308, 330, 0]"]
+    935["Segment<br>[338, 362, 0]"]
+    936["Segment<br>[370, 426, 0]"]
+    937["Segment<br>[434, 441, 0]"]
+    938[Solid2d]
   end
-  subgraph path955 [Path]
-    955["Path<br>[228, 269, 0]"]
-    956["Segment<br>[277, 300, 0]"]
-    957["Segment<br>[308, 330, 0]"]
-    958["Segment<br>[338, 362, 0]"]
-    959["Segment<br>[370, 426, 0]"]
-    960["Segment<br>[434, 441, 0]"]
-    961[Solid2d]
+  subgraph path953 [Path]
+    953["Path<br>[228, 269, 0]"]
+    954["Segment<br>[277, 300, 0]"]
+    955["Segment<br>[308, 330, 0]"]
+    956["Segment<br>[338, 362, 0]"]
+    957["Segment<br>[370, 426, 0]"]
+    958["Segment<br>[434, 441, 0]"]
+    959[Solid2d]
   end
   1["Plane<br>[602, 619, 0]"]
   9["Sweep Extrusion<br>[898, 928, 0]"]
@@ -570,504 +570,504 @@ flowchart LR
   244[Wall]
   245[Wall]
   246[Wall]
-  247["Cap Start"]
-  248["Cap End"]
-  249["SweepEdge Opposite"]
-  250["SweepEdge Adjacent"]
-  251["SweepEdge Opposite"]
-  252["SweepEdge Adjacent"]
-  253["SweepEdge Opposite"]
-  254["SweepEdge Adjacent"]
-  255["SweepEdge Opposite"]
-  256["SweepEdge Adjacent"]
-  264["Sweep Extrusion<br>[449, 472, 0]"]
+  247["Cap End"]
+  248["SweepEdge Opposite"]
+  249["SweepEdge Adjacent"]
+  250["SweepEdge Opposite"]
+  251["SweepEdge Adjacent"]
+  252["SweepEdge Opposite"]
+  253["SweepEdge Adjacent"]
+  254["SweepEdge Opposite"]
+  255["SweepEdge Adjacent"]
+  263["Sweep Extrusion<br>[449, 472, 0]"]
+  264[Wall]
   265[Wall]
   266[Wall]
   267[Wall]
-  268[Wall]
-  269["Cap Start"]
-  270["Cap End"]
+  268["Cap End"]
+  269["SweepEdge Opposite"]
+  270["SweepEdge Adjacent"]
   271["SweepEdge Opposite"]
   272["SweepEdge Adjacent"]
   273["SweepEdge Opposite"]
   274["SweepEdge Adjacent"]
   275["SweepEdge Opposite"]
   276["SweepEdge Adjacent"]
-  277["SweepEdge Opposite"]
-  278["SweepEdge Adjacent"]
-  286["Sweep Extrusion<br>[449, 472, 0]"]
+  284["Sweep Extrusion<br>[449, 472, 0]"]
+  285[Wall]
+  286[Wall]
   287[Wall]
   288[Wall]
-  289[Wall]
-  290[Wall]
-  291["Cap End"]
+  289["Cap End"]
+  290["SweepEdge Opposite"]
+  291["SweepEdge Adjacent"]
   292["SweepEdge Opposite"]
   293["SweepEdge Adjacent"]
   294["SweepEdge Opposite"]
   295["SweepEdge Adjacent"]
   296["SweepEdge Opposite"]
   297["SweepEdge Adjacent"]
-  298["SweepEdge Opposite"]
-  299["SweepEdge Adjacent"]
-  307["Sweep Extrusion<br>[449, 472, 0]"]
+  305["Sweep Extrusion<br>[449, 472, 0]"]
+  306[Wall]
+  307[Wall]
   308[Wall]
   309[Wall]
-  310[Wall]
-  311[Wall]
-  312["Cap End"]
+  310["Cap End"]
+  311["SweepEdge Opposite"]
+  312["SweepEdge Adjacent"]
   313["SweepEdge Opposite"]
   314["SweepEdge Adjacent"]
   315["SweepEdge Opposite"]
   316["SweepEdge Adjacent"]
   317["SweepEdge Opposite"]
   318["SweepEdge Adjacent"]
-  319["SweepEdge Opposite"]
-  320["SweepEdge Adjacent"]
-  328["Sweep Extrusion<br>[449, 472, 0]"]
+  326["Sweep Extrusion<br>[449, 472, 0]"]
+  327[Wall]
+  328[Wall]
   329[Wall]
   330[Wall]
-  331[Wall]
-  332[Wall]
-  333["Cap End"]
+  331["Cap End"]
+  332["SweepEdge Opposite"]
+  333["SweepEdge Adjacent"]
   334["SweepEdge Opposite"]
   335["SweepEdge Adjacent"]
   336["SweepEdge Opposite"]
   337["SweepEdge Adjacent"]
   338["SweepEdge Opposite"]
   339["SweepEdge Adjacent"]
-  340["SweepEdge Opposite"]
-  341["SweepEdge Adjacent"]
-  349["Sweep Extrusion<br>[449, 472, 0]"]
+  347["Sweep Extrusion<br>[449, 472, 0]"]
+  348[Wall]
+  349[Wall]
   350[Wall]
   351[Wall]
-  352[Wall]
-  353[Wall]
-  354["Cap End"]
+  352["Cap End"]
+  353["SweepEdge Opposite"]
+  354["SweepEdge Adjacent"]
   355["SweepEdge Opposite"]
   356["SweepEdge Adjacent"]
   357["SweepEdge Opposite"]
   358["SweepEdge Adjacent"]
   359["SweepEdge Opposite"]
   360["SweepEdge Adjacent"]
-  361["SweepEdge Opposite"]
-  362["SweepEdge Adjacent"]
-  370["Sweep Extrusion<br>[449, 472, 0]"]
+  368["Sweep Extrusion<br>[449, 472, 0]"]
+  369[Wall]
+  370[Wall]
   371[Wall]
   372[Wall]
-  373[Wall]
-  374[Wall]
-  375["Cap Start"]
+  373["Cap Start"]
+  374["SweepEdge Opposite"]
+  375["SweepEdge Adjacent"]
   376["SweepEdge Opposite"]
   377["SweepEdge Adjacent"]
   378["SweepEdge Opposite"]
   379["SweepEdge Adjacent"]
   380["SweepEdge Opposite"]
   381["SweepEdge Adjacent"]
-  382["SweepEdge Opposite"]
-  383["SweepEdge Adjacent"]
-  391["Sweep Extrusion<br>[449, 472, 0]"]
+  389["Sweep Extrusion<br>[449, 472, 0]"]
+  390[Wall]
+  391[Wall]
   392[Wall]
   393[Wall]
-  394[Wall]
-  395[Wall]
-  396["Cap Start"]
+  394["Cap Start"]
+  395["SweepEdge Opposite"]
+  396["SweepEdge Adjacent"]
   397["SweepEdge Opposite"]
   398["SweepEdge Adjacent"]
   399["SweepEdge Opposite"]
   400["SweepEdge Adjacent"]
   401["SweepEdge Opposite"]
   402["SweepEdge Adjacent"]
-  403["SweepEdge Opposite"]
-  404["SweepEdge Adjacent"]
-  412["Sweep Extrusion<br>[449, 472, 0]"]
+  410["Sweep Extrusion<br>[449, 472, 0]"]
+  411[Wall]
+  412[Wall]
   413[Wall]
   414[Wall]
-  415[Wall]
-  416[Wall]
-  417["Cap Start"]
+  415["Cap Start"]
+  416["SweepEdge Opposite"]
+  417["SweepEdge Adjacent"]
   418["SweepEdge Opposite"]
   419["SweepEdge Adjacent"]
   420["SweepEdge Opposite"]
   421["SweepEdge Adjacent"]
   422["SweepEdge Opposite"]
   423["SweepEdge Adjacent"]
-  424["SweepEdge Opposite"]
-  425["SweepEdge Adjacent"]
-  433["Sweep Extrusion<br>[449, 472, 0]"]
+  431["Sweep Extrusion<br>[449, 472, 0]"]
+  432[Wall]
+  433[Wall]
   434[Wall]
   435[Wall]
-  436[Wall]
-  437[Wall]
-  438["Cap End"]
+  436["Cap End"]
+  437["SweepEdge Opposite"]
+  438["SweepEdge Adjacent"]
   439["SweepEdge Opposite"]
   440["SweepEdge Adjacent"]
   441["SweepEdge Opposite"]
   442["SweepEdge Adjacent"]
   443["SweepEdge Opposite"]
   444["SweepEdge Adjacent"]
-  445["SweepEdge Opposite"]
-  446["SweepEdge Adjacent"]
-  454["Sweep Extrusion<br>[449, 472, 0]"]
+  452["Sweep Extrusion<br>[449, 472, 0]"]
+  453[Wall]
+  454[Wall]
   455[Wall]
   456[Wall]
-  457[Wall]
-  458[Wall]
-  459["Cap Start"]
+  457["Cap Start"]
+  458["SweepEdge Opposite"]
+  459["SweepEdge Adjacent"]
   460["SweepEdge Opposite"]
   461["SweepEdge Adjacent"]
   462["SweepEdge Opposite"]
   463["SweepEdge Adjacent"]
   464["SweepEdge Opposite"]
   465["SweepEdge Adjacent"]
-  466["SweepEdge Opposite"]
-  467["SweepEdge Adjacent"]
-  475["Sweep Extrusion<br>[449, 472, 0]"]
+  473["Sweep Extrusion<br>[449, 472, 0]"]
+  474[Wall]
+  475[Wall]
   476[Wall]
   477[Wall]
-  478[Wall]
-  479[Wall]
-  480["Cap Start"]
+  478["Cap Start"]
+  479["SweepEdge Opposite"]
+  480["SweepEdge Adjacent"]
   481["SweepEdge Opposite"]
   482["SweepEdge Adjacent"]
   483["SweepEdge Opposite"]
   484["SweepEdge Adjacent"]
   485["SweepEdge Opposite"]
   486["SweepEdge Adjacent"]
-  487["SweepEdge Opposite"]
-  488["SweepEdge Adjacent"]
-  496["Sweep Extrusion<br>[449, 472, 0]"]
+  494["Sweep Extrusion<br>[449, 472, 0]"]
+  495[Wall]
+  496[Wall]
   497[Wall]
   498[Wall]
-  499[Wall]
-  500[Wall]
-  501["Cap Start"]
+  499["Cap Start"]
+  500["SweepEdge Opposite"]
+  501["SweepEdge Adjacent"]
   502["SweepEdge Opposite"]
   503["SweepEdge Adjacent"]
   504["SweepEdge Opposite"]
   505["SweepEdge Adjacent"]
   506["SweepEdge Opposite"]
   507["SweepEdge Adjacent"]
-  508["SweepEdge Opposite"]
-  509["SweepEdge Adjacent"]
-  510["Plane<br>[6202, 6219, 0]"]
-  518["Sweep Extrusion<br>[6485, 6530, 0]"]
+  508["Plane<br>[6202, 6219, 0]"]
+  516["Sweep Extrusion<br>[6485, 6530, 0]"]
+  517[Wall]
+  518[Wall]
   519[Wall]
   520[Wall]
-  521[Wall]
-  522[Wall]
-  523["Cap Start"]
-  524["Cap End"]
+  521["Cap Start"]
+  522["Cap End"]
+  523["SweepEdge Opposite"]
+  524["SweepEdge Adjacent"]
   525["SweepEdge Opposite"]
   526["SweepEdge Adjacent"]
   527["SweepEdge Opposite"]
   528["SweepEdge Adjacent"]
   529["SweepEdge Opposite"]
   530["SweepEdge Adjacent"]
-  531["SweepEdge Opposite"]
-  532["SweepEdge Adjacent"]
-  540["Sweep Extrusion<br>[449, 472, 0]"]
+  538["Sweep Extrusion<br>[449, 472, 0]"]
+  539[Wall]
+  540[Wall]
   541[Wall]
   542[Wall]
-  543[Wall]
-  544[Wall]
-  545["Cap End"]
+  543["Cap End"]
+  544["SweepEdge Opposite"]
+  545["SweepEdge Adjacent"]
   546["SweepEdge Opposite"]
   547["SweepEdge Adjacent"]
   548["SweepEdge Opposite"]
   549["SweepEdge Adjacent"]
   550["SweepEdge Opposite"]
   551["SweepEdge Adjacent"]
-  552["SweepEdge Opposite"]
-  553["SweepEdge Adjacent"]
-  554["Plane<br>[6202, 6219, 0]"]
-  562["Sweep Extrusion<br>[6485, 6530, 0]"]
+  552["Plane<br>[6202, 6219, 0]"]
+  560["Sweep Extrusion<br>[6485, 6530, 0]"]
+  561[Wall]
+  562[Wall]
   563[Wall]
   564[Wall]
-  565[Wall]
-  566[Wall]
-  567["Cap Start"]
-  568["Cap End"]
+  565["Cap Start"]
+  566["Cap End"]
+  567["SweepEdge Opposite"]
+  568["SweepEdge Adjacent"]
   569["SweepEdge Opposite"]
   570["SweepEdge Adjacent"]
   571["SweepEdge Opposite"]
   572["SweepEdge Adjacent"]
   573["SweepEdge Opposite"]
   574["SweepEdge Adjacent"]
-  575["SweepEdge Opposite"]
-  576["SweepEdge Adjacent"]
-  584["Sweep Extrusion<br>[449, 472, 0]"]
+  582["Sweep Extrusion<br>[449, 472, 0]"]
+  583[Wall]
+  584[Wall]
   585[Wall]
   586[Wall]
-  587[Wall]
-  588[Wall]
-  589["Cap End"]
+  587["Cap End"]
+  588["SweepEdge Opposite"]
+  589["SweepEdge Adjacent"]
   590["SweepEdge Opposite"]
   591["SweepEdge Adjacent"]
   592["SweepEdge Opposite"]
   593["SweepEdge Adjacent"]
   594["SweepEdge Opposite"]
   595["SweepEdge Adjacent"]
-  596["SweepEdge Opposite"]
-  597["SweepEdge Adjacent"]
-  605["Sweep Extrusion<br>[449, 472, 0]"]
+  603["Sweep Extrusion<br>[449, 472, 0]"]
+  604[Wall]
+  605[Wall]
   606[Wall]
   607[Wall]
-  608[Wall]
-  609[Wall]
-  610["Cap End"]
+  608["Cap End"]
+  609["SweepEdge Opposite"]
+  610["SweepEdge Adjacent"]
   611["SweepEdge Opposite"]
   612["SweepEdge Adjacent"]
   613["SweepEdge Opposite"]
   614["SweepEdge Adjacent"]
   615["SweepEdge Opposite"]
   616["SweepEdge Adjacent"]
-  617["SweepEdge Opposite"]
-  618["SweepEdge Adjacent"]
-  626["Sweep Extrusion<br>[449, 472, 0]"]
+  624["Sweep Extrusion<br>[449, 472, 0]"]
+  625[Wall]
+  626[Wall]
   627[Wall]
   628[Wall]
-  629[Wall]
-  630[Wall]
-  631["Cap End"]
+  629["Cap End"]
+  630["SweepEdge Opposite"]
+  631["SweepEdge Adjacent"]
   632["SweepEdge Opposite"]
   633["SweepEdge Adjacent"]
   634["SweepEdge Opposite"]
   635["SweepEdge Adjacent"]
   636["SweepEdge Opposite"]
   637["SweepEdge Adjacent"]
-  638["SweepEdge Opposite"]
-  639["SweepEdge Adjacent"]
-  647["Sweep Extrusion<br>[449, 472, 0]"]
+  645["Sweep Extrusion<br>[449, 472, 0]"]
+  646[Wall]
+  647[Wall]
   648[Wall]
   649[Wall]
-  650[Wall]
-  651[Wall]
-  652["Cap End"]
+  650["Cap End"]
+  651["SweepEdge Opposite"]
+  652["SweepEdge Adjacent"]
   653["SweepEdge Opposite"]
   654["SweepEdge Adjacent"]
   655["SweepEdge Opposite"]
   656["SweepEdge Adjacent"]
   657["SweepEdge Opposite"]
   658["SweepEdge Adjacent"]
-  659["SweepEdge Opposite"]
-  660["SweepEdge Adjacent"]
-  668["Sweep Extrusion<br>[449, 472, 0]"]
+  666["Sweep Extrusion<br>[449, 472, 0]"]
+  667[Wall]
+  668[Wall]
   669[Wall]
   670[Wall]
-  671[Wall]
-  672[Wall]
-  673["Cap End"]
+  671["Cap End"]
+  672["SweepEdge Opposite"]
+  673["SweepEdge Adjacent"]
   674["SweepEdge Opposite"]
   675["SweepEdge Adjacent"]
   676["SweepEdge Opposite"]
   677["SweepEdge Adjacent"]
   678["SweepEdge Opposite"]
   679["SweepEdge Adjacent"]
-  680["SweepEdge Opposite"]
-  681["SweepEdge Adjacent"]
-  689["Sweep Extrusion<br>[449, 472, 0]"]
+  687["Sweep Extrusion<br>[449, 472, 0]"]
+  688[Wall]
+  689[Wall]
   690[Wall]
   691[Wall]
-  692[Wall]
-  693[Wall]
-  694["Cap End"]
+  692["Cap End"]
+  693["SweepEdge Opposite"]
+  694["SweepEdge Adjacent"]
   695["SweepEdge Opposite"]
   696["SweepEdge Adjacent"]
   697["SweepEdge Opposite"]
   698["SweepEdge Adjacent"]
   699["SweepEdge Opposite"]
   700["SweepEdge Adjacent"]
-  701["SweepEdge Opposite"]
-  702["SweepEdge Adjacent"]
-  710["Sweep Extrusion<br>[449, 472, 0]"]
+  708["Sweep Extrusion<br>[449, 472, 0]"]
+  709[Wall]
+  710[Wall]
   711[Wall]
   712[Wall]
-  713[Wall]
-  714[Wall]
-  715["Cap End"]
+  713["Cap End"]
+  714["SweepEdge Opposite"]
+  715["SweepEdge Adjacent"]
   716["SweepEdge Opposite"]
   717["SweepEdge Adjacent"]
   718["SweepEdge Opposite"]
   719["SweepEdge Adjacent"]
   720["SweepEdge Opposite"]
   721["SweepEdge Adjacent"]
-  722["SweepEdge Opposite"]
-  723["SweepEdge Adjacent"]
-  731["Sweep Extrusion<br>[449, 472, 0]"]
+  729["Sweep Extrusion<br>[449, 472, 0]"]
+  730[Wall]
+  731[Wall]
   732[Wall]
   733[Wall]
-  734[Wall]
-  735[Wall]
-  736["Cap End"]
+  734["Cap End"]
+  735["SweepEdge Opposite"]
+  736["SweepEdge Adjacent"]
   737["SweepEdge Opposite"]
   738["SweepEdge Adjacent"]
   739["SweepEdge Opposite"]
   740["SweepEdge Adjacent"]
   741["SweepEdge Opposite"]
   742["SweepEdge Adjacent"]
-  743["SweepEdge Opposite"]
-  744["SweepEdge Adjacent"]
-  752["Sweep Extrusion<br>[449, 472, 0]"]
+  750["Sweep Extrusion<br>[449, 472, 0]"]
+  751[Wall]
+  752[Wall]
   753[Wall]
   754[Wall]
-  755[Wall]
-  756[Wall]
-  757["Cap End"]
+  755["Cap End"]
+  756["SweepEdge Opposite"]
+  757["SweepEdge Adjacent"]
   758["SweepEdge Opposite"]
   759["SweepEdge Adjacent"]
   760["SweepEdge Opposite"]
   761["SweepEdge Adjacent"]
   762["SweepEdge Opposite"]
   763["SweepEdge Adjacent"]
-  764["SweepEdge Opposite"]
-  765["SweepEdge Adjacent"]
-  773["Sweep Extrusion<br>[449, 472, 0]"]
+  771["Sweep Extrusion<br>[449, 472, 0]"]
+  772[Wall]
+  773[Wall]
   774[Wall]
   775[Wall]
-  776[Wall]
-  777[Wall]
-  778["Cap Start"]
+  776["Cap Start"]
+  777["SweepEdge Opposite"]
+  778["SweepEdge Adjacent"]
   779["SweepEdge Opposite"]
   780["SweepEdge Adjacent"]
   781["SweepEdge Opposite"]
   782["SweepEdge Adjacent"]
   783["SweepEdge Opposite"]
   784["SweepEdge Adjacent"]
-  785["SweepEdge Opposite"]
-  786["SweepEdge Adjacent"]
-  794["Sweep Extrusion<br>[449, 472, 0]"]
+  792["Sweep Extrusion<br>[449, 472, 0]"]
+  793[Wall]
+  794[Wall]
   795[Wall]
   796[Wall]
-  797[Wall]
-  798[Wall]
-  799["Cap Start"]
+  797["Cap Start"]
+  798["SweepEdge Opposite"]
+  799["SweepEdge Adjacent"]
   800["SweepEdge Opposite"]
   801["SweepEdge Adjacent"]
   802["SweepEdge Opposite"]
   803["SweepEdge Adjacent"]
   804["SweepEdge Opposite"]
   805["SweepEdge Adjacent"]
-  806["SweepEdge Opposite"]
-  807["SweepEdge Adjacent"]
-  815["Sweep Extrusion<br>[449, 472, 0]"]
+  813["Sweep Extrusion<br>[449, 472, 0]"]
+  814[Wall]
+  815[Wall]
   816[Wall]
   817[Wall]
-  818[Wall]
-  819[Wall]
-  820["Cap Start"]
+  818["Cap Start"]
+  819["SweepEdge Opposite"]
+  820["SweepEdge Adjacent"]
   821["SweepEdge Opposite"]
   822["SweepEdge Adjacent"]
   823["SweepEdge Opposite"]
   824["SweepEdge Adjacent"]
   825["SweepEdge Opposite"]
   826["SweepEdge Adjacent"]
-  827["SweepEdge Opposite"]
-  828["SweepEdge Adjacent"]
-  836["Sweep Extrusion<br>[449, 472, 0]"]
+  834["Sweep Extrusion<br>[449, 472, 0]"]
+  835[Wall]
+  836[Wall]
   837[Wall]
   838[Wall]
-  839[Wall]
-  840[Wall]
-  841["Cap Start"]
+  839["Cap Start"]
+  840["SweepEdge Opposite"]
+  841["SweepEdge Adjacent"]
   842["SweepEdge Opposite"]
   843["SweepEdge Adjacent"]
   844["SweepEdge Opposite"]
   845["SweepEdge Adjacent"]
   846["SweepEdge Opposite"]
   847["SweepEdge Adjacent"]
-  848["SweepEdge Opposite"]
-  849["SweepEdge Adjacent"]
-  857["Sweep Extrusion<br>[449, 472, 0]"]
+  855["Sweep Extrusion<br>[449, 472, 0]"]
+  856[Wall]
+  857[Wall]
   858[Wall]
   859[Wall]
-  860[Wall]
-  861[Wall]
-  862["Cap Start"]
+  860["Cap Start"]
+  861["SweepEdge Opposite"]
+  862["SweepEdge Adjacent"]
   863["SweepEdge Opposite"]
   864["SweepEdge Adjacent"]
   865["SweepEdge Opposite"]
   866["SweepEdge Adjacent"]
   867["SweepEdge Opposite"]
   868["SweepEdge Adjacent"]
-  869["SweepEdge Opposite"]
-  870["SweepEdge Adjacent"]
-  878["Sweep Extrusion<br>[449, 472, 0]"]
+  876["Sweep Extrusion<br>[449, 472, 0]"]
+  877[Wall]
+  878[Wall]
   879[Wall]
   880[Wall]
-  881[Wall]
-  882[Wall]
-  883["Cap Start"]
+  881["Cap Start"]
+  882["SweepEdge Opposite"]
+  883["SweepEdge Adjacent"]
   884["SweepEdge Opposite"]
   885["SweepEdge Adjacent"]
   886["SweepEdge Opposite"]
   887["SweepEdge Adjacent"]
   888["SweepEdge Opposite"]
   889["SweepEdge Adjacent"]
-  890["SweepEdge Opposite"]
-  891["SweepEdge Adjacent"]
-  899["Sweep Extrusion<br>[449, 472, 0]"]
+  897["Sweep Extrusion<br>[449, 472, 0]"]
+  898[Wall]
+  899[Wall]
   900[Wall]
   901[Wall]
-  902[Wall]
-  903[Wall]
-  904["Cap Start"]
+  902["Cap Start"]
+  903["SweepEdge Opposite"]
+  904["SweepEdge Adjacent"]
   905["SweepEdge Opposite"]
   906["SweepEdge Adjacent"]
   907["SweepEdge Opposite"]
   908["SweepEdge Adjacent"]
   909["SweepEdge Opposite"]
   910["SweepEdge Adjacent"]
-  911["SweepEdge Opposite"]
-  912["SweepEdge Adjacent"]
-  920["Sweep Extrusion<br>[449, 472, 0]"]
+  918["Sweep Extrusion<br>[449, 472, 0]"]
+  919[Wall]
+  920[Wall]
   921[Wall]
   922[Wall]
-  923[Wall]
-  924[Wall]
-  925["Cap Start"]
+  923["Cap Start"]
+  924["SweepEdge Opposite"]
+  925["SweepEdge Adjacent"]
   926["SweepEdge Opposite"]
   927["SweepEdge Adjacent"]
   928["SweepEdge Opposite"]
   929["SweepEdge Adjacent"]
   930["SweepEdge Opposite"]
   931["SweepEdge Adjacent"]
-  932["SweepEdge Opposite"]
-  933["SweepEdge Adjacent"]
-  941["Sweep Extrusion<br>[449, 472, 0]"]
+  939["Sweep Extrusion<br>[449, 472, 0]"]
+  940[Wall]
+  941[Wall]
   942[Wall]
   943[Wall]
-  944[Wall]
-  945[Wall]
-  946["Cap Start"]
+  944["Cap Start"]
+  945["SweepEdge Opposite"]
+  946["SweepEdge Adjacent"]
   947["SweepEdge Opposite"]
   948["SweepEdge Adjacent"]
   949["SweepEdge Opposite"]
   950["SweepEdge Adjacent"]
   951["SweepEdge Opposite"]
   952["SweepEdge Adjacent"]
-  953["SweepEdge Opposite"]
-  954["SweepEdge Adjacent"]
-  962["Sweep Extrusion<br>[449, 472, 0]"]
+  960["Sweep Extrusion<br>[449, 472, 0]"]
+  961[Wall]
+  962[Wall]
   963[Wall]
   964[Wall]
-  965[Wall]
-  966[Wall]
-  967["Cap Start"]
+  965["Cap Start"]
+  966["SweepEdge Opposite"]
+  967["SweepEdge Adjacent"]
   968["SweepEdge Opposite"]
   969["SweepEdge Adjacent"]
   970["SweepEdge Opposite"]
   971["SweepEdge Adjacent"]
   972["SweepEdge Opposite"]
   973["SweepEdge Adjacent"]
-  974["SweepEdge Opposite"]
-  975["SweepEdge Adjacent"]
+  974["StartSketchOnFace<br>[183, 220, 0]"]
+  975["StartSketchOnFace<br>[1461, 1490, 0]"]
   976["StartSketchOnFace<br>[183, 220, 0]"]
-  977["StartSketchOnFace<br>[1461, 1490, 0]"]
+  977["StartSketchOnFace<br>[183, 220, 0]"]
   978["StartSketchOnFace<br>[183, 220, 0]"]
   979["StartSketchOnFace<br>[183, 220, 0]"]
-  980["StartSketchOnFace<br>[183, 220, 0]"]
+  980["StartSketchOnFace<br>[2843, 2874, 0]"]
   981["StartSketchOnFace<br>[183, 220, 0]"]
-  982["StartSketchOnFace<br>[2843, 2874, 0]"]
+  982["StartSketchOnFace<br>[183, 220, 0]"]
   983["StartSketchOnFace<br>[183, 220, 0]"]
   984["StartSketchOnFace<br>[183, 220, 0]"]
   985["StartSketchOnFace<br>[183, 220, 0]"]
@@ -1099,8 +1099,6 @@ flowchart LR
   1011["StartSketchOnFace<br>[183, 220, 0]"]
   1012["StartSketchOnFace<br>[183, 220, 0]"]
   1013["StartSketchOnFace<br>[183, 220, 0]"]
-  1014["StartSketchOnFace<br>[183, 220, 0]"]
-  1015["StartSketchOnFace<br>[183, 220, 0]"]
   1 --- 2
   2 --- 3
   2 --- 4
@@ -1135,21 +1133,21 @@ flowchart LR
   9 --- 21
   9 --- 22
   9 --- 23
-  11 --- 766
-  11 --- 787
-  11 --- 808
-  11 --- 829
-  11 --- 850
-  11 --- 871
-  11 --- 892
-  11 --- 913
-  11 --- 934
-  11 --- 955
-  12 --- 598
-  12 --- 682
+  11 --- 764
+  11 --- 785
+  11 --- 806
+  11 --- 827
+  11 --- 848
+  11 --- 869
+  11 --- 890
+  11 --- 911
+  11 --- 932
+  11 --- 953
+  12 --- 596
+  12 --- 680
   15 --- 24
-  15 --- 321
-  15 --- 426
+  15 --- 319
+  15 --- 424
   24 --- 25
   24 --- 26
   24 --- 27
@@ -1277,9 +1275,9 @@ flowchart LR
   73 --- 161
   73 --- 182
   73 --- 235
-  73 --- 257
-  73 --- 279
-  73 --- 300
+  73 --- 256
+  73 --- 277
+  73 --- 298
   98 --- 99
   98 --- 100
   98 --- 101
@@ -1504,17 +1502,17 @@ flowchart LR
   235 ---- 242
   235 --- 241
   236 --- 246
+  236 --- 254
   236 --- 255
-  236 --- 256
   237 --- 245
+  237 --- 252
   237 --- 253
-  237 --- 254
   238 --- 244
+  238 --- 250
   238 --- 251
-  238 --- 252
   239 --- 243
+  239 --- 248
   239 --- 249
-  239 --- 250
   242 --- 243
   242 --- 244
   242 --- 245
@@ -1528,1117 +1526,1117 @@ flowchart LR
   242 --- 253
   242 --- 254
   242 --- 255
-  242 --- 256
-  257 --- 258
-  257 --- 259
-  257 --- 260
-  257 --- 261
-  257 --- 262
-  257 ---- 264
-  257 --- 263
-  258 --- 268
-  258 --- 277
-  258 --- 278
-  259 --- 267
-  259 --- 275
-  259 --- 276
-  260 --- 266
-  260 --- 273
-  260 --- 274
-  261 --- 265
-  261 --- 271
-  261 --- 272
-  264 --- 265
-  264 --- 266
-  264 --- 267
-  264 --- 268
-  264 --- 269
-  264 --- 270
-  264 --- 271
-  264 --- 272
-  264 --- 273
-  264 --- 274
-  264 --- 275
-  264 --- 276
-  264 --- 277
-  264 --- 278
-  279 --- 280
-  279 --- 281
-  279 --- 282
-  279 --- 283
-  279 --- 284
-  279 ---- 286
-  279 --- 285
-  280 --- 290
-  280 --- 298
-  280 --- 299
-  281 --- 289
-  281 --- 296
-  281 --- 297
-  282 --- 288
-  282 --- 294
-  282 --- 295
-  283 --- 287
-  283 --- 292
-  283 --- 293
-  286 --- 287
-  286 --- 288
-  286 --- 289
-  286 --- 290
-  286 --- 291
-  286 --- 292
-  286 --- 293
-  286 --- 294
-  286 --- 295
-  286 --- 296
-  286 --- 297
-  286 --- 298
-  286 --- 299
-  300 --- 301
-  300 --- 302
-  300 --- 303
-  300 --- 304
-  300 --- 305
-  300 ---- 307
-  300 --- 306
-  301 --- 311
-  301 --- 319
-  301 --- 320
-  302 --- 310
-  302 --- 317
-  302 --- 318
-  303 --- 309
-  303 --- 315
-  303 --- 316
-  304 --- 308
-  304 --- 313
-  304 --- 314
-  307 --- 308
-  307 --- 309
-  307 --- 310
-  307 --- 311
-  307 --- 312
-  307 --- 313
-  307 --- 314
-  307 --- 315
-  307 --- 316
-  307 --- 317
-  307 --- 318
-  307 --- 319
-  307 --- 320
-  321 --- 322
-  321 --- 323
-  321 --- 324
-  321 --- 325
-  321 --- 326
-  321 ---- 328
-  321 --- 327
-  322 --- 332
-  322 --- 340
-  322 --- 341
-  323 --- 331
-  323 --- 338
-  323 --- 339
-  324 --- 330
-  324 --- 336
-  324 --- 337
-  325 --- 329
-  325 --- 334
-  325 --- 335
-  328 --- 329
-  328 --- 330
-  328 --- 331
-  328 --- 332
-  328 --- 333
-  328 --- 334
-  328 --- 335
-  328 --- 336
-  328 --- 337
-  328 --- 338
-  328 --- 339
-  328 --- 340
-  328 --- 341
-  333 --- 342
-  333 --- 363
-  333 --- 384
-  333 --- 405
-  333 --- 447
-  333 --- 468
-  333 --- 489
-  342 --- 343
-  342 --- 344
-  342 --- 345
-  342 --- 346
-  342 --- 347
-  342 ---- 349
-  342 --- 348
-  343 --- 353
-  343 --- 361
-  343 --- 362
-  344 --- 352
-  344 --- 359
-  344 --- 360
-  345 --- 351
-  345 --- 357
-  345 --- 358
-  346 --- 350
-  346 --- 355
-  346 --- 356
-  349 --- 350
-  349 --- 351
-  349 --- 352
-  349 --- 353
-  349 --- 354
-  349 --- 355
-  349 --- 356
-  349 --- 357
-  349 --- 358
-  349 --- 359
-  349 --- 360
-  349 --- 361
-  349 --- 362
-  363 --- 364
-  363 --- 365
-  363 --- 366
-  363 --- 367
-  363 --- 368
-  363 ---- 370
-  363 --- 369
-  364 --- 374
-  364 --- 382
-  364 --- 383
-  365 --- 373
-  365 --- 380
-  365 --- 381
-  366 --- 372
-  366 --- 378
-  366 --- 379
-  367 --- 371
-  367 --- 376
-  367 --- 377
-  370 --- 371
-  370 --- 372
-  370 --- 373
-  370 --- 374
-  370 --- 375
-  370 --- 376
-  370 --- 377
-  370 --- 378
-  370 --- 379
-  370 --- 380
-  370 --- 381
-  370 --- 382
-  370 --- 383
-  384 --- 385
-  384 --- 386
-  384 --- 387
-  384 --- 388
-  384 --- 389
-  384 ---- 391
-  384 --- 390
-  385 --- 395
-  385 --- 403
-  385 --- 404
-  386 --- 394
-  386 --- 401
-  386 --- 402
-  387 --- 393
-  387 --- 399
-  387 --- 400
-  388 --- 392
-  388 --- 397
-  388 --- 398
-  391 --- 392
-  391 --- 393
-  391 --- 394
-  391 --- 395
-  391 --- 396
-  391 --- 397
-  391 --- 398
-  391 --- 399
-  391 --- 400
-  391 --- 401
-  391 --- 402
-  391 --- 403
-  391 --- 404
-  405 --- 406
-  405 --- 407
-  405 --- 408
-  405 --- 409
-  405 --- 410
-  405 ---- 412
-  405 --- 411
+  256 --- 257
+  256 --- 258
+  256 --- 259
+  256 --- 260
+  256 --- 261
+  256 ---- 263
+  256 --- 262
+  257 --- 267
+  257 --- 275
+  257 --- 276
+  258 --- 266
+  258 --- 273
+  258 --- 274
+  259 --- 265
+  259 --- 271
+  259 --- 272
+  260 --- 264
+  260 --- 269
+  260 --- 270
+  263 --- 264
+  263 --- 265
+  263 --- 266
+  263 --- 267
+  263 --- 268
+  263 --- 269
+  263 --- 270
+  263 --- 271
+  263 --- 272
+  263 --- 273
+  263 --- 274
+  263 --- 275
+  263 --- 276
+  277 --- 278
+  277 --- 279
+  277 --- 280
+  277 --- 281
+  277 --- 282
+  277 ---- 284
+  277 --- 283
+  278 --- 288
+  278 --- 296
+  278 --- 297
+  279 --- 287
+  279 --- 294
+  279 --- 295
+  280 --- 286
+  280 --- 292
+  280 --- 293
+  281 --- 285
+  281 --- 290
+  281 --- 291
+  284 --- 285
+  284 --- 286
+  284 --- 287
+  284 --- 288
+  284 --- 289
+  284 --- 290
+  284 --- 291
+  284 --- 292
+  284 --- 293
+  284 --- 294
+  284 --- 295
+  284 --- 296
+  284 --- 297
+  298 --- 299
+  298 --- 300
+  298 --- 301
+  298 --- 302
+  298 --- 303
+  298 ---- 305
+  298 --- 304
+  299 --- 309
+  299 --- 317
+  299 --- 318
+  300 --- 308
+  300 --- 315
+  300 --- 316
+  301 --- 307
+  301 --- 313
+  301 --- 314
+  302 --- 306
+  302 --- 311
+  302 --- 312
+  305 --- 306
+  305 --- 307
+  305 --- 308
+  305 --- 309
+  305 --- 310
+  305 --- 311
+  305 --- 312
+  305 --- 313
+  305 --- 314
+  305 --- 315
+  305 --- 316
+  305 --- 317
+  305 --- 318
+  319 --- 320
+  319 --- 321
+  319 --- 322
+  319 --- 323
+  319 --- 324
+  319 ---- 326
+  319 --- 325
+  320 --- 330
+  320 --- 338
+  320 --- 339
+  321 --- 329
+  321 --- 336
+  321 --- 337
+  322 --- 328
+  322 --- 334
+  322 --- 335
+  323 --- 327
+  323 --- 332
+  323 --- 333
+  326 --- 327
+  326 --- 328
+  326 --- 329
+  326 --- 330
+  326 --- 331
+  326 --- 332
+  326 --- 333
+  326 --- 334
+  326 --- 335
+  326 --- 336
+  326 --- 337
+  326 --- 338
+  326 --- 339
+  331 --- 340
+  331 --- 361
+  331 --- 382
+  331 --- 403
+  331 --- 445
+  331 --- 466
+  331 --- 487
+  340 --- 341
+  340 --- 342
+  340 --- 343
+  340 --- 344
+  340 --- 345
+  340 ---- 347
+  340 --- 346
+  341 --- 351
+  341 --- 359
+  341 --- 360
+  342 --- 350
+  342 --- 357
+  342 --- 358
+  343 --- 349
+  343 --- 355
+  343 --- 356
+  344 --- 348
+  344 --- 353
+  344 --- 354
+  347 --- 348
+  347 --- 349
+  347 --- 350
+  347 --- 351
+  347 --- 352
+  347 --- 353
+  347 --- 354
+  347 --- 355
+  347 --- 356
+  347 --- 357
+  347 --- 358
+  347 --- 359
+  347 --- 360
+  361 --- 362
+  361 --- 363
+  361 --- 364
+  361 --- 365
+  361 --- 366
+  361 ---- 368
+  361 --- 367
+  362 --- 372
+  362 --- 380
+  362 --- 381
+  363 --- 371
+  363 --- 378
+  363 --- 379
+  364 --- 370
+  364 --- 376
+  364 --- 377
+  365 --- 369
+  365 --- 374
+  365 --- 375
+  368 --- 369
+  368 --- 370
+  368 --- 371
+  368 --- 372
+  368 --- 373
+  368 --- 374
+  368 --- 375
+  368 --- 376
+  368 --- 377
+  368 --- 378
+  368 --- 379
+  368 --- 380
+  368 --- 381
+  382 --- 383
+  382 --- 384
+  382 --- 385
+  382 --- 386
+  382 --- 387
+  382 ---- 389
+  382 --- 388
+  383 --- 393
+  383 --- 401
+  383 --- 402
+  384 --- 392
+  384 --- 399
+  384 --- 400
+  385 --- 391
+  385 --- 397
+  385 --- 398
+  386 --- 390
+  386 --- 395
+  386 --- 396
+  389 --- 390
+  389 --- 391
+  389 --- 392
+  389 --- 393
+  389 --- 394
+  389 --- 395
+  389 --- 396
+  389 --- 397
+  389 --- 398
+  389 --- 399
+  389 --- 400
+  389 --- 401
+  389 --- 402
+  403 --- 404
+  403 --- 405
+  403 --- 406
+  403 --- 407
+  403 --- 408
+  403 ---- 410
+  403 --- 409
+  404 --- 411
+  404 --- 416
+  404 --- 417
+  405 --- 412
+  405 --- 418
+  405 --- 419
   406 --- 413
-  406 --- 418
-  406 --- 419
+  406 --- 420
+  406 --- 421
   407 --- 414
-  407 --- 420
-  407 --- 421
-  408 --- 415
-  408 --- 422
-  408 --- 423
-  409 --- 416
-  409 --- 424
-  409 --- 425
-  412 --- 413
-  412 --- 414
-  412 --- 415
-  412 --- 416
-  412 --- 417
-  412 --- 418
-  412 --- 419
-  412 --- 420
-  412 --- 421
-  412 --- 422
-  412 --- 423
-  412 --- 424
-  412 --- 425
-  426 --- 427
-  426 --- 428
-  426 --- 429
-  426 --- 430
-  426 --- 431
-  426 ---- 433
-  426 --- 432
-  427 --- 437
-  427 --- 445
-  427 --- 446
-  428 --- 436
-  428 --- 443
-  428 --- 444
-  429 --- 435
-  429 --- 441
-  429 --- 442
-  430 --- 434
-  430 --- 439
-  430 --- 440
-  433 --- 434
-  433 --- 435
-  433 --- 436
-  433 --- 437
-  433 --- 438
-  433 --- 439
-  433 --- 440
-  433 --- 441
-  433 --- 442
-  433 --- 443
-  433 --- 444
-  433 --- 445
-  433 --- 446
-  447 --- 448
-  447 --- 449
-  447 --- 450
-  447 --- 451
-  447 --- 452
-  447 ---- 454
-  447 --- 453
+  407 --- 422
+  407 --- 423
+  410 --- 411
+  410 --- 412
+  410 --- 413
+  410 --- 414
+  410 --- 415
+  410 --- 416
+  410 --- 417
+  410 --- 418
+  410 --- 419
+  410 --- 420
+  410 --- 421
+  410 --- 422
+  410 --- 423
+  424 --- 425
+  424 --- 426
+  424 --- 427
+  424 --- 428
+  424 --- 429
+  424 ---- 431
+  424 --- 430
+  425 --- 435
+  425 --- 443
+  425 --- 444
+  426 --- 434
+  426 --- 441
+  426 --- 442
+  427 --- 433
+  427 --- 439
+  427 --- 440
+  428 --- 432
+  428 --- 437
+  428 --- 438
+  431 --- 432
+  431 --- 433
+  431 --- 434
+  431 --- 435
+  431 --- 436
+  431 --- 437
+  431 --- 438
+  431 --- 439
+  431 --- 440
+  431 --- 441
+  431 --- 442
+  431 --- 443
+  431 --- 444
+  445 --- 446
+  445 --- 447
+  445 --- 448
+  445 --- 449
+  445 --- 450
+  445 ---- 452
+  445 --- 451
+  446 --- 453
+  446 --- 458
+  446 --- 459
+  447 --- 454
+  447 --- 460
+  447 --- 461
   448 --- 455
-  448 --- 460
-  448 --- 461
+  448 --- 462
+  448 --- 463
   449 --- 456
-  449 --- 462
-  449 --- 463
-  450 --- 457
-  450 --- 464
-  450 --- 465
-  451 --- 458
-  451 --- 466
-  451 --- 467
-  454 --- 455
-  454 --- 456
-  454 --- 457
-  454 --- 458
-  454 --- 459
-  454 --- 460
-  454 --- 461
-  454 --- 462
-  454 --- 463
-  454 --- 464
-  454 --- 465
-  454 --- 466
-  454 --- 467
-  468 --- 469
-  468 --- 470
-  468 --- 471
-  468 --- 472
-  468 --- 473
-  468 ---- 475
-  468 --- 474
+  449 --- 464
+  449 --- 465
+  452 --- 453
+  452 --- 454
+  452 --- 455
+  452 --- 456
+  452 --- 457
+  452 --- 458
+  452 --- 459
+  452 --- 460
+  452 --- 461
+  452 --- 462
+  452 --- 463
+  452 --- 464
+  452 --- 465
+  466 --- 467
+  466 --- 468
+  466 --- 469
+  466 --- 470
+  466 --- 471
+  466 ---- 473
+  466 --- 472
+  467 --- 474
+  467 --- 479
+  467 --- 480
+  468 --- 475
+  468 --- 481
+  468 --- 482
   469 --- 476
-  469 --- 481
-  469 --- 482
+  469 --- 483
+  469 --- 484
   470 --- 477
-  470 --- 483
-  470 --- 484
-  471 --- 478
-  471 --- 485
-  471 --- 486
-  472 --- 479
-  472 --- 487
-  472 --- 488
-  475 --- 476
-  475 --- 477
-  475 --- 478
-  475 --- 479
-  475 --- 480
-  475 --- 481
-  475 --- 482
-  475 --- 483
-  475 --- 484
-  475 --- 485
-  475 --- 486
-  475 --- 487
-  475 --- 488
-  489 --- 490
-  489 --- 491
-  489 --- 492
-  489 --- 493
-  489 --- 494
-  489 ---- 496
-  489 --- 495
+  470 --- 485
+  470 --- 486
+  473 --- 474
+  473 --- 475
+  473 --- 476
+  473 --- 477
+  473 --- 478
+  473 --- 479
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+  473 --- 484
+  473 --- 485
+  473 --- 486
+  487 --- 488
+  487 --- 489
+  487 --- 490
+  487 --- 491
+  487 --- 492
+  487 ---- 494
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+  488 --- 495
+  488 --- 500
+  488 --- 501
+  489 --- 496
+  489 --- 502
+  489 --- 503
   490 --- 497
-  490 --- 502
-  490 --- 503
+  490 --- 504
+  490 --- 505
   491 --- 498
-  491 --- 504
-  491 --- 505
-  492 --- 499
-  492 --- 506
-  492 --- 507
-  493 --- 500
-  493 --- 508
-  493 --- 509
-  496 --- 497
-  496 --- 498
-  496 --- 499
-  496 --- 500
-  496 --- 501
-  496 --- 502
-  496 --- 503
-  496 --- 504
-  496 --- 505
-  496 --- 506
-  496 --- 507
-  496 --- 508
-  496 --- 509
-  510 --- 511
-  511 --- 512
-  511 --- 513
-  511 --- 514
-  511 --- 515
-  511 --- 516
-  511 ---- 518
-  511 --- 517
-  512 --- 522
-  512 --- 531
-  512 --- 532
-  513 --- 521
-  513 --- 529
-  513 --- 530
-  514 --- 520
-  514 --- 527
-  514 --- 528
-  515 --- 519
-  515 --- 525
-  515 --- 526
-  518 --- 519
-  518 --- 520
-  518 --- 521
-  518 --- 522
-  518 --- 523
-  518 --- 524
-  518 --- 525
-  518 --- 526
-  518 --- 527
-  518 --- 528
-  518 --- 529
-  518 --- 530
-  518 --- 531
-  518 --- 532
-  524 --- 533
-  533 --- 534
-  533 --- 535
-  533 --- 536
-  533 --- 537
-  533 --- 538
-  533 ---- 540
-  533 --- 539
-  534 --- 544
-  534 --- 552
-  534 --- 553
-  535 --- 543
-  535 --- 550
-  535 --- 551
-  536 --- 542
-  536 --- 548
-  536 --- 549
-  537 --- 541
-  537 --- 546
-  537 --- 547
-  540 --- 541
-  540 --- 542
-  540 --- 543
-  540 --- 544
-  540 --- 545
-  540 --- 546
-  540 --- 547
-  540 --- 548
-  540 --- 549
-  540 --- 550
-  540 --- 551
-  540 --- 552
-  540 --- 553
-  554 --- 555
-  555 --- 556
-  555 --- 557
-  555 --- 558
-  555 --- 559
-  555 --- 560
-  555 ---- 562
-  555 --- 561
-  556 --- 566
-  556 --- 575
-  556 --- 576
-  557 --- 565
-  557 --- 573
-  557 --- 574
-  558 --- 564
-  558 --- 571
-  558 --- 572
-  559 --- 563
-  559 --- 569
-  559 --- 570
-  562 --- 563
-  562 --- 564
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-  562 --- 566
-  562 --- 567
-  562 --- 568
-  562 --- 569
-  562 --- 570
-  562 --- 571
-  562 --- 572
-  562 --- 573
-  562 --- 574
-  562 --- 575
-  562 --- 576
-  568 --- 577
-  577 --- 578
-  577 --- 579
-  577 --- 580
-  577 --- 581
-  577 --- 582
-  577 ---- 584
-  577 --- 583
-  578 --- 588
-  578 --- 596
-  578 --- 597
-  579 --- 587
-  579 --- 594
-  579 --- 595
-  580 --- 586
-  580 --- 592
-  580 --- 593
-  581 --- 585
-  581 --- 590
-  581 --- 591
-  584 --- 585
-  584 --- 586
-  584 --- 587
-  584 --- 588
-  584 --- 589
-  584 --- 590
-  584 --- 591
-  584 --- 592
-  584 --- 593
-  584 --- 594
-  584 --- 595
-  584 --- 596
-  584 --- 597
-  598 --- 599
-  598 --- 600
-  598 --- 601
-  598 --- 602
-  598 --- 603
-  598 ---- 605
-  598 --- 604
+  491 --- 506
+  491 --- 507
+  494 --- 495
+  494 --- 496
+  494 --- 497
+  494 --- 498
+  494 --- 499
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+  494 --- 501
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+  494 --- 506
+  494 --- 507
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+  509 --- 513
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+  512 --- 518
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+  512 --- 526
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+  516 --- 521
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+  516 --- 524
+  516 --- 525
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+  522 --- 531
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+  531 --- 533
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+  531 --- 535
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+  531 ---- 538
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+  534 --- 547
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+  535 --- 545
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+  538 --- 551
+  552 --- 553
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+  566 --- 575
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+  582 --- 595
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+  597 --- 610
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+  598 --- 612
   599 --- 606
-  599 --- 611
-  599 --- 612
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   600 --- 607
-  600 --- 613
-  600 --- 614
-  601 --- 608
-  601 --- 615
-  601 --- 616
-  602 --- 609
-  602 --- 617
-  602 --- 618
-  605 --- 606
-  605 --- 607
-  605 --- 608
-  605 --- 609
-  605 --- 610
-  605 --- 611
-  605 --- 612
-  605 --- 613
-  605 --- 614
-  605 --- 615
-  605 --- 616
-  605 --- 617
-  605 --- 618
-  610 --- 619
-  619 --- 620
-  619 --- 621
-  619 --- 622
-  619 --- 623
-  619 --- 624
-  619 ---- 626
-  619 --- 625
+  600 --- 615
+  600 --- 616
+  603 --- 604
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+  603 --- 607
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+  603 --- 615
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+  608 --- 617
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+  618 --- 625
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+  619 --- 626
+  619 --- 632
+  619 --- 633
   620 --- 627
-  620 --- 632
-  620 --- 633
+  620 --- 634
+  620 --- 635
   621 --- 628
-  621 --- 634
-  621 --- 635
-  622 --- 629
-  622 --- 636
-  622 --- 637
-  623 --- 630
-  623 --- 638
-  623 --- 639
-  626 --- 627
-  626 --- 628
-  626 --- 629
-  626 --- 630
-  626 --- 631
-  626 --- 632
-  626 --- 633
-  626 --- 634
-  626 --- 635
-  626 --- 636
-  626 --- 637
-  626 --- 638
-  626 --- 639
-  631 --- 640
-  640 --- 641
-  640 --- 642
-  640 --- 643
-  640 --- 644
-  640 --- 645
-  640 ---- 647
-  640 --- 646
+  621 --- 636
+  621 --- 637
+  624 --- 625
+  624 --- 626
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+  624 --- 628
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+  624 --- 630
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+  624 --- 632
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+  624 --- 634
+  624 --- 635
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+  624 --- 637
+  629 --- 638
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   641 --- 648
-  641 --- 653
-  641 --- 654
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   642 --- 649
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-  643 --- 650
-  643 --- 657
-  643 --- 658
-  644 --- 651
-  644 --- 659
-  644 --- 660
-  647 --- 648
-  647 --- 649
-  647 --- 650
-  647 --- 651
-  647 --- 652
-  647 --- 653
-  647 --- 654
-  647 --- 655
-  647 --- 656
-  647 --- 657
-  647 --- 658
-  647 --- 659
-  647 --- 660
-  652 --- 661
-  661 --- 662
-  661 --- 663
-  661 --- 664
-  661 --- 665
-  661 --- 666
-  661 ---- 668
-  661 --- 667
+  642 --- 657
+  642 --- 658
+  645 --- 646
+  645 --- 647
+  645 --- 648
+  645 --- 649
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+  645 --- 651
+  645 --- 652
+  645 --- 653
+  645 --- 654
+  645 --- 655
+  645 --- 656
+  645 --- 657
+  645 --- 658
+  650 --- 659
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+  659 ---- 666
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+  660 --- 667
+  660 --- 672
+  660 --- 673
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+  661 --- 674
+  661 --- 675
   662 --- 669
-  662 --- 674
-  662 --- 675
+  662 --- 676
+  662 --- 677
   663 --- 670
-  663 --- 676
-  663 --- 677
-  664 --- 671
-  664 --- 678
-  664 --- 679
-  665 --- 672
-  665 --- 680
-  665 --- 681
-  668 --- 669
-  668 --- 670
-  668 --- 671
-  668 --- 672
-  668 --- 673
-  668 --- 674
-  668 --- 675
-  668 --- 676
-  668 --- 677
-  668 --- 678
-  668 --- 679
-  668 --- 680
-  668 --- 681
-  682 --- 683
-  682 --- 684
-  682 --- 685
-  682 --- 686
-  682 --- 687
-  682 ---- 689
-  682 --- 688
+  663 --- 678
+  663 --- 679
+  666 --- 667
+  666 --- 668
+  666 --- 669
+  666 --- 670
+  666 --- 671
+  666 --- 672
+  666 --- 673
+  666 --- 674
+  666 --- 675
+  666 --- 676
+  666 --- 677
+  666 --- 678
+  666 --- 679
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+  680 --- 682
+  680 --- 683
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+  681 --- 688
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   683 --- 690
-  683 --- 695
-  683 --- 696
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   684 --- 691
-  684 --- 697
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-  685 --- 692
-  685 --- 699
-  685 --- 700
-  686 --- 693
-  686 --- 701
-  686 --- 702
-  689 --- 690
-  689 --- 691
-  689 --- 692
-  689 --- 693
-  689 --- 694
-  689 --- 695
-  689 --- 696
-  689 --- 697
-  689 --- 698
-  689 --- 699
-  689 --- 700
-  689 --- 701
-  689 --- 702
-  694 --- 703
-  703 --- 704
-  703 --- 705
-  703 --- 706
-  703 --- 707
-  703 --- 708
-  703 ---- 710
-  703 --- 709
+  684 --- 699
+  684 --- 700
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+  701 ---- 708
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+  702 --- 709
+  702 --- 714
+  702 --- 715
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+  703 --- 716
+  703 --- 717
   704 --- 711
-  704 --- 716
-  704 --- 717
+  704 --- 718
+  704 --- 719
   705 --- 712
-  705 --- 718
-  705 --- 719
-  706 --- 713
-  706 --- 720
-  706 --- 721
-  707 --- 714
-  707 --- 722
-  707 --- 723
-  710 --- 711
-  710 --- 712
-  710 --- 713
-  710 --- 714
-  710 --- 715
-  710 --- 716
-  710 --- 717
-  710 --- 718
-  710 --- 719
-  710 --- 720
-  710 --- 721
-  710 --- 722
-  710 --- 723
-  715 --- 724
-  724 --- 725
-  724 --- 726
-  724 --- 727
-  724 --- 728
-  724 --- 729
-  724 ---- 731
-  724 --- 730
+  705 --- 720
+  705 --- 721
+  708 --- 709
+  708 --- 710
+  708 --- 711
+  708 --- 712
+  708 --- 713
+  708 --- 714
+  708 --- 715
+  708 --- 716
+  708 --- 717
+  708 --- 718
+  708 --- 719
+  708 --- 720
+  708 --- 721
+  713 --- 722
+  722 --- 723
+  722 --- 724
+  722 --- 725
+  722 --- 726
+  722 --- 727
+  722 ---- 729
+  722 --- 728
+  723 --- 730
+  723 --- 735
+  723 --- 736
+  724 --- 731
+  724 --- 737
+  724 --- 738
   725 --- 732
-  725 --- 737
-  725 --- 738
+  725 --- 739
+  725 --- 740
   726 --- 733
-  726 --- 739
-  726 --- 740
-  727 --- 734
-  727 --- 741
-  727 --- 742
-  728 --- 735
-  728 --- 743
-  728 --- 744
-  731 --- 732
-  731 --- 733
-  731 --- 734
-  731 --- 735
-  731 --- 736
-  731 --- 737
-  731 --- 738
-  731 --- 739
-  731 --- 740
-  731 --- 741
-  731 --- 742
-  731 --- 743
-  731 --- 744
-  736 --- 745
-  745 --- 746
-  745 --- 747
-  745 --- 748
-  745 --- 749
-  745 --- 750
-  745 ---- 752
-  745 --- 751
+  726 --- 741
+  726 --- 742
+  729 --- 730
+  729 --- 731
+  729 --- 732
+  729 --- 733
+  729 --- 734
+  729 --- 735
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+  729 --- 739
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+  729 --- 742
+  734 --- 743
+  743 --- 744
+  743 --- 745
+  743 --- 746
+  743 --- 747
+  743 --- 748
+  743 ---- 750
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+  745 --- 752
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+  745 --- 759
   746 --- 753
-  746 --- 758
-  746 --- 759
+  746 --- 760
+  746 --- 761
   747 --- 754
-  747 --- 760
-  747 --- 761
-  748 --- 755
-  748 --- 762
-  748 --- 763
-  749 --- 756
-  749 --- 764
-  749 --- 765
-  752 --- 753
-  752 --- 754
-  752 --- 755
-  752 --- 756
-  752 --- 757
-  752 --- 758
-  752 --- 759
-  752 --- 760
-  752 --- 761
-  752 --- 762
-  752 --- 763
-  752 --- 764
-  752 --- 765
-  766 --- 767
-  766 --- 768
-  766 --- 769
-  766 --- 770
-  766 --- 771
-  766 ---- 773
-  766 --- 772
-  767 --- 777
-  767 --- 785
-  767 --- 786
-  768 --- 776
-  768 --- 783
-  768 --- 784
-  769 --- 775
-  769 --- 781
-  769 --- 782
-  770 --- 774
-  770 --- 779
-  770 --- 780
-  773 --- 774
-  773 --- 775
-  773 --- 776
-  773 --- 777
-  773 --- 778
-  773 --- 779
-  773 --- 780
-  773 --- 781
-  773 --- 782
-  773 --- 783
-  773 --- 784
-  773 --- 785
-  773 --- 786
-  787 --- 788
-  787 --- 789
-  787 --- 790
-  787 --- 791
-  787 --- 792
-  787 ---- 794
-  787 --- 793
-  788 --- 798
-  788 --- 806
-  788 --- 807
-  789 --- 797
-  789 --- 804
-  789 --- 805
-  790 --- 796
-  790 --- 802
-  790 --- 803
-  791 --- 795
-  791 --- 800
-  791 --- 801
-  794 --- 795
-  794 --- 796
-  794 --- 797
-  794 --- 798
-  794 --- 799
-  794 --- 800
-  794 --- 801
-  794 --- 802
-  794 --- 803
-  794 --- 804
-  794 --- 805
-  794 --- 806
-  794 --- 807
-  808 --- 809
-  808 --- 810
-  808 --- 811
-  808 --- 812
-  808 --- 813
-  808 ---- 815
-  808 --- 814
-  809 --- 819
-  809 --- 827
-  809 --- 828
-  810 --- 818
-  810 --- 825
-  810 --- 826
-  811 --- 817
-  811 --- 823
-  811 --- 824
-  812 --- 816
-  812 --- 821
-  812 --- 822
-  815 --- 816
-  815 --- 817
-  815 --- 818
-  815 --- 819
-  815 --- 820
-  815 --- 821
-  815 --- 822
-  815 --- 823
-  815 --- 824
-  815 --- 825
-  815 --- 826
-  815 --- 827
-  815 --- 828
-  829 --- 830
-  829 --- 831
-  829 --- 832
-  829 --- 833
-  829 --- 834
-  829 ---- 836
-  829 --- 835
-  830 --- 840
-  830 --- 848
-  830 --- 849
-  831 --- 839
-  831 --- 846
-  831 --- 847
-  832 --- 838
-  832 --- 844
-  832 --- 845
-  833 --- 837
-  833 --- 842
-  833 --- 843
-  836 --- 837
-  836 --- 838
-  836 --- 839
-  836 --- 840
-  836 --- 841
-  836 --- 842
-  836 --- 843
-  836 --- 844
-  836 --- 845
-  836 --- 846
-  836 --- 847
-  836 --- 848
-  836 --- 849
-  850 --- 851
-  850 --- 852
-  850 --- 853
-  850 --- 854
-  850 --- 855
-  850 ---- 857
-  850 --- 856
-  851 --- 861
-  851 --- 869
-  851 --- 870
-  852 --- 860
-  852 --- 867
-  852 --- 868
-  853 --- 859
-  853 --- 865
-  853 --- 866
-  854 --- 858
-  854 --- 863
-  854 --- 864
-  857 --- 858
-  857 --- 859
-  857 --- 860
-  857 --- 861
-  857 --- 862
-  857 --- 863
-  857 --- 864
-  857 --- 865
-  857 --- 866
-  857 --- 867
-  857 --- 868
-  857 --- 869
-  857 --- 870
-  871 --- 872
-  871 --- 873
-  871 --- 874
-  871 --- 875
-  871 --- 876
-  871 ---- 878
-  871 --- 877
-  872 --- 882
-  872 --- 890
-  872 --- 891
-  873 --- 881
-  873 --- 888
-  873 --- 889
-  874 --- 880
-  874 --- 886
-  874 --- 887
-  875 --- 879
-  875 --- 884
-  875 --- 885
-  878 --- 879
-  878 --- 880
-  878 --- 881
-  878 --- 882
-  878 --- 883
-  878 --- 884
-  878 --- 885
-  878 --- 886
-  878 --- 887
-  878 --- 888
-  878 --- 889
-  878 --- 890
-  878 --- 891
-  892 --- 893
-  892 --- 894
-  892 --- 895
-  892 --- 896
-  892 --- 897
-  892 ---- 899
-  892 --- 898
-  893 --- 903
-  893 --- 911
-  893 --- 912
-  894 --- 902
-  894 --- 909
-  894 --- 910
-  895 --- 901
-  895 --- 907
-  895 --- 908
-  896 --- 900
-  896 --- 905
-  896 --- 906
-  899 --- 900
-  899 --- 901
-  899 --- 902
-  899 --- 903
-  899 --- 904
-  899 --- 905
-  899 --- 906
-  899 --- 907
-  899 --- 908
-  899 --- 909
-  899 --- 910
-  899 --- 911
-  899 --- 912
-  913 --- 914
-  913 --- 915
-  913 --- 916
-  913 --- 917
-  913 --- 918
-  913 ---- 920
-  913 --- 919
-  914 --- 924
-  914 --- 932
-  914 --- 933
-  915 --- 923
-  915 --- 930
-  915 --- 931
-  916 --- 922
-  916 --- 928
-  916 --- 929
-  917 --- 921
-  917 --- 926
-  917 --- 927
-  920 --- 921
-  920 --- 922
-  920 --- 923
-  920 --- 924
-  920 --- 925
-  920 --- 926
-  920 --- 927
-  920 --- 928
-  920 --- 929
-  920 --- 930
-  920 --- 931
-  920 --- 932
-  920 --- 933
-  934 --- 935
-  934 --- 936
-  934 --- 937
-  934 --- 938
-  934 --- 939
-  934 ---- 941
-  934 --- 940
-  935 --- 945
-  935 --- 953
-  935 --- 954
-  936 --- 944
-  936 --- 951
-  936 --- 952
-  937 --- 943
-  937 --- 949
-  937 --- 950
-  938 --- 942
-  938 --- 947
-  938 --- 948
-  941 --- 942
-  941 --- 943
-  941 --- 944
-  941 --- 945
-  941 --- 946
-  941 --- 947
-  941 --- 948
-  941 --- 949
-  941 --- 950
-  941 --- 951
-  941 --- 952
-  941 --- 953
-  941 --- 954
-  955 --- 956
-  955 --- 957
-  955 --- 958
-  955 --- 959
-  955 --- 960
-  955 ---- 962
-  955 --- 961
-  956 --- 966
-  956 --- 974
-  956 --- 975
-  957 --- 965
-  957 --- 972
-  957 --- 973
-  958 --- 964
-  958 --- 970
-  958 --- 971
-  959 --- 963
-  959 --- 968
-  959 --- 969
-  962 --- 963
-  962 --- 964
-  962 --- 965
-  962 --- 966
-  962 --- 967
-  962 --- 968
-  962 --- 969
-  962 --- 970
-  962 --- 971
-  962 --- 972
-  962 --- 973
-  962 --- 974
-  962 --- 975
-  15 <--x 976
-  36 <--x 977
+  747 --- 762
+  747 --- 763
+  750 --- 751
+  750 --- 752
+  750 --- 753
+  750 --- 754
+  750 --- 755
+  750 --- 756
+  750 --- 757
+  750 --- 758
+  750 --- 759
+  750 --- 760
+  750 --- 761
+  750 --- 762
+  750 --- 763
+  764 --- 765
+  764 --- 766
+  764 --- 767
+  764 --- 768
+  764 --- 769
+  764 ---- 771
+  764 --- 770
+  765 --- 775
+  765 --- 783
+  765 --- 784
+  766 --- 774
+  766 --- 781
+  766 --- 782
+  767 --- 773
+  767 --- 779
+  767 --- 780
+  768 --- 772
+  768 --- 777
+  768 --- 778
+  771 --- 772
+  771 --- 773
+  771 --- 774
+  771 --- 775
+  771 --- 776
+  771 --- 777
+  771 --- 778
+  771 --- 779
+  771 --- 780
+  771 --- 781
+  771 --- 782
+  771 --- 783
+  771 --- 784
+  785 --- 786
+  785 --- 787
+  785 --- 788
+  785 --- 789
+  785 --- 790
+  785 ---- 792
+  785 --- 791
+  786 --- 796
+  786 --- 804
+  786 --- 805
+  787 --- 795
+  787 --- 802
+  787 --- 803
+  788 --- 794
+  788 --- 800
+  788 --- 801
+  789 --- 793
+  789 --- 798
+  789 --- 799
+  792 --- 793
+  792 --- 794
+  792 --- 795
+  792 --- 796
+  792 --- 797
+  792 --- 798
+  792 --- 799
+  792 --- 800
+  792 --- 801
+  792 --- 802
+  792 --- 803
+  792 --- 804
+  792 --- 805
+  806 --- 807
+  806 --- 808
+  806 --- 809
+  806 --- 810
+  806 --- 811
+  806 ---- 813
+  806 --- 812
+  807 --- 817
+  807 --- 825
+  807 --- 826
+  808 --- 816
+  808 --- 823
+  808 --- 824
+  809 --- 815
+  809 --- 821
+  809 --- 822
+  810 --- 814
+  810 --- 819
+  810 --- 820
+  813 --- 814
+  813 --- 815
+  813 --- 816
+  813 --- 817
+  813 --- 818
+  813 --- 819
+  813 --- 820
+  813 --- 821
+  813 --- 822
+  813 --- 823
+  813 --- 824
+  813 --- 825
+  813 --- 826
+  827 --- 828
+  827 --- 829
+  827 --- 830
+  827 --- 831
+  827 --- 832
+  827 ---- 834
+  827 --- 833
+  828 --- 838
+  828 --- 846
+  828 --- 847
+  829 --- 837
+  829 --- 844
+  829 --- 845
+  830 --- 836
+  830 --- 842
+  830 --- 843
+  831 --- 835
+  831 --- 840
+  831 --- 841
+  834 --- 835
+  834 --- 836
+  834 --- 837
+  834 --- 838
+  834 --- 839
+  834 --- 840
+  834 --- 841
+  834 --- 842
+  834 --- 843
+  834 --- 844
+  834 --- 845
+  834 --- 846
+  834 --- 847
+  848 --- 849
+  848 --- 850
+  848 --- 851
+  848 --- 852
+  848 --- 853
+  848 ---- 855
+  848 --- 854
+  849 --- 859
+  849 --- 867
+  849 --- 868
+  850 --- 858
+  850 --- 865
+  850 --- 866
+  851 --- 857
+  851 --- 863
+  851 --- 864
+  852 --- 856
+  852 --- 861
+  852 --- 862
+  855 --- 856
+  855 --- 857
+  855 --- 858
+  855 --- 859
+  855 --- 860
+  855 --- 861
+  855 --- 862
+  855 --- 863
+  855 --- 864
+  855 --- 865
+  855 --- 866
+  855 --- 867
+  855 --- 868
+  869 --- 870
+  869 --- 871
+  869 --- 872
+  869 --- 873
+  869 --- 874
+  869 ---- 876
+  869 --- 875
+  870 --- 880
+  870 --- 888
+  870 --- 889
+  871 --- 879
+  871 --- 886
+  871 --- 887
+  872 --- 878
+  872 --- 884
+  872 --- 885
+  873 --- 877
+  873 --- 882
+  873 --- 883
+  876 --- 877
+  876 --- 878
+  876 --- 879
+  876 --- 880
+  876 --- 881
+  876 --- 882
+  876 --- 883
+  876 --- 884
+  876 --- 885
+  876 --- 886
+  876 --- 887
+  876 --- 888
+  876 --- 889
+  890 --- 891
+  890 --- 892
+  890 --- 893
+  890 --- 894
+  890 --- 895
+  890 ---- 897
+  890 --- 896
+  891 --- 901
+  891 --- 909
+  891 --- 910
+  892 --- 900
+  892 --- 907
+  892 --- 908
+  893 --- 899
+  893 --- 905
+  893 --- 906
+  894 --- 898
+  894 --- 903
+  894 --- 904
+  897 --- 898
+  897 --- 899
+  897 --- 900
+  897 --- 901
+  897 --- 902
+  897 --- 903
+  897 --- 904
+  897 --- 905
+  897 --- 906
+  897 --- 907
+  897 --- 908
+  897 --- 909
+  897 --- 910
+  911 --- 912
+  911 --- 913
+  911 --- 914
+  911 --- 915
+  911 --- 916
+  911 ---- 918
+  911 --- 917
+  912 --- 922
+  912 --- 930
+  912 --- 931
+  913 --- 921
+  913 --- 928
+  913 --- 929
+  914 --- 920
+  914 --- 926
+  914 --- 927
+  915 --- 919
+  915 --- 924
+  915 --- 925
+  918 --- 919
+  918 --- 920
+  918 --- 921
+  918 --- 922
+  918 --- 923
+  918 --- 924
+  918 --- 925
+  918 --- 926
+  918 --- 927
+  918 --- 928
+  918 --- 929
+  918 --- 930
+  918 --- 931
+  932 --- 933
+  932 --- 934
+  932 --- 935
+  932 --- 936
+  932 --- 937
+  932 ---- 939
+  932 --- 938
+  933 --- 943
+  933 --- 951
+  933 --- 952
+  934 --- 942
+  934 --- 949
+  934 --- 950
+  935 --- 941
+  935 --- 947
+  935 --- 948
+  936 --- 940
+  936 --- 945
+  936 --- 946
+  939 --- 940
+  939 --- 941
+  939 --- 942
+  939 --- 943
+  939 --- 944
+  939 --- 945
+  939 --- 946
+  939 --- 947
+  939 --- 948
+  939 --- 949
+  939 --- 950
+  939 --- 951
+  939 --- 952
+  953 --- 954
+  953 --- 955
+  953 --- 956
+  953 --- 957
+  953 --- 958
+  953 ---- 960
+  953 --- 959
+  954 --- 964
+  954 --- 972
+  954 --- 973
+  955 --- 963
+  955 --- 970
+  955 --- 971
+  956 --- 962
+  956 --- 968
+  956 --- 969
+  957 --- 961
+  957 --- 966
+  957 --- 967
+  960 --- 961
+  960 --- 962
+  960 --- 963
+  960 --- 964
+  960 --- 965
+  960 --- 966
+  960 --- 967
+  960 --- 968
+  960 --- 969
+  960 --- 970
+  960 --- 971
+  960 --- 972
+  960 --- 973
+  15 <--x 974
+  36 <--x 975
+  73 <--x 976
+  73 <--x 977
   73 <--x 978
   73 <--x 979
   73 <--x 980
@@ -2646,27 +2644,27 @@ flowchart LR
   73 <--x 982
   73 <--x 983
   73 <--x 984
-  73 <--x 985
-  73 <--x 986
-  15 <--x 987
-  333 <--x 988
-  333 <--x 989
-  333 <--x 990
-  333 <--x 991
-  15 <--x 992
-  333 <--x 993
-  333 <--x 994
-  333 <--x 995
-  524 <--x 996
-  568 <--x 997
-  12 <--x 998
-  610 <--x 999
-  631 <--x 1000
-  652 <--x 1001
-  12 <--x 1002
-  694 <--x 1003
-  715 <--x 1004
-  736 <--x 1005
+  15 <--x 985
+  331 <--x 986
+  331 <--x 987
+  331 <--x 988
+  331 <--x 989
+  15 <--x 990
+  331 <--x 991
+  331 <--x 992
+  331 <--x 993
+  522 <--x 994
+  566 <--x 995
+  12 <--x 996
+  608 <--x 997
+  629 <--x 998
+  650 <--x 999
+  12 <--x 1000
+  692 <--x 1001
+  713 <--x 1002
+  734 <--x 1003
+  11 <--x 1004
+  11 <--x 1005
   11 <--x 1006
   11 <--x 1007
   11 <--x 1008
@@ -2675,6 +2673,4 @@ flowchart LR
   11 <--x 1011
   11 <--x 1012
   11 <--x 1013
-  11 <--x 1014
-  11 <--x 1015
 ```
diff --git a/rust/kcl-lib/tests/kcl_samples/kitt/program_memory.snap b/rust/kcl-lib/tests/kcl_samples/kitt/program_memory.snap
index 1db30a7eb..923501153 100644
--- a/rust/kcl-lib/tests/kcl_samples/kitt/program_memory.snap
+++ b/rust/kcl-lib/tests/kcl_samples/kitt/program_memory.snap
@@ -14178,7 +14178,7 @@ description: Variables in memory after executing kitt.kcl
         }
       },
       "height": 0.5,
-      "startCapId": "[uuid]",
+      "startCapId": null,
       "endCapId": "[uuid]",
       "units": {
         "type": "Mm"
@@ -16216,7 +16216,7 @@ description: Variables in memory after executing kitt.kcl
         }
       },
       "height": 0.5,
-      "startCapId": "[uuid]",
+      "startCapId": null,
       "endCapId": "[uuid]",
       "units": {
         "type": "Mm"