diff --git a/docs/kcl-std/functions/std-sketch-revolve.md b/docs/kcl-std/functions/std-sketch-revolve.md index 03eb68d59..6a50b8720 100644 --- a/docs/kcl-std/functions/std-sketch-revolve.md +++ b/docs/kcl-std/functions/std-sketch-revolve.md @@ -65,7 +65,7 @@ part001 = startSketchOn(XY) |> revolve(axis = Y) // default angle is 360 ``` -![Rendered example of revolve 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) ```kcl // A donut shape. diff --git a/public/kcl-samples/screenshots/ball-bearing.png b/public/kcl-samples/screenshots/ball-bearing.png index 99ee24ec2..afad0e9ec 100644 Binary files a/public/kcl-samples/screenshots/ball-bearing.png and b/public/kcl-samples/screenshots/ball-bearing.png differ diff --git a/public/kcl-samples/screenshots/car-wheel-assembly.png b/public/kcl-samples/screenshots/car-wheel-assembly.png index 60ae8b98c..4bcb3a4dc 100644 Binary files a/public/kcl-samples/screenshots/car-wheel-assembly.png and b/public/kcl-samples/screenshots/car-wheel-assembly.png differ diff --git a/public/kcl-samples/screenshots/engine-valve.png b/public/kcl-samples/screenshots/engine-valve.png index f8a3a66d7..2f209e454 100644 Binary files a/public/kcl-samples/screenshots/engine-valve.png and b/public/kcl-samples/screenshots/engine-valve.png differ diff --git a/public/kcl-samples/screenshots/french-press.png b/public/kcl-samples/screenshots/french-press.png index bb994f77f..a5befe095 100644 Binary files a/public/kcl-samples/screenshots/french-press.png and b/public/kcl-samples/screenshots/french-press.png differ diff --git a/rust/kcl-lib/e2e/executor/outputs/simple_revolve.png b/rust/kcl-lib/e2e/executor/outputs/simple_revolve.png index 2109fc1f9..e363b267a 100644 Binary files a/rust/kcl-lib/e2e/executor/outputs/simple_revolve.png and b/rust/kcl-lib/e2e/executor/outputs/simple_revolve.png differ diff --git a/rust/kcl-lib/e2e/executor/outputs/simple_revolve_uppercase.png b/rust/kcl-lib/e2e/executor/outputs/simple_revolve_uppercase.png index 2109fc1f9..e363b267a 100644 Binary files a/rust/kcl-lib/e2e/executor/outputs/simple_revolve_uppercase.png and b/rust/kcl-lib/e2e/executor/outputs/simple_revolve_uppercase.png differ diff --git a/rust/kcl-lib/src/simulation_tests.rs b/rust/kcl-lib/src/simulation_tests.rs index 517b077f5..d747b8704 100644 --- a/rust/kcl-lib/src/simulation_tests.rs +++ b/rust/kcl-lib/src/simulation_tests.rs @@ -3188,7 +3188,6 @@ mod revolve_colinear { /// Test that KCL is executed correctly. #[tokio::test(flavor = "multi_thread")] - #[ignore] // until https://github.com/KittyCAD/engine/pull/3417 lands async fn kcl_test_execute() { super::execute(TEST_NAME, true).await } diff --git a/rust/kcl-lib/tests/crazy_multi_profile/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/crazy_multi_profile/artifact_graph_flowchart.snap.md index eb47bf8ba..265323b17 100644 --- a/rust/kcl-lib/tests/crazy_multi_profile/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/crazy_multi_profile/artifact_graph_flowchart.snap.md @@ -296,15 +296,15 @@ flowchart LR 33 --- 92 33 --- 105 37 --- 65 - 37 x--> 84 + 37 x--> 80 37 --- 86 37 --- 99 38 --- 66 - 38 x--> 84 + 38 x--> 80 38 --- 87 38 --- 100 39 --- 67 - 39 x--> 84 + 39 x--> 80 39 --- 88 39 --- 101 46 --- 75 @@ -409,9 +409,6 @@ flowchart LR 77 --- 96 77 --- 109 110 <--x 77 - 86 <--x 80 - 87 <--x 80 - 88 <--x 80 92 <--x 82 93 <--x 82 94 <--x 82 @@ -419,6 +416,9 @@ flowchart LR 96 <--x 83 97 <--x 83 98 <--x 83 + 86 <--x 84 + 87 <--x 84 + 88 <--x 84 89 <--x 85 90 <--x 85 91 <--x 85 diff --git a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_commands.snap b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_commands.snap index 7e39b00f6..a21c86c48 100644 --- a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_commands.snap +++ b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_commands.snap @@ -337,6 +337,15 @@ description: Artifact commands error_revolve_on_edge_get_edge.kcl "opposite": "None" } }, + { + "cmdId": "[uuid]", + "range": [], + "command": { + "type": "solid3d_get_adjacency_info", + "object_id": "[uuid]", + "edge_id": "[uuid]" + } + }, { "cmdId": "[uuid]", "range": [], diff --git a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_graph_flowchart.snap.md index 72b85f8e3..2ba53d849 100644 --- a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/artifact_graph_flowchart.snap.md @@ -32,28 +32,30 @@ flowchart LR %% [ProgramBodyItem { index: 1 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 0 }] 15["Sweep Extrusion
[169, 189, 0]"] %% [ProgramBodyItem { index: 0 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 6 }] - 16[Wall] - %% face_code_ref=Missing NodePath + 16["Sweep RevolveAboutEdge
[367, 406, 0]"] + %% [ProgramBodyItem { index: 1 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 6 }] 17[Wall] %% face_code_ref=Missing NodePath 18[Wall] %% face_code_ref=Missing NodePath 19[Wall] + %% face_code_ref=Missing NodePath + 20[Wall] %% face_code_ref=[ProgramBodyItem { index: 1 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 0 }] - 20["Cap Start"] + 21["Cap Start"] %% face_code_ref=Missing NodePath - 21["Cap End"] + 22["Cap End"] %% face_code_ref=Missing NodePath - 22["SweepEdge Opposite"] 23["SweepEdge Opposite"] 24["SweepEdge Opposite"] 25["SweepEdge Opposite"] - 26["SweepEdge Adjacent"] + 26["SweepEdge Opposite"] 27["SweepEdge Adjacent"] 28["SweepEdge Adjacent"] 29["SweepEdge Adjacent"] + 30["SweepEdge Adjacent"] 1 --- 3 - 19 x--> 2 + 20 x--> 2 3 --- 5 3 --- 6 3 --- 7 @@ -65,24 +67,24 @@ flowchart LR 4 --- 11 4 --- 12 4 --- 14 - 19 --- 4 - 5 --- 18 - 5 x--> 20 - 5 --- 25 - 5 --- 29 - 6 --- 16 - 6 x--> 20 - 6 --- 24 - 6 --- 28 - 7 --- 19 - 7 x--> 20 - 7 --- 23 - 7 --- 27 - 8 --- 17 - 8 x--> 20 - 8 --- 22 - 8 --- 26 - 15 --- 16 + 4 ---- 16 + 20 --- 4 + 5 --- 19 + 5 x--> 21 + 5 --- 26 + 5 --- 30 + 6 --- 17 + 6 x--> 21 + 6 --- 25 + 6 --- 29 + 7 --- 20 + 7 x--> 21 + 7 --- 24 + 7 --- 28 + 8 --- 18 + 8 x--> 21 + 8 --- 23 + 8 --- 27 15 --- 17 15 --- 18 15 --- 19 @@ -96,20 +98,21 @@ flowchart LR 15 --- 27 15 --- 28 15 --- 29 - 16 --- 24 - 16 --- 28 - 29 <--x 16 - 17 --- 22 - 17 --- 26 - 27 <--x 17 - 18 --- 25 - 26 <--x 18 - 18 --- 29 - 19 --- 23 - 19 --- 27 - 28 <--x 19 - 22 <--x 21 - 23 <--x 21 - 24 <--x 21 - 25 <--x 21 + 15 --- 30 + 17 --- 25 + 17 --- 29 + 30 <--x 17 + 18 --- 23 + 18 --- 27 + 28 <--x 18 + 19 --- 26 + 27 <--x 19 + 19 --- 30 + 20 --- 24 + 20 --- 28 + 29 <--x 20 + 23 <--x 22 + 24 <--x 22 + 25 <--x 22 + 26 <--x 22 ``` diff --git a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/execution_error.snap b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/execution_error.snap index 230bae6d8..151df35af 100644 --- a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/execution_error.snap +++ b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/execution_error.snap @@ -4,23 +4,11 @@ description: Error from executing error_revolve_on_edge_get_edge.kcl --- KCL Engine error - × engine: Solid3D revolve failed: sketch profile must lie entirely on one - │ side of the revolution axis + × engine: Entity found but it was of the wrong type + │ No such edge exists, cannot retrieve adjacency information. ╭─[15:6] 14 │ |> close() 15 │ |> revolve(axis = revolveAxis, angle = 90) - · ───────────────────┬───────────────────┬ - · ╰── tests/error_revolve_on_edge_get_edge/input.kcl + · ───────────────────┬─────────────────── · ╰── tests/error_revolve_on_edge_get_edge/input.kcl ╰──── - ╰─▶ KCL Engine error - - × engine: Solid3D revolve failed: sketch profile must lie entirely on - │ one side of the revolution axis - ╭─[15:6] - 14 │ |> close() - 15 │ |> revolve(axis = revolveAxis, angle = 90) - · ───────────────────┬─────────────────── - · ╰── tests/error_revolve_on_edge_get_edge/ - input.kcl - ╰──── diff --git a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/ops.snap b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/ops.snap index efbfebba4..bac222b49 100644 --- a/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/ops.snap +++ b/rust/kcl-lib/tests/error_revolve_on_edge_get_edge/ops.snap @@ -110,7 +110,6 @@ description: Operations executed error_revolve_on_edge_get_edge.kcl "sourceRange": [] } }, - "sourceRange": [], - "isError": true + "sourceRange": [] } ] diff --git a/rust/kcl-lib/tests/import_function_not_sketch/rendered_model.png b/rust/kcl-lib/tests/import_function_not_sketch/rendered_model.png index 2109fc1f9..e363b267a 100644 Binary files a/rust/kcl-lib/tests/import_function_not_sketch/rendered_model.png and b/rust/kcl-lib/tests/import_function_not_sketch/rendered_model.png differ diff --git a/rust/kcl-lib/tests/kcl_samples/axial-fan/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/axial-fan/artifact_graph_flowchart.snap.md index c1f5261cc..6b429b3cb 100644 --- a/rust/kcl-lib/tests/kcl_samples/axial-fan/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/axial-fan/artifact_graph_flowchart.snap.md @@ -661,19 +661,19 @@ flowchart LR 84 --- 144 84 --- 237 86 --- 168 - 86 x--> 188 + 86 x--> 189 86 --- 212 86 --- 256 88 --- 169 - 88 x--> 188 + 88 x--> 189 88 --- 213 88 --- 257 90 --- 167 - 90 x--> 188 + 90 x--> 189 90 --- 214 90 --- 258 92 --- 170 - 92 x--> 188 + 92 x--> 189 92 --- 215 92 --- 259 119 --- 133 @@ -955,10 +955,10 @@ flowchart LR 218 <--x 186 219 <--x 186 194 <--x 187 - 212 <--x 189 - 213 <--x 189 - 214 <--x 189 - 215 <--x 189 + 212 <--x 188 + 213 <--x 188 + 214 <--x 188 + 215 <--x 188 220 <--x 275 223 <--x 270 224 <--x 274 diff --git a/rust/kcl-lib/tests/kcl_samples/ball-bearing/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/ball-bearing/artifact_graph_flowchart.snap.md index 1d4873520..29793e7bf 100644 --- a/rust/kcl-lib/tests/kcl_samples/ball-bearing/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/ball-bearing/artifact_graph_flowchart.snap.md @@ -177,7 +177,7 @@ flowchart LR 22 --- 44 22 --- 62 23 --- 38 - 23 x--> 52 + 23 x--> 49 23 --- 53 23 --- 56 24 --- 46 @@ -226,7 +226,7 @@ flowchart LR 62 <--x 45 46 --- 55 46 --- 63 - 53 <--x 49 54 <--x 50 55 <--x 51 + 53 <--x 52 ``` diff --git a/rust/kcl-lib/tests/kcl_samples/ball-bearing/rendered_model.png b/rust/kcl-lib/tests/kcl_samples/ball-bearing/rendered_model.png index 99ee24ec2..afad0e9ec 100644 Binary files a/rust/kcl-lib/tests/kcl_samples/ball-bearing/rendered_model.png and b/rust/kcl-lib/tests/kcl_samples/ball-bearing/rendered_model.png differ diff --git a/rust/kcl-lib/tests/kcl_samples/bone-plate/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/bone-plate/artifact_graph_flowchart.snap.md index e3ef6f62a..8be28a7ce 100644 --- a/rust/kcl-lib/tests/kcl_samples/bone-plate/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/bone-plate/artifact_graph_flowchart.snap.md @@ -327,67 +327,67 @@ flowchart LR 11 ---- 54 11 --- 62 12 --- 83 - 12 x--> 100 + 12 x--> 91 12 --- 113 12 --- 137 13 --- 78 - 13 x--> 100 + 13 x--> 91 13 --- 114 13 --- 138 14 --- 77 - 14 x--> 100 + 14 x--> 91 14 --- 115 14 --- 139 15 --- 79 - 15 x--> 100 + 15 x--> 91 15 --- 116 15 --- 140 16 --- 75 - 16 x--> 100 + 16 x--> 91 16 --- 117 16 --- 141 17 --- 74 - 17 x--> 100 + 17 x--> 91 17 --- 118 17 --- 142 18 --- 82 - 18 x--> 100 + 18 x--> 91 18 --- 119 18 --- 143 19 --- 85 - 19 x--> 100 + 19 x--> 91 19 --- 120 19 --- 144 20 --- 84 - 20 x--> 100 + 20 x--> 91 20 --- 121 20 --- 145 21 --- 72 - 21 x--> 100 + 21 x--> 91 21 --- 122 21 --- 146 22 --- 73 - 22 x--> 100 + 22 x--> 91 22 --- 123 22 --- 147 23 --- 86 - 23 x--> 100 + 23 x--> 91 23 --- 124 23 --- 148 24 --- 80 - 24 x--> 100 + 24 x--> 91 24 --- 125 24 --- 149 25 --- 76 - 25 x--> 100 + 25 x--> 91 25 --- 126 25 --- 150 26 --- 71 - 26 x--> 100 + 26 x--> 91 26 --- 127 26 --- 151 27 --- 81 - 27 x--> 100 + 27 x--> 91 27 --- 128 27 --- 152 29 --- 70 @@ -587,24 +587,24 @@ flowchart LR 110 <--x 88 112 <--x 89 108 <--x 90 - 113 <--x 91 - 114 <--x 91 - 115 <--x 91 - 116 <--x 91 - 117 <--x 91 - 118 <--x 91 - 119 <--x 91 - 120 <--x 91 - 121 <--x 91 - 122 <--x 91 - 123 <--x 91 - 124 <--x 91 - 125 <--x 91 - 126 <--x 91 - 127 <--x 91 - 128 <--x 91 111 <--x 92 106 <--x 93 105 <--x 94 107 <--x 95 + 113 <--x 100 + 114 <--x 100 + 115 <--x 100 + 116 <--x 100 + 117 <--x 100 + 118 <--x 100 + 119 <--x 100 + 120 <--x 100 + 121 <--x 100 + 122 <--x 100 + 123 <--x 100 + 124 <--x 100 + 125 <--x 100 + 126 <--x 100 + 127 <--x 100 + 128 <--x 100 ``` diff --git a/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/artifact_graph_flowchart.snap.md index 8cd88f8bd..9680b70cb 100644 --- a/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/artifact_graph_flowchart.snap.md @@ -1026,71 +1026,71 @@ flowchart LR 99 --- 381 99 --- 479 101 --- 233 - 101 x--> 327 + 101 x--> 337 101 --- 343 101 --- 387 102 --- 226 - 102 x--> 327 + 102 x--> 337 102 --- 344 102 --- 388 103 --- 238 - 103 x--> 327 + 103 x--> 337 103 --- 345 103 --- 389 104 --- 229 - 104 x--> 327 + 104 x--> 337 104 --- 346 104 --- 390 105 --- 239 - 105 x--> 327 + 105 x--> 337 105 --- 347 105 --- 391 106 --- 227 - 106 x--> 327 + 106 x--> 337 106 --- 348 106 --- 392 107 --- 240 - 107 x--> 327 + 107 x--> 337 107 --- 349 107 --- 393 108 --- 241 - 108 x--> 327 + 108 x--> 337 108 --- 350 108 --- 394 109 --- 230 - 109 x--> 327 + 109 x--> 337 109 --- 351 109 --- 395 110 --- 236 - 110 x--> 327 + 110 x--> 337 110 --- 352 110 --- 396 111 --- 235 - 111 x--> 327 + 111 x--> 337 111 --- 353 111 --- 397 112 --- 237 - 112 x--> 327 + 112 x--> 337 112 --- 354 112 --- 398 113 --- 228 - 113 x--> 327 + 113 x--> 337 113 --- 355 113 --- 399 114 --- 225 - 114 x--> 327 + 114 x--> 337 114 --- 356 114 --- 400 115 --- 234 - 115 x--> 327 + 115 x--> 337 115 --- 357 115 --- 401 116 --- 232 - 116 x--> 327 + 116 x--> 337 116 --- 358 116 --- 402 117 --- 231 - 117 x--> 327 + 117 x--> 337 117 --- 359 117 --- 403 222 <--x 118 @@ -1425,56 +1425,56 @@ flowchart LR 224 --- 342 224 --- 386 225 --- 356 - 399 <--x 225 225 --- 400 + 401 <--x 225 226 --- 344 - 387 <--x 226 226 --- 388 + 389 <--x 226 227 --- 348 - 391 <--x 227 227 --- 392 + 393 <--x 227 228 --- 355 - 398 <--x 228 228 --- 399 + 400 <--x 228 229 --- 346 - 389 <--x 229 229 --- 390 + 391 <--x 229 230 --- 351 - 394 <--x 230 230 --- 395 + 396 <--x 230 231 --- 359 - 402 <--x 231 + 387 <--x 231 231 --- 403 232 --- 358 - 401 <--x 232 232 --- 402 + 403 <--x 232 233 --- 343 233 --- 387 - 403 <--x 233 + 388 <--x 233 234 --- 357 - 400 <--x 234 234 --- 401 + 402 <--x 234 235 --- 353 - 396 <--x 235 235 --- 397 + 398 <--x 235 236 --- 352 - 395 <--x 236 236 --- 396 + 397 <--x 236 237 --- 354 - 397 <--x 237 237 --- 398 + 399 <--x 237 238 --- 345 - 388 <--x 238 238 --- 389 + 390 <--x 238 239 --- 347 - 390 <--x 239 239 --- 391 + 392 <--x 239 240 --- 349 - 392 <--x 240 240 --- 393 + 394 <--x 240 241 --- 350 - 393 <--x 241 241 --- 394 + 395 <--x 241 406 <--x 242 242 --- 407 243 --- 404 @@ -1657,6 +1657,23 @@ flowchart LR 369 <--x 325 370 <--x 325 371 <--x 325 + 343 <--x 327 + 344 <--x 327 + 345 <--x 327 + 346 <--x 327 + 347 <--x 327 + 348 <--x 327 + 349 <--x 327 + 350 <--x 327 + 351 <--x 327 + 352 <--x 327 + 353 <--x 327 + 354 <--x 327 + 355 <--x 327 + 356 <--x 327 + 357 <--x 327 + 358 <--x 327 + 359 <--x 327 363 <--x 328 364 <--x 328 365 <--x 328 @@ -1675,23 +1692,6 @@ flowchart LR 377 <--x 335 378 <--x 335 379 <--x 336 - 343 <--x 337 - 344 <--x 337 - 345 <--x 337 - 346 <--x 337 - 347 <--x 337 - 348 <--x 337 - 349 <--x 337 - 350 <--x 337 - 351 <--x 337 - 352 <--x 337 - 353 <--x 337 - 354 <--x 337 - 355 <--x 337 - 356 <--x 337 - 357 <--x 337 - 358 <--x 337 - 359 <--x 337 367 <--x 338 385 <--x 340 373 <--x 341 diff --git a/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/rendered_model.png b/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/rendered_model.png index 60ae8b98c..4bcb3a4dc 100644 Binary files a/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/rendered_model.png and b/rust/kcl-lib/tests/kcl_samples/car-wheel-assembly/rendered_model.png differ diff --git a/rust/kcl-lib/tests/kcl_samples/cold-plate/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/cold-plate/artifact_graph_flowchart.snap.md index 98222a695..a529c5064 100644 --- a/rust/kcl-lib/tests/kcl_samples/cold-plate/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/cold-plate/artifact_graph_flowchart.snap.md @@ -172,7 +172,7 @@ flowchart LR 11 --- 42 11 ---- 47 34 --- 48 - 34 x--> 54 + 34 x--> 55 34 --- 57 34 --- 62 36 --- 49 @@ -224,7 +224,7 @@ flowchart LR 52 --- 58 52 --- 63 64 <--x 52 - 57 <--x 55 + 57 <--x 54 58 <--x 56 59 <--x 56 60 <--x 56 diff --git a/rust/kcl-lib/tests/kcl_samples/engine-valve/rendered_model.png b/rust/kcl-lib/tests/kcl_samples/engine-valve/rendered_model.png index f8a3a66d7..2f209e454 100644 Binary files a/rust/kcl-lib/tests/kcl_samples/engine-valve/rendered_model.png and b/rust/kcl-lib/tests/kcl_samples/engine-valve/rendered_model.png differ diff --git a/rust/kcl-lib/tests/kcl_samples/french-press/rendered_model.png b/rust/kcl-lib/tests/kcl_samples/french-press/rendered_model.png index bb994f77f..a5befe095 100644 Binary files a/rust/kcl-lib/tests/kcl_samples/french-press/rendered_model.png and b/rust/kcl-lib/tests/kcl_samples/french-press/rendered_model.png differ diff --git a/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate-magnets/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate-magnets/artifact_graph_flowchart.snap.md index f36765edc..47d5a1a0c 100644 --- a/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate-magnets/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate-magnets/artifact_graph_flowchart.snap.md @@ -349,7 +349,7 @@ flowchart LR 17 --- 70 17 --- 75 18 --- 93 - 18 x--> 101 + 18 x--> 105 18 --- 116 18 --- 134 19 --- 97 @@ -357,7 +357,7 @@ flowchart LR 19 --- 125 19 --- 143 20 --- 91 - 20 x--> 101 + 20 x--> 105 20 --- 117 20 --- 135 21 --- 96 @@ -369,11 +369,11 @@ flowchart LR 22 --- 123 22 --- 141 23 --- 92 - 23 x--> 101 + 23 x--> 105 23 --- 118 23 --- 136 24 --- 90 - 24 x--> 101 + 24 x--> 105 24 --- 119 24 --- 137 25 --- 98 @@ -381,7 +381,7 @@ flowchart LR 25 --- 122 25 --- 140 26 --- 94 - 26 x--> 101 + 26 x--> 105 26 --- 120 26 --- 138 27 --- 99 @@ -540,15 +540,15 @@ flowchart LR 113 <--x 100 114 <--x 100 115 <--x 100 + 116 <--x 101 + 117 <--x 101 + 118 <--x 101 + 119 <--x 101 + 120 <--x 101 108 <--x 102 109 <--x 102 110 <--x 102 111 <--x 102 - 116 <--x 105 - 117 <--x 105 - 118 <--x 105 - 119 <--x 105 - 120 <--x 105 121 <--x 107 122 <--x 107 123 <--x 107 diff --git a/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate/artifact_graph_flowchart.snap.md index ee044509b..f733d3802 100644 --- a/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/gridfinity-baseplate/artifact_graph_flowchart.snap.md @@ -109,7 +109,7 @@ flowchart LR 6 --- 18 6 ---- 19 7 --- 24 - 7 x--> 31 + 7 x--> 33 7 --- 35 7 --- 45 8 --- 28 @@ -117,7 +117,7 @@ flowchart LR 8 --- 44 8 --- 54 9 --- 22 - 9 x--> 31 + 9 x--> 33 9 --- 36 9 --- 46 10 --- 27 @@ -129,11 +129,11 @@ flowchart LR 11 --- 42 11 --- 52 12 --- 23 - 12 x--> 31 + 12 x--> 33 12 --- 37 12 --- 47 13 --- 21 - 13 x--> 31 + 13 x--> 33 13 --- 38 13 --- 48 14 --- 29 @@ -141,7 +141,7 @@ flowchart LR 14 --- 41 14 --- 51 15 --- 25 - 15 x--> 31 + 15 x--> 33 15 --- 39 15 --- 49 16 --- 30 @@ -212,11 +212,11 @@ flowchart LR 30 --- 40 30 --- 50 51 <--x 30 - 35 <--x 33 - 36 <--x 33 - 37 <--x 33 - 38 <--x 33 - 39 <--x 33 + 35 <--x 31 + 36 <--x 31 + 37 <--x 31 + 38 <--x 31 + 39 <--x 31 40 <--x 34 41 <--x 34 42 <--x 34 diff --git a/rust/kcl-lib/tests/kcl_samples/gridfinity-bins-stacking-lip/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/gridfinity-bins-stacking-lip/artifact_graph_flowchart.snap.md index 265c9c651..3e214970d 100644 --- a/rust/kcl-lib/tests/kcl_samples/gridfinity-bins-stacking-lip/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/gridfinity-bins-stacking-lip/artifact_graph_flowchart.snap.md @@ -538,7 +538,7 @@ flowchart LR 21 --- 81 21 ---- 95 22 --- 127 - 22 x--> 153 + 22 x--> 162 22 --- 193 22 --- 244 23 --- 114 @@ -550,11 +550,11 @@ flowchart LR 24 --- 181 24 --- 232 25 --- 128 - 25 x--> 153 + 25 x--> 162 25 --- 194 25 --- 245 26 --- 125 - 26 x--> 153 + 26 x--> 162 26 --- 195 26 --- 246 27 --- 112 @@ -562,7 +562,7 @@ flowchart LR 27 --- 182 27 --- 233 28 --- 129 - 28 x--> 153 + 28 x--> 162 28 --- 196 28 --- 247 29 --- 115 @@ -570,7 +570,7 @@ flowchart LR 29 --- 183 29 --- 234 30 --- 126 - 30 x--> 153 + 30 x--> 162 30 --- 197 30 --- 248 31 --- 116 @@ -618,11 +618,11 @@ flowchart LR 43 --- 214 43 --- 265 44 --- 101 - 44 x--> 148 + 44 x--> 157 44 --- 164 44 --- 215 45 --- 110 - 45 x--> 161 + 45 x--> 152 45 --- 172 45 --- 223 46 --- 123 @@ -630,7 +630,7 @@ flowchart LR 46 --- 192 46 --- 243 47 --- 96 - 47 x--> 148 + 47 x--> 157 47 --- 165 47 --- 216 48 --- 119 @@ -638,7 +638,7 @@ flowchart LR 48 --- 191 48 --- 242 49 --- 108 - 49 x--> 161 + 49 x--> 152 49 --- 173 49 --- 224 50 --- 145 @@ -646,11 +646,11 @@ flowchart LR 50 --- 213 50 --- 264 51 --- 106 - 51 x--> 161 + 51 x--> 152 51 --- 174 51 --- 225 52 --- 98 - 52 x--> 148 + 52 x--> 157 52 --- 166 52 --- 217 53 --- 143 @@ -662,7 +662,7 @@ flowchart LR 54 --- 190 54 --- 241 55 --- 97 - 55 x--> 148 + 55 x--> 157 55 --- 167 55 --- 218 56 --- 124 @@ -674,7 +674,7 @@ flowchart LR 57 --- 211 57 --- 262 58 --- 111 - 58 x--> 161 + 58 x--> 152 58 --- 175 58 --- 226 59 --- 118 @@ -686,11 +686,11 @@ flowchart LR 60 --- 210 60 --- 261 61 --- 109 - 61 x--> 161 + 61 x--> 152 61 --- 176 61 --- 227 62 --- 103 - 62 x--> 148 + 62 x--> 157 62 --- 168 62 --- 219 63 --- 139 @@ -698,11 +698,11 @@ flowchart LR 63 --- 209 63 --- 260 64 --- 107 - 64 x--> 161 + 64 x--> 152 64 --- 177 64 --- 228 65 --- 100 - 65 x--> 148 + 65 x--> 157 65 --- 169 65 --- 220 66 --- 121 @@ -710,7 +710,7 @@ flowchart LR 66 --- 187 66 --- 238 67 --- 104 - 67 x--> 161 + 67 x--> 152 67 --- 178 67 --- 229 68 --- 117 @@ -722,7 +722,7 @@ flowchart LR 69 --- 208 69 --- 259 70 --- 102 - 70 x--> 148 + 70 x--> 157 70 --- 170 70 --- 221 71 --- 140 @@ -730,11 +730,11 @@ flowchart LR 71 --- 207 71 --- 258 72 --- 105 - 72 x--> 161 + 72 x--> 152 72 --- 179 72 --- 230 73 --- 99 - 73 x--> 148 + 73 x--> 157 73 --- 171 73 --- 222 74 --- 120 @@ -1063,14 +1063,19 @@ flowchart LR 146 --- 211 146 --- 262 263 <--x 146 - 172 <--x 152 - 173 <--x 152 - 174 <--x 152 - 175 <--x 152 - 176 <--x 152 - 177 <--x 152 - 178 <--x 152 - 179 <--x 152 + 164 <--x 148 + 165 <--x 148 + 166 <--x 148 + 167 <--x 148 + 168 <--x 148 + 169 <--x 148 + 170 <--x 148 + 171 <--x 148 + 193 <--x 153 + 194 <--x 153 + 195 <--x 153 + 196 <--x 153 + 197 <--x 153 202 <--x 154 185 <--x 156 186 <--x 156 @@ -1080,14 +1085,6 @@ flowchart LR 190 <--x 156 191 <--x 156 192 <--x 156 - 164 <--x 157 - 165 <--x 157 - 166 <--x 157 - 167 <--x 157 - 168 <--x 157 - 169 <--x 157 - 170 <--x 157 - 171 <--x 157 203 <--x 158 204 <--x 158 205 <--x 158 @@ -1101,11 +1098,14 @@ flowchart LR 182 <--x 160 183 <--x 160 184 <--x 160 - 193 <--x 162 - 194 <--x 162 - 195 <--x 162 - 196 <--x 162 - 197 <--x 162 + 172 <--x 161 + 173 <--x 161 + 174 <--x 161 + 175 <--x 161 + 176 <--x 161 + 177 <--x 161 + 178 <--x 161 + 179 <--x 161 207 <--x 163 208 <--x 163 209 <--x 163 diff --git a/rust/kcl-lib/tests/kcl_samples/gridfinity-bins/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/gridfinity-bins/artifact_graph_flowchart.snap.md index d354dde1e..1936f8697 100644 --- a/rust/kcl-lib/tests/kcl_samples/gridfinity-bins/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/gridfinity-bins/artifact_graph_flowchart.snap.md @@ -250,7 +250,7 @@ flowchart LR 13 --- 35 13 ---- 47 14 --- 55 - 14 x--> 70 + 14 x--> 75 14 --- 81 14 --- 100 15 --- 50 @@ -262,11 +262,11 @@ flowchart LR 16 --- 77 16 --- 96 17 --- 56 - 17 x--> 70 + 17 x--> 75 17 --- 82 17 --- 101 18 --- 53 - 18 x--> 70 + 18 x--> 75 18 --- 83 18 --- 102 19 --- 48 @@ -274,7 +274,7 @@ flowchart LR 19 --- 78 19 --- 97 20 --- 57 - 20 x--> 70 + 20 x--> 75 20 --- 84 20 --- 103 21 --- 51 @@ -282,7 +282,7 @@ flowchart LR 21 --- 79 21 --- 98 22 --- 54 - 22 x--> 70 + 22 x--> 75 22 --- 85 22 --- 104 23 --- 52 @@ -447,6 +447,11 @@ flowchart LR 66 --- 92 110 <--x 66 66 --- 111 + 81 <--x 70 + 82 <--x 70 + 83 <--x 70 + 84 <--x 70 + 85 <--x 70 90 <--x 71 91 <--x 72 92 <--x 72 @@ -461,11 +466,6 @@ flowchart LR 78 <--x 74 79 <--x 74 80 <--x 74 - 81 <--x 75 - 82 <--x 75 - 83 <--x 75 - 84 <--x 75 - 85 <--x 75 105 <--x 115 106 <--x 117 107 <--x 114 diff --git a/rust/kcl-lib/tests/kcl_samples/helium-tank/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/helium-tank/artifact_graph_flowchart.snap.md index b867e6621..7c0a629c1 100644 --- a/rust/kcl-lib/tests/kcl_samples/helium-tank/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/helium-tank/artifact_graph_flowchart.snap.md @@ -387,75 +387,75 @@ flowchart LR 25 --- 66 25 --- 69 26 --- 104 - 26 x--> 119 + 26 x--> 113 26 --- 126 26 --- 149 27 --- 99 - 27 x--> 119 + 27 x--> 113 27 --- 127 27 --- 150 28 --- 98 - 28 x--> 119 + 28 x--> 113 28 --- 128 28 --- 151 29 --- 100 - 29 x--> 119 + 29 x--> 113 29 --- 129 29 --- 152 30 --- 96 - 30 x--> 119 + 30 x--> 113 30 --- 130 30 --- 153 31 --- 95 - 31 x--> 119 + 31 x--> 113 31 --- 131 31 --- 154 32 --- 103 - 32 x--> 119 + 32 x--> 113 32 --- 132 32 --- 155 33 --- 107 - 33 x--> 119 + 33 x--> 113 33 --- 133 33 --- 156 34 --- 106 - 34 x--> 119 + 34 x--> 113 34 --- 134 34 --- 157 35 --- 93 - 35 x--> 119 + 35 x--> 113 35 --- 135 35 --- 158 36 --- 94 - 36 x--> 119 + 36 x--> 113 36 --- 136 36 --- 159 37 --- 108 - 37 x--> 119 + 37 x--> 113 37 --- 137 37 --- 160 38 --- 101 - 38 x--> 119 + 38 x--> 113 38 --- 138 38 --- 161 39 --- 97 - 39 x--> 119 + 39 x--> 113 39 --- 139 39 --- 162 40 --- 91 - 40 x--> 119 + 40 x--> 113 40 --- 140 40 --- 163 41 --- 102 - 41 x--> 119 + 41 x--> 113 41 --- 141 41 --- 164 42 --- 92 - 42 x--> 119 + 42 x--> 113 42 --- 142 42 --- 165 43 --- 105 - 43 x--> 119 + 43 x--> 113 43 --- 143 43 --- 166 45 --- 109 @@ -625,26 +625,26 @@ flowchart LR 110 --- 168 111 --- 146 111 --- 169 - 126 <--x 113 - 127 <--x 113 - 128 <--x 113 - 129 <--x 113 - 130 <--x 113 - 131 <--x 113 - 132 <--x 113 - 133 <--x 113 - 134 <--x 113 - 135 <--x 113 - 136 <--x 113 - 137 <--x 113 - 138 <--x 113 - 139 <--x 113 - 140 <--x 113 - 141 <--x 113 - 142 <--x 113 - 143 <--x 113 145 <--x 117 125 <--x 118 + 126 <--x 119 + 127 <--x 119 + 128 <--x 119 + 129 <--x 119 + 130 <--x 119 + 131 <--x 119 + 132 <--x 119 + 133 <--x 119 + 134 <--x 119 + 135 <--x 119 + 136 <--x 119 + 137 <--x 119 + 138 <--x 119 + 139 <--x 119 + 140 <--x 119 + 141 <--x 119 + 142 <--x 119 + 143 <--x 119 144 <--x 120 146 <--x 121 124 <--x 122 diff --git a/rust/kcl-lib/tests/kcl_samples/pillow-block-bearing/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/pillow-block-bearing/artifact_graph_flowchart.snap.md index 169974da5..fa0e9863f 100644 --- a/rust/kcl-lib/tests/kcl_samples/pillow-block-bearing/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/pillow-block-bearing/artifact_graph_flowchart.snap.md @@ -367,7 +367,7 @@ flowchart LR 26 --- 127 26 --- 184 27 --- 107 - 27 x--> 135 + 27 x--> 133 27 --- 138 27 --- 164 79 <--x 28 @@ -650,11 +650,11 @@ flowchart LR 144 <--x 130 137 <--x 131 148 <--x 132 - 138 <--x 133 140 <--x 134 141 <--x 134 142 <--x 134 143 <--x 134 + 138 <--x 135 172 <--x 187 173 <--x 186 174 <--x 185 diff --git a/rust/kcl-lib/tests/kcl_samples/pipe-with-bend/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/pipe-with-bend/artifact_graph_flowchart.snap.md index 6c31a440d..549f14821 100644 --- a/rust/kcl-lib/tests/kcl_samples/pipe-with-bend/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/pipe-with-bend/artifact_graph_flowchart.snap.md @@ -34,7 +34,7 @@ flowchart LR 3 --- 5 3 --- 7 4 --- 9 - 4 x--> 11 + 4 x--> 10 4 --- 12 4 --- 13 8 --- 9 @@ -44,5 +44,5 @@ flowchart LR 8 --- 13 9 --- 12 9 --- 13 - 12 <--x 10 + 12 <--x 11 ``` diff --git a/rust/kcl-lib/tests/kcl_samples/poopy-shoe/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/poopy-shoe/artifact_graph_flowchart.snap.md index ca0b84cc7..6941ccd82 100644 --- a/rust/kcl-lib/tests/kcl_samples/poopy-shoe/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/poopy-shoe/artifact_graph_flowchart.snap.md @@ -329,16 +329,17 @@ flowchart LR 160["Cap End"] %% face_code_ref=[ProgramBodyItem { index: 16 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 0 }] 161["Cap End"] - %% face_code_ref=[ProgramBodyItem { index: 12 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 0 }] - 162["Cap End"] %% face_code_ref=Missing NodePath + 162["Cap End"] + %% face_code_ref=[ProgramBodyItem { index: 12 }, VariableDeclarationDeclaration, VariableDeclarationInit, PipeBodyItem { index: 0 }] 163["Cap End"] %% face_code_ref=Missing NodePath 164["Cap End"] %% face_code_ref=Missing NodePath 165["Cap End"] %% face_code_ref=Missing NodePath - 166["SweepEdge Opposite"] + 166["Cap End"] + %% face_code_ref=Missing NodePath 167["SweepEdge Opposite"] 168["SweepEdge Opposite"] 169["SweepEdge Opposite"] @@ -397,7 +398,7 @@ flowchart LR 222["SweepEdge Opposite"] 223["SweepEdge Opposite"] 224["SweepEdge Opposite"] - 225["SweepEdge Adjacent"] + 225["SweepEdge Opposite"] 226["SweepEdge Adjacent"] 227["SweepEdge Adjacent"] 228["SweepEdge Adjacent"] @@ -456,13 +457,14 @@ flowchart LR 281["SweepEdge Adjacent"] 282["SweepEdge Adjacent"] 283["SweepEdge Adjacent"] + 284["SweepEdge Adjacent"] 1 --- 9 2 --- 10 3 --- 11 4 --- 13 5 --- 16 147 x--> 6 - 161 x--> 7 + 162 x--> 7 160 x--> 8 9 --- 17 9 --- 18 @@ -513,7 +515,7 @@ flowchart LR 12 --- 57 12 --- 81 12 ---- 87 - 161 --- 12 + 162 --- 12 13 --- 58 13 --- 59 13 --- 60 @@ -543,228 +545,241 @@ flowchart LR 16 --- 76 16 ---- 91 17 --- 98 - 17 --- 166 - 17 --- 225 + 17 x--> 153 + 17 --- 167 + 17 --- 226 18 --- 97 - 18 --- 167 - 18 --- 226 + 18 x--> 153 + 18 --- 168 + 18 --- 227 19 --- 99 - 19 --- 168 - 19 --- 227 + 19 x--> 153 + 19 --- 169 + 19 --- 228 20 --- 95 - 20 --- 169 - 20 --- 228 + 20 x--> 153 + 20 --- 170 + 20 --- 229 21 --- 94 - 21 --- 170 - 21 --- 229 + 21 x--> 153 + 21 --- 171 + 21 --- 230 22 --- 101 - 22 --- 171 - 22 --- 230 + 22 x--> 153 + 22 --- 172 + 22 --- 231 23 --- 103 - 23 --- 172 - 23 --- 231 + 23 x--> 153 + 23 --- 173 + 23 --- 232 24 --- 102 - 24 --- 173 - 24 --- 232 + 24 x--> 153 + 24 --- 174 + 24 --- 233 25 --- 92 - 25 --- 174 - 25 --- 233 + 25 x--> 153 + 25 --- 175 + 25 --- 234 26 --- 93 - 26 --- 175 - 26 --- 234 + 26 x--> 153 + 26 --- 176 + 26 --- 235 27 --- 104 - 27 --- 176 - 27 --- 235 + 27 x--> 153 + 27 --- 177 + 27 --- 236 28 --- 100 - 28 --- 177 - 28 --- 236 + 28 x--> 153 + 28 --- 178 + 28 --- 237 29 --- 96 - 29 --- 178 - 29 --- 237 + 29 x--> 153 + 29 --- 179 + 29 --- 238 30 --- 120 30 x--> 154 - 30 --- 191 - 30 --- 250 + 30 --- 192 + 30 --- 251 31 --- 122 31 x--> 154 - 31 --- 192 - 31 --- 251 + 31 --- 193 + 31 --- 252 32 --- 117 32 x--> 154 - 32 --- 193 - 32 --- 252 + 32 --- 194 + 32 --- 253 33 --- 129 33 x--> 154 - 33 --- 194 - 33 --- 253 + 33 --- 195 + 33 --- 254 34 --- 118 34 x--> 154 - 34 --- 195 - 34 --- 254 + 34 --- 196 + 34 --- 255 35 --- 126 35 x--> 154 - 35 --- 196 - 35 --- 255 + 35 --- 197 + 35 --- 256 36 --- 123 36 x--> 154 - 36 --- 197 - 36 --- 256 + 36 --- 198 + 36 --- 257 37 --- 121 37 x--> 154 - 37 --- 198 - 37 --- 257 + 37 --- 199 + 37 --- 258 38 --- 125 38 x--> 154 - 38 --- 199 - 38 --- 258 + 38 --- 200 + 38 --- 259 39 --- 119 39 x--> 154 - 39 --- 200 - 39 --- 259 + 39 --- 201 + 39 --- 260 40 --- 127 40 x--> 154 - 40 --- 201 - 40 --- 260 + 40 --- 202 + 40 --- 261 41 --- 128 41 x--> 154 - 41 --- 202 - 41 --- 261 + 41 --- 203 + 41 --- 262 42 --- 124 42 x--> 154 - 42 --- 203 - 42 --- 262 + 42 --- 204 + 42 --- 263 43 --- 148 43 x--> 158 - 43 --- 224 - 43 --- 283 + 43 --- 225 + 43 --- 284 44 --- 149 44 x--> 158 - 44 --- 223 - 44 --- 282 + 44 --- 224 + 44 --- 283 45 --- 150 45 x--> 158 - 45 --- 222 - 45 --- 281 + 45 --- 223 + 45 --- 282 46 --- 110 46 x--> 152 - 46 --- 190 - 46 --- 249 + 46 --- 191 + 46 --- 250 47 --- 112 47 x--> 152 - 47 --- 189 - 47 --- 248 + 47 --- 190 + 47 --- 249 48 --- 109 48 x--> 152 - 48 --- 188 - 48 --- 247 + 48 --- 189 + 48 --- 248 49 --- 105 49 x--> 152 - 49 --- 187 - 49 --- 246 + 49 --- 188 + 49 --- 247 50 --- 111 50 x--> 152 - 50 --- 186 - 50 --- 245 + 50 --- 187 + 50 --- 246 51 --- 113 51 x--> 152 - 51 --- 185 - 51 --- 244 + 51 --- 186 + 51 --- 245 52 --- 114 52 x--> 152 - 52 --- 184 - 52 --- 243 + 52 --- 185 + 52 --- 244 53 --- 115 53 x--> 152 - 53 --- 183 - 53 --- 242 + 53 --- 184 + 53 --- 243 54 --- 116 54 x--> 152 - 54 --- 182 - 54 --- 241 + 54 --- 183 + 54 --- 242 55 --- 106 55 x--> 152 - 55 --- 181 - 55 --- 240 + 55 --- 182 + 55 --- 241 56 --- 107 56 x--> 152 - 56 --- 180 - 56 --- 239 + 56 --- 181 + 56 --- 240 57 --- 108 57 x--> 152 - 57 --- 179 - 57 --- 238 + 57 --- 180 + 57 --- 239 58 --- 146 58 x--> 156 - 58 --- 216 - 58 --- 275 + 58 --- 217 + 58 --- 276 59 --- 143 59 x--> 156 - 59 --- 217 - 59 --- 276 + 59 --- 218 + 59 --- 277 60 --- 144 60 x--> 156 - 60 --- 218 - 60 --- 277 + 60 --- 219 + 60 --- 278 61 --- 142 61 x--> 156 - 61 --- 219 - 61 --- 278 + 61 --- 220 + 61 --- 279 62 --- 147 62 x--> 156 - 62 --- 220 - 62 --- 279 + 62 --- 221 + 62 --- 280 63 --- 145 63 x--> 156 - 63 --- 221 - 63 --- 280 + 63 --- 222 + 63 --- 281 64 --- 137 64 x--> 157 - 64 --- 208 - 64 --- 267 + 64 --- 209 + 64 --- 268 65 --- 136 65 x--> 157 - 65 --- 209 - 65 --- 268 + 65 --- 210 + 65 --- 269 66 --- 135 66 x--> 157 - 66 --- 210 - 66 --- 269 + 66 --- 211 + 66 --- 270 67 --- 134 67 x--> 157 - 67 --- 211 - 67 --- 270 + 67 --- 212 + 67 --- 271 68 --- 130 68 x--> 151 - 68 --- 204 - 68 --- 263 + 68 --- 205 + 68 --- 264 69 --- 133 69 x--> 151 - 69 --- 205 - 69 --- 264 + 69 --- 206 + 69 --- 265 70 --- 131 70 x--> 151 - 70 --- 206 - 70 --- 265 + 70 --- 207 + 70 --- 266 71 --- 132 71 x--> 151 - 71 --- 207 - 71 --- 266 + 71 --- 208 + 71 --- 267 72 --- 139 - 72 x--> 162 - 72 --- 212 - 72 --- 271 + 72 x--> 163 + 72 --- 213 + 72 --- 272 73 --- 141 - 73 x--> 162 - 73 --- 213 - 73 --- 272 + 73 x--> 163 + 73 --- 214 + 73 --- 273 74 --- 140 - 74 x--> 162 - 74 --- 214 - 74 --- 273 + 74 x--> 163 + 74 --- 215 + 74 --- 274 75 --- 138 - 75 x--> 162 - 75 --- 215 - 75 --- 274 + 75 x--> 163 + 75 --- 216 + 75 --- 275 84 --- 92 84 --- 93 84 --- 94 @@ -779,7 +794,7 @@ flowchart LR 84 --- 103 84 --- 104 84 --- 153 - 84 --- 166 + 84 --- 161 84 --- 167 84 --- 168 84 --- 169 @@ -792,7 +807,7 @@ flowchart LR 84 --- 176 84 --- 177 84 --- 178 - 84 --- 225 + 84 --- 179 84 --- 226 84 --- 227 84 --- 228 @@ -805,6 +820,7 @@ flowchart LR 84 --- 235 84 --- 236 84 --- 237 + 84 --- 238 85 --- 117 85 --- 118 85 --- 119 @@ -819,8 +835,7 @@ flowchart LR 85 --- 128 85 --- 129 85 --- 154 - 85 --- 161 - 85 --- 191 + 85 --- 162 85 --- 192 85 --- 193 85 --- 194 @@ -833,7 +848,7 @@ flowchart LR 85 --- 201 85 --- 202 85 --- 203 - 85 --- 250 + 85 --- 204 85 --- 251 85 --- 252 85 --- 253 @@ -846,17 +861,18 @@ flowchart LR 85 --- 260 85 --- 261 85 --- 262 + 85 --- 263 86 --- 148 86 --- 149 86 --- 150 86 --- 158 - 86 --- 165 - 86 --- 222 + 86 --- 166 86 --- 223 86 --- 224 - 86 --- 281 + 86 --- 225 86 --- 282 86 --- 283 + 86 --- 284 87 --- 105 87 --- 106 87 --- 107 @@ -871,7 +887,6 @@ flowchart LR 87 --- 116 87 --- 152 87 --- 160 - 87 --- 179 87 --- 180 87 --- 181 87 --- 182 @@ -883,7 +898,7 @@ flowchart LR 87 --- 188 87 --- 189 87 --- 190 - 87 --- 238 + 87 --- 191 87 --- 239 87 --- 240 87 --- 241 @@ -895,6 +910,7 @@ flowchart LR 87 --- 247 87 --- 248 87 --- 249 + 87 --- 250 88 --- 142 88 --- 143 88 --- 144 @@ -902,260 +918,246 @@ flowchart LR 88 --- 146 88 --- 147 88 --- 156 - 88 --- 163 - 88 --- 216 + 88 --- 164 88 --- 217 88 --- 218 88 --- 219 88 --- 220 88 --- 221 - 88 --- 275 + 88 --- 222 88 --- 276 88 --- 277 88 --- 278 88 --- 279 88 --- 280 + 88 --- 281 89 --- 134 89 --- 135 89 --- 136 89 --- 137 89 --- 157 - 89 --- 164 - 89 --- 208 + 89 --- 165 89 --- 209 89 --- 210 89 --- 211 - 89 --- 267 + 89 --- 212 89 --- 268 89 --- 269 89 --- 270 + 89 --- 271 90 --- 130 90 --- 131 90 --- 132 90 --- 133 90 --- 151 90 --- 159 - 90 --- 204 90 --- 205 90 --- 206 90 --- 207 - 90 --- 263 + 90 --- 208 90 --- 264 90 --- 265 90 --- 266 + 90 --- 267 91 --- 138 91 --- 139 91 --- 140 91 --- 141 91 --- 155 - 91 --- 162 - 91 --- 212 + 91 --- 163 91 --- 213 91 --- 214 91 --- 215 - 91 --- 271 + 91 --- 216 91 --- 272 91 --- 273 91 --- 274 - 92 --- 174 - 232 <--x 92 - 92 --- 233 - 93 --- 175 - 233 <--x 93 - 93 --- 234 - 94 --- 170 - 228 <--x 94 - 94 --- 229 - 95 --- 169 - 227 <--x 95 - 95 --- 228 - 96 --- 178 - 236 <--x 96 - 96 --- 237 - 97 --- 167 - 225 <--x 97 - 97 --- 226 - 98 --- 166 - 98 --- 225 - 237 <--x 98 - 99 --- 168 - 226 <--x 99 - 99 --- 227 - 100 --- 177 - 235 <--x 100 - 100 --- 236 - 101 --- 171 - 229 <--x 101 - 101 --- 230 - 102 --- 173 - 231 <--x 102 - 102 --- 232 - 103 --- 172 - 230 <--x 103 - 103 --- 231 - 104 --- 176 - 234 <--x 104 - 104 --- 235 - 105 --- 187 - 105 --- 246 - 247 <--x 105 - 106 --- 181 - 106 --- 240 - 241 <--x 106 - 107 --- 180 - 107 --- 239 - 240 <--x 107 - 108 --- 179 - 108 --- 238 - 239 <--x 108 - 109 --- 188 - 109 --- 247 - 248 <--x 109 - 110 --- 190 - 238 <--x 110 - 110 --- 249 - 111 --- 186 - 111 --- 245 - 246 <--x 111 - 112 --- 189 - 112 --- 248 - 249 <--x 112 - 113 --- 185 - 113 --- 244 - 245 <--x 113 - 114 --- 184 - 114 --- 243 - 244 <--x 114 - 115 --- 183 - 115 --- 242 - 243 <--x 115 - 116 --- 182 - 116 --- 241 - 242 <--x 116 - 117 --- 193 - 251 <--x 117 - 117 --- 252 - 118 --- 195 - 253 <--x 118 - 118 --- 254 - 119 --- 200 - 258 <--x 119 - 119 --- 259 - 120 --- 191 - 120 --- 250 - 262 <--x 120 - 121 --- 198 - 256 <--x 121 - 121 --- 257 - 122 --- 192 - 250 <--x 122 - 122 --- 251 - 123 --- 197 - 255 <--x 123 - 123 --- 256 - 124 --- 203 - 261 <--x 124 - 124 --- 262 - 125 --- 199 - 257 <--x 125 - 125 --- 258 - 126 --- 196 - 254 <--x 126 - 126 --- 255 - 127 --- 201 - 259 <--x 127 - 127 --- 260 - 128 --- 202 - 260 <--x 128 - 128 --- 261 - 129 --- 194 - 252 <--x 129 - 129 --- 253 - 130 --- 204 - 130 --- 263 - 266 <--x 130 - 131 --- 206 - 264 <--x 131 - 131 --- 265 - 132 --- 207 - 265 <--x 132 - 132 --- 266 - 133 --- 205 - 263 <--x 133 - 133 --- 264 - 134 --- 211 - 269 <--x 134 - 134 --- 270 - 135 --- 210 - 268 <--x 135 - 135 --- 269 - 136 --- 209 - 267 <--x 136 - 136 --- 268 - 137 --- 208 - 137 --- 267 - 270 <--x 137 - 138 --- 215 - 273 <--x 138 - 138 --- 274 - 139 --- 212 - 139 --- 271 - 274 <--x 139 - 140 --- 214 - 272 <--x 140 - 140 --- 273 - 141 --- 213 - 271 <--x 141 - 141 --- 272 - 142 --- 219 - 277 <--x 142 - 142 --- 278 - 143 --- 217 - 275 <--x 143 - 143 --- 276 - 144 --- 218 - 276 <--x 144 - 144 --- 277 - 145 --- 221 - 279 <--x 145 - 145 --- 280 - 146 --- 216 - 146 --- 275 - 280 <--x 146 - 147 --- 220 - 278 <--x 147 - 147 --- 279 - 148 --- 224 - 281 <--x 148 - 148 --- 283 - 149 --- 223 - 149 --- 282 - 283 <--x 149 - 150 --- 222 - 150 --- 281 - 282 <--x 150 - 166 <--x 153 - 167 <--x 153 - 168 <--x 153 - 169 <--x 153 - 170 <--x 153 - 171 <--x 153 - 172 <--x 153 - 173 <--x 153 - 174 <--x 153 - 175 <--x 153 - 176 <--x 153 - 177 <--x 153 - 178 <--x 153 - 212 <--x 155 + 91 --- 275 + 92 --- 175 + 233 <--x 92 + 92 --- 234 + 93 --- 176 + 234 <--x 93 + 93 --- 235 + 94 --- 171 + 229 <--x 94 + 94 --- 230 + 95 --- 170 + 228 <--x 95 + 95 --- 229 + 96 --- 179 + 237 <--x 96 + 96 --- 238 + 97 --- 168 + 226 <--x 97 + 97 --- 227 + 98 --- 167 + 98 --- 226 + 238 <--x 98 + 99 --- 169 + 227 <--x 99 + 99 --- 228 + 100 --- 178 + 236 <--x 100 + 100 --- 237 + 101 --- 172 + 230 <--x 101 + 101 --- 231 + 102 --- 174 + 232 <--x 102 + 102 --- 233 + 103 --- 173 + 231 <--x 103 + 103 --- 232 + 104 --- 177 + 235 <--x 104 + 104 --- 236 + 105 --- 188 + 105 --- 247 + 248 <--x 105 + 106 --- 182 + 106 --- 241 + 242 <--x 106 + 107 --- 181 + 107 --- 240 + 241 <--x 107 + 108 --- 180 + 108 --- 239 + 240 <--x 108 + 109 --- 189 + 109 --- 248 + 249 <--x 109 + 110 --- 191 + 239 <--x 110 + 110 --- 250 + 111 --- 187 + 111 --- 246 + 247 <--x 111 + 112 --- 190 + 112 --- 249 + 250 <--x 112 + 113 --- 186 + 113 --- 245 + 246 <--x 113 + 114 --- 185 + 114 --- 244 + 245 <--x 114 + 115 --- 184 + 115 --- 243 + 244 <--x 115 + 116 --- 183 + 116 --- 242 + 243 <--x 116 + 117 --- 194 + 252 <--x 117 + 117 --- 253 + 118 --- 196 + 254 <--x 118 + 118 --- 255 + 119 --- 201 + 259 <--x 119 + 119 --- 260 + 120 --- 192 + 120 --- 251 + 263 <--x 120 + 121 --- 199 + 257 <--x 121 + 121 --- 258 + 122 --- 193 + 251 <--x 122 + 122 --- 252 + 123 --- 198 + 256 <--x 123 + 123 --- 257 + 124 --- 204 + 262 <--x 124 + 124 --- 263 + 125 --- 200 + 258 <--x 125 + 125 --- 259 + 126 --- 197 + 255 <--x 126 + 126 --- 256 + 127 --- 202 + 260 <--x 127 + 127 --- 261 + 128 --- 203 + 261 <--x 128 + 128 --- 262 + 129 --- 195 + 253 <--x 129 + 129 --- 254 + 130 --- 205 + 130 --- 264 + 267 <--x 130 + 131 --- 207 + 265 <--x 131 + 131 --- 266 + 132 --- 208 + 266 <--x 132 + 132 --- 267 + 133 --- 206 + 264 <--x 133 + 133 --- 265 + 134 --- 212 + 270 <--x 134 + 134 --- 271 + 135 --- 211 + 269 <--x 135 + 135 --- 270 + 136 --- 210 + 268 <--x 136 + 136 --- 269 + 137 --- 209 + 137 --- 268 + 271 <--x 137 + 138 --- 216 + 274 <--x 138 + 138 --- 275 + 139 --- 213 + 139 --- 272 + 275 <--x 139 + 140 --- 215 + 273 <--x 140 + 140 --- 274 + 141 --- 214 + 272 <--x 141 + 141 --- 273 + 142 --- 220 + 278 <--x 142 + 142 --- 279 + 143 --- 218 + 276 <--x 143 + 143 --- 277 + 144 --- 219 + 277 <--x 144 + 144 --- 278 + 145 --- 222 + 280 <--x 145 + 145 --- 281 + 146 --- 217 + 146 --- 276 + 281 <--x 146 + 147 --- 221 + 279 <--x 147 + 147 --- 280 + 148 --- 225 + 282 <--x 148 + 148 --- 284 + 149 --- 224 + 149 --- 283 + 284 <--x 149 + 150 --- 223 + 150 --- 282 + 283 <--x 150 213 <--x 155 214 <--x 155 215 <--x 155 - 204 <--x 159 + 216 <--x 155 205 <--x 159 206 <--x 159 207 <--x 159 - 179 <--x 160 + 208 <--x 159 180 <--x 160 181 <--x 160 182 <--x 160 @@ -1167,30 +1169,44 @@ flowchart LR 188 <--x 160 189 <--x 160 190 <--x 160 - 191 <--x 161 - 192 <--x 161 - 193 <--x 161 - 194 <--x 161 - 195 <--x 161 - 196 <--x 161 - 197 <--x 161 - 198 <--x 161 - 199 <--x 161 - 200 <--x 161 - 201 <--x 161 - 202 <--x 161 - 203 <--x 161 - 216 <--x 163 - 217 <--x 163 - 218 <--x 163 - 219 <--x 163 - 220 <--x 163 - 221 <--x 163 - 208 <--x 164 - 209 <--x 164 - 210 <--x 164 - 211 <--x 164 - 222 <--x 165 - 223 <--x 165 - 224 <--x 165 + 191 <--x 160 + 167 <--x 161 + 168 <--x 161 + 169 <--x 161 + 170 <--x 161 + 171 <--x 161 + 172 <--x 161 + 173 <--x 161 + 174 <--x 161 + 175 <--x 161 + 176 <--x 161 + 177 <--x 161 + 178 <--x 161 + 179 <--x 161 + 192 <--x 162 + 193 <--x 162 + 194 <--x 162 + 195 <--x 162 + 196 <--x 162 + 197 <--x 162 + 198 <--x 162 + 199 <--x 162 + 200 <--x 162 + 201 <--x 162 + 202 <--x 162 + 203 <--x 162 + 204 <--x 162 + 217 <--x 164 + 218 <--x 164 + 219 <--x 164 + 220 <--x 164 + 221 <--x 164 + 222 <--x 164 + 209 <--x 165 + 210 <--x 165 + 211 <--x 165 + 212 <--x 165 + 223 <--x 166 + 224 <--x 166 + 225 <--x 166 ``` diff --git a/rust/kcl-lib/tests/kcl_samples/poopy-shoe/program_memory.snap b/rust/kcl-lib/tests/kcl_samples/poopy-shoe/program_memory.snap index 61cf07ad4..37b3f1ee7 100644 --- a/rust/kcl-lib/tests/kcl_samples/poopy-shoe/program_memory.snap +++ b/rust/kcl-lib/tests/kcl_samples/poopy-shoe/program_memory.snap @@ -904,7 +904,7 @@ description: Variables in memory after executing poopy-shoe.kcl }, "height": 0.0, "startCapId": "[uuid]", - "endCapId": null, + "endCapId": "[uuid]", "units": { "type": "Inches" }, diff --git a/rust/kcl-lib/tests/kcl_samples/shepherds-hook-bolt/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/shepherds-hook-bolt/artifact_graph_flowchart.snap.md index bdbb0c195..14423dc23 100644 --- a/rust/kcl-lib/tests/kcl_samples/shepherds-hook-bolt/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/shepherds-hook-bolt/artifact_graph_flowchart.snap.md @@ -111,9 +111,9 @@ flowchart LR 8 --- 19 8 --- 20 8 ---- 25 - 12 --- 32 + 12 <--x 32 12 <--x 33 - 12 <--x 34 + 12 --- 34 13 --- 31 13 x--> 35 13 --- 39 diff --git a/rust/kcl-lib/tests/kcl_samples/utility-sink/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/kcl_samples/utility-sink/artifact_graph_flowchart.snap.md index d24a5db2e..b8941e232 100644 --- a/rust/kcl-lib/tests/kcl_samples/utility-sink/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/kcl_samples/utility-sink/artifact_graph_flowchart.snap.md @@ -889,7 +889,7 @@ flowchart LR 99 --- 265 99 --- 314 106 --- 181 - 106 x--> 213 + 106 x--> 212 106 --- 260 106 --- 309 126 --- 194 @@ -1227,7 +1227,7 @@ flowchart LR 251 <--x 209 252 <--x 209 253 <--x 209 - 260 <--x 212 + 260 <--x 213 261 <--x 214 262 <--x 214 263 <--x 214 diff --git a/rust/kcl-lib/tests/outputs/serial_test_example_fn_std-sketch-revolve0.png b/rust/kcl-lib/tests/outputs/serial_test_example_fn_std-sketch-revolve0.png index 2109fc1f9..e363b267a 100644 Binary files a/rust/kcl-lib/tests/outputs/serial_test_example_fn_std-sketch-revolve0.png and b/rust/kcl-lib/tests/outputs/serial_test_example_fn_std-sketch-revolve0.png differ diff --git a/rust/kcl-lib/tests/poop_chute/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/poop_chute/artifact_graph_flowchart.snap.md index 4eacfcd3a..2902944ed 100644 --- a/rust/kcl-lib/tests/poop_chute/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/poop_chute/artifact_graph_flowchart.snap.md @@ -215,55 +215,55 @@ flowchart LR 4 --- 31 4 ---- 34 5 --- 41 - 5 x--> 63 + 5 x--> 61 5 --- 65 5 --- 91 6 --- 40 - 6 x--> 63 + 6 x--> 61 6 --- 66 6 --- 92 7 --- 42 - 7 x--> 63 + 7 x--> 61 7 --- 67 7 --- 93 8 --- 38 - 8 x--> 63 + 8 x--> 61 8 --- 68 8 --- 94 9 --- 37 - 9 x--> 63 + 9 x--> 61 9 --- 69 9 --- 95 10 --- 44 - 10 x--> 63 + 10 x--> 61 10 --- 70 10 --- 96 11 --- 46 - 11 x--> 63 + 11 x--> 61 11 --- 71 11 --- 97 12 --- 45 - 12 x--> 63 + 12 x--> 61 12 --- 72 12 --- 98 13 --- 35 - 13 x--> 63 + 13 x--> 61 13 --- 73 13 --- 99 14 --- 36 - 14 x--> 63 + 14 x--> 61 14 --- 74 14 --- 100 15 --- 47 - 15 x--> 63 + 15 x--> 61 15 --- 75 15 --- 101 16 --- 43 - 16 x--> 63 + 16 x--> 61 16 --- 76 16 --- 102 17 --- 39 - 17 x--> 63 + 17 x--> 61 17 --- 77 17 --- 103 18 --- 51 @@ -478,19 +478,19 @@ flowchart LR 60 --- 81 106 <--x 60 60 --- 107 - 65 <--x 61 - 66 <--x 61 - 67 <--x 61 - 68 <--x 61 - 69 <--x 61 - 70 <--x 61 - 71 <--x 61 - 72 <--x 61 - 73 <--x 61 - 74 <--x 61 - 75 <--x 61 - 76 <--x 61 - 77 <--x 61 + 65 <--x 63 + 66 <--x 63 + 67 <--x 63 + 68 <--x 63 + 69 <--x 63 + 70 <--x 63 + 71 <--x 63 + 72 <--x 63 + 73 <--x 63 + 74 <--x 63 + 75 <--x 63 + 76 <--x 63 + 77 <--x 63 78 <--x 64 79 <--x 64 80 <--x 64 diff --git a/rust/kcl-lib/tests/revolve-colinear/ops.snap b/rust/kcl-lib/tests/revolve-colinear/ops.snap index 814edd5ca..e913ba463 100644 --- a/rust/kcl-lib/tests/revolve-colinear/ops.snap +++ b/rust/kcl-lib/tests/revolve-colinear/ops.snap @@ -4,20 +4,20 @@ description: Operations executed revolve-colinear.kcl --- [ { - "labeledArgs": {}, - "name": "startSketchOn", - "sourceRange": [], "type": "StdLibCall", + "name": "startSketchOn", "unlabeledArg": { "value": { "type": "Plane", "artifact_id": "[uuid]" }, "sourceRange": [] - } + }, + "labeledArgs": {}, + "sourceRange": [] }, { - "type": "KclStdLibCall", + "type": "StdLibCall", "name": "revolve", "unlabeledArg": { "value": { diff --git a/rust/kcl-lib/tests/revolve_about_edge/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/revolve_about_edge/artifact_graph_flowchart.snap.md index 26547852c..aebb931d7 100644 --- a/rust/kcl-lib/tests/revolve_about_edge/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/revolve_about_edge/artifact_graph_flowchart.snap.md @@ -34,7 +34,7 @@ flowchart LR 4 --- 7 4 ---- 8 6 --- 9 - 6 x--> 11 + 6 x--> 10 6 --- 12 6 --- 13 8 --- 9 @@ -44,5 +44,5 @@ flowchart LR 8 --- 13 9 --- 12 9 --- 13 - 12 <--x 10 + 12 <--x 11 ``` diff --git a/rust/kcl-lib/tests/subtract_regression07/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/subtract_regression07/artifact_graph_flowchart.snap.md index 7335a8fe8..27c105bc7 100644 --- a/rust/kcl-lib/tests/subtract_regression07/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/subtract_regression07/artifact_graph_flowchart.snap.md @@ -139,7 +139,7 @@ flowchart LR 15 --- 42 15 --- 49 18 --- 32 - 18 x--> 36 + 18 x--> 35 18 --- 43 18 --- 50 23 --- 26 @@ -194,5 +194,5 @@ flowchart LR 40 <--x 34 41 <--x 34 42 <--x 34 - 43 <--x 35 + 43 <--x 36 ``` diff --git a/rust/kcl-lib/tests/subtract_regression08/artifact_graph_flowchart.snap.md b/rust/kcl-lib/tests/subtract_regression08/artifact_graph_flowchart.snap.md index 5c2acc3e5..579d08599 100644 --- a/rust/kcl-lib/tests/subtract_regression08/artifact_graph_flowchart.snap.md +++ b/rust/kcl-lib/tests/subtract_regression08/artifact_graph_flowchart.snap.md @@ -86,8 +86,8 @@ flowchart LR 8 --- 18 8 ---- 20 8 --- 21 - 12 <--x 22 - 12 --- 23 + 12 --- 22 + 12 <--x 23 12 <--x 24 16 --- 25 16 <--x 26 diff --git a/rust/kcl-lib/tests/subtract_regression10/rendered_model.png b/rust/kcl-lib/tests/subtract_regression10/rendered_model.png index 3c3edf378..95687abc4 100644 Binary files a/rust/kcl-lib/tests/subtract_regression10/rendered_model.png and b/rust/kcl-lib/tests/subtract_regression10/rendered_model.png differ