-
0
2
2
-
0
9
56
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100;150;0;0
-
100;0;150;0
- Shaded
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- 2013_06_24-tpi-fail.ghx
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105
283
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- Surface
- Surface
- Srf
- Represents a collection of 3D Surfaces
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- false
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249.5826
64.21167
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224
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50
20
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- {0}
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- 18ba82d5-8f1a-4d17-936e-1e140baa919f
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- Populate 2D
- Populate 2D
- Pop2D
- Populate a 2-Dimensional region with points
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-
233
164
-
202
122
64
84
- Region
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- Rectangle that defines the 2D region for point insertion
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- 0
-
212.5
134
-
204
124
14
20
- 1
- {0}
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-
0
0
0
1
0
0
0
1
0
-
0
1
0
1
- Count
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- Number of points to add
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- 1
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-
212.5
154
-
204
144
14
20
- 1
- {0}
- 1
- 100
- Seed
- S
- Random seed for insertion
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- false
- 0
-
212.5
174
-
204
164
14
20
- 1
- {0}
- 1
- 1
- Points
- P
- Optional pre-existing population
- a3244d34-ad12-4deb-be9f-8d5cb8ccf1be
- 1
- true
- 0
-
212.5
194
-
204
184
14
20
- Population
- P
- Population of inserted points
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-
256
164
-
248
124
16
80
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Number Slider
- Slider
- Numeric slider for single values
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28.34259
143.3717
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28
143
160
20
- 20
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- 50
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- Evaluate Surface
- Evaluate Surface
- Eval
- Evaluate local surface properties at a {uv} coordinate.
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377
126
-
325
94
86
64
- Surface
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- Base surface
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- 1
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- true
-
354
111
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327
96
35
30
- Point
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- {uv} coordinate to evaluate
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- true
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- 1
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-
354
141
-
327
126
35
30
- Point
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- Point at {uv}
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400.5
106
-
392
96
17
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- Normal
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- Normal at {uv}
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400.5
126
-
392
116
17
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- Frame
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- Frame at {uv}
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-
400.5
146
-
392
136
17
20
- 807b86e3-be8d-4970-92b5-f8cdcb45b06b
- Circle
- Circle
- Cir
- Create a circle defined by base plane and radius.
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- true
-
691
208
-
660
186
65
44
- Plane
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- Base plane of circle
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670.5
198
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662
188
14
20
- 1
- {0}
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0
0
0
1
0
0
0
1
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- Radius
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- Radius of circle
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-
670.5
218
-
662
208
14
20
- 1
- {0}
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- 1
- Circle
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- Resulting circle
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-
714.5
208
-
706
188
17
40
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Number Slider
- Slider
- Numeric slider for single values
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531.5231
78.03957
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531
78
160
20
- 10
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- 200
- 3
- 0
- 1
- cab92254-1c79-4e5a-9972-0a4412b35c88
- IsoVist
- IsoVist
- IVist
- Compute an isovist sampling at a location
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-
882
126
-
850
84
67
84
- Plane
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- Sampling plane and origin
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- 1
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-
861
96
-
852
86
15
20
- Count
- N
- Sample count
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- 1
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-
861
116
-
852
106
15
20
- 1
- {0}
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- Radius
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- Sample radius
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- 1
- 7b449323-6087-40ee-950e-6cb258c36c76
-
861
136
-
852
126
15
20
- 1
- {0}
- 1
- 100
- Obstacles
- O
- Obstacle outlines
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- 1
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-
861
156
-
852
146
15
20
- Points
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- Intersection points of the sample rays with the obstacles
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- 1
- false
- 0
-
906
99.33334
-
897
86
18
26
- Distance
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- List of intersection distances
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- false
- 0
-
906
126
-
897
112
18
27
- Index
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- List of obstacle indices for each hit, or -1 if no obstacle was hit
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- 1
- false
- 0
-
906
152.6667
-
897
139
18
27
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Number Slider
- Slider
- Numeric slider for single values
- d366707f-524e-431c-8b66-5462303ff8a6
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- 0
-
674.7287
28.84265
-
674
28
160
20
- 200
- 1
- 200
- 3
- 1
- 1
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- PolyLine
- PolyLine
- PLine
- Create a polyline connecting a number of points.
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-
888
226
-
857
200
67
52
- Vertices
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- Polyline vertex points
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- 1
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-
867.5
214
-
859
202
14
24
- Closed
- C
- Close polyline
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- false
- 0
-
867.5
238
-
859
226
14
24
- 1
- {0}
- 1
- true
- Polyline
- Pl
- Resulting polyline
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-
912.5
226
-
903
202
19
48
- d51e9b65-aa4e-4fd6-976c-cef35d421d05
- Planar Srf
- Planar Srf
- Planar
- Create planar surfaces from a collection of edge curves.
- 47ced18f-65f2-4570-bcbe-24b584f4c100
- true
-
975
226
-
945
197
63
58
- Edges
- E
- Edge curves
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- 1
- false
- 1
- 04d31306-bb59-4342-9d6b-ed7f1379e79a
-
955
226
-
947
199
13
54
- Surfaces
- S
- Resulting planar surfaces
- 2aea2529-a9a9-4b25-bd03-9b7316de983e
- 1
- false
- 0
-
998
226
-
990
199
16
54
- d51e9b65-aa4e-4fd6-976c-cef35d421d05
- Planar Srf
- Planar Srf
- Planar
- Create planar surfaces from a collection of edge curves.
- 333acb02-3102-4e81-896f-6cbd020179be
- true
-
779
165
-
749
136
63
58
- Edges
- E
- Edge curves
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- 1
- false
- 1
- 9ec2e7ce-ed50-453f-88a2-1b0276138b09
-
759
165
-
751
138
13
54
- Surfaces
- S
- Resulting planar surfaces
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- 1
- false
- 0
-
802
165
-
794
138
16
54
- db2a4d25-23fa-4887-8983-ee5293cc82c0
- Delaunay Edges
- Delaunay Edges
- Con
- Delaunay connectivity
- d8c55db6-9bcb-4a2a-be1b-c01e3c6fdc22
- true
-
436
246
-
403
224
83
44
- Points
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- Points for triangulate
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- 1
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-
414.5
236
-
405
226
16
20
- Plane
- Pl
- Optional base plane. If no plane is provided, then the best-fit plane will be used.
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- true
- 0
-
414.5
256
-
405
246
16
20
- 1
- {0}
- 1
-
0
0
0
1
0
0
0
1
0
- Connectivity
- C
- Topological Connectivity diagram
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- 2
- true
- false
- 0
-
459.5
236
-
451
226
33
20
- Edges
- E
- Edges of the connectivity diagram
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- 1
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- 0
-
459.5
256
-
451
246
33
20
- 4f8984c4-7c7a-4d69-b0a2-183cbb330d20
- Plane
- Plane
- Pln
- Represents a collection of 3D Planes
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- 2
- true
- false
- 1
- 30d540d6-773c-43d3-83ed-8ab2fff62674
-
611.0399
63.17271
-
547
53
89
20
- 7db14002-c09c-4d7b-9f80-e4e2b00dfa1d
- Surface Split
- Surface Split
- SrfSplit
- Split a surface with a bunch of curves.
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- true
-
1061
240
-
1030
207
64
65
- Surface
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- Base surface
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- false
- 1
- 2aea2529-a9a9-4b25-bd03-9b7316de983e
-
1040.5
224.25
-
1032
209
14
30
- Curves
- C
- Splitting curves
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- false
- 1
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-
1040.5
254.75
-
1032
239
14
31
- Fragments
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- Splitting fragments
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- 1
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- 0
-
1084
239.5
-
1076
209
16
61
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- List Item
- Item
- Retrieve a specific item from a list.
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- true
-
576
240
-
526
208
96
64
- 3
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
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- List
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- Base list
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- 1
- 1
- false
- 1
- 286a9b3d-8cad-445a-81ff-5ca4944c829f
-
554
220
-
528
210
33
20
- Index
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- Item index
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- false
- 1
- 1234af78-0ab2-4f4c-9d99-0779735c8aed
-
554
240
-
528
230
33
20
- 1
- {0}
- 1
- 0
- Wrap
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- Wrap index to list bounds
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- false
- 0
-
554
260
-
528
250
33
20
- 1
- {0}
- 1
- true
- Item
- i
- Item at {i'}
- 1d2baeb6-b9ef-41ee-8f2a-36f56effedb2
- false
- true
- false
- 0
-
597.5
240
-
591
210
29
60
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- List Item
- Item
- Retrieve a specific item from a list.
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-
1148
264
-
1114
232
64
64
- 3
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
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- List
- L
- Base list
- d822988d-a244-4df9-8e7c-e2c4ad5bcdc3
- 1
- false
- 1
- 8dde0fee-dbcd-4439-ab6c-aa817118b647
-
1126
244
-
1116
234
17
20
- Index
- i
- Item index
- c09e4269-0de3-4082-a4fa-6fde821ca026
- false
- 0
-
1126
264
-
1116
254
17
20
- 1
- {0}
- 1
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- Wrap
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- Wrap index to list bounds
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- false
- 0
-
1126
284
-
1116
274
17
20
- 1
- {0}
- 1
- true
- Item
- i
- Item at {i'}
- 916be58e-7c79-41f6-a363-b420c5af61ec
- false
- false
- 0
-
1169.5
264
-
1163
234
13
60
-
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