-
0
2
2
-
0
9
76
- bed8a00b-8cc4-432c-9f01-22a974b4c42e
- Shaded
- 1
-
100;150;0;0
-
100;0;150;0
- 635640587857424209
- 2015_04_09-iceray-anemone.ghx
- 0
-
-6
191
- 0.799999952
- 0
- 0
- 1
- Mateusz Zwierzycki
- 4442bb24-c702-460c-a1e4-fcdd321eb886
- Anemone
- 0.26
- 12
- b6cf000a-aeae-4159-b9df-9172309ca239
- 4442bb24-c702-460c-a1e4-fcdd321eb886
- Loop End
- End the loop with this one. Double click to pause the loop.
- ce072d4d-5ebe-4943-9322-f775d472d3ce
- Loop End
- Loop End
- false
- Constant output
-
1011
54
98
90
-
1064
99
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Connect with the Loop Start
- 3d63323d-61d4-41e4-a381-cd82148ae5a9
- <<<
- <<<
- false
- 832b5c59-1f99-4cae-98f7-c85132225958
- 1
-
1013
56
36
28
-
1032.5
70.33334
- Set to true to exit the loop
- ed995d8f-396c-42ec-b3a1-209a6ea4cd77
- Exit
- E
- true
- 0
-
1013
84
36
29
-
1032.5
99
- 1
- 1
- {0}
- false
- 2
- Data to loop
- dc9d5e4e-87d1-4239-86b4-6f3b4b76815f
- Data_0
- D0
- false
- 1efdf71b-fc10-4897-a740-ce0518a5d4de
- 1
-
1013
113
36
29
-
1032.5
127.6667
- 2
- Data to loop
- c6455ea1-3e93-4600-89af-9f8fbf2ef674
- Data_0
- D0
- false
- 0
-
1079
56
28
86
-
1093
99
- 64b5298b-1bf9-4641-a1a5-4228a623c88b
- 4442bb24-c702-460c-a1e4-fcdd321eb886
- Loop Start
- Start the loop with this one. Double click to rerun.
- 75883900-795a-4b04-9844-e90c3ee18f11
- Loop Start
- Loop Start
-
365
53
98
99
-
407
103
- 4
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Please leave this one alone, don't input anything.
- e38a6111-2ebb-4378-bb67-5205469087bb
- true
- 0
-
367
55
25
23
-
381
66.875
- Number of repeats
- b7886b6f-c732-4950-b512-a6dc126792e9
- Repeat
- N
- true
- 9d540627-51fe-4d8c-bc2c-de89833fe18e
- 1
-
367
78
25
24
-
381
90.625
- 1
- 1
- {0}
- 0
- 2
- If you want trigger loop to restart
- bf6678e3-a915-42f4-b1e8-4130fa29857c
- Trigger
- T
- true
- e2173c3a-f066-4035-8094-467a0e9e565e
- 9d540627-51fe-4d8c-bc2c-de89833fe18e
- 2
-
367
102
25
24
-
381
114.375
- 2
- Data to loop
- 0d776b69-940c-4691-b7cb-4a4ff4a01f5c
- Data_0
- D0
- true
- d6276716-4849-4f1d-b69e-77b843574d8c
- 1
-
367
126
25
24
-
381
138.125
- Connect with the Loop End
- 832b5c59-1f99-4cae-98f7-c85132225958
- >>>
- >>>
- false
- 0
-
422
55
39
31
-
441.5
70.83334
- Counter
- 98b7759d-d5b0-4964-9458-14f67b76498e
- Counter
- C
- false
- 0
-
422
86
39
32
-
441.5
102.5
- 2
- Data to loop
- cb82c2af-6aa8-469f-bd4e-3ef5b1873438
- Data_0
- D0
- false
- 0
-
422
118
39
32
-
441.5
134.1667
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- d6276716-4849-4f1d-b69e-77b843574d8c
- Surface
- Srf
- false
- 0
-
240
138
50
20
-
265.75
148
- 1
- 1
- {0}
-
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
- 00000000-0000-0000-0000-000000000000
- 2e205f24-9279-47b2-b414-d06dcd0b21a7
- Area
- Solve area properties for breps, meshes and planar closed curves.
- true
- d5857815-7216-49a4-8bd1-9555a744b825
- Area
- Area
-
569
152
71
52
-
603
178
- Brep, mesh or planar closed curve for area computation
- 77a7c10b-6b64-4004-a531-06e398d30d9b
- Geometry
- G
- false
- cb82c2af-6aa8-469f-bd4e-3ef5b1873438
- 1
-
571
154
17
48
-
581
178
- Area of geometry
- d7a7b9ca-f1d4-45a6-8c5b-5519f65edc53
- Area
- A
- false
- 0
-
618
154
20
24
-
628
166
- Area centroid of geometry
- 9523e27a-8281-4191-b8cb-f9de15cbf693
- Centroid
- C
- false
- 0
-
618
178
20
24
-
628
190
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 9d540627-51fe-4d8c-bc2c-de89833fe18e
- Number Slider
- false
- 0
-
99
80
176
20
- 3
- 1
- 1
- 10
- 1
- 0
- 5
- 7db14002-c09c-4d7b-9f80-e4e2b00dfa1d
- Surface Split
- Split a surface with a bunch of curves.
- 77cf832d-2eb0-443f-bce3-e8c35f218c05
- Surface Split
- SrfSplit
-
896
110
84
75
-
929
148
- Base surface
- 739cdf5a-a7b6-4096-98a8-d8d7d1b2b90c
- Surface
- S
- false
- cb82c2af-6aa8-469f-bd4e-3ef5b1873438
- 1
-
898
112
16
35
-
907.5
129.75
- 1
- Splitting curves
- 2a3868f7-fd6c-49b4-8ebe-a38dcb28d3c5
- Curves
- C
- false
- 7f50b9a5-9297-4db0-ab99-032ae3727fd4
- 1
-
898
147
16
36
-
907.5
165.25
- 1
- Splitting fragments
- 1efdf71b-fc10-4897-a740-ce0518a5d4de
- 2
- Fragments
- F
- false
- 0
-
944
112
34
71
-
953
147.5
- a435f5c8-28a2-43e8-a52a-0b6e73c2e300
- Point Polar
- Create a point from polar {phi,theta,offset} coordinates.
- true
- e8dc1b95-b31e-4a64-b477-9358ef584cfa
- Point Polar
- Pt
-
585
243
78
84
-
623
285
- Plane defining polar coordinate space
- 8d3044e8-7aac-402f-aa45-2bc1d7d4dd59
- Base plane
- P
- false
- 9523e27a-8281-4191-b8cb-f9de15cbf693
- 1
-
587
245
21
20
-
599
255
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Angle in radians for P(x,y) rotation
- 41fa781b-5cd5-41a5-82f7-b1d96f7cfe9f
- XY angle
- xy
- false
- 919af8aa-27f5-47e5-8411-0c3277e21c26
- 1
-
587
265
21
20
-
599
275
- 1
- 1
- {0}
- 0
- Angle in radians for P(z) rotation
- 28b7ad64-24d1-476c-bb39-0534300b63da
- Z angle
- z
- false
- 0
-
587
285
21
20
-
599
295
- 1
- 1
- {0}
- 0
- Offset distance for point
- cba613b4-37d5-4665-b631-bd701bf56186
- Offset
- d
- false
- 0
-
587
305
21
20
-
599
315
- 1
- 1
- {0}
- 100
- Polar point coordinate
- 3f89b349-ce37-4b33-8969-a7153adf4e59
- Point
- Pt
- false
- 0
-
638
245
23
80
-
649.5
285
- 4c4e56eb-2f04-43f9-95a3-cc46a14f495a
- Line
- Create a line between two points.
- true
- 84d416c9-4b50-4a0c-9461-07a5e58e1646
- Line
- Ln
-
681
186
68
44
-
715
208
- Line start point
- 4ff60ca6-739e-43e5-a7c1-cf274c380ed8
- Start Point
- A
- false
- 9523e27a-8281-4191-b8cb-f9de15cbf693
- 1
-
683
188
17
20
-
693
198
- Line end point
- 5fc9c3d5-2892-4d04-a613-78156fdc573c
- End Point
- B
- false
- 3f89b349-ce37-4b33-8969-a7153adf4e59
- 1
-
683
208
17
20
-
693
218
- Line segment
- 7ba06106-4133-4d0a-a238-c3146091ae62
- Line
- L
- false
- 0
-
730
188
17
40
-
738.5
208
- 62cc9684-6a39-422e-aefa-ed44643557b9
- Extend Curve
- Extend a curve by a specified distance.
- true
- c41e4919-5f2e-48d1-a51f-8680acd997fa
- Extend Curve
- Ext
-
786
196
75
84
-
825
238
- Curve to extend
- a1e6b24a-96d3-446b-bc77-cd3e20875603
- Curve
- C
- false
- 7ba06106-4133-4d0a-a238-c3146091ae62
- 1
-
788
198
22
20
-
800.5
208
- Type of extension (0=Line, 1=Arc, 2=Smooth)
- 21817a1b-ad09-435c-b93a-c2e0bf46b8e7
- Type
- T
- false
- 0
-
788
218
22
20
-
800.5
228
- 1
- 1
- {0}
- 0
- Extension length at start of curve
- f522ca3e-57fe-46ae-97d7-be912538de03
- Start
- L0
- false
- 0
-
788
238
22
20
-
800.5
248
- 1
- 1
- {0}
- 100
- Extension length at end of curve
- e1796513-2c00-471e-99da-3c1272cfab68
- End
- L1
- false
- 0
-
788
258
22
20
-
800.5
268
- 1
- 1
- {0}
- 0
- Extended curve
- 7f50b9a5-9297-4db0-ab99-032ae3727fd4
- Curve
- C
- false
- 0
-
840
198
19
80
-
849.5
238
- 2e78987b-9dfb-42a2-8b76-3923ac8bd91a
- Boolean Toggle
- Boolean (true/false) toggle
- e2173c3a-f066-4035-8094-467a0e9e565e
- Boolean Toggle
- Toggle
- false
- 0
- false
-
173
110
113
22
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- f7b1ebab-6275-4c42-a416-38990e61ecf6
- List Length
- Lng
-
319
274
81
45
-
366
297
- 1
- Base list
- 6f7abbe4-fa81-4c72-819b-74930eff2607
- 1
- List
- L
- false
- cb82c2af-6aa8-469f-bd4e-3ef5b1873438
- 1
-
321
276
30
41
-
345.5
296.5
- Number of items in L
- 6872ec25-578f-4505-8dcc-0b941c8cc2b7
- Length
- L
- false
- 0
-
381
276
17
41
-
389.5
296.5
- 2ab17f9a-d852-4405-80e1-938c5e57e78d
- Random
- Generate a list of pseudo random numbers.
- true
- f6d4ab67-438c-44dd-9c52-1e36ce9fe001
- Random
- Random
-
463
255
87
83
-
498
297
- Domain of random numeric range
- 92a26caa-4896-4d8e-842f-dffc1bb2468b
- Range
- R
- false
- 0
-
465
257
18
26
-
475.5
270.1667
- 1
- 1
- {0}
-
0
360
- Number of random values
- cf0d8309-ecf8-43c6-afdb-20ea679e1f6b
- Number
- N
- false
- 6872ec25-578f-4505-8dcc-0b941c8cc2b7
- 1
-
465
283
18
26
-
475.5
296.5
- 1
- 1
- {0}
- 100
- Seed of random engine
- 27b7b258-c136-4bf8-a48d-8931e96b67e9
- Seed
- S
- false
- 98b7759d-d5b0-4964-9458-14f67b76498e
- 1
-
465
309
18
27
-
475.5
322.8333
- 1
- 1
- {0}
- 2000
- 1
- Random numbers
- 919af8aa-27f5-47e5-8411-0c3277e21c26
- 2
- Random
- R
- false
- 0
-
513
257
35
79
-
522.5
296.5
-
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