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- Grasshopper
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- Robert McNeel & Associates
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- Grasshopper
- 8.28.26041.11002
- Robert McNeel & Associates
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- Grasshopper
- 8.28.26041.11002
- Robert McNeel & Associates
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- Grasshopper
- 8.28.26041.11002
- Robert McNeel & Associates
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- Grasshopper
- 8.28.26041.11002
- Robert McNeel & Associates
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- Number
- Contains a collection of floating point numbers
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- Number
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- Number Slider
- Numeric slider for single values
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131
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131.5
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- Number Slider
- Numeric slider for single values
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- Number Slider
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- 0
-
131
351
168
20
-
131.5
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- 1
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- Number
- Contains a collection of floating point numbers
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- Number
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108
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- Number Slider
- Numeric slider for single values
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- Number
- Contains a collection of floating point numbers
- 15b82bee-bf4b-486b-ad79-9594b1cb6f78
- Number
- SpoolInternalDiameter
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- 1
-
359
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- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- a503a31f-e846-4802-87e0-c5e95d465d1d
- Number Slider
- false
- 0
-
131
431
168
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- bab3026f-cd66-465a-bce7-64bbb726cda2
- Number
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-
359
431
102
20
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410
441.6667
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- Circle
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- Circle
- Cir
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558
292
72
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-
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560
294
25
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-
0
0
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- 1
-
560
314
25
20
-
582
324
- 1
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- Resulting circle
- 63d65daf-b7e1-4f03-98b8-71dda8a44730
- Circle
- C
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- 0
-
615
294
13
40
-
621.5
314
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- Point
- Contains a collection of three-dimensional points
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- Point
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-
131
294
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20
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304
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0
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- Circle
- Create a circle defined by base plane and radius.
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- Circle
- Cir
-
558
348
72
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600
370
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- Plane
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- 1
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560
350
25
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582
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- {0}
-
0
0
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0
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- Radius of circle
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- x/2
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- R
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- 1
-
560
370
25
20
-
582
380
- 1
- 1
- {0}
- 1
- Resulting circle
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- Circle
- C
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- 0
-
615
350
13
40
-
621.5
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- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
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- Move
- Move
-
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406
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44
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428
- Base geometry
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- Geometry
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- 1
-
774
408
10
20
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780.5
418
- Translation vector
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- Motion
- T
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- 62a91deb-f615-4462-80c7-962b335d3a8e
- 1
-
774
428
10
20
-
780.5
438
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 5c9a7e53-6dff-4171-9d70-5a5a9def1ad5
- Geometry
- G
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- 0
-
814
408
13
20
-
820.5
418
- Transformation data
- e2bef91b-846f-4b52-a134-188456d9f34b
- Transform
- X
- false
- 0
-
814
428
13
20
-
820.5
438
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- 2922977d-c231-4e3d-9c66-5da4a8d264c0
- Unit Z
- Z
-
654
427
55
28
-
680
441
- Unit multiplication
- 3daadbec-6220-4ae8-83ae-aa24e8992c8a
- Factor
- F
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- 6737ded2-464c-45c3-bced-a9cb638add24
- 1
-
656
429
9
24
-
662
441
- 1
- 1
- {0}
- 1
- World {z} vector
- 62a91deb-f615-4462-80c7-962b335d3a8e
- Unit vector
- V
- false
- 0
-
695
429
12
24
-
701
441
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
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- Addition
- A+B
-
545
419
55
44
-
571
441
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 302e40fc-fdc6-4403-9fc1-d393c69464e3
- A
- A
- true
- bab3026f-cd66-465a-bce7-64bbb726cda2
- 1
-
547
421
9
20
-
553
431
- Second item for addition
- b356a976-4c07-40f5-9dd3-dbb4159a6115
- B
- B
- true
- 4d1f076d-d5da-40c8-bc44-ae9212ab6313
- 1
-
547
441
9
20
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451
- Result of addition
- 6737ded2-464c-45c3-bced-a9cb638add24
- Result
- R
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- 0
-
586
421
12
40
-
592
441
- 962034e9-cc27-4394-afc4-5c16e3447cf9
- Extrude
- Extrude points, curves and surfaces along a vector.
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- Extrude
- Extr
-
917
276
56
44
-
944
298
- Profile surface
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- Base
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- 63d65daf-b7e1-4f03-98b8-71dda8a44730
- 2
-
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278
10
20
-
925.5
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- Extrusion direction
- 51d43dee-9d23-4f1c-8370-9238a0baef70
- Direction
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- 1
-
919
298
10
20
-
925.5
308
- Extrusion result
- a28184a1-07fd-48e6-bb0f-15f49841c989
- Extrusion
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- 0
-
959
278
12
40
-
965
298
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
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- Unit Z
- Z
-
654
468
55
28
-
680
482
- Unit multiplication
- 3fcaa4a2-8345-40b0-87fd-ad846da4c5ff
- Factor
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- 4d1f076d-d5da-40c8-bc44-ae9212ab6313
- 1
-
656
470
9
24
-
662
482
- 1
- 1
- {0}
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- World {z} vector
- bcbc1ce5-c1df-407a-b771-11a925cfd3d6
- Unit vector
- V
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- 0
-
695
470
12
24
-
701
482
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- Cap Holes
- Cap all planar holes in a Brep.
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- Cap Holes
- Cap
-
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55
33
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- Brep to cap
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- Brep
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- a28184a1-07fd-48e6-bb0f-15f49841c989
- 1
-
998
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9
29
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1004
298.5
- Capped Brep
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- Brep
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- 0
-
1037
284
12
29
-
1043
298.5
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
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- d60dd68d-9069-4419-981e-768d302ab757
- Move
- Move
-
774
358
57
44
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380
- Base geometry
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- Geometry
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- 1
-
776
360
10
20
-
782.5
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- Translation vector
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- Motion
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- 62a91deb-f615-4462-80c7-962b335d3a8e
- 1
-
776
380
10
20
-
782.5
390
- 1
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- {0}
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0
0
10
- Translated geometry
- 386ebcc3-43d5-433b-8c8a-9706c0b05c57
- Geometry
- G
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- 0
-
816
360
13
20
-
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370
- Transformation data
- 4d4137cd-5750-4d07-93f5-6b5e07a944bc
- Transform
- X
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- 0
-
816
380
13
20
-
822.5
390
- 962034e9-cc27-4394-afc4-5c16e3447cf9
- Extrude
- Extrude points, curves and surfaces along a vector.
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- 248404fd-0e38-49ed-a516-c97b0ad298b4
- Extrude
- Extr
-
921
332
56
44
-
948
354
- Profile surface
- 63886fbc-aa46-46f4-b79f-0ddbcf8d53cd
- Base
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- 5c9a7e53-6dff-4171-9d70-5a5a9def1ad5
- 09998305-be8b-44fd-9346-489db6c433d4
- 2
-
923
334
10
20
-
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344
- Extrusion direction
- 3a1b750d-f9c7-4337-bc26-ed6c27f74dd6
- Direction
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- bcbc1ce5-c1df-407a-b771-11a925cfd3d6
- 1
-
923
354
10
20
-
929.5
364
- Extrusion result
- 10e27530-0df4-4a54-b8df-32b043a648c7
- Extrusion
- E
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- 0
-
963
334
12
40
-
969
354
- b648d933-ddea-4e75-834c-8f6f3793e311
- Cap Holes
- Cap all planar holes in a Brep.
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- Cap Holes
- Cap
-
1000
338
55
33
-
1026
355
- Brep to cap
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- Brep
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- 10e27530-0df4-4a54-b8df-32b043a648c7
- 1
-
1002
340
9
29
-
1008
354.5
- Capped Brep
- 2f350dda-51a6-4ed5-a161-a42d0e72fac9
- Brep
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- 0
-
1041
340
12
29
-
1047
354.5
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- Solid Difference
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- Solid Difference
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307
55
44
-
1124
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- First Brep set
- 36e2341a-8ecb-4771-8a13-70cbb0fc2393
- Breps A
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- 282ce5a6-af01-4586-be82-d3cf19a46a59
- 1
-
1100
309
9
20
-
1106
319
- 1
- Second Brep set
- 37b3d810-4155-4381-9486-22531e1afe39
- Breps B
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- false
- 2f350dda-51a6-4ed5-a161-a42d0e72fac9
- 1
-
1100
329
9
20
-
1106
339
- 1
- Difference result
- de216da7-7f8a-4967-8a33-b8050d4fdfc4
- Result
- R
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- 0
-
1139
309
12
40
-
1145
329
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 88f3dd7f-467b-4a92-a3f0-43b4d683858f
- Number Slider
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- 0
-
133
511
168
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133.71793
511.54822
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- 1
- 1
- 1000
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- 105
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- Subtraction
- Mathematical subtraction
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- Subtraction
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-
415
532
55
44
-
441
554
- 2
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 4b98a9fe-5f65-45d3-8706-ff1177bc13e5
- A
- A
- true
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- 1
-
417
534
9
20
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423
544
- Second operand for subtraction
- ed00da78-4416-4c8c-9c34-e456d6edfa54
- B
- B
- true
- 7edf0ba2-c715-40ff-b09e-443af43fc782
- 1
-
417
554
9
20
-
423
564
- Result of subtraction
- 4187b780-bdaa-4638-8c4f-16c837d69eab
- Result
- R
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- 0
-
456
534
12
40
-
462
554
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
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- Number
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362
503
108
20
-
416.8924
513.4894
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- Circle
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- Circle
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-
538
500
72
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- Base plane of circle
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-
540
502
25
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-
562
512
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- {0}
-
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0
0
1
0
0
0
1
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- Radius of circle
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- x/2
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- 1
-
540
522
25
20
-
562
532
- 1
- 1
- {0}
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- Resulting circle
- 141ec34f-265f-4460-93c2-9a179b9a4cd6
- Circle
- C
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- 0
-
595
502
13
40
-
601.5
522
- 807b86e3-be8d-4970-92b5-f8cdcb45b06b
- Circle
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- Circle
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-
539
552
72
44
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574
- Base plane of circle
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- Plane
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- 961fe95b-c6bb-4299-b725-4fc2ba6b4d5b
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541
554
25
20
-
563
564
- 1
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- {0}
-
0
0
0
1
0
0
0
1
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- Radius of circle
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- x/2
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- false
- 4187b780-bdaa-4638-8c4f-16c837d69eab
- 1
-
541
574
25
20
-
563
584
- 1
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- {0}
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- Resulting circle
- 9b1b175f-8f5d-4191-a337-c5c38c38b46f
- Circle
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- 0
-
596
554
13
40
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602.5
574
- 962034e9-cc27-4394-afc4-5c16e3447cf9
- Extrude
- Extrude points, curves and surfaces along a vector.
- true
- 51510be4-90a2-45e7-8100-fce7f2f58c03
- Extrude
- Extr
-
644
561
56
44
-
671
583
- Profile surface
- c24c45c2-932a-491a-aa0f-8184dc43fdbd
- Base
- B
- false
- 54495d0c-9896-4caf-93a3-5d16261b3151
- 1
-
646
563
10
20
-
652.5
573
- Extrusion direction
- 16f9f694-8217-4972-8e22-efcbbab0f2c5
- Direction
- D
- false
- 707a65ce-b756-4dd1-acc0-6ec850c453a2
- 1
-
646
583
10
20
-
652.5
593
- Extrusion result
- 879f708a-0f03-4f80-ac9d-9d6baac43050
- Extrusion
- E
- false
- 0
-
686
563
12
40
-
692
583
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- 5611e836-42d2-46d8-a757-832537b8d930
- Unit Z
- Z
-
543
640
55
28
-
569
654
- Unit multiplication
- 284dfc79-215b-483f-a9be-a0183959f961
- Factor
- F
- false
- bab3026f-cd66-465a-bce7-64bbb726cda2
- 1
-
545
642
9
24
-
551
654
- 1
- 1
- {0}
- 1
- World {z} vector
- 707a65ce-b756-4dd1-acc0-6ec850c453a2
- Unit vector
- V
- false
- 0
-
584
642
12
24
-
590
654
- b648d933-ddea-4e75-834c-8f6f3793e311
- Cap Holes
- Cap all planar holes in a Brep.
- true
- 7162c3f6-ff50-43ad-93be-76812e825f1b
- Cap Holes
- Cap
-
729
565
55
33
-
755
582
- Brep to cap
- ab8690a0-7676-4777-8ccf-7d4576d092e5
- Brep
- B
- false
- 879f708a-0f03-4f80-ac9d-9d6baac43050
- 1
-
731
567
9
29
-
737
581.5
- Capped Brep
- 445a953c-6981-4d8c-908d-ca1f4733f9df
- Brep
- B
- false
- 0
-
770
567
12
29
-
776
581.5
- fab11c30-2d9c-4d15-ab3c-2289f1ae5c21
- Solid Difference
- Perform a solid difference on two Brep sets.
- true
- f92b6cd7-7f07-471e-876b-b1859d0317ab
- Solid Difference
- SDiff
-
857
546
55
44
-
883
568
- 1
- First Brep set
- c9317b71-df0a-494c-a17e-dd4f978ff5a6
- Breps A
- A
- false
- 445a953c-6981-4d8c-908d-ca1f4733f9df
- 1
-
859
548
9
20
-
865
558
- 1
- Second Brep set
- 5cdf8224-f06e-46ca-8e41-5877205c5573
- Breps B
- B
- false
- 17e8f6e1-7bb9-42fc-a625-fc55fa04d94e
- 1
-
859
568
9
20
-
865
578
- 1
- Difference result
- ffeae7bc-e699-4019-941f-d61ba3699f99
- Result
- R
- false
- 0
-
898
548
12
40
-
904
568
- 962034e9-cc27-4394-afc4-5c16e3447cf9
- Extrude
- Extrude points, curves and surfaces along a vector.
- true
- ce711891-da6c-49b4-9a86-2011217c7f16
- Extrude
- Extr
-
653
623
56
44
-
680
645
- Profile surface
- bc34af4d-54d1-4c5f-8b51-a67db234065c
- Base
- B
- false
- a5ef894c-dbe6-4a1e-bb6b-92674b2143cd
- 1
-
655
625
10
20
-
661.5
635
- Extrusion direction
- 2f84b3e8-c413-4443-a2e3-f623ea0fb585
- Direction
- D
- false
- 707a65ce-b756-4dd1-acc0-6ec850c453a2
- 1
-
655
645
10
20
-
661.5
655
- Extrusion result
- 96814a76-5985-405f-bacb-6d7765d65947
- Extrusion
- E
- false
- 0
-
695
625
12
40
-
701
645
- b648d933-ddea-4e75-834c-8f6f3793e311
- Cap Holes
- Cap all planar holes in a Brep.
- true
- 3d2ff202-c941-4ae0-b39f-4daa53a81583
- Cap Holes
- Cap
-
738
627
55
33
-
764
644
- Brep to cap
- 05900679-754b-4131-8dae-963a0f87becb
- Brep
- B
- false
- 96814a76-5985-405f-bacb-6d7765d65947
- 1
-
740
629
9
29
-
746
643.5
- Capped Brep
- 17e8f6e1-7bb9-42fc-a625-fc55fa04d94e
- Brep
- B
- false
- 0
-
779
629
12
29
-
785
643.5
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 58ed0620-77c2-4d63-b4ae-734ccbc7ba51
- Move
- Move
-
428
575
57
44
-
455
597
- Base geometry
- 3c870f50-fe1e-4882-8c36-57c7148a5d07
- Geometry
- G
- true
- 141ec34f-265f-4460-93c2-9a179b9a4cd6
- 1
-
430
577
10
20
-
436.5
587
- Translation vector
- 2a9e16e3-a019-4986-b70d-771aff581084
- Motion
- T
- false
- 0e225d11-7198-4c47-b65b-2cbfb6b92695
- 1
-
430
597
10
20
-
436.5
607
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 54495d0c-9896-4caf-93a3-5d16261b3151
- Geometry
- G
- false
- 0
-
470
577
13
20
-
476.5
587
- Transformation data
- 64e3e915-5c63-45a2-8a7d-3eb078539313
- Transform
- X
- false
- 0
-
470
597
13
20
-
476.5
607
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- 8059b165-8b77-4058-9d18-b1218b56a1e5
- Unit Z
- Z
-
343
593
55
28
-
369
607
- Unit multiplication
- 0f011fce-cf05-4da5-bfca-a3ac8bc3907b
- Factor
- F
- false
- 4d1f076d-d5da-40c8-bc44-ae9212ab6313
- 1
-
345
595
9
24
-
351
607
- 1
- 1
- {0}
- 1
- World {z} vector
- 0e225d11-7198-4c47-b65b-2cbfb6b92695
- Unit vector
- V
- false
- 0
-
384
595
12
24
-
390
607
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 9340741f-994c-4a37-b726-b1f42a115f53
- Move
- Move
-
429
625
57
44
-
456
647
- Base geometry
- 738e7de7-2848-4224-988e-9b5a16e696cd
- Geometry
- G
- true
- 9b1b175f-8f5d-4191-a337-c5c38c38b46f
- 1
-
431
627
10
20
-
437.5
637
- Translation vector
- 45218615-130d-4905-8bc6-53683f2a7584
- Motion
- T
- false
- 0e225d11-7198-4c47-b65b-2cbfb6b92695
- 1
-
431
647
10
20
-
437.5
657
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- a5ef894c-dbe6-4a1e-bb6b-92674b2143cd
- Geometry
- G
- false
- 0
-
471
627
13
20
-
477.5
637
- Transformation data
- 2fcc18a2-182f-41ae-a66a-cd688c36f1bd
- Transform
- X
- false
- 0
-
471
647
13
20
-
477.5
657
- 10434a15-da85-4281-bb64-a2b3a995b9c6
- Solid Union
- Perform a solid union on a set of Breps.
- 72f34546-f835-4edc-a3bb-ca4d0b9b2246
- Solid Union
- SUnion
-
1271
425
55
53
-
1297
452
- 1
- Breps to union
- 00058fc1-a9d8-46a1-88b2-9a826f4a5caf
- Breps
- B
- false
- de216da7-7f8a-4967-8a33-b8050d4fdfc4
- ffeae7bc-e699-4019-941f-d61ba3699f99
- 2
-
1273
427
9
49
-
1279
451.5
- 1
- Union result
- 9e93f5a7-1a73-4b24-8308-fa1bbf52ff0a
- Result
- R
- false
- 0
-
1312
427
12
49
-
1318
451.5
-
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