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- ShapeDiver GmbH
- Alexander Schiftner
- https://www.shapediver.com
- 1
- ShapeDiverForGrasshopper, Version=1.11.0.0, Culture=neutral, PublicKeyToken=null
- 1.11.0.0
- ShapeDiver
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- ShapeDiverForGrasshopper
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- Numeric slider for single values
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329
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165
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280.5
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- 1
- 0
- 1
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- dabc854d-f50e-408a-b001-d043c7de151d
- Sphere
- Create a spherical surface.
- true
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- Sphere
- Sph
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541
258
64
44
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572
280
- Base plane
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543
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14
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551.5
270
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- {0}
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543
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14
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551.5
290
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- {0}
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- Resulting sphere
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- S
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- 0
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587
260
16
40
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595
280
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- glTF 2.0 Display
- Display geometry in ShapeDiver's viewer using glTF 2.0 materials.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's Viewer API.
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- glTFDisplay
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670
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48
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704
303
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- All of the geometry coming in here will be converted to meshes, polylines, or points and included in a single glTF asset to be displayed in ShapeDiver's Viewer.
- 1565930e-1d67-47a7-9354-45cea1eedb7f
- Geometry
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672
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17
20
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682
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- List of materials to be assigned to branches of geometry.
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- M
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