-
0
2
2
-
1
0
7
- 7e92a307-e1a9-4d6a-9ab7-243bf6c97f3a
- Shaded
- 1
-
100;150;0;0
-
100;0;150;0
- 637087294271229170
- External_glTF_Test.ghx
- 0
-
-412
71
- 2
- 0
- 0
- ShapeDiver GmbH
- Alexander Schiftner
- https://www.shapediver.com
- 1
- ShapeDiverForGrasshopper, Version=1.6.0.0, Culture=neutral, PublicKeyToken=null
- 1.6.0.0
- ShapeDiver GmbH
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiver
- 1.6.0.0
- 11
- 1711f75f-9c10-4e0c-860d-853e715510b5
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiverDisplayExternalGeometry
- Display externally defined geometry in ShapeDiver's viewer.
Please make sure to use publicly accessible URLs for your geometry files.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's viewer API.
- 51213701-e2c9-4fbf-be3e-d7dbb4a71723
- ShapeDiverDisplayExternalGeometry
- ShapeDiverDisplayExternalGeometry
-
1084
304
133
252
-
1203
430
- 2
- The URL to load geometry from for displaying in the ShapeDiver viewer
- e71574b2-c066-441e-8fed-e53e605d7431
- URL
- URL
- true
- 5dc1793e-5a76-4e25-90c2-1d0454ab2034
- 1
-
1086
306
102
82
-
1138.5
347.3333
- 2
- The geometry which should be displayed in Rhino's viewport as a placeholder for the externally defined geometry
- db6d1bbf-a9cd-4ee3-91e6-b725fcead90b
- Geometry
- Geometry
- true
- 0
-
1086
388
102
83
-
1138.5
430
- 2
- Connect one of the ShapeDiver material components, or a Grasshopper material component.
- 499b5a02-8a5e-4af2-bbc0-1c415f65958d
- ShapeDiverMaterial
- ShapeDiverMaterial
- false
- 6f9c63ba-f8ff-4f3a-8ac9-cf08de198b52
- 1
-
1086
471
102
83
-
1138.5
512.6666
- 41143278-815a-4446-aad9-cada57d33200
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiverTextInput
- Defines a text input field for ShapeDiver's viewer, double click to change settings.
- 6c64228e-aa02-4d36-8853-6d1a30b61947
- ShapeDiverTextInput
- Geometry URL
- 999
- https://shapediverexternalgeometry.s3.amazonaws.com/unitsphere.gltf
-
525
269
61
107
-
539
323
- The string inserted by the user on ShapeDiver. Will always show your default text when testing locally.
- 5dc1793e-5a76-4e25-90c2-1d0454ab2034
- Text
- Text
- false
- 0
-
554
271
30
103
-
569
322.5
- 9e627dc9-b836-417b-8e34-5f1a8259fc83
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiverSimpleMaterial
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- 52c9a779-c817-41bf-90df-fa69d4f3dc1b
- ShapeDiverSimpleMaterial
- ShapeDiverSimpleMaterial
-
591
523
157
185
-
681
616
- Material color
- 13e72b23-6c31-489a-b3d7-c709517e9ae6
- Color
- Color
- true
- 227d40f3-5dab-4509-97e6-cf830b72968f
- 1
-
593
525
73
90
-
631
570.25
- 1
- 1
- {0}
-
255;255;255;255
- Material families include: 100 (Basic), 200 (Plastic), 300 (Metal), 400 (Glass).
Check out www.shapediver.com for more materials.
- 2b4cc1ff-fc8b-4230-a404-eb2aa2b12566
- MaterialIndex
- MaterialIndex
- true
- 2892f7be-49ff-48d0-88cf-7730649b7746
- 1
-
593
615
73
91
-
631
660.75
- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- 6f9c63ba-f8ff-4f3a-8ac9-cf08de198b52
- Material
- Material
- false
- 0
-
696
525
50
181
-
721
615.5
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 227d40f3-5dab-4509-97e6-cf830b72968f
- Colour Swatch
- Color
- false
- 0
-
255;255;255;255
-
399
566
80
20
- 00027467-0d24-4fa7-b178-8dc0ac5f42ec
- Value List
- Provides a list of preset values to choose from
- 2892f7be-49ff-48d0-88cf-7730649b7746
- 19
- 1
- Value List
- Secondary Material
- false
- 0
- 100
- Default (0100)
- false
- 200
- Default Plastic (0200)
- false
- 300
- Default Metal (0300)
- false
- 301
- Used Metal (0301)
- false
- 302
- Metal Variation 1 (0302)
- false
- 303
- Metal Variation 2 (0303)
- false
- 310
- Gold (0310)
- false
- 311
- Used Gold (0311)
- false
- 400
- Default Glass (0400)
- false
- 500
- Default Wood (0500)
- false
- 501
- Wood Floor (0501)
- false
- 510
- Natural Oak (0510)
- true
- 511
- Premium Oak (0511)
- false
- 600
- Default Leather (0600)
- false
- 601
- Dark Brown Leather (0601)
- false
- 602
- Black Leather (0602)
- false
- 610
- Worn Leather (0610)
- false
- 700
- Default Fabric (0700)
- false
- 701
- Grey Fabric (0701)
- false
-
-7
649
501
22
-
197
649
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 8f553162-ce68-46d9-b366-03f94999e989
- Number Slider
- Default sphere radius
- false
- 0
-
479
100
236
20
-
479.1984
100.1507
- 3
- 1
- 1
- 99999
- 1
- 0
- 100
- 0a391eac-5048-443c-9c1b-f592299b6dd6
- Mesh Sphere
- Create a mesh sphere.
- true
- 699c3d20-8f4f-447e-a1ef-33fbfa932934
- Mesh Sphere
- MSphere
-
884
83
69
84
-
916
125
- Base plane
- f658b157-b0be-42a5-bbcd-144f03f4d661
- Base
- B
- false
- 0
-
886
85
15
20
-
895
95
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Radius of mesh sphere
- ba605ad7-86e0-4c85-96f3-2aa973e138c6
- Radius
- R
- false
- 8f553162-ce68-46d9-b366-03f94999e989
- 1
-
886
105
15
20
-
895
115
- 1
- 1
- {0}
- 10
- Number of faces around sphere
- 46d7de29-530b-4f38-851a-0500d4a2f6d6
- U Count
- U
- false
- 0
-
886
125
15
20
-
895
135
- 1
- 1
- {0}
- 10
- Number of faces from pole to pole
- 5d32a1d7-1e6d-4a75-9811-68fb56b0b1b6
- V Count
- V
- false
- 0
-
886
145
15
20
-
895
155
- 1
- 1
- {0}
- 20
- Mesh sphere
- 883c2784-de4f-4ccb-ad5c-43cbf5e04196
- Mesh
- M
- false
- 0
-
931
85
20
80
-
941
125
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- fc1221ba-eb97-4944-bc0f-aa31bbc9ba42
- Stream Filter
- Filter
-
1118
147
77
64
-
1150
179
- 3
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Index of Gate stream
- 39c0c7d1-7a83-40b6-b5dc-0c6cd646c348
- Gate
- G
- false
- 953ed145-44a6-424d-a7a4-5e2bf7da4102
- 1
-
1120
149
15
20
-
1129
159
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 8d345617-8296-4388-8543-03753a787ea5
- false
- Stream 0
- 0
- true
- 883c2784-de4f-4ccb-ad5c-43cbf5e04196
- 1
-
1120
169
15
20
-
1129
179
- 2
- Input stream at index 1
- 72398c53-9031-4688-a81d-96a1d3b20d3f
- false
- Stream 1
- 1
- true
- 0
-
1120
189
15
20
-
1129
199
- 2
- Filtered stream
- fb87a825-459b-45c5-836b-06314a309269
- false
- Stream
- S(1)
- false
- 0
-
1165
149
28
60
-
1179
179
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- 1b3b313a-f539-4fe6-8956-247eb8e9ae6e
- Geometry
- Geo
- false
- fb87a825-459b-45c5-836b-06314a309269
- 1
-
1249
161
50
20
-
1274
171
- dca05f6f-e3d9-42e3-b3bb-eb20363fb335
- Text Length
- Get the length (character count) of some text
- 807d3a5a-db1c-4a2b-8425-a2eaa037fa1e
- Text Length
- Len
-
904
200
62
37
-
934
219
- Text to measure.
- 5db98c6c-58f2-4278-a40e-9bc65b578012
- Text
- T
- false
- 5dc1793e-5a76-4e25-90c2-1d0454ab2034
- 1
-
906
202
13
33
-
914
218.5
- Number of characters
- 3c07772b-57bd-4892-ad7c-cf4aa5117d3e
- Length
- L
- false
- 0
-
949
202
15
33
-
956.5
218.5
- 30d58600-1aab-42db-80a3-f1ea6c4269a0
- Larger Than
- Larger than (or equal to)
- ae6d4daf-631b-43f7-ae90-f526a8d2976e
- Larger Than
- Larger
-
1003
204
73
55
-
1034
232
- Number to test
- 96e0a540-b0ea-4636-b424-082c81265831
- First Number
- A
- false
- 3c07772b-57bd-4892-ad7c-cf4aa5117d3e
- 1
-
1005
206
14
25
-
1013.5
218.75
- Number to test against
- 84524c40-79b8-4116-b2dc-76ee211a398c
- Second Number
- B
- false
- 0
-
1005
231
14
26
-
1013.5
244.25
- 1
- 1
- {0}
- 0
- True if A > B
- 953ed145-44a6-424d-a7a4-5e2bf7da4102
- Larger than
- >
- false
- 0
-
1049
206
25
25
-
1061.5
218.75
- True if A >= B
- 7475e89a-0e80-4976-bf23-29775f8cdcd7
- … or Equal to
- >=
- false
- 0
-
1049
231
25
26
-
1061.5
244.25
-
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