-
0
2
2
-
1
0
8
- 3f4d6d63-1dd2-4de7-810b-7cc3f7c49066
- Shaded
- 1
-
100;150;0;0
-
100;0;150;0
- 639127127634176240
- false
- automould.ghx
- 0
-
814
172
- 0.37308532
- 0
- 0
- 6
- Robert McNeel & Associates
- 00000000-0000-0000-0000-000000000000
- Grasshopper
- 8.29.26063.11002
- Robert McNeel & Associates
- 00000000-0000-0000-0000-000000000000
- Grasshopper
- 8.29.26063.11002
- Robert McNeel & Associates
- 00000000-0000-0000-0000-000000000000
- Grasshopper
- 8.29.26063.11002
- Robert McNeel & Associates
- 00000000-0000-0000-0000-000000000000
- Grasshopper
- 8.29.26063.11002
- Robert McNeel & Associates
- 00000000-0000-0000-0000-000000000000
- Grasshopper
- 8.29.26063.11002
- LunchBox, Version=2025.5.5.0, Culture=neutral, PublicKeyToken=null
- 2025.5.5.0
- 9d96da9c-9354-ef32-7983-0acb11a3d493
- LunchBox
- 2025.5.5.0
- 66
- 919e146f-30ae-4aae-be34-4d72f555e7da
- Brep
- Contains a collection of Breps (Boundary REPresentations)
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- Brep
- Brep
- false
- 0
-
194
248
50
20
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219.61249
258.60406
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- Cylinder
- Create a cylindrical surface.
- true
- c7bf72c9-b59c-4371-b49e-5f9674363fbf
- Cylinder
- Cyl
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1615
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56
64
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- Base plane
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- Base
- B
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-
1617
466
9
20
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1623
476
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Cylinder radius
- fb7f349a-18ba-4869-9553-ed41a4f84e3f
- Radius
- R
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- 0a318184-40f4-4c2f-8a63-98e1089cbde5
- 1
-
1617
486
9
20
-
1623
496
- 1
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- {0}
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- Cylinder height
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- Length
- L
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-
1617
506
9
20
-
1623
516
- 1
- 1
- {0}
- 1
- Resulting cylinder
- ff13963f-e41e-4a1f-bfd6-e5c6d314f07e
- Cylinder
- C
- false
- 0
-
1656
466
13
60
-
1662.5
496
- fad344bc-09b1-4855-a2e6-437ef5715fe3
- YZ Plane
- World YZ plane.
- true
- d5ed495e-3dde-415e-9570-c1591e21c42c
- YZ Plane
- YZ
-
1414
401
56
28
-
1441
415
- Origin of plane
- c2432d77-0ebd-423d-9063-3db961fb325b
- Origin
- O
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- 71fb9666-3321-4fbb-b2df-2e205c03c925
- 1
-
1416
403
10
24
-
1422.5
415
- 1
- 1
- {0}
-
0
0
0
- World YZ plane
- 27a53436-d105-4577-b525-e9cc50449cde
- Plane
- P
- false
- 0
-
1456
403
12
24
-
1462
415
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 0a318184-40f4-4c2f-8a63-98e1089cbde5
- Number Slider
- false
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1354
491
162
20
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1354.1788
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- 0
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- c73e1ed0-82a2-40b0-b4df-8f10e445d60b
- Flip Plane
- Flip or swap the axes of a plane
- true
- 9861424e-4ae3-4da8-8681-54e427dfb0a6
- Flip Plane
- PFlip
-
1516
390
55
84
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1542
432
- Plane to adjust
- 2f639415-424d-4d8d-81a7-9e0325368ac8
- Plane
- P
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- 27a53436-d105-4577-b525-e9cc50449cde
- 1
-
1518
392
9
20
-
1524
402
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Reverse the x-axis direction
- e4dd134f-f0a4-4a48-aa81-9175090738d3
- Reverse X
- X
- false
- 0
-
1518
412
9
20
-
1524
422
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- 1
- {0}
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- Reverse the y-axis direction
- 0e83fece-6014-428f-b771-c3d65f27d0f6
- Reverse Y
- Y
- false
- 0
-
1518
432
9
20
-
1524
442
- 1
- 1
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- Swap the x and y axis directions
- 84442edc-31b3-41f6-800d-e1317cabb672
- Swap axes
- S
- false
- 0
-
1518
452
9
20
-
1524
462
- 1
- 1
- {0}
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- Flipped plane
- fe6199d7-9389-48c2-a918-378f5ed5714e
- Plane
- P
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- 0
-
1557
392
12
80
-
1563
432
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;170;135;255
- A group of Grasshopper objects
- c7bf72c9-b59c-4371-b49e-5f9674363fbf
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- 0a318184-40f4-4c2f-8a63-98e1089cbde5
- 9f4185db-af72-4b5e-9f3d-7690aef422b3
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- 4754565b-159c-45f1-9ba3-07e2998f8815
- Group
- 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe
- Scribble
- false
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1374.6395
366.64322
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1476.9833
366.64322
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1476.9833
390.09296
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1374.6395
390.09296
- A quick note
- Microsoft Sans Serif
- 468a83c6-4107-4d48-87d9-0eb71f9930fd
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- Scribble
- Scribble
- 25
- Cylinders
-
1369.6395
361.64322
112.34375
33.449738
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1374.6395
366.64322
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- Mesh
- Contains a collection of polygon meshes
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- Mesh
- Mesh
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-
194
221
50
20
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219.37799
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- Bounding Box
- Solve oriented geometry bounding boxes.
- true
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- Bounding Box
- BBox
-
599
269
56
44
-
626
291
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- Geometry to contain
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- Content
- C
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-
601
271
10
20
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607.5
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- BoundingBox orientation plane
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- Plane
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- 0
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601
291
10
20
-
607.5
301
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
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- Aligned bounding box in world coordinates
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- Box
- B
- false
- 0
-
641
271
12
20
-
647
281
- 1
- Bounding box in orientation plane coordinates
- true
- 0621fcee-976e-40ae-b36a-da74dc08a48f
- Box
- B
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- 0
-
641
291
12
20
-
647
301
- 290f418a-65ee-406a-a9d0-35699815b512
- Scale NU
- Scale an object with non-uniform factors.
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- Scale NU
- Scale NU
-
784
292
57
104
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811
344
- Base geometry
- abd5fc90-e782-4dbe-9888-e47dd101a5d3
- Geometry
- G
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- f3c710b4-7549-4108-837c-745415e893d6
- 1
-
786
294
10
20
-
792.5
304
- Base plane
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- Plane
- P
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- 07b3165f-d252-4ece-9e68-cac37c04cb6b
- 1
-
786
314
10
20
-
792.5
324
- 1
- 1
- {0}
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0
0
0
1
0
0
0
1
0
- Scaling factor in {x} direction
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- Scale X
- X
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- 1
-
786
334
10
20
-
792.5
344
- 1
- 1
- {0}
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- Scaling factor in {y} direction
- 2f375047-b102-4d67-bb23-8d66a7ed33ac
- Scale Y
- Y
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- b018568d-9632-42a4-b291-25255c71ad7c
- 1
-
786
354
10
20
-
792.5
364
- 1
- 1
- {0}
- 1
- Scaling factor in {z} direction
- a62ece21-00cb-49b8-bd5b-2a2e66eb4cf1
- Scale Z
- Z
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- edb50ebb-9af0-4822-a83a-0de5ca103bc5
- 1
-
786
374
10
20
-
792.5
384
- 1
- 1
- {0}
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- Scaled geometry
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- Geometry
- G
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- 0
-
826
294
13
50
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832.5
319
- Transformation data
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- Transform
- X
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- 0
-
826
344
13
50
-
832.5
369
- d8698126-0e91-4ae7-ba05-2490258573ea
- Plane Through Shape
- Make a rectangular surface that is larger than a given shape.
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- Plane Through Shape
- PxS
- false
-
1172
213
55
64
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1198
245
- Surface plane
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- Plane
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- 720ba563-2b92-4c1a-be63-2e9d4396c3da
- 1
-
1174
215
9
20
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1180
225
- Shape to exceed
- 456f1e92-6651-4585-8221-a39c219e2385
- Shape
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- 49dd795e-f014-43bf-ba5e-573fe881f945
- 1
-
1174
235
9
20
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1180
245
- Boundary inflation amount
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- Inflate
- I
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- 0
-
1174
255
9
20
-
1180
265
- 1
- 1
- {0}
- 1
- Resulting planar surface
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- Surface
- S
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- 0
-
1213
215
12
60
-
1219
245
- 17b7152b-d30d-4d50-b9ef-c9fe25576fc2
- XY Plane
- World XY plane.
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- XY Plane
- XY
-
904
221
56
28
-
931
235
- Origin of plane
- e0b81f39-0f5d-4df8-a180-e797f4697800
- Origin
- O
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- 07b3165f-d252-4ece-9e68-cac37c04cb6b
- 1
-
906
223
10
24
-
912.5
235
- 1
- 1
- {0}
-
0
0
0
- World XY plane
- 720ba563-2b92-4c1a-be63-2e9d4396c3da
- Plane
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- 0
-
946
223
12
24
-
952
235
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
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- Number Slider
- false
- 0
-
511
329
166
20
-
511.5061
329.79785
- 1
- 1
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- 0
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- Number Slider
- Numeric slider for single values
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- Number Slider
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- 0
-
511
354
165
20
-
511.1195
354.80078
- 1
- 1
- 0
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- 0
- 2
- 9abae6b7-fa1d-448c-9209-4a8155345841
- Deconstruct
- Deconstruct a point into its component parts.
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- Deconstruct
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907
303
55
64
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933
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- Input point
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- Point
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- 1
-
909
305
9
60
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915
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- Point {x} component
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- X component
- X
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- 0
-
948
305
12
20
-
954
315
- Point {y} component
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- Y component
- Y
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-
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325
12
20
-
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335
- Point {z} component
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- Z component
- Z
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- 0
-
948
345
12
20
-
954
355
- af9cdb9d-9617-4827-bb3c-9efd88c76a70
- Box Properties
- Get some properties of a box
- true
- 12836b80-ad0f-45ba-8731-74d0e59f46f9
- Box Properties
- BoxProp
-
783
125
56
104
-
809
177
- Box to analyze
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- Box
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- f3c710b4-7549-4108-837c-745415e893d6
- 1
-
785
127
9
100
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791
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- Center point of box
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- Center
- C
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- 0
-
824
127
13
20
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830.5
137
- Diagonal vector of box
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- Diagonal
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147
13
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830.5
157
- Area of box
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- 0
-
824
167
13
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830.5
177
- Volume of box
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- Volume
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- 0
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187
13
20
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830.5
197
- Degeneracy of box
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- Degeneracy
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-
824
207
13
20
-
830.5
217
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
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- Move
- Move
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57
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- Base geometry
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- Geometry
- G
- true
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- 1
-
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10
20
-
1187.5
353
- Translation vector
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- Motion
- T
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- e8139377-563f-4c98-a216-78f2c23fc16d
- 1
-
1181
363
10
20
-
1187.5
373
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
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- Geometry
- G
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- 0
-
1221
343
13
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-
1227.5
353
- Transformation data
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- Transform
- X
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- 0
-
1221
363
13
20
-
1227.5
373
- 79f9fbb3-8f1d-4d9a-88a9-f7961b1012cd
- Unit X
- Unit vector parallel to the world {x} axis.
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- Unit X
- X
-
1083
359
55
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-
1109
373
- Unit multiplication
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- Factor
- F
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- 28e93299-b75f-4db6-8451-13f458039e6c
- 1
-
1085
361
9
24
-
1091
373
- 1
- 1
- {0}
- 1
- World {x} vector
- e8139377-563f-4c98-a216-78f2c23fc16d
- Unit vector
- V
- false
- 0
-
1124
361
12
24
-
1130
373
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
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- Division
- A/B
-
991
352
55
44
-
1017
374
- Item to divide (dividend)
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- A
- A
- false
- b05bd53d-120b-4551-8552-f1217b157653
- 1
-
993
354
9
20
-
999
364
- Item to divide with (divisor)
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- B
- B
- false
- 202f2728-40ac-40f5-b6da-91a636ddac2b
- 1
-
993
374
9
20
-
999
384
- The result of the Division
- 28e93299-b75f-4db6-8451-13f458039e6c
- Result
- R
- false
- 0
-
1032
354
12
40
-
1038
374
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 202f2728-40ac-40f5-b6da-91a636ddac2b
- Integer
- -2
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- 0
-
913
375
50
20
-
938.91864
385.43945
- 1
- 1
- {0}
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- fab11c30-2d9c-4d15-ab3c-2289f1ae5c21
- Solid Difference
- Perform a solid difference on two Brep sets.
- 322d6264-0719-412e-b312-a4fb6fe93f95
- Solid Difference
- SDiff
-
1669
222
87
44
-
1711
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- First Brep set
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- Breps A
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-
1671
224
25
20
-
1693
234
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- Second Brep set
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- Breps B
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- ad46dc04-ea8d-4c66-a46d-a98565fbb063
- 2
-
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244
25
20
-
1693
254
- 1
- Difference result
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- Result
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- 0
-
1726
224
28
40
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1732
244
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53
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49
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1609
230
12
49
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1615
254.5
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33
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29
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150;170;135;255
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610
55
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- Multiplication
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- Multiplication
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554
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- Color of the geometry object.
- 24b87f9e-a96a-4d5c-ab3b-9cc76558edd5
- Object Color
- ObjColor
- false
- 0
-
2013
242
59
20
-
2044
252
- 1
- 1
- {0}
-
255;255;254;254
- Color of the geometry layer.
- 53e03bcd-c75a-48e0-891d-97a3b1247ed6
- Layer Color
- LayerColor
- false
- 0
-
2013
262
59
20
-
2044
272
- 1
- 1
- {0}
-
255;255;254;254
- 1
- User string data for the object.
- 05d95d87-2f6c-4d68-940d-1ef48921cc60
- User String
- UserStrings
- false
- 0
-
2013
282
59
20
-
2044
292
- 1
- 1
- {0}
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- 1
- Matching unique keys for user strings.
- 6035a0f7-6a70-4009-b468-847d690a6498
- User Keys
- UserKeys
- false
- 0
-
2013
302
59
20
-
2044
312
- 1
- 1
- {0}
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- Vector 2Pt
- Create a vector between two points.
- true
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- Vector 2Pt
- Vec2Pt
-
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861
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64
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- Base point
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- Point A
- A
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- 1
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1252
863
10
20
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1258.5
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- Tip point
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- Point B
- B
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- 1
-
1252
883
10
20
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1258.5
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- Unitize output
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- Unitize
- U
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- 0
-
1252
903
10
20
-
1258.5
913
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- 1
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- Vector
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- Vector
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- 0
-
1292
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12
30
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1298
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- Vector length
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- Length
- L
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- 0
-
1292
893
12
30
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1298
908
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
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- Point
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- 0
-
1112
864
50
20
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1137.8953
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- {0}
-
0
0
0
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- Move
- Translate (move) an object along a vector.
- true
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- Move
- Move
-
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57
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- Base geometry
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- Geometry
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1656
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10
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- Translation vector
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- Motion
- T
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- 1
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1656
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10
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1662.5
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- 1
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- {0}
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0
0
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- Translated geometry
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- Geometry
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13
20
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- Transformation data
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- Transform
- X
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-
1696
848
13
20
-
1702.5
858
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- Move
- Translate (move) an object along a vector.
- true
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- Move
- Move
-
1653
933
57
44
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1680
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- Base geometry
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- Geometry
- G
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1655
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10
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1661.5
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- Translation vector
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- Motion
- T
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1655
955
10
20
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1661.5
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- 1
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- {0}
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0
0
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- Translated geometry
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- Geometry
- G
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1695
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13
20
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1701.5
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- Transformation data
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- Transform
- X
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-
1695
955
13
20
-
1701.5
965
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- Unit X
- Unit vector parallel to the world {x} axis.
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- Unit X
- X
-
1002
816
55
28
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1028
830
- Unit multiplication
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- Factor
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- 1
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1004
818
9
24
-
1010
830
- 1
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- {0}
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- World {x} vector
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- Unit vector
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- 0
-
1043
818
12
24
-
1049
830
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- Subtraction
- Mathematical subtraction
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- Subtraction
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-
1106
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55
44
-
1132
820
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- 1
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- First operand for subtraction
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- A
- A
- true
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- 1
-
1108
800
9
20
-
1114
810
- Second operand for subtraction
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- B
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- true
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- 1
-
1108
820
9
20
-
1114
830
- Result of subtraction
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- Result
- R
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- 0
-
1147
800
12
40
-
1153
820
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- Addition
- Mathematical addition
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- Addition
- A+B
-
885
798
56
64
-
912
830
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
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- A
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- 1
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887
800
10
20
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893.5
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- Second item for addition
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- B
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- 1
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887
820
10
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- Third item for addition
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- C
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- 1
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887
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10
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- Result of addition
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- Result
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- 0
-
927
800
12
60
-
933
830
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- Number Slider
- Numeric slider for single values
- 6464281f-de94-4e54-8071-1f04933b69b6
- Number Slider
- Adjust
- false
- 0
-
651
840
160
20
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651.1435
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- 3
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- Addition
- Mathematical addition
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- Addition
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-
1493
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55
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1519
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- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
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- A
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- 1
-
1495
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9
20
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1501
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- Second item for addition
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- B
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- 1
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1495
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9
20
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- Result of addition
- 960799ad-421a-49c7-9ec6-431f4367d418
- Result
- R
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- 0
-
1534
838
12
40
-
1540
858
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- aaa4ff65-cbca-4ba2-852d-f232b705c61c
- Move
- Move
-
954
18
57
44
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981
40
- Base geometry
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- Geometry
- G
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- 1
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956
20
10
20
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962.5
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- Translation vector
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- Motion
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- 1
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956
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10
20
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962.5
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- 1
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- {0}
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0
0
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- Translated geometry
- c5801ed5-a193-4b42-b97c-08c62c01b8f7
- Geometry
- G
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- 0
-
996
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13
20
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1002.5
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- Transformation data
- f3fe00bb-ee16-4e09-8ce7-3dee78403d3a
- Transform
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- 0
-
996
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13
20
-
1002.5
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- cc2b626f-6eff-4d08-9829-2877560693f4
- Evaluate
- Evaluate an expression with a flexible number of variables.
- d57f30f2-9a18-4129-ac13-813ed8fb7494
- Evaluate
- Eval
-
789
9
55
64
-
815
41
- 3
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- Expression to evaluate
- (x*y)/2
- c2587252-fe55-450f-a82f-b6c1441cf14e
- Expression
- E
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- 0
-
791
11
9
20
-
797
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- 'x' value used to evaluate Expression
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- x
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- 1
-
791
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9
20
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797
41
- 'y' value used to evaluate Expression
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- y
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- true
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- 1
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791
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9
20
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797
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- Expression result
- 4d3c7eac-a971-443f-b8dd-9db7d8c49bfc
- Result
- R
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- 0
-
830
11
12
60
-
836
41
- 79f9fbb3-8f1d-4d9a-88a9-f7961b1012cd
- Unit X
- Unit vector parallel to the world {x} axis.
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- Unit X
- X
-
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55
28
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- Unit multiplication
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- Factor
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- 1
-
871
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9
24
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877
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- 1
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- World {x} vector
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- Unit vector
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- 0
-
910
36
12
24
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916
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- Scale NU
- Scale an object with non-uniform factors.
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- Scale NU
- Scale NU
-
1080
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57
104
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1107
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- Base geometry
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- Geometry
- G
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- 1
-
1082
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10
20
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1088.5
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- Base plane
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- Plane
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- 1
-
1082
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10
20
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1088.5
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- 1
- 1
- {0}
-
0
0
0
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0
0
0
1
0
- Scaling factor in {x} direction
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- Scale X
- X
- false
- 90952b75-119e-41ba-81cc-a21224a86f3e
- 1
-
1082
-16
10
20
-
1088.5
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- 1
- 1
- {0}
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- Scaling factor in {y} direction
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- Scale Y
- Y
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- 0
-
1082
4
10
20
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1088.5
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- 1
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- Scaling factor in {z} direction
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- Scale Z
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- 0
-
1082
24
10
20
-
1088.5
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- 1
- 1
- {0}
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- Scaled geometry
- 49dd795e-f014-43bf-ba5e-573fe881f945
- Geometry
- G
- false
- 0
-
1122
-56
13
50
-
1128.5
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- Transformation data
- 916797fd-0a86-4178-a8ff-7261299fb42a
- Transform
- X
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-
1122
-6
13
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-
1128.5
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- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
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- Number Slider
- false
- 0
-
804
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166
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804.74176
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- 1
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- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 96355766-4605-499d-ad02-bf195f01197d
- Number Slider
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- 0
-
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521
163
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521.7812
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- A quick note
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- Scribble
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- Adjust Pin A
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- Scribble
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- A quick note
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- Scribble
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- Adjust Pin B
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- Group
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-
150;170;135;255
- A group of Grasshopper objects
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- Group
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- A quick note
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- Bounding Box including funnel
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342.48303
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- Group
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-
150;170;135;255
- A group of Grasshopper objects
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- Group
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