-
0
2
2
-
0
9
56
- 000ea666-c514-4ba9-918d-0159e1f7d441
-
255;0;0;0
-
100;0;150;0
- Shaded
- 2
- 2013_09_02-fracture.ghx
- 635132153778063541
- 0
-
12
12
- 1.25
- 0
- 0
- 20
- 9d4854fe-70db-4863-967b-4120d0b6d2e4
- Voronoi Groups
- Voronoi Groups
- VorGroup
- Compute a custom set of nested voronoi diagrams.
- f8f4929a-64bb-45c1-8ccc-18e6b1497948
- true
-
329
52
-
292
12
78
80
- 3
- 2
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
- fbac3e32-f100-4292-8692-77240a42fd1a
- fbac3e32-f100-4292-8692-77240a42fd1a
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Boundary
- B
- Diagram boundary
- 38da0715-9f27-460b-8d7f-1657d9b0ac89
- false
- 1
- be2afbf2-90f7-4eae-b07c-4a5ef39f993d
-
305.5
26.66667
-
294
14
20
25
- 1
- {0}
- 1
-
-3.59227218559108
-3.25561982590316
0
1
0
0
0
1
0
-
0
28.5790613818019
0
13.808277066596
- Generation 1
- G1
- Points in generation 1
- 47ff9085-a381-4e02-a320-bb4cbf7de039
- false
- 1
- true
- 1
- d7869770-274d-439e-bcf8-b17988b9d4a3
-
305.5
52
-
294
39
20
25
- Generation 2
- G2
- Points in generation 2
- a3b4602c-5511-45c1-924f-6f069af926bf
- false
- 1
- true
- 1
- b001502a-4cb3-4349-8abb-96f2b9011725
-
305.5
77.33334
-
294
64
20
26
- Diagram 1
- D1
- Voronoi diagram for generation 1
- ea6c7ab9-943d-4d6a-8c55-71319fad9e5a
- false
- 1
- false
- 0
-
356
33
-
344
14
24
38
- Diagram 2
- D2
- Voronoi diagram for generation 2
- 330e3825-2d14-4309-a7d9-f07ee68b6e4e
- false
- 1
- false
- 0
-
356
71
-
344
52
24
38
- e2d958e8-9f08-44f7-bf47-a684882d0b2a
- Populate 2D
- Populate 2D
- Pop2D
- Populate a 2-Dimensional region with points
- 42c22d58-8eef-4cde-b131-8f728a73bc60
- true
-
194
62
-
163
20
64
84
- Region
- R
- Rectangle that defines the 2D region for point insertion
- f434ee4e-4035-46f1-adc9-7573a90f25ab
- false
- 1
- be2afbf2-90f7-4eae-b07c-4a5ef39f993d
-
173.5
32
-
165
22
14
20
- 1
- {0}
- 1
-
0
0
0
1
0
0
0
1
0
-
0
20
0
10
- Count
- N
- Number of points to add
- c472554c-d376-40e8-a21e-f8c95f13a29c
- false
- 0
-
173.5
52
-
165
42
14
20
- 1
- {0}
- 1
- 50
- Seed
- S
- Random seed for insertion
- c4237276-31ca-4202-be39-1d5fe3ad7018
- false
- 0
-
173.5
72
-
165
62
14
20
- 1
- {0}
- 1
- 1
- Points
- P
- Optional pre-existing population
- 31401a68-3987-4ef7-a801-ba853da3a468
- 1
- true
- 0
-
173.5
92
-
165
82
14
20
- Population
- P
- Population of inserted points
- d7869770-274d-439e-bcf8-b17988b9d4a3
- 1
- false
- 0
-
217
62
-
209
22
16
80
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
- Boundary
- Boundary
- B
- Diagram boundary
- be2afbf2-90f7-4eae-b07c-4a5ef39f993d
- true
- false
- 0
-
95.49997
118.4666
-
70
108
50
20
- 1
- {0}
- 1
-
-6.91178538492342
-7.10367587456957
0
1
0
0
0
1
0
-
0
33.4009826489552
0
24.9349910072398
- e2d958e8-9f08-44f7-bf47-a684882d0b2a
- Populate 2D
- Populate 2D
- Pop2D
- Populate a 2-Dimensional region with points
- 896a7e83-745e-4463-ad2c-3e797e7f756a
- true
-
197
158
-
166
116
64
84
- Region
- R
- Rectangle that defines the 2D region for point insertion
- 1ecf6898-4f52-4067-9907-8db01f8b4f3e
- false
- 1
- be2afbf2-90f7-4eae-b07c-4a5ef39f993d
-
176.5
128
-
168
118
14
20
- 1
- {0}
- 1
-
0
0
0
1
0
0
0
1
0
-
0
20
0
10
- Count
- N
- Number of points to add
- 5964c0b4-20f8-4141-9182-66739735c9f4
- false
- 0
-
176.5
148
-
168
138
14
20
- 1
- {0}
- 1
- 200
- Seed
- S
- Random seed for insertion
- 9e9bf458-f00c-4521-aae2-424ba2362fb6
- false
- 0
-
176.5
168
-
168
158
14
20
- 1
- {0}
- 1
- 55
- Points
- P
- Optional pre-existing population
- 277f6274-3278-41ae-a053-d9184b496416
- 1
- true
- 0
-
176.5
188
-
168
178
14
20
- Population
- P
- Population of inserted points
- b001502a-4cb3-4349-8abb-96f2b9011725
- 1
- false
- 0
-
220
158
-
212
118
16
80
- 2e205f24-9279-47b2-b414-d06dcd0b21a7
- Area
- Area
- Area
- Solve area properties for breps, meshes and planar closed curves.
- d2778047-9fbd-4bb8-bca2-422033aa5729
- true
-
411
143
-
380
120
81
46
- Geometry
- G
- Brep, mesh or planar closed curve for area computation
- 984697ae-ad08-4c0a-9102-eed9e0083a20
- false
- 1
- 330e3825-2d14-4309-a7d9-f07ee68b6e4e
-
390.5
143
-
382
122
14
42
- Area
- A
- Area of geometry
- 3dd47322-a89c-44db-971d-fd6760cc439c
- false
- 0
-
434.5
132.5
-
426
122
33
21
- Centroid
- C
- Area centroid of geometry
- cc823090-5c9b-4c20-89e6-6d11e9842d4f
- 2
- false
- 0
-
434.5
153.5
-
426
143
33
21
- afb96615-c59a-45c9-9cac-e27acb1c7ca0
- Explode
- Explode
- Explode
- Explode a curve into smaller segments.
- 534cd0c3-8370-48a7-b1e9-256cb1d02a7b
- true
-
512
99
-
481
64
65
69
- Curve
- C
- Curve to explode
- b44eb58b-2677-4618-814b-12fad87064f9
- false
- 1
- 330e3825-2d14-4309-a7d9-f07ee68b6e4e
-
491.5
82.25
-
483
66
14
32
- Recursive
- R
- Recursive decomposition until all segments are atomic
- d1f0c879-cd97-4b77-a31a-979d45bca014
- false
- 0
-
491.5
114.75
-
483
98
14
33
- 1
- {0}
- 1
- true
- Segments
- S
- Exploded segments that make up the base curve
- b649154e-e4aa-4fc8-b17f-1e632377e693
- 1
- false
- 0
-
535.5
82.25
-
527
66
17
32
- Vertices
- V
- Vertices of the exploded segments
- 0e3e17e3-2250-4d91-80e2-72a0bbf1a69e
- 1
- false
- 0
-
535.5
114.75
-
527
98
17
33
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Curve
- Crv
- Contains a collection of generic curves
- 1f8f08b4-48af-4b57-af21-9238f7bc2fb3
- true
- false
- 0
-
354.3759
278.1201
-
329
268
50
20
- 1
- {0}
- 2
- 78d9e386-061b-4b22-912d-86760c16889f
- -1
- a41ac970-8fb6-4ef9-a417-aaec2436bb3b
- -1
- 93b8e93d-f932-402c-b435-84be04d87666
- Distance
- Distance
- Dist
- Compute Euclidean distance between two point coordinates.
- 0b2e59e9-0a8b-481a-84c5-48d749d8f198
- true
-
577
214
-
530
192
82
44
- Point A
- A
- First point
- c4d8f107-9ba7-4b2f-b534-20f308bd85f7
- 2
- false
- 1
- 0e3e17e3-2250-4d91-80e2-72a0bbf1a69e
-
556.5
204
-
532
194
30
20
- Point B
- B
- Second point
- e0f61c60-9a55-40fd-929e-f1a318d41f3d
- false
- 1
- 73b16145-a564-4c31-9958-dd85022b4f02
-
556.5
224
-
532
214
30
20
- Distance
- D
- Distance between A and B
- 1c79dc7d-5f6b-40e9-8355-92d1c8f9a8ea
- false
- 0
-
601
214
-
592
194
18
40
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Number Slider
- Numeric slider for single values
- ca3c4f0e-90f9-4a18-bc77-deced6a198e2
- false
- 0
-
437.16
39.63992
-
437
39
160
20
- 0.082
- 0
- 1
- 3
- 0
- 1
- 6b021f56-b194-4210-b9a1-6cef3b7d0848
- Evaluate Length
- Evaluate Length
- Eval
- Evaluate a curve at a certain factor along its length. Length factors can be supplied both in curve units and normalized units. Change the [N] parameter to toggle between the two modes.
- 777e7c1f-379c-4d90-b8a3-726b20717df2
- true
-
1044
306
-
997
274
80
64
- Curve
- C
- Curve to evaluate
- 6faf46a5-e71d-4800-a4f2-b0c37456373d
- false
- 1
- e6a829b3-fd31-48ef-9abf-5c0f4323b8be
- true
-
1023.5
286
-
999
276
30
20
- Length
- L
- Length factor for curve evaluation
- d0fbe211-0358-404f-9008-cce049c04349
- false
- 1
- a63573ef-0b75-4f26-a583-1fd0ce0fa0d6
-
1023.5
306
-
999
296
30
20
- Normalized
- N
- If True, the Length factor is normalized (0.0 ~ 1.0)
- 76c18ea3-b256-4e48-8647-a9ec37a2d864
- false
- 0
-
1023.5
326
-
999
316
30
20
- 1
- {0}
- 1
- true
- Point
- P
- Point at the specified length
- 661c0beb-d477-4597-9321-b44af1f3b56a
- false
- 0
-
1067
286
-
1059
276
16
20
- Tangent
- T
- Tangent vector at the specified length
- f383a14c-476a-458e-8e79-0c9acec99916
- false
- 0
-
1067
306
-
1059
296
16
20
- Parameter
- t
- Curve parameter at the specified length
- a33704cd-33b6-46c2-b4e7-aa0cf09e8670
- false
- 0
-
1067
326
-
1059
316
16
20
- 4c4e56eb-2f04-43f9-95a3-cc46a14f495a
- Line
- Line
- Ln
- Create a line between two points.
- beac011c-7148-468e-8b2b-5c27dab04d89
- true
-
678
167
-
647
145
80
44
- Start Point
- A
- Line start point
- f49ba2c2-1cd9-4cc8-9659-63be7f0a4abb
- false
- 1
- 0e3e17e3-2250-4d91-80e2-72a0bbf1a69e
-
657.5
157
-
649
147
14
20
- End Point
- B
- Line end point
- 557e0c27-a4c3-479c-b175-db84de247b2d
- false
- 1
- cc823090-5c9b-4c20-89e6-6d11e9842d4f
-
657.5
177
-
649
167
14
20
- Line
- L
- Line segment
- e6a829b3-fd31-48ef-9abf-5c0f4323b8be
- true
- false
- 0
-
701
167
-
693
147
32
40
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- PolyLine
- PLine
- Create a polyline connecting a number of points.
- 5f515021-b8f0-4c3c-baac-3b45133db8a1
- true
-
1130
299
-
1099
273
67
52
- Vertices
- V
- Polyline vertex points
- 248b94a4-ffb3-4664-8fd2-05f2bd37cf98
- 1
- false
- 1
- 661c0beb-d477-4597-9321-b44af1f3b56a
-
1109.5
287
-
1101
275
14
24
- Closed
- C
- Close polyline
- 66cf74cc-f6ea-4050-9d0d-8335b61d1e01
- false
- 0
-
1109.5
311
-
1101
299
14
24
- 1
- {0}
- 1
- true
- Polyline
- Pl
- Resulting polyline
- 35667b9f-ec33-4f33-98e3-250f9fbb26cd
- false
- 0
-
1154.5
299
-
1145
275
19
48
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Division
- A/B
- Mathematical division
- acdab436-1cdd-4647-bb17-28c442e6e5d4
- true
-
689
93
-
658
71
65
44
- A
- A
- Item to divide (dividend)
- cc8978f3-2e72-401a-917b-f2de3bf7cc39
- false
- 1
- ca3c4f0e-90f9-4a18-bc77-deced6a198e2
-
668.5
83
-
660
73
14
20
- B
- B
- Item to divide with (divisor)
- 95383b74-670c-4d9d-8859-10186cfb15c8
- false
- 1
- 1c79dc7d-5f6b-40e9-8355-92d1c8f9a8ea
-
668.5
103
-
660
93
14
20
- Result
- R
- The result of the Division
- 8ba893e7-6e63-4763-8395-d96a782a9ef4
- false
- 0
-
712.5
93
-
704
73
17
40
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Surface
- Srf
- Contains a collection of generic surfaces
- 3146d914-eca3-4d14-b0f4-4d0be2edfbca
- false
- 1
- 35667b9f-ec33-4f33-98e3-250f9fbb26cd
-
1219.579
298.216
-
1194
288
50
20
- 6f93d366-919f-4dda-a35e-ba03dd62799b
- Sort List
- Sort List
- Sort
- Sort a list of numeric keys.
- 679e6e0f-317a-4f7b-be37-97926effdfba
- true
-
751
309
-
720
287
65
44
- 2
- 2
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Keys
- K
- List of sortable keys
- 783173b3-2acc-4b0b-b5e7-5756713c664b
- 1
- false
- 1
- 8ba893e7-6e63-4763-8395-d96a782a9ef4
-
730.5
299
-
722
289
14
20
- Values A
- A
- Optional list of values to sort synchronously
- 90b0d224-6e1c-4675-8603-9ae7505f8b6a
- 1
- true
- 0
-
730.5
319
-
722
309
14
20
- Keys
- K
- Sorted keys
- 4313e2e8-855c-4c8f-8d8d-02012da3e4dc
- 1
- false
- 0
-
774.5
299
-
766
289
17
20
- Values A
- A
- Synchronous values in A
- 6c1a1de8-d863-4848-9fdc-f17e68ac5a88
- 1
- false
- 0
-
774.5
319
-
766
309
17
20
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- List Item
- Item
- Retrieve a specific item from a list.
- a81f5524-5532-4b02-b0f8-3661a042e432
- true
-
856
319
-
806
287
80
64
- 3
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- List
- L
- Base list
- b79507af-f7b2-4761-8245-b207eeeda9ba
- 1
- true
- false
- 1
- 4313e2e8-855c-4c8f-8d8d-02012da3e4dc
-
834
299
-
808
289
33
20
- Index
- i
- Item index
- a80b31a6-d09b-4d2a-93b6-cd7861147b78
- false
- 0
-
834
319
-
808
309
33
20
- 1
- {0}
- 1
- 0
- Wrap
- W
- Wrap index to list bounds
- 2fd86a12-2b39-4273-bf1a-c4271315b003
- false
- 0
-
834
339
-
808
329
33
20
- 1
- {0}
- 1
- true
- Item
- i
- Item at {i'}
- d2de37c7-31af-4913-b250-cdee16084e35
- false
- false
- 0
-
877.5
319
-
871
289
13
60
- 2d61f4e0-47c5-41d6-a41d-6afa96ee63af
- Shift Paths
- Shift Paths
- PShift
- Shift the indices in all data tree paths
- 307232f4-9e11-44e3-b6ca-fd55eec206fe
- true
-
936
333
-
904
305
67
56
- Data
- D
- Data to modify
- d3f0e6e3-f5c2-4189-ab93-7d2ad82b702b
- 2
- false
- 1
- d2de37c7-31af-4913-b250-cdee16084e35
-
915
320
-
906
307
15
26
- Offset
- O
- Offset to apply to each branch
- aa881273-29d1-4856-ab10-a45de1666aec
- false
- 0
-
915
346
-
906
333
15
26
- 1
- {0}
- 1
- -1
- Data
- D
- Shifted data
- a63573ef-0b75-4f26-a583-1fd0ce0fa0d6
- 2
- false
- 0
-
960
333
-
951
307
18
52
- fc6979e4-7e91-4508-8e05-37c680779751
- Evaluate Curve
- Evaluate Curve
- Eval
- Evaluate a curve at the specified parameter.
- b5d92ebb-e7be-4b9f-b81e-491893ec5c24
- true
-
451
338
-
404
306
81
64
- Curve
- C
- Curve to evaluate
- bd2cb083-4be3-4885-a9ab-9786e81390b1
- false
- 1
- 1f8f08b4-48af-4b57-af21-9238f7bc2fb3
- true
-
430.5
323
-
406
308
30
30
- Parameter
- t
- Parameter on curve domain to evaluate
- a67bc752-d1b5-4edc-949f-c97177155332
- false
- 1
- 44baeb22-724e-4e95-9346-b9498ce57af9
-
430.5
353
-
406
338
30
30
- Point
- P
- Point on the curve at {t}
- 73b16145-a564-4c31-9958-dd85022b4f02
- false
- 0
-
474.5
318
-
466
308
17
20
- Tangent
- T
- Tangent vector at {t}
- 314333dc-d253-4695-8dd2-93e6703f21e9
- false
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474.5
338
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466
328
17
20
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- Angle (in Radians) of incoming vs. outgoing curve at {t}
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474.5
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130.4
343.6
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130
343
160
20
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- Mathematical subtraction
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345
358
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314
336
65
44
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- Item to subtract from (minuend)
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324.5
348
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316
338
14
20
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- Item to subtract (subtrahend)
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324.5
368
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316
358
14
20
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- Grasshopper.Kernel.Types.GH_Number
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- Grasshopper.Kernel.Types.GH_Number
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- Result
- R
- The result of the Subtraction
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368.5
358
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360
338
17
40
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