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150;255;234;0
- A group of Grasshopper objects
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- Group
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- Group
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150;255;234;0
- A group of Grasshopper objects
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- Group
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150;255;255;255
- A group of Grasshopper objects
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- Group
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150;255;255;255
- A group of Grasshopper objects
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- Group
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- Group
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-
150;255;255;255
- A group of Grasshopper objects
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- Group
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150;255;255;255
- A group of Grasshopper objects
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- Group
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150;255;255;255
- A group of Grasshopper objects
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1734
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- Scale
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2020
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64
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2052
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2020
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2031
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- Center of scaling
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2020
275
17
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2031
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2020
295
17
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2031
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- Scaled geometry
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2067
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17
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2067
285
17
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2076
300
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- Number of segments
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2111
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2128
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2111
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2170
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2170
687
15
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2178
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1623
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1681
667
16
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2226
560
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2288
570
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1681
585
16
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1909
169
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1909
171
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1909
191
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1909
211
17
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1920
221
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1956
171
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1956
201
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1965
216
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- Mathematical multiplication
- true
- 5c6e0423-8390-4d0d-bb4f-79d257467f7f
- Multiplication
- A×B
-
1629
988
78
44
-
1676
1010
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for multiplication
- c5242f3c-eb2f-4d59-bd54-a69eca8e3518
- 2
- A
- A
- true
- bcb4a5ab-2df2-447b-9593-cc5a5cfd9b89
- 1
-
1629
990
32
20
-
1655.5
1000
- Second item for multiplication
- 651bef47-006b-4acd-91f4-769b509a65a3
- B
- B
- true
- c44dc3b3-fa57-490c-b16f-a15eace4d025
- 1
-
1629
1010
32
20
-
1655.5
1020
- Result of multiplication
- 9c1080b1-7587-4435-9a48-40e93f9ce7e1
- Result
- R
- false
- 0
-
1691
990
16
40
-
1699.5
1010
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- 109bdb6c-32b7-455b-86ed-30097737f71f
- Unit Z
- Z
-
1813
986
60
28
-
1842
1000
- Unit multiplication
- 1ae686eb-886a-492d-8bb8-5f0fb12dd742
- Factor
- F
- false
- d874dd46-15c3-4986-a522-913f8b55a5ba
- 1
-
1813
988
14
24
-
1822.5
1000
- 1
- 1
- {0}
- 1
- World {z} vector
- f183d320-3494-4a41-9ad5-da277ba3e225
- Unit vector
- V
- false
- 0
-
1857
988
16
24
-
1865.5
1000
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
- 64e3d064-7899-4dd0-b96a-f1f86c9337a4
- Mass Addition
- MA
-
2588
2974
61
44
-
2615
2996
- 1
- Input values for mass addition.
- 2a344b7c-7c84-442e-afea-79e3147145c0
- Input
- I
- false
- 6270c5cd-4572-40d0-be98-408b534b5e75
- 1
-
2588
2976
12
40
-
2596.5
2996
- Result of mass addition
- 16a93a2b-b706-4288-8e0b-bb4951b162f3
- Result
- R
- false
- 0
-
2630
2976
19
20
-
2640
2986
- 1
- List of partial results
- c7ddd037-5d52-4e2c-9853-e8a3a67f6815
- Partial Results
- Pr
- false
- 0
-
2630
2996
19
20
-
2640
3006
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- f563b36d-2f0b-42d0-af04-f28ff69e6b04
- Number
- buildings.floorsArea
- false
- f8cbdfb4-05ce-4621-8e6a-5916de8761c8
- 1
-
2031
2980
50
24
-
2056.804
2992.583
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- c0f2dfe1-57ce-4ba6-9c36-bf6b4739059c
- Number Slider
- Default Block Size
- false
- 0
-
101
1407
219
20
-
101.3488
1407.152
- 2
- 1
- 0
- 0.85
- 0.55
- 0
- 0.7
- 2f407944-81c3-4062-a485-276454ec4b8c
- Fillet
- Fillet the sharp corners of a curve.
- true
- 7f1d87ee-1e74-4166-9cdc-351501235ba1
- Fillet
- Fillet
-
2020
323
62
44
-
2051
345
- Curve to fillet
- 583a6d96-d5b1-42ca-832b-ececaff9fdb7
- Curve
- C
- false
- e664d91d-acf4-4157-a36f-4ba71078eccc
- 1
-
2020
325
16
20
-
2030.5
335
- Radius of fillet
- e65714c5-7c51-4a4a-9f4a-2fa76d4c2d85
- Radius
- R
- false
- ca8385bf-2b00-4bfe-b2e2-50063f5a013c
- 1
-
2020
345
16
20
-
2030.5
355
- Curve with filleted corners
- f9b31dee-7151-4ab4-b038-4bd306331f33
- Curve
- C
- false
- 0
-
2066
325
16
40
-
2074.5
345
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 403e3ce0-7dbc-4c54-ad04-16e504fd14c5
- Number Slider
- Default Block Corner
- false
- 0
-
86
1450
233
20
-
86.87024
1450.249
- 2
- 1
- 0
- 20
- 0
- 0
- 10
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 358d679d-4e34-4546-af76-4c8d47d75abc
- Colour Swatch
- blocks.ground.color
- false
- 0
-
255;163;163;163
-
169
1617
150
20
-
169.7111
1617.313
- 1a38d325-98de-455c-93f1-bca431bc1243
- Offset Curve
- Offset a curve with a specified distance.
- true
- 7f4b0f25-87f1-427b-9e91-0d5cafa02708
- Offset Curve
- Offset
-
1611
1112
111
84
-
1691
1154
- Curve to offset
- 47b0f93c-9057-4436-80b0-b18f8e6683e6
- Curve
- C
- false
- 220ea5f7-dbec-4f31-a951-e13418a99461
- 1
-
1611
1114
65
20
-
1646
1124
- Offset distance
- c17c0008-9fcc-4cb5-9e5d-7566636d9b1b
- Distance
- D
- false
- 0
-
1611
1134
65
20
-
1646
1144
- 1
- 1
- {0}
- 6
- Plane for offset operation
- 5cdd3b8b-d920-49a1-b200-67297f730ad7
- Plane
- P
- true
- 0
-
1611
1154
65
20
-
1646
1164
- Corner type flag. Possible values:
none = 0
sharp = 1
round = 2
smooth = 3
chamfer = 4
- 07f69a9e-9568-4a6e-963f-2e33c4f68714
- Corners
- C
- false
- 0
-
1611
1174
65
20
-
1646
1184
- 1
- 1
- {0}
- 1
- 1
- Resulting offsets
- 6496e5e8-4ebc-467a-a42c-2268d5de86b6
- Curve
- C
- false
- 0
-
1706
1114
16
80
-
1714.5
1154
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 289a05eb-f108-4aea-9d6b-dd8a585368ea
- Colour Swatch
- streets.color
- false
- 0
-
255;8;8;8
-
206
1642
113
20
-
206.528
1642.874
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- ee8b2c20-ca99-43a8-a3ed-5016e3ad59f2
- Mesh
- trees.leaves
- false
- 0
-
3299
1495
50
24
-
3324.717
1507.114
- 1
- 1
- {0}
-
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- 00000000-0000-0000-0000-000000000000
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- fd7f2859-81c1-4eca-a77d-70cc4e943820
- Mesh
- trees.trunk
- false
- 0
-
3299
1533
50
24
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3324.345
1545.223
- 1
- 1
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- Divide Curve
- Divide a curve into equal length segments
- true
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- Divide Curve
- Divide
- false
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- Number of segments
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- Count
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- Split segments at kinks
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- Tangents
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- Parameters
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- 0
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- Offset Curve
- Offset a curve with a specified distance.
- true
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- Offset Curve
- Offset
-
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- Curve to offset
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65
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- Offset distance
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- Distance
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- Corner type flag. Possible values:
none = 0
sharp = 1
round = 2
smooth = 3
chamfer = 4
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- Corners
- C
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- Resulting offsets
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- Curve
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- Number Slider
- Numeric slider for single values
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- Number Slider
- Default Courtyard Size
- false
- 0
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- 1
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- 3c5edcba-b7a5-4710-b076-4b19a7080a2b
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- Center
- Returns the center of a geometry and the Diameter of it's bounding box as the Dimention
You can Right Click on the component's icon and choose "ForAll" option to have center point of a group of geometries.
Besides You can Right click on the component's icon and choose one of three provided options (Spacial/ Planar/ Basement ) to have Desired type of center.
- true
- 3347cd4c-f573-4715-b1b5-57eb9015bdb3
- Center
- Center
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- Geometric
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- Geometric
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17
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- Center
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- Center
- C
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17
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- Diagonal size of geometry's bounding box
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- Dimension
- D
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- 0
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256
17
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266
- afb96615-c59a-45c9-9cac-e27acb1c7ca0
- Explode
- Explode a curve into smaller segments.
- true
- aede169f-bab4-434a-afc7-01d4d42ca318
- Explode
- Explode
-
2096
333
74
44
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2139
355
- Curve to explode
- 9262c54b-6cef-44bc-acb1-7bc99d4e7c39
- Curve
- C
- false
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- 1
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28
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- Recursive decomposition until all segments are atomic
- f0ff5c10-ba77-4d0e-ae09-837455082abf
- Recursive
- R
- false
- 0
-
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28
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2112.5
365
- 1
- 1
- {0}
- true
- 1
- Exploded segments that make up the base curve
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- Segments
- S
- false
- 0
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16
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- Vertices of the exploded segments
- d2990498-d9b6-46b2-be18-ba8a8a66717a
- Vertices
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- BB Intersection
- Intersection of a set of planar closed polylines
Bowerbird
by Thomas J. Oberbichler
- true
- ac140813-f778-4690-bf91-434b123d02df
- BB Intersection
- BBInt
-
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- 1
- Curve
- b8b02ce1-3e3f-4603-b044-94cc458f4f45
- 2
- Curve
- A
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-
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- Curve
- 3b696d1d-f81a-4ecb-9b76-01ca2e620c9a
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- Curve
- B
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- 5f5d6c5e-fdd4-4795-b19e-ebb18800f778
- 1
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2909
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83
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- Plane
- f78ce7d7-d7f3-4be8-8abe-4e3ccf871391
- Plane
- P
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- 0
-
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83
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- 1
- {0}
-
0
0
0
1
0
0
0
1
0
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- Curve
- 9b8f2d11-bc74-42f5-b0e2-65503acc583a
- Curve
- C
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- 0
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16
60
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- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 03e8713b-aa5e-43ce-9c5f-8dee1dea529d
- Move
- Move
-
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64
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1918
990
- Base geometry
- aa107616-8a1c-47ab-9ce0-131e8bf2d30d
- Geometry
- G
- true
- 6be755b1-88b4-4022-a953-121f1c535ec9
- 1
-
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17
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- Translation vector
- b1680fef-3414-4c39-9ce3-21e0f63efcdd
- Motion
- T
- false
- f183d320-3494-4a41-9ad5-da277ba3e225
- 1
-
1886
990
17
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1897
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- 1
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- {0}
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0
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- Translated geometry
- e1abc32f-b178-4ade-b5b9-a1e5c9fc7a27
- Geometry
- G
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- 0
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17
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- Transformation data
- 58e5fe26-8c89-45c8-9fc4-1c01c6a2d612
- Transform
- X
- false
- 0
-
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17
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1942
1000
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 7b434fc3-fd5e-4e6a-98c6-1d40893ea845
- Merge
- Merge
-
1987
905
69
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2025
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- d8a540e6-850e-4198-af20-13d0b0757fe9
- false
- Data 1
- D1
- true
- 6be755b1-88b4-4022-a953-121f1c535ec9
- 1
-
1987
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23
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-
2001
917
- 2
- Data stream 2
- d97448d4-b2c5-4888-9b69-4875b7d124c7
- false
- Data 2
- D2
- true
- e1abc32f-b178-4ade-b5b9-a1e5c9fc7a27
- 1
-
1987
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23
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2001
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- Result of merge
- b7441255-2234-41f5-97ec-67812f6f2ac1
- Result
- R
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- 0
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- a9734750-3b65-430a-bc2a-dd43baaa1354
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- b728529d-0af1-405d-9ac3-da5170a293d4
- Loft Mesh
- LoftMesh
-
2166
885
89
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-
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- 1
- A set of polyline curves used to create a mesh loft.
- 8478d925-683a-4e2b-a9e2-74de503b79d5
- Polylines
- P
- false
- b91f4c5f-f86c-4085-a038-6832cd559657
- 1
-
2166
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40
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-
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- Compute texture coordinates and store them in the resulting mesh.
- 663efbf0-7326-4ce5-940b-6e800409ee83
- Compute UV
- UV
- true
- 0
-
2166
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40
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-
2188.5
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- 1
- 1
- {0}
- false
- Try to map the texture coordinates according to the cross and transversal lengths of the mesh. When disabled, a unit [0,1]x[0,1] domain will be used.
- 030bed3a-ec5d-4ac6-8aa7-e4974ef5401b
- Isometric UV
- I
- false
- 0
-
2166
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40
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- 1
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- {0}
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- Size of the UV space.
- ccd11ee6-7205-4625-8770-a7184df763be
- UV Size
- S
- false
- 0
-
2166
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40
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2188.5
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- 1
- 1
- {0}
- 1
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- Lofted mesh.
- bfcea0a4-d67c-463f-889e-1f9a6a48bfd8
- Mesh
- M
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- 0
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- 47814a17-ca9e-4305-9400-3a9c8d71c19d
- Unweld Mesh
- Unweld (split) creases in a mesh
- true
- ae32ad2b-fadd-4656-a4e1-8694a28785f9
- Unweld Mesh
- Unweld
-
2285
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82
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- Mesh to unweld
- e4e2a5f9-bd4e-4b2d-85d7-7d689922d420
- Mesh
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- 1
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2285
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- Unweld angle
- 122e4451-ee51-4c0c-8f62-24113385bd62
- Angle
- A
- false
- 0
- false
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- {0}
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- Unwelded mesh
- a79c8976-c568-481c-aa76-c3db0de756b8
- Result
- R
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- 25e4c05c-cbb2-4572-8e17-be61107d0f1d
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- Polyline To Mesh
- Create a mesh from a closed or open polyline boundary.
- true
- d99ee78e-3eb1-4275-b6f5-3639e6731820
- Polyline To Mesh
- PLine2Msh
-
2288
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79
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-
2333
990
- Polyline boundary which represents the naked edges of the mesh
- d0aaf491-5b98-48cc-a287-a4693e40e48b
- Polyline
- Pl
- false
- e1abc32f-b178-4ade-b5b9-a1e5c9fc7a27
- 1
-
2288
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30
20
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2305.5
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- Make quad mesh faces where possible
- 1d8b1dd0-6070-48ad-80ac-4060f5efa24a
- Quadrangulate
- Q
- false
- 0
-
2288
990
30
20
-
2305.5
1000
- 1
- 1
- {0}
- true
- Resulting mesh from polyline boundary
- 05aa36f1-e4e3-45f1-a7d5-1384ee6c57a9
- Mesh
- M
- false
- 0
-
2348
970
19
40
-
2358
990
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 17d8411f-ead4-4d84-9c9f-83e083ee3beb
- Merge
- Merge
-
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40
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- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
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- Trim Tree
- Trim
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- Data tree to flatten
- 17cad09b-e414-4499-9d44-52ebad160917
- Tree
- T
- false
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- 1
-
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34
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- Number of outermost branches to merge
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- Depth
- D
- false
- 0
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- {0}
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- Trimmed data tree
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- Tree
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- Mesh Join
- Join a set of meshes into a single mesh
- true
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- Mesh Join
- MJoin
-
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68
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-
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- Meshes to join
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- Meshes
- M
- false
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- Mesh join result
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- Mesh
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- false
- 0
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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.
- da5c8cfc-66fc-41b9-b12b-e4a33b49c41b
- glTF 2.0 Display
- buildings
-
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-
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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.
- 3cacc4ca-4027-4ec5-8eef-8857e39bb6bd
- Geometry
- G
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-
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- List of materials to be assigned to branches of geometry.
- c8c9aca9-9637-4baa-bbfe-bb17e4dbb093
- Material
- M
- true
- 0
-
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19
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- Merge
- Merge a bunch of data streams
- true
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- Merge
- Merge
-
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- Data stream 1
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- Data 1
- D1
- true
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- Data stream 2
- a36cfe83-d117-453b-92d0-c47b4abbef2d
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- Data 2
- D2
- true
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- 1
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- Result of merge
- f9a61de0-e8f7-48bd-a40c-0b1c5ec8dcaf
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- Result
- R
- false
- 0
-
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40
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- a26cc4fa-5867-4f0d-85be-22baf302cb94
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- Attach Transformations
- Attach transformation matrices to a geometry sent to ShapeDiver Output and Display components.
- true
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- Attach Transformations
- AttachTransform
-
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- Geometry to transform. Provide a URL (string) in case you want to transform external geometry.
- 68591f7e-7a33-40ec-9a56-6b687fddd0f9
- Geometry
- G
- false
- f9a61de0-e8f7-48bd-a40c-0b1c5ec8dcaf
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- Transformations to attach to the input geometry.
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- Transform
- T
- false
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- 1
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- Object with attached transformations.
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- Geometry
- G
- false
- 0
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17
40
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- Move
- Translate (move) an object along a vector.
- true
- 1a04db67-d9da-4b9a-8ea7-319363500509
- Move
-
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80
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- Base geometry
- 6f194e8f-3e28-4a35-a16d-8bda1f77e372
- Geometry
- G
- true
- 0
-
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- Translation vector
- 0a0af443-be54-4bea-a5a7-4e09e9580c8f
- Motion
- T
- false
- a28725d4-8926-4855-b25c-68a21409728a
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- {0}
-
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- Translated geometry
- a11217df-4798-4a69-a75b-1b22830348ce
- Geometry
- G
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- 0
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- Transformation data
- 6084f9dd-0660-431d-9986-d4c9d40d922f
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- Transform
- X
- false
- 0
-
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- 8e260f04-39c4-48a1-9b8c-bbec04a7088b
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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.
- 9579febf-9239-42ee-864a-d57a20fe04ee
- glTF 2.0 Display
- trees
-
3832
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44
-
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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.
- b1cf21ff-30a9-486f-a640-5e9378f939bd
- Geometry
- G
- false
- 158182ff-2c6e-4e04-b999-eca1a0c46b84
- 1
-
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19
20
-
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- 2
- List of materials to be assigned to branches of geometry.
- adab149f-7c1f-4892-a0a9-e317bec77b5f
- Material
- M
- true
- 3e2a176f-ccd9-47dd-bfe2-5565ce7306ee
- 1
-
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19
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- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 80139bac-9fe7-4b11-a4f6-f6ac371f6dd4
- Merge
- Merge
-
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-
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- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
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- Data stream 1
- 5fc559ad-eeab-485b-ba3d-599f6ee5fb38
- false
- Data 1
- D1
- true
- 4bc293af-2aae-45c7-983d-a7db0c19b60a
- 1
-
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-
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- 2
- Data stream 2
- 6993c21c-324f-4a93-bfd6-f4710adef9fe
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- Data 2
- D2
- true
- e7b7096f-90e3-4f0b-8a2e-3d94d627aaf2
- 1
-
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- Result of merge
- 3e2a176f-ccd9-47dd-bfe2-5565ce7306ee
- Result
- R
- false
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-
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- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 6d7c0349-1e21-462d-8219-3acf4f2c4138
- Panel
- false
- 0
- 0
- Select Block
-
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- 0
-
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- true
- false
- true
- false
- false
- true
- d5a5d44c-f959-470c-8ea2-1e691497c89f
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- Bar Chart Widget
- Create an App Builder bar chart widget from a list of properties and a chart data set.
- e5b0d72d-7a47-4bd8-a9d5-8b5982e59d5b
- false
- Bar Chart Widget
- BarChartWidget
-
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- The widget's name.
- 8e66770d-cc74-41f3-8a46-6760c32657dc
- Name
- N
- true
- 0
-
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20
-
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- 1
- {0}
- false
- Gross Floor Area
- The type of the chart. Read more about the different types in the documentation.
- 7256e8be-8b5e-44ee-9ad8-4a6097795ef5
- Type
- T
- false
- 0
-
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-
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- 1
- {0}
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- default
- The chart's plot settings.
- a72c2639-b75e-4197-9c39-18ea3bd379af
- Plot Settings
- P
- false
- 9f5dca90-bf1b-483d-b17f-5e5b096e9e95
- 1
-
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-
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- The data set to be displayed.
- 82c59aed-3759-4d33-99f2-9513dbaa555f
- Data Set
- D
- false
- f14b2bd6-1640-44d5-8721-0d3c7098b5d1
- 1
-
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- The bar chart widget.
- f75148d8-e66d-4666-a2e2-c0c61c4e5d10
- 1
- Widget
- W
- false
- 0
-
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80
-
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- 86b28a7e-94d9-4791-8306-e13e10d5f8d5
- Area
- Solve area properties for breps, meshes and planar closed curves.
- true
- 34f1638c-e7c7-44c9-a0f0-044dab8ffede
- Area
- Area
- false
-
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- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- 2
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
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- Brep, mesh or planar closed curve for area computation
- b85f8941-942e-419c-a6ac-98eace1285b5
- Geometry
- G
- false
- 199d04f6-48d2-4a67-a895-8477dff8ae92
- 1
-
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- Area of geometry
- e980bd6a-433f-40de-b6eb-9af2e1115c8e
- Area
- A
- true
- 0
-
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- Area centroid of geometry
- 91e33a4d-c890-4369-b6be-54ebcf0283e2
- Centroid
- C
- true
- 0
-
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- ce46b74e-00c9-43c4-805a-193b69ea4a11
- Multiplication
- Mathematical multiplication
- true
- cbbbd776-243c-4335-8b67-a7a536fd4606
- Multiplication
- A×B
-
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for multiplication
- 1ba0ff99-0076-40af-9ff0-6b14cd2d68ad
- A
- A
- true
- e980bd6a-433f-40de-b6eb-9af2e1115c8e
- 1
-
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- Second item for multiplication
- 77c05b0b-59af-4bd6-bbeb-916887a1dcec
- B
- B
- true
- 423bf645-92ae-4bae-8ba3-1be06444b522
- 1
-
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- Result of multiplication
- d04381c3-6bb8-41d5-beff-6112cd5245e2
- Result
- R
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 6270c5cd-4572-40d0-be98-408b534b5e75
- Number
- buildings.floors.grossArea
- false
- f563b36d-2f0b-42d0-af04-f28ff69e6b04
- 1
- 2
-
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- 3bc67007-4227-448d-9032-b05f78b9e0fb
- b9116316-c87d-4212-a382-bc40035939bb
- Chart Data Set
- Combine a list of keys and a list of series to create an App Builder chart data set.
- 08d1a592-df9d-47d3-a5a0-17f0057ec7f3
- Chart Data Set
- ChartDataSet
-
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-
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- A list of keys defining the chart’s x-axis.
- 7f33b723-3206-4279-97f6-2b0abf27349c
- Keys
- K
- false
- 4c90dd71-8c6d-425d-b0da-88a29d6588c2
- 1
-
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- A list of data series to plot in the chart. Each series contains a list of values corresponding to the Keys input.
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- Series
- S
- false
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- 1
-
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- The data set.
- a3102101-7933-4663-9aca-0f99635b870e
- Data set
- D
- false
- 0
-
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-
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- 2f5285f0-ad8a-4c23-a96d-89695a0a2a9e
- b9116316-c87d-4212-a382-bc40035939bb
- Chart Data Series
- Create a single data series to be plotted in an App Builder line, area or bar chart widget.
- 66a7c187-a3f2-4b77-9b42-a82b64bf2199
- Chart Data Series
- ChartDataSeries
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- The data series' name.
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- Name
- N
- false
- 0
-
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- {0}
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- Gross Floor Area
- The color to be used for this data series.
- 360a72a0-e93d-41e5-be9e-44a2fb13730f
- Color
- C
- false
- 895d7382-33ad-4ad7-a872-8fdcc69bc739
- 1
-
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- A series of numbers to plot in the chart.
- bf41c693-61c8-4f39-bd8e-c3d01a7e66ee
- Values
- V
- false
- c02a1645-e86e-43ef-b455-75e7be06fbac
- 1
-
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- The data series.
- f4cd67a8-a1f7-4c0c-b60d-e5169c59a370
- Data series
- S
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- 0
-
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- 897afe1d-03df-42c4-8291-af4dcebeca4d
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- List Indices
- Get a list of the indices from a list of items.
- true
- 02144b5f-7b12-4065-9b59-b5915c982c38
- List Indices
- ListDexs
-
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- List of items to get index list of
- 7fd4d749-9742-4e72-858d-8ceb763bf2d3
- List
- L
- false
- c02a1645-e86e-43ef-b455-75e7be06fbac
- 1
-
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- List of indices from the item list
- 2b183090-4d3f-45f9-b0e4-345bf222e9ba
- Indices
- i
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- 0
-
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- 5d40990e-7c72-48d8-bd6b-0a1896089ad2
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- X Plus One
- Add one to x.
- 648edafe-a81c-4bd1-ae83-2f7f474a7025
- X Plus One
- x+1
-
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- Number x to add one to
- 25e2cc8b-dd35-45fa-aa3f-c8ac98a95947
- Number X
- x
- false
- 2b183090-4d3f-45f9-b0e4-345bf222e9ba
- 1
-
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14
24
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- Result of x plus one
- 4c90dd71-8c6d-425d-b0da-88a29d6588c2
- Plus One
- +1
- false
- 0
-
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- 7dea51ac-6787-4dcc-9d42-0c2288e883fb
- b9116316-c87d-4212-a382-bc40035939bb
- Container
- Create a container for an App Builder application, including a list of tabs and/or widgets.
- 6ac73c12-ca8d-4347-88b6-70439483fd5e
- Container
- charts
-
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- A name for the container. Use "left", "right", "top" and "bottom" to influence the default template.
- 366af893-0099-4c47-af82-f66ad7c6fbb8
- Name
- N
- false
- 0
-
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- 1
- {0}
- false
- right
- 1
- A list of tabs to structure the container.
- 4deaa759-3659-49b1-b302-37721a28b87d
- Tabs
- T
- true
- f9512491-4329-4a84-80d8-72dc2467d11c
- 1
-
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-
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- A list of widgets to include directly in the container. If tabs are defined, those widgets will be included in all tabs.
- 984a7d29-ca6e-4cb5-a05e-9690d8c05dea
- Widgets
- W
- true
- 0
-
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- A container that can be used to build a web application.
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- Container
- C
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4365
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16
60
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- Colour Swatch
- Colour (palette) swatch
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- Colour Swatch
- buildings.color.selected
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255;255;0;0
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151
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168
20
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151.528
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- Colour (palette) swatch
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- Colour Swatch
- buildings.color
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255;227;227;227
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194
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125
20
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194.3034
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- Mass Addition
- Perform mass addition of a list of items
- true
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- Mass Addition
- MA
-
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2910
61
44
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- Input values for mass addition.
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- Input
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12
40
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- Result of mass addition
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- R
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19
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- List of partial results
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19
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- Area
- Solve area properties for breps, meshes and planar closed curves.
- true
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- Area
- Area
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- Brep, mesh or planar closed curve for area computation
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- Geometry
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- 1
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1607
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17
40
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- Area of geometry
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- Area
- A
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1654
2858
32
20
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1662.5
2868
- Area centroid of geometry
- 33d0a2c3-feb0-41e4-9ab2-def6ab74e528
- Centroid
- C
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1654
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32
20
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1662.5
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- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
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- Merge
- Merge
-
1822
2890
69
44
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1860
2912
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- Data 1
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- true
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- 1
-
1822
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23
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1836
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- Data stream 2
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- Data 2
- D2
- true
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- 1
-
1822
2912
23
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1836
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- Result of merge
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1875
2892
16
40
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1883.5
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- Number
- Contains a collection of floating point numbers
- 2
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- Number
- buildings.open/builtArea
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2031
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50
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- Bar Chart Widget
- Create an App Builder bar chart widget from a list of properties and a chart data set.
- 331209f2-7da4-4b34-96d2-7b0503984445
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- Bar Chart Widget
- BarChartWidget
-
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162
84
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- The widget's name.
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- Name
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3467
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113
20
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3526
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- Built vs Open Area
- The type of the chart. Read more about the different types in the documentation.
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- Type
- T
- false
- 0
-
3467
3074
113
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- {0}
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- stacked
- The chart's plot settings.
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- Plot Settings
- P
- false
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113
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- The data set to be displayed.
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- Data Set
- D
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- 1
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113
20
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3526
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- The bar chart widget.
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- Widget
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-
3610
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19
80
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3620
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- 2f5285f0-ad8a-4c23-a96d-89695a0a2a9e
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- Chart Data Series
- Create a single data series to be plotted in an App Builder line, area or bar chart widget.
- 8699df23-b31f-4ebf-9698-77ea42f75b86
- Chart Data Series
- ChartDataSeries
-
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94
64
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- The data series' name.
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- 2
- Name
- N
- false
- a91596f7-d1a0-4511-9a34-bf487db07676
- 1
-
2975
3170
33
20
-
3002
3180
- 1
- 1
- {0}
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- Gross Floor Area
- The color to be used for this data series.
- 33272784-81ea-454d-a187-200909af6487
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- Color
- C
- false
- 53d4119d-2c42-4f8e-acc8-273eb3ec4d13
- 1
-
2975
3190
33
20
-
3002
3200
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- 1
- {0}
-
255;0;255;255
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- A series of numbers to plot in the chart.
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- Values
- V
- false
- 66880bf8-858e-448c-bf8f-ee0bac67e8d3
- 1
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2975
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33
20
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3002
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- The data series.
- db7a5790-ee4d-468c-ba64-7ac3e1c81b57
- 1
- Data series
- S
- false
- 0
-
3038
3170
31
60
-
3046
3200
- 41aa4112-9c9b-42f4-847e-503b9d90e4c7
- Flip Matrix
- Flip a matrix-like data tree by swapping rows and columns.
- true
- 8d211e8e-396b-42e6-b909-22a1ad90ccc6
- Flip Matrix
- Flip
-
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3206
64
28
-
2617
3220
- 2
- Data matrix to flip
- fd1b9fe5-0ee0-481f-9d89-e4f7218e8c6c
- Data
- D
- false
- 22af7a93-2cdb-4096-84ed-0f0866672fc2
- 1
-
2585
3208
17
24
-
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3220
- 2
- Flipped data matrix
- 66880bf8-858e-448c-bf8f-ee0bac67e8d3
- Data
- D
- false
- 0
-
2632
3208
17
24
-
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3220
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 1a7eb4ae-14c1-4d93-a48c-bd630a67cd4b
- Colour Swatch
- charts.buildings.area.color
- false
- 0
-
255;255;160;0
-
139
1743
180
20
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139.1801
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- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 94c0d60e-7712-49c2-aa4e-174b7c2c2fa7
- Colour Swatch
- charts.open.area.color
- false
- 0
-
255;0;196;0
-
158
1767
160
20
-
158.9413
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- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
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- Merge
- Merge
-
2796
3165
69
44
-
2834
3187
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- Data stream 1
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- false
- Data 1
- D1
- true
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- 1
-
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23
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- Data stream 2
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- Data 2
- D2
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- 1
-
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23
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- Result of merge
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- Result
- R
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-
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16
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- 3bc67007-4227-448d-9032-b05f78b9e0fb
- b9116316-c87d-4212-a382-bc40035939bb
- Chart Data Set
- Combine a list of keys and a list of series to create an App Builder chart data set.
- d07ccbdd-7067-49cb-8903-31ccc11c838f
- Chart Data Set
- ChartDataSet
-
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62
44
-
3255
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- 1
- A list of keys defining the chart’s x-axis.
- f172df38-05c2-4dfa-a37b-960e0ca06fae
- Keys
- K
- false
- 8ad39928-6c3c-4592-8540-b30f343ba55b
- 1
-
3225
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15
20
-
3235
3180
- 1
- A list of data series to plot in the chart. Each series contains a list of values corresponding to the Keys input.
- 5f45e1d0-81d5-42c6-9580-0fa0965983d6
- Series
- S
- false
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- 1
-
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15
20
-
3235
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- The data set.
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- Data set
- D
- false
- 0
-
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17
40
-
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3190
- ab8be76d-12b5-4f57-913c-18c3708da818
- b9116316-c87d-4212-a382-bc40035939bb
- Plot Settings
- Define various plot settings for App Builder line, area or bar chart widgets.
- a56ad516-6cff-4d5c-9788-124eabbdf004
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- Plot Settings
- PlotSettings
-
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3032
100
144
-
3392
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- Display the x-axis in the chart.
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- XAxis
- XA
- false
- 0
-
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55
20
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- 1
- 1
- {0}
- true
- A name for the x-axis (only visible if XAxis is true).
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- XLabel
- XL
- true
- 0
-
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3054
55
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-
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- 1
- 1
- {0}
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- Block
- Display the y-axis in the chart.
- 96dfcf0c-644a-45f2-95a6-0adf7feb96b8
- YAxis
- YA
- false
- 0
-
3322
3074
55
20
-
3352
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- 1
- 1
- {0}
- true
- A name for the y-axis (only visible if YAxis is true).
- be038477-0cd3-4dd3-a030-7d3d6eaa9c5d
- YLabel
- YL
- true
- 0
-
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3094
55
20
-
3352
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- 1
- 1
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- Area
- Display grid lines in the horizontal and/or vertical direction.
- c046004b-57fd-4d9a-a6c2-42a570fe19d1
- Grid
- G
- false
- 0
-
3322
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55
20
-
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- 1
- 1
- {0}
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- x
- Display thick dots on data point in Area and Line charts.
- d92568d0-6615-4959-9ae6-d665b22d5e33
- Dots
- D
- false
- 0
-
3322
3134
55
20
-
3352
3144
- 1
- 1
- {0}
- true
- Whether to display a legend with the names of the data series.
- b3cea0fc-19d1-4a03-8253-29352e6be849
- Legend
- L
- false
- 0
-
3322
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55
20
-
3352
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- 1
- 1
- {0}
- true
- The plot settings object.
- ea00cd17-2947-43dc-ba9e-61a8404ad7ca
- Plot Settings
- P
- false
- 0
-
3407
3034
15
140
-
3415
3104
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- a91596f7-d1a0-4511-9a34-bf487db07676
- Panel
- false
- 0
- 0
- Open Area
Built Area
-
2760
3123
106
40
- 0
- 0
- 0
-
2760.097
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-
255;255;255;255
- true
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- false
- false
- false
- true
- 2d61f4e0-47c5-41d6-a41d-6afa96ee63af
- Shift Paths
- Shift the indices in all data tree paths
- true
- 24962837-0c0e-4862-80ec-30e31a0e2071
- Shift Paths
- PShift
-
3277
635
81
44
-
3326
657
- 2
- Data to modify
- 51309343-9430-45b4-bbdf-fa2ed4f9fc61
- Data
- D
- false
- d2a852be-2ff5-490e-9dff-2679fe913d4f
- 1
-
3277
637
34
20
-
3296.5
647
- Offset to apply to each branch
- 87637da4-7ba9-40ca-8d89-9dd09c8dbe1a
- Offset
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- false
- 0
-
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657
34
20
-
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667
- 1
- 1
- {0}
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- Shifted data
- f0210a02-10a9-48bd-8d83-05ed3160f831
- Data
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- false
- 0
-
3341
637
17
40
-
3350
657
- 2d61f4e0-47c5-41d6-a41d-6afa96ee63af
- Shift Paths
- Shift the indices in all data tree paths
- true
- 9ce6b47d-c999-4caf-b808-823c34ca8fab
- Shift Paths
- PShift
-
1706
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81
44
-
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- 2
- Data to modify
- 39502702-4c27-4245-8f0c-89c79fbb2296
- Data
- D
- false
- 138ac5b0-57dc-4d6d-bcb8-da76ba24063f
- 1
-
1706
2858
34
20
-
1725.5
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- Offset to apply to each branch
- 4881e331-40e3-4bd7-8cf0-b4db02a2b3d7
- Offset
- O
- false
- 0
-
1706
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34
20
-
1725.5
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- 1
- 1
- {0}
- 1
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- Shifted data
- 91b67861-6599-404a-98ee-200cbb207a2b
- Data
- D
- false
- 0
-
1770
2858
17
40
-
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2878
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
- d43c8a71-0326-4ad6-afeb-04fa1433497a
- Mass Addition
- MA
-
2680
3275
61
44
-
2707
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- 1
- Input values for mass addition.
- 9bdb0808-6506-44f6-9f5c-7fb13f893774
- Input
- I
- false
- 66880bf8-858e-448c-bf8f-ee0bac67e8d3
- 1
-
2680
3277
12
40
-
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- Result of mass addition
- be3f221c-d73f-4f4b-b21c-c47bbeae3f5b
- Result
- R
- false
- 0
-
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19
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-
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- 1
- List of partial results
- ede81f9b-36f5-47c0-b2cd-8d7edf731264
- Partial Results
- Pr
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- 0
-
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3297
19
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-
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3307
- d8625643-7d0d-44c4-9b3c-b9acd16c50fb
- b9116316-c87d-4212-a382-bc40035939bb
- Round Chart Widget
- Create an App Builder round chart widget from a list of properties and round chart data items.
- 99818571-a146-4429-b312-2a3bb77e3973
- false
- Round Chart Widget
- RoundChartWidget
-
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188
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-
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- The widget's name.
- 40d73076-c3c0-4ddb-bc8b-fd2c8a39ec6f
- Name
- N
- true
- 0
-
3441
3182
123
20
-
3505
3192
- 1
- 1
- {0}
- false
- Total Built Area vs Open Area
- Whether to use a “pie” or “donut” chart.
- 0888c888-3f45-4057-b211-c66972a4dcde
- Style
- S
- false
- 0
-
3441
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123
20
-
3505
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- 1
- 1
- {0}
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- donut
- Whether to display labels with values around the chart.
- a1306b8a-e041-418a-8e3b-29b4ed9969f7
- Labels
- L
- false
- 0
-
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123
20
-
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- 1
- 1
- {0}
- true
- Whether to display a legend with the names of the data items.
- e495292d-946d-4b6a-addf-4a712d7784e4
- Legend
- Ld
- false
- 0
-
3441
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123
20
-
3505
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- 1
- 1
- {0}
- true
- 1
- The data items to include in the round chart.
- c60e10b7-d3cb-4ac7-a6b1-3f9d3e3084d6
- Data
- D
- false
- 081ec626-0711-4a8f-aab9-27bda3939ea8
- 1
-
3441
3262
123
20
-
3505
3272
- The round chart widget.
- a8d537fb-38ea-42a5-b7bb-916252c50244
- 1
- Widget
- W
- false
- 0
-
3594
3182
35
100
-
3604
3232
- 39f8eb5f-fc82-448e-9e06-57dc8b55574f
- b9116316-c87d-4212-a382-bc40035939bb
- Round Chart Data
- Create an item consisting of a name, value and color to be represented in an App Builder round chart.
- 551f7ca3-9ff3-4565-a262-189cb4f4bd56
- Round Chart Data
- RoundChartData
-
3005
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64
64
-
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- The data item's name.
- 044ab8e0-51f0-4c58-ba83-e2e2cff5b419
- Name
- N
- false
- a91596f7-d1a0-4511-9a34-bf487db07676
- 1
-
3005
3242
17
20
-
3016
3252
- The color to be used for this item in the round chart.
- 59765149-a17e-4be2-835c-33aabf1d7a23
- Color
- C
- false
- 53d4119d-2c42-4f8e-acc8-273eb3ec4d13
- 1
-
3005
3262
17
20
-
3016
3272
- The item's value.
- adf24c56-55af-413e-a0cb-24c336e41183
- Value
- V
- false
- 7db4b29d-4a40-4898-8b2c-e56b125c7a53
- 1
-
3005
3282
17
20
-
3016
3292
- The data item.
- 081ec626-0711-4a8f-aab9-27bda3939ea8
- Data
- D
- false
- 0
-
3052
3242
17
60
-
3061
3272
- 575660b1-8c79-4b8d-9222-7ab4a6ddb359
- Rectangle 2Pt
- Create a rectangle from a base plane and two points
- true
- 6a3fb13e-947b-417a-80ab-253e7b7bd260
- Rectangle 2Pt
- Rec 2Pt
-
2760
625
113
84
-
2842
667
- Rectangle base plane
- 397bd8e2-a943-4918-a619-ea245bfe8f11
- Plane
- P
- false
- 0
-
2760
627
67
20
-
2796
637
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- First corner point.
- 2c2ef283-c522-4afe-884c-3dfeb241498e
- Point A
- A
- false
- d04d9333-fc46-407e-9d00-655722274c1f
- 1
-
2760
647
67
20
-
2796
657
- 1
- 1
- {0}
-
0
0
0
- Second corner point.
- 041e66ad-33ff-4b9c-bb62-1918f268791a
- Point B
- B
- false
- 01455fb4-f0ca-46d6-97ba-b96c439cd70e
- 1
-
2760
667
67
20
-
2796
677
- 1
- 1
- {0}
-
10
5
0
- Rectangle corner fillet radius
- 1a565b24-8412-423d-a799-963304ed2ec0
- Radius
- R
- false
- 0
-
2760
687
67
20
-
2796
697
- 1
- 1
- {0}
- 0
- Rectangle defined by P, A and B
- 509b600a-d911-43df-9984-596a94b7b9bb
- Rectangle
- R
- false
- 0
-
2857
627
16
40
-
2865.5
647
- Length of rectangle curve
- 6a9a45f2-2286-435c-a4fe-dd90f623fda4
- Length
- L
- false
- 0
-
2857
667
16
40
-
2865.5
687
- 4fdfe351-6c07-47ce-9fb9-be027fb62186
- Shift List
- Offset all items in a list.
- true
- 3357578f-ba53-4b86-8e7f-109786f74623
- Shift List
- Shift
-
2226
645
80
64
-
2277
677
- 1
- List to shift
- 480ee34a-5366-4e3d-be61-bf664d5abb80
- List
- L
- false
- 18a58999-ce01-4c0d-a6d1-546923836a22
- 1
-
2226
647
36
20
-
2246.5
657
- Shift offset
- 833d7b66-7cd5-448f-8524-0301d3c30c5a
- Shift
- S
- false
- 0
-
2226
667
36
20
-
2246.5
677
- 1
- 1
- {0}
- 1
- Wrap values
- 1fd361a5-612c-49ad-ba3b-2683cb83940d
- Wrap
- W
- false
- 0
-
2226
687
36
20
-
2246.5
697
- 1
- 1
- {0}
- false
- 1
- Shifted list
- 49c007ee-a535-4278-a66d-d963b54332d1
- List
- L
- false
- 0
-
2292
647
14
60
-
2299.5
677
- 5a13ec19-e4e9-43da-bf65-f93025fa87ca
- Shortest List
- Shrink a collection of lists to the shortest length amongst them
- true
- 9e7a329f-5e3e-43dd-af20-bb363937ac41
- Shortest List
- Short
- 2
-
2342
645
62
44
-
2373
667
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- List (A) to operate on
- 8efd6dbf-d01b-46fe-9f81-9259d7aafaeb
- List (A)
- A
- true
- 62f255b7-2aa2-4596-9007-6520587c8451
- 1
-
2342
647
16
20
-
2352.5
657
- 1
- List (B) to operate on
- 29ce500b-ce65-40e1-a09e-7f2f8b76162d
- List (B)
- B
- true
- 49c007ee-a535-4278-a66d-d963b54332d1
- 1
-
2342
667
16
20
-
2352.5
677
- 1
- Adjusted list (A)
- d04d9333-fc46-407e-9d00-655722274c1f
- false
- List (A)
- A
- false
- 0
-
2388
647
16
20
-
2396.5
657
- 1
- Adjusted list (B)
- 01455fb4-f0ca-46d6-97ba-b96c439cd70e
- false
- List (B)
- B
- false
- 0
-
2388
667
16
20
-
2396.5
677
- c75b62fa-0a33-4da7-a5bd-03fd0068fd93
- Length
- Measure the length of a curve.
- true
- 4c9ad59c-664d-4ea8-8e65-caa0564a4273
- Length
- Len
-
1738
700
60
28
-
1769
714
- Curve to measure
- 81c717b0-8eed-4126-b882-33e5776eb977
- Curve
- C
- false
- 54c94d38-5eb3-4779-97d0-6772ae23d9c9
- 1
-
1738
702
16
24
-
1748.5
714
- Curve length
- e3a6e683-091f-4ac8-a59b-c15885f41c38
- Length
- L
- false
- 0
-
1784
702
14
24
-
1791.5
714
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 8483c833-4fd9-4eca-aa55-7eca17404de2
- Number Slider
- Default Max Building Length
- false
- 0
-
49
1469
271
20
-
49.71454
1469.844
- 3
- 1
- 1
- 30
- 15
- 0
- 20
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- 0a04ecc8-2a54-4024-bd4a-3084cb7f38e0
- Division
- A/B
-
1813
702
78
44
-
1860
724
- Item to divide (dividend)
- 32bbb718-0401-4260-bc56-92b039a90901
- A
- A
- false
- e3a6e683-091f-4ac8-a59b-c15885f41c38
- 1
-
1813
704
32
20
-
1839.5
714
- Item to divide with (divisor)
- 8c0fe19d-7290-4c63-aae7-8d4c31ec76d4
- 2
- B
- B
- false
- 57228faf-3090-4698-981f-1dacf9758711
- 1
-
1813
724
32
20
-
1839.5
734
- The result of the Division
- 4df9c5ee-23ee-4ca2-94a8-b2210c222f77
- Result
- R
- false
- 0
-
1875
704
16
40
-
1883.5
724
- a50c4a3b-0177-4c91-8556-db95de6c56c8
- Round
- Round a floating point value.
- f90356b1-975b-425d-bf96-289d2aa9aa5c
- Round
- Round
-
1910
692
61
64
-
1939
724
- Number to round
- dc40c0e3-18fd-46b9-b7f3-753260dd7bf7
- Number
- x
- false
- 4df9c5ee-23ee-4ca2-94a8-b2210c222f77
- 1
-
1910
694
14
60
-
1919.5
724
- Integer nearest to x
- e06234bd-ea56-41fa-93ce-bfff429fde0c
- Nearest
- N
- false
- 0
-
1954
694
17
20
-
1963
704
- First integer smaller than or equal to x
- 64cf05a9-f220-411d-8135-a1dc5c80ce5e
- Floor
- F
- false
- 0
-
1954
714
17
20
-
1963
724
- First integer larger than or equal to x
- b4775527-4c6e-45b4-8868-d778c827effe
- Ceiling
- C
- false
- 0
-
1954
734
17
20
-
1963
744
- 0d1e2027-f153-460d-84c0-f9af431b08cb
- Maximum
- Return the greater of two items.
- true
- b29b79de-414f-45c6-ac23-59537e3cd851
- Maximum
- Max
-
2010
712
62
44
-
2041
734
- First item for comparison
- 7600825c-d420-4c5d-82d2-c25154aec09c
- A
- A
- false
- 64cf05a9-f220-411d-8135-a1dc5c80ce5e
- 1
-
2010
714
16
20
-
2020.5
724
- Second item for comparison
- 3f236812-fd1f-47bc-8d5f-dac09ea80e21
- B
- B
- false
- 2fe6ce1e-ff5f-4af2-8767-a53f54f17e51
- 1
-
2010
734
16
20
-
2020.5
744
- The greater of A and B
- 89fa7617-e07d-410b-9f58-91742e63ec5b
- Result
- R
- false
- 0
-
2056
714
16
40
-
2064.5
734
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 2fe6ce1e-ff5f-4af2-8767-a53f54f17e51
- Integer
- Int
- false
- 0
-
1920
763
52
24
-
1955.349
775.5812
- 1
- 1
- {0}
- 1
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 1
- Retrieve a specific item from a list.
- true
- 517af0dd-12e9-4934-a608-78327aea7610
- List Item
- Item
-
2342
528
85
64
-
2393
560
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- a3918aa0-830c-40ee-8efd-ec2e140cd45d
- List
- L
- false
- 62f255b7-2aa2-4596-9007-6520587c8451
- 1
-
2342
530
36
20
-
2362.5
540
- Item index
- ad65e09d-d654-4956-912a-b3fb26c60838
- Index
- i
- false
- 0
-
2342
550
36
20
-
2362.5
560
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- 4673d541-e05b-4157-b2f6-d77e615ee60a
- Wrap
- W
- false
- 0
-
2342
570
36
20
-
2362.5
580
- 1
- 1
- {0}
- true
- Item at {-1'}
- 57650e01-9bb8-40ba-ab42-b2d032040fee
- false
- Item -1
- -1
- false
- 0
-
2408
530
19
30
-
2418
545
- Item at {i'}
- 61c082cf-2d3e-46a1-aa4d-591122eb6758
- false
- Item
- i
- false
- 0
-
2408
560
19
30
-
2418
575
- 4fdfe351-6c07-47ce-9fb9-be027fb62186
- Shift List
- Offset all items in a list.
- true
- 634ceebc-7ff7-4864-80d9-2548f38d869c
- Shift List
- Shift
-
2559
507
80
64
-
2610
539
- 1
- List to shift
- 2dcfa88f-4e61-460c-ad70-0c88e333f5b9
- List
- L
- false
- 4e7a0143-e379-49ad-a725-6b92c463f541
- 1
-
2559
509
36
20
-
2579.5
519
- Shift offset
- 550866c0-2869-4839-9d64-4691d27d19da
- Shift
- S
- false
- 0
-
2559
529
36
20
-
2579.5
539
- 1
- 1
- {0}
- -1
- Wrap values
- 1395d063-f600-4fc1-95b4-dc074e336b19
- Wrap
- W
- false
- 0
-
2559
549
36
20
-
2579.5
559
- 1
- 1
- {0}
- true
- 1
- Shifted list
- 8e6a6c1b-4392-42e9-acb4-7f33c01c9456
- List
- L
- false
- 0
-
2625
509
14
60
-
2632.5
539
- 575660b1-8c79-4b8d-9222-7ab4a6ddb359
- Rectangle 2Pt
- Create a rectangle from a base plane and two points
- true
- 05895fda-04f3-48fb-8440-3378a77d511a
- Rectangle 2Pt
- Rec 2Pt
-
2760
533
113
84
-
2842
575
- Rectangle base plane
- db8d1ece-3640-4c2f-bad8-076df08d64f2
- Plane
- P
- false
- 0
-
2760
535
67
20
-
2796
545
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- First corner point.
- 32e7f0fb-d67a-4873-ae8e-3cdf1c595514
- Point A
- A
- false
- 35a302bf-6ecc-438a-bb1c-2c9a619dbf1f
- 1
-
2760
555
67
20
-
2796
565
- 1
- 1
- {0}
-
0
0
0
- Second corner point.
- 5ab2029e-58cc-49da-a6df-842ce545f913
- Point B
- B
- false
- 9d101959-d330-4cfc-8c1c-11f72960159d
- 1
-
2760
575
67
20
-
2796
585
- 1
- 1
- {0}
-
10
5
0
- Rectangle corner fillet radius
- a9955662-75df-496d-b78a-6323fc12fd0b
- Radius
- R
- false
- 0
-
2760
595
67
20
-
2796
605
- 1
- 1
- {0}
- 0
- Rectangle defined by P, A and B
- 5f5d6c5e-fdd4-4795-b19e-ebb18800f778
- Rectangle
- R
- false
- 0
-
2857
535
16
40
-
2865.5
555
- Length of rectangle curve
- 0ac5bb6a-ea79-4da9-be19-9ab1a1e0be99
- Length
- L
- false
- 0
-
2857
575
16
40
-
2865.5
595
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 9fb344b4-d0b8-484f-bbc5-346c68e8339e
- Trim Tree
- Trim
-
2463
563
79
44
-
2512
585
- 2
- Data tree to flatten
- 2897c0e2-e556-4b05-9b28-f3e000a7f637
- Tree
- T
- false
- 61c082cf-2d3e-46a1-aa4d-591122eb6758
- 1
-
2463
565
34
20
-
2482.5
575
- Number of outermost branches to merge
- 73498814-6e35-4f9d-afa6-b37c9454b8e2
- Depth
- D
- false
- 0
-
2463
585
34
20
-
2482.5
595
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 9d101959-d330-4cfc-8c1c-11f72960159d
- Tree
- T
- false
- 0
-
2527
565
15
40
-
2535
585
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 438cdb68-71d2-487c-8a25-ecfffd01e7ca
- Trim Tree
- Trim
-
2463
497
79
44
-
2512
519
- 2
- Data tree to flatten
- 295f2a2c-6392-4cf2-a10f-2a9b8433da99
- Tree
- T
- false
- 57650e01-9bb8-40ba-ab42-b2d032040fee
- 1
-
2463
499
34
20
-
2482.5
509
- Number of outermost branches to merge
- d458ad4e-5e93-4055-9e9a-e21c061207a3
- Depth
- D
- false
- 0
-
2463
519
34
20
-
2482.5
529
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 4e7a0143-e379-49ad-a725-6b92c463f541
- Tree
- T
- false
- 0
-
2527
499
15
40
-
2535
519
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 5a9344b1-9f8e-402e-ac40-ff6cbfe538eb
- Trim Tree
- Trim
-
3171
625
79
44
-
3220
647
- 2
- Data tree to flatten
- 930cd529-145b-4fbc-87e2-6666e6c2eff0
- Tree
- T
- false
- 67adc9c6-5779-4063-a18b-18496aad100d
- 1
-
3171
627
34
20
-
3190.5
637
- Number of outermost branches to merge
- 128d6216-3406-4e2c-a545-fdcdace7d2b3
- Depth
- D
- false
- 0
-
3171
647
34
20
-
3190.5
657
- 1
- 1
- {0}
- 2
- 2
- Trimmed data tree
- d2a852be-2ff5-490e-9dff-2679fe913d4f
- Tree
- T
- false
- 0
-
3235
627
15
40
-
3243
647
- c40dc145-9e36-4a69-ac1a-6d825c654993
- Repeat Data
- Repeat a pattern until it reaches a certain length.
- true
- 1965750c-dae2-495f-bfce-ee14fdb8c9e8
- Repeat Data
- Repeat
-
1623
449
81
44
-
1672
471
- 1
- Pattern to repeat
- f74f4871-6935-4c4a-92d0-1387ca298e5e
- Data
- D
- false
- e2b35bf1-babb-40ed-8aa0-39510dd2e943
- 1
-
1623
451
34
20
-
1642.5
461
- Length of final pattern
- 04632cd7-9506-423d-967f-b818fc923609
- Length
- L
- false
- 0
-
1623
471
34
20
-
1642.5
481
- 1
- 1
- {0}
- 4
- 1
- Repeated data
- b807d1c6-c4e3-4620-b465-4613152b2158
- Data
- D
- false
- 0
-
1687
451
17
40
-
1696
471
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 15ee4816-c3e0-4695-b427-e8071eab3887
- Merge
- Merge
-
3082
615
69
44
-
3120
637
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 0059e0d1-8819-4349-a921-08cf4764a49d
- false
- Data 1
- D1
- true
- 9b8f2d11-bc74-42f5-b0e2-65503acc583a
- 1
-
3082
617
23
20
-
3096
627
- 2
- Data stream 2
- b0f3fd79-6589-4d10-8bf7-b9a08764d84e
- false
- Data 2
- D2
- true
- 509b600a-d911-43df-9984-596a94b7b9bb
- 1
-
3082
637
23
20
-
3096
647
- 2
- Result of merge
- 67adc9c6-5779-4063-a18b-18496aad100d
- Result
- R
- false
- 0
-
3135
617
16
40
-
3143.5
637
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 496a2439-db71-4f2d-a16e-7f508e25b296
- Trim Tree
- Trim
-
2651
527
79
44
-
2700
549
- 2
- Data tree to flatten
- 5ebf69e2-68f7-4cac-bc0e-40b8d9ccbe63
- Tree
- T
- false
- 8e6a6c1b-4392-42e9-acb4-7f33c01c9456
- 1
-
2651
529
34
20
-
2670.5
539
- Number of outermost branches to merge
- c60385b6-bfbc-4c30-9c3a-3f934e82b2f3
- Depth
- D
- false
- 0
-
2651
549
34
20
-
2670.5
559
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 35a302bf-6ecc-438a-bb1c-2c9a619dbf1f
- Tree
- T
- false
- 0
-
2715
529
15
40
-
2723
549
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- c0b03205-301b-40b4-ae6d-4095f2e528fb
- Trim Tree
- Trim
-
1729
459
79
44
-
1778
481
- 2
- Data tree to flatten
- 5f519a15-41d7-4e28-bba8-0aac6d5f9e0e
- Tree
- T
- false
- b807d1c6-c4e3-4620-b465-4613152b2158
- 1
-
1729
461
34
20
-
1748.5
471
- Number of outermost branches to merge
- eec06d1f-13c1-486e-a662-7045b3d39a0e
- Depth
- D
- false
- 0
-
1729
481
34
20
-
1748.5
491
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- ac2fc62e-fa89-4b3d-9e8a-8b4e86bfc3ef
- Tree
- T
- false
- 0
-
1793
461
15
40
-
1801
481
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- 9207d325-092f-4215-a1e2-6aaf31b3da92
- List Length
- buildings.boundary
-
3399
643
93
28
-
3428
657
- 1
- Base list
- 9ff9c653-2ada-4f7f-8443-077307fd8b1e
- List
- L
- false
- f0210a02-10a9-48bd-8d83-05ed3160f831
- 1
-
3399
645
14
24
-
3408.5
657
- Number of items in L
- b9d2ca85-a8f4-455b-a73f-86d7c28f205d
- Length
- quantity
- false
- 0
-
3443
645
49
24
-
3468
657
- 22f0d53c-5673-456d-bdef-1c7085693481
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- Bounding Rectangle
- Create a plane oriented union bounding rectangle or separate bounding rectangles for geometry.
- true
- d7bb8c1f-9c48-43ef-969d-7840c24d5405
- Bounding Rectangle
- blocks.total
-
2195
99
155
104
-
2279
151
- 1
- Geometry to contain with bounding rectangle
- 2f98c2e6-f8f6-4344-9fd5-5919d73b16b5
- Geometry
- G
- false
- 3479abff-384b-4e7e-b24d-ff07c6507816
- 1
-
2195
101
69
20
-
2232
111
- Orientation plane of the bounding rectangle
- true
- 2a459fe6-998c-460c-900f-28dbdda9943d
- Plane
- Pl
- false
- 0
-
2195
121
69
20
-
2232
131
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Axis of the orientation plane to find the bounding rectangle along
0 = {z} axis of orintation plane
1 = {y} axis of orintation plane
2 = {x} axis of orintation plane
- c2861f08-b7d3-4baf-8549-4a24e6e7dc1a
- Axis
- A
- false
- 0
-
2195
141
69
20
-
2232
151
- 1
- 1
- {0}
- 0
- Slide the bounding rectangle along the axis (0.0 = Start of bounding volume, 1.0 = End of bounding volume)
- b51e02c0-376a-43e0-9e42-471898362921
- Slide
- S
- false
- 0
-
2195
161
69
20
-
2232
171
- 1
- 1
- {0}
- 0
- If True, one overall bounding rectangle is made for all input geometry
If False, each input geometry gets its own separate bounding rectangle
- 446ae4ef-9531-48e6-a4e4-6307c251f6ab
- Union
- U
- false
- 0
-
2195
181
69
20
-
2232
191
- 1
- 1
- {0}
- true
- 1
- Resulting bounding rectangle or rectangles
- 9fe9d4a9-39f9-4ab2-a2d9-00c88f6eac04
- Bounding
- boundary
- false
- 0
-
2294
101
56
33
-
2322.5
117.6667
- 1
- Plane {x} dimension of the bounding rectangle or rectangles
- bbbec1ef-b303-49be-8124-e2e7928c2e22
- Dimension X
- X
- false
- 0
-
2294
134
56
33
-
2322.5
151
- 1
- Plane {y} dimension of the bounding rectangle or rectangles
- 6a1f26a9-e8a8-4592-acbc-2e65252addf3
- Dimension Y
- Y
- false
- 0
-
2294
167
56
33
-
2322.5
184.3333
- 1a38d325-98de-455c-93f1-bca431bc1243
- Offset Curve
- Offset a curve with a specified distance.
- true
- c3f191c3-14ec-4a65-b022-a3e6ee099565
- Offset Curve
- Offset
-
1616
1295
114
84
-
1699
1337
- Curve to offset
- 559095a5-e41c-4fbd-b120-94f471c46d51
- Curve
- C
- false
- 5af10d37-98b3-4588-a94d-e8a99357bfde
- 1
-
1616
1297
68
20
-
1652.5
1307
- Offset distance
- 7e90b793-d7c2-40df-926f-ffd7625551b3
- Distance
- D
- false
- 0
-
1616
1317
68
20
-
1652.5
1327
- 1
- 1
- {0}
- 5
- Plane for offset operation
- 944cce70-56cd-4cd4-9d64-0a3795b941e5
- Plane
- P
- true
- 0
-
1616
1337
68
20
-
1652.5
1347
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Corner type flag. Possible values:
none = 0
sharp = 1
round = 2
smooth = 3
chamfer = 4
- 4f1d91e9-730c-4402-b860-fd97b856603b
- Corners
- C
- false
- 0
-
1616
1357
68
20
-
1652.5
1367
- 1
- 1
- {0}
- 1
- 1
- Resulting offsets
- 2bc23062-b162-48bd-8ff3-86c0807cb2b7
- Curve
- C
- false
- 0
-
1714
1297
16
80
-
1722.5
1337
- 8adbf481-7589-4a40-b490-006531ea001d
- Mesh Plane
- Create a mesh plane.
- true
- f2b3ce6b-4053-4e6e-aa1e-59f5273dfa17
- Mesh Plane
- MPlane
-
1754
1325
85
64
-
1805
1357
- Rectangle describing boundary of plane
- 404bcece-4c86-432f-88ab-bb90c5a198e5
- Boundary
- B
- false
- 2bc23062-b162-48bd-8ff3-86c0807cb2b7
- 1
-
1754
1327
36
20
-
1774.5
1337
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
-
-10
10
-10
10
- Number of faces along {x} direction
- 77f80423-16d4-4957-88a1-fabc21e468c1
- Width count
- W
- false
- 0
-
1754
1347
36
20
-
1774.5
1357
- 1
- 1
- {0}
- 1
- Number of faces along {y} direction
- b416abe6-f3d2-4d55-b555-2996fae61716
- Height count
- H
- false
- 0
-
1754
1367
36
20
-
1774.5
1377
- 1
- 1
- {0}
- 1
- Mesh plane
- 21e48e6e-f5a4-48b9-b861-d239d57e6720
- Mesh
- M
- false
- 0
-
1820
1327
19
30
-
1830
1342
- Area of mesh plane
- b7e0de22-b4f3-4e16-b26a-ea7eed4f9119
- Area
- A
- false
- 0
-
1820
1357
19
30
-
1830
1372
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 2269c418-c34f-47c2-8a48-f83cec5a4e6f
- Move
- Move
-
1876
1370
64
44
-
1908
1392
- Base geometry
- 9df4996f-788d-4f56-b4f1-f5bcc358f902
- Geometry
- G
- true
- 21e48e6e-f5a4-48b9-b861-d239d57e6720
- 1
-
1876
1372
17
20
-
1887
1382
- Translation vector
- 4b1f45a2-5a90-43d8-ae30-de53510c866a
- Motion
- T
- false
- 29d1a5ab-1dd8-46da-b23a-7fa3bf33dbd4
- 1
-
1876
1392
17
20
-
1887
1402
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 519835f4-fbec-4881-ba84-c0b00bc43677
- Geometry
- G
- false
- 0
-
1923
1372
17
20
-
1932
1382
- Transformation data
- b5ad4e31-74f8-42a3-a19a-176f867526b2
- Transform
- X
- false
- 0
-
1923
1392
17
20
-
1932
1402
- 8e260f04-39c4-48a1-9b8c-bbec04a7088b
- b9116316-c87d-4212-a382-bc40035939bb
- 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.
- 7ce86c66-3b31-481b-a628-00f021ed633d
- glTF 2.0 Display
- street
-
3392
1850
48
44
-
3426
1872
- 2
- 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.
- e1130c1e-7946-4631-a334-bec98e69dcf6
- Geometry
- G
- false
- 458dc42d-1821-4c2b-ac1a-d519d4fce123
- 1
-
3392
1852
19
20
-
3404
1862
- 2
- List of materials to be assigned to branches of geometry.
- 433788d8-b564-45f0-a815-66b56ff8b0ec
- Material
- M
- true
- 8886e6f5-038a-4f80-8064-e1ef30b57e4b
- 1
-
3392
1872
19
20
-
3404
1882
- 25e4c05c-cbb2-4572-8e17-be61107d0f1d
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- Polyline To Mesh
- Create a mesh from a closed or open polyline boundary.
- true
- c1a10ea4-b0e9-4af2-b2c7-4f75ea76a5c9
- Polyline To Mesh
- PLine2Msh
-
1873
1091
79
44
-
1918
1113
- Polyline boundary which represents the naked edges of the mesh
- 077affb7-6920-48bc-92b9-e4f76937dc92
- Polyline
- Pl
- false
- 6496e5e8-4ebc-467a-a42c-2268d5de86b6
- 1
-
1873
1093
30
20
-
1890.5
1103
- Make quad mesh faces where possible
- 78fe2899-0827-42cc-9504-fae9d415906b
- Quadrangulate
- Q
- false
- 0
-
1873
1113
30
20
-
1890.5
1123
- 1
- 1
- {0}
- true
- Resulting mesh from polyline boundary
- 2938d199-02a0-44e2-8964-7979cc54dcbe
- Mesh
- M
- false
- 0
-
1933
1093
19
40
-
1943
1113
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 06e01c17-0252-4fa0-ad05-c6f8e89b46b3
- Move
- Move
-
1761
1178
64
44
-
1793
1200
- Base geometry
- 663739b6-a6c1-438f-a305-681081620262
- Geometry
- G
- true
- 6496e5e8-4ebc-467a-a42c-2268d5de86b6
- 1
-
1761
1180
17
20
-
1772
1190
- Translation vector
- 18d10bb0-dd9b-41c4-841a-358547c0ea03
- Motion
- T
- false
- 6b72b3a0-3faf-4f60-9123-2195da313029
- 1
-
1761
1200
17
20
-
1772
1210
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- c76dc4a6-9b22-47e5-ad9d-75487d23debc
- Geometry
- G
- false
- 0
-
1808
1180
17
20
-
1817
1190
- Transformation data
- 6368fa66-5c16-4f32-b78b-7afc19a5c46b
- Transform
- X
- false
- 0
-
1808
1200
17
20
-
1817
1210
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 8c3a1c36-63a6-4089-b03f-6f49d59676f2
- Merge
- Merge
-
1886
1142
69
44
-
1924
1164
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- f65a6551-505b-4473-8772-14e4b94021af
- false
- Data 1
- D1
- true
- 6496e5e8-4ebc-467a-a42c-2268d5de86b6
- 1
-
1886
1144
23
20
-
1900
1154
- 2
- Data stream 2
- 39517ffb-e19b-4a49-9dd3-c6248884b9c1
- false
- Data 2
- D2
- true
- c76dc4a6-9b22-47e5-ad9d-75487d23debc
- 1
-
1886
1164
23
20
-
1900
1174
- 2
- Result of merge
- 1a958efb-017e-4579-afa7-cbdc76734bd9
- Result
- R
- false
- 0
-
1939
1144
16
40
-
1947.5
1164
- a9734750-3b65-430a-bc2a-dd43baaa1354
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- bce5403f-e567-414d-953f-21ddc5fabd20
- Loft Mesh
- LoftMesh
-
1969
1152
89
84
-
2024
1194
- 1
- A set of polyline curves used to create a mesh loft.
- 30beccba-111c-4d61-9578-c7bfa0630522
- Polylines
- P
- false
- 1a958efb-017e-4579-afa7-cbdc76734bd9
- 1
-
1969
1154
40
20
-
1991.5
1164
- Compute texture coordinates and store them in the resulting mesh.
- 3dc075ce-d9c6-4cb6-b02c-63d520df8dcd
- Compute UV
- UV
- true
- 0
-
1969
1174
40
20
-
1991.5
1184
- 1
- 1
- {0}
- false
- Try to map the texture coordinates according to the cross and transversal lengths of the mesh. When disabled, a unit [0,1]x[0,1] domain will be used.
- 220f1c90-22bd-4e2b-8cd1-6428cb8b561b
- Isometric UV
- I
- false
- 0
-
1969
1194
40
20
-
1991.5
1204
- 1
- 1
- {0}
- false
- Size of the UV space.
- 95b51c07-0349-48c0-a864-14d2ef48e656
- UV Size
- S
- false
- 0
-
1969
1214
40
20
-
1991.5
1224
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 4d5c78cb-c101-42cc-a3ce-d015fd357a9f
- Mesh
- M
- false
- 0
-
2039
1154
19
80
-
2049
1194
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 5616930c-a98e-4155-a2dd-4c39395b176e
- Merge
- Merge
-
2101
1101
69
44
-
2139
1123
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 7ac14cc4-b1bb-4ed3-a274-3a5caf915918
- false
- Data 1
- D1
- true
- 2938d199-02a0-44e2-8964-7979cc54dcbe
- 1
-
2101
1103
23
20
-
2115
1113
- 2
- Data stream 2
- 2c22956a-0248-4a2e-932e-09f9d47e8ac5
- false
- Data 2
- D2
- true
- 4d5c78cb-c101-42cc-a3ce-d015fd357a9f
- 1
-
2101
1123
23
20
-
2115
1133
- 2
- Result of merge
- 6c16e067-6212-40e9-8b65-f05927ca1620
- Result
- R
- false
- 0
-
2154
1103
16
40
-
2162.5
1123
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 8635c979-128e-4cbb-834f-a3d75392d827
- Mesh Join
- blocks.ground
-
2187
1109
68
28
-
2221
1123
- 1
- Meshes to join
- 2cfb4171-7bd7-4bca-9f5e-27182e69b290
- Meshes
- M
- false
- 6c16e067-6212-40e9-8b65-f05927ca1620
- 1
-
2187
1111
19
24
-
2199
1123
- Mesh join result
- de3df156-83e1-47a4-90a8-7611243db111
- Mesh
- M
- false
- 0
-
2236
1111
19
24
-
2246
1123
- 8e260f04-39c4-48a1-9b8c-bbec04a7088b
- b9116316-c87d-4212-a382-bc40035939bb
- 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.
- 00cf6c17-57eb-4ca8-bb7c-21751633198a
- glTF 2.0 Display
- blockGround
-
3392
1778
48
44
-
3426
1800
- 2
- 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.
- b7246d8b-686d-4054-b693-519d488b8e78
- Geometry
- G
- false
- 680726c9-50e6-4dfa-ba3c-4ca48b045c9f
- 1
-
3392
1780
19
20
-
3404
1790
- 2
- List of materials to be assigned to branches of geometry.
- 652f1434-bc62-43fb-bacd-37d78a0fa712
- Material
- M
- true
- 673d9490-06a5-4f78-a68e-d08aacce0f63
- 1
-
3392
1800
19
20
-
3404
1810
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
- Rectangle
- Contains a collection of rectangles
- true
- 1f459e17-3ad0-4058-b45e-83829c282477
- Rectangle
- courtyard.rectangle
- false
- d50c8bcf-55e5-42a4-8f79-d83480de9e0f
- 1
-
2202
261
50
24
-
2227.449
273.0574
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
- Rectangle
- Contains a collection of rectangles
- true
- c29fb1dc-0fd8-4882-a245-285968386947
- Rectangle
- courtyard.rectangle
- false
- 1f459e17-3ad0-4058-b45e-83829c282477
- 1
- 2
-
1544
2866
50
24
-
1569.958
2878.518
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Contains a collection of generic curves
- true
- b891b019-785d-4fa4-9cae-49863c9714d6
- Curve
- buildings.boundary
- false
- f0210a02-10a9-48bd-8d83-05ed3160f831
- 1
-
3400
601
50
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- The Grasshopper definition should be built in small groups, "Basic Groups", with very specific tasks.
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- All sliders, value lists, colors, ShapeDiver inputs (e.g. "SDTextInput"), etc. that will be available in
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
- Contains a cluster of Grasshopper components
- true
- 26e5ede2-f46f-411a-967c-73f0c0b95d82
- Cluster
- maxBuildingLength
- false
- 6
- 1ca370ff-9fe2-46d4-9835-a33ae99eba1c
- 6d1705f9-3cd2-4c4e-b51c-97be54ce29df
- 8b8ea8d6-628c-49c4-9ffc-e86880890663
- e1e907a6-97fb-40a4-9832-f0ca4e8da993
- e5988a91-d894-4a1e-b201-0ad6e323041a
- f52c0a62-7685-43f8-8989-6a50fc30576d
- 164e6962-29af-42ea-993f-3d7dcbd0c7eb
- d50e88b8-529f-4af7-8fef-8e24fa30b3cc
- 93c49319-0362-4650-8ee0-b1b13a503b58
- 5dc486bb-dd43-4c4b-94ca-37a86393c1bb
- 5c5929f6-ac03-4ec0-bd5e-028013d44881
- 14bb7cdd-d881-49af-a5c6-131e5714de03
-
789
1408
173
104
-
926
1460
- 5
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pattern to repeat
- e1e907a6-97fb-40a4-9832-f0ca4e8da993
- Gloval Value
- GV
- true
- c0fa0faa-8f88-4f07-9734-7d819c656d01
- 1
-
789
1410
122
20
-
852.5
1420
- Length of final pattern
- f52c0a62-7685-43f8-8989-6a50fc30576d
- Quantity
- Q
- true
- f9839729-edaf-459d-976d-0734a0233e36
- 1
-
789
1430
122
20
-
852.5
1440
- 1
- Data to Cull
- e5988a91-d894-4a1e-b201-0ad6e323041a
- Instructions Values
- IV
- true
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- 1
-
789
1450
122
20
-
852.5
1460
- Text to match
- 1ca370ff-9fe2-46d4-9835-a33ae99eba1c
- Instructions Keys
- IK
- true
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- 1
-
789
1470
122
20
-
852.5
1480
- Optional RegEx pattern for matching
- 6d1705f9-3cd2-4c4e-b51c-97be54ce29df
- Attribute
- A
- true
- 0
-
789
1490
122
20
-
852.5
1500
- 1
- 1
- {0}
- false
- maxBuildingLength
- 1
- List with replaced values
- 8b8ea8d6-628c-49c4-9ffc-e86880890663
- Final Values
- FV
- false
- 0
-
941
1410
21
100
-
952
1460
- f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a
- Cluster
-
7V0HXFTH8z+KAiKggr09S1QEFeyiKFfoVUGw63E84OSaVxSsSIyCiqLYKxobNrBGxYI1URNjYmIUGzEau7H8NMUk/nf33iGvcnBHSf7x98sn8e17e7vfmZ2ZnZ2ZtRUpJTo5rtC+B38seDxeLfCPo0qmS5Aqxk7E1RqpUgGbIsBj2Az/2MJXDN8F4OI4XA1fqUU01zE0BYrgYzvwqCBnYv+ndbOFi+3cOi+udz7RJkKNT5Tik2B7HdBeOzIR9BLnRDwOxTWJUSkqHDZbET/sQLSFKdVysQy2tEe/tqzkq0hchku0eFxJ2zJenIsIj5cqpFowiwi1UoWrtVJcA1+wBu2wa2uRWIt+B05q0KP9VxpGXLW1F+EaiVqq0hKTr4NmHYzjqnAVrjAgxbMOE8txQ3t7sUIsS9FINcr4WLFagsuUCrEClyYkxip16kSlMq5rQmKy3RAwUgippqQTODXDU6FSpyeElQFKMOjxYFLEOCyJx7WjxOoEHL3ZCvy1w6/v398FnVmPUCrlBkoc7JczqFY0gIX0U3bwCe1n7IZIVCHiFKVOW/rdOv5qpU5Fe7mufwA/RBqrFqsJKA1cU4v0Knxio38vBYFlGDtfp01Uqg2wNRuijAVUwUIlYTguwzpgfI1GKZEComgsA+MM/EP9Q0Le3l8t1mgSlSpAXpvoDywL25z6dvXs3rV7z+59u3ft4+HhaRiRRY0bEaRtbaKzeuAncXmsLMVPJ5OV7tg3So3jGplSm+iOEf16d/fw7A27hP93x4Q6mVanxr0VuE6rFsvcsQhdrEwqCcZTopRJuMJbAXp0MnRPGVrd0l1RUOGVmnvM7xObfrFTW2fV4heJR4+utSPPXWsYIpgb5QdKGMLKmMnyI3Tx8bg6XqopNdseXT3g/0ybqA3RC2WODqFSSaIY0DxCnaJUl5rwhodrW4z1jA7Jq71Q+vfDOpNJE67zYZjU+Rp+xzBta2OmPShGKY8Va/0DPkzas2sPM0ya6IUy6ZYxQDZpMIE4QanFgNyTJiiwKFySqFDKlAkppUAocHO+tCisSJB+3mXLm6I550gg1NYPmgaAZ1dP+Jv1P4jh8Fgo0EoERzfIMvpnJPEBn9fWP0fcx9NrAWv/oR+0ytiz0X1OL3UX5XRM8sr3HbGETJZQsVaSCKaSrLUTKhVasVShV1MGIjAJ+Vb6j8SYFnyGiRPARxrwb0wl1mpxtaJuIPirWCHB/XXSEly8lsq++2Vfr+DU1G88st4VNmIbhW2YVJJEwiwKNdbha7VqaaxOq5emJTJeAOCIQ4/aoQevBDxeXyGPlwb+vU1QK0I6UYnQao1am4CWWKG9SqwWy8dKFSodgs2GgI1prg5wUJhWicnhKBinNvqPPWGfT+wbsCXx+ZSW96X7SVOzZpyURZRtOPoZvY5GuqR2JFCBEhz+J+w1VhrWKM/1sWDlIO9pFy9//sRe30wiP/yuPMB4gemn8nm8HD4FmFQr0CIiAWNBMAAbMB0ME8AmSWVxErE6zkB/LF6p1sMlVSQwIpY29uWDMYfkfst3fBY8PuvtdBJiNhH6buigRdBAs2BChVdOVMI4URlGQsWSYBdLFlTalaAyBE/wTTYekhjJoGaPcCdh/sDkH6x7119JgqQW6owOyBA6IBQuOpTu+P36Ib8GLfxlQfs/PPZ9aQ4uiuXESyZ0jIDiTaMFti0wG8UlQ+NRjR/EYgI1gCKxtPSiv2QNWCLRMGurKR7TrAO1uNzwDfxjD2X6WA2YgyLhw4r68Hf4YeNYmVKSpAkVJwt0gGVBSwiuSNAmlqavQeWy0fcjoVIOXscxnQZ8j0nEGryLBldogNCeiHNTeLzFsTnJ3R77HbyTPbB9s0ujyGJCCHqiE1hIFxPm4PiJnBRMrVIKGuxom1ilUoaLP+wb6urJAsxtQkxzSSPPKLUOx6TxmDYRJ9RSXCKuxjVQdItlMkyjU6lkUrxESGkYaWSXHnzY6hNL/vz/bbNp+mNcP/IqRIqITqRQ8xOpo1AvrFdAItG0mCfSYoTeh79XgnJpvT93efPhyrlK/rrirV29Ju4rsALmVYm04bJNHYD9JMNCgRElVclwsllQi2NtCNF3ndS4XDkRd8XAPhNubzWYVIHJic4wGeAqDbF4xJgaV+FiLfzvWKkWrB5NUu0AaVzch82jBSOVTl/2eHnmj9P+K+tue9Wg/ey/OEZPoxa52Vh6jACI24N/5oPFk0qjxzTQ4iZ0iID8igPmMqwZqCggYHUCoWghMQP8xwY9DoyDXcBpDY/7YoHFCTvRkeeNQx3cnC8b2i3KaLck2jNuLL2Iiw8K1/BjLI+OfNnHPhwtHdLvwndt9c/Zf7jkBbZf1k8IzRf2YWuQBHyJBNdoSq97Jj6pC/GB6xKSgpHA/bKm9n3fQxKU0SsXH9HtgoosKuHnNLpahniUqQzfug4fZbWzMOzYGMtU5+8CZpqqDCFXOAihGGUSpfGgpbGwFFQWlQFVu2Wf/P6q33KfLNGl7pPexXsbBZVnmVCZ2/qEULXhhMqtNFSWBFSW5YAKLewIji3I5hH9b/r1aCTMvG/z7q8O9h1JUJE+N8b0pNrrVNVhDsR6cSI2yCQ9bU17CT6pgJ5Gb1iU+YYlxxsW6A0rrjcIYVYicwx7NiO5wx6SF2j/OAATI3OcSnc+hk9uItqW8XuLu1ZzFRUUOSZr/tmlZMoLKtl95oGWFsLSWFhUAhZ3Gzpdc7veTrSr+689xKL5lysoU8yChRsnFl4GK8iSx+L9sJiWbh0S4Riwd6PF46ZfDm9L9jugzX0kMAwZvB/WLPB1Q+9jGqWcsDSlCiCg49XiBL25ozduNDg0X7VKNbOhGdxi6Jo7reWCndfmP/Z7NLQW27BoQNdCj41EMDVXqBckycBu8aDZLYdBi6pc3hBHgzdEA0fRlXFqvd9/37Sv/XthatiIoOHfHH5qHncIlSdNFK8ImVFs26DC3aAlntEdwmb8Now0EByTJIL/kAA9omEGaMXIHo+SZNuDc0/yvlr8q19jMu1L+tFUxXYQ4aDixGFyjd3QW4yl7RHLKQqbDME1cCsAFixayiWrmJFwv11bKV0YGij4ZNPn/1NMcZhF9u3quzLGSWMy0QpLMS9GXdaFZxBJCcFoMPppgtH3pMOZ3uukQTubydNG4YHZ5OOJIWhnhkFy0zeAbJKxB/FViScYA/OTyjAgLdW4WJIIduNiTIKrYW+YDPleuhq14WsxJW/LOt+ropzfmi50/ErXgXWsdO+xvtFYYI+LeLx0PtzjMcjL1FOgtYWAKi/LadLXJ2xMKEX1+1/GKU/Pc++d3qKr7/Jn9UelTst1MUIHW4jKlKLRfewzWo/ZFbhz81U/9/E5ppr1CC/oo0hnkh7FJ0DrQz5VinLpl8Z6jxymjMfipdCLynWk0GoDb12HXfLg5b+NKLrinzeCvBz1PdFBCikTpB+K1hbd777Kf9ZU973W6puLzQFSCwEXSCKBqYLMQc/nXFbd+zmaxBXTp4asujo3Y4lwpLyCHGWi7Bp3phTL0GRX6lmEFSG7rNlk17t5bSZ7H24d8vGVEfZZa6/akx1AAAqZWIJjUKVoyNILanC2Uy3M8J1BQknh99B7JUZuK+NEVd+nk66OH/eEvyFt+ZMvLu3N4hgaDW4botkxAmg5iVQllgUq4vDkCqD8wtMXmM+A59YxHYPV6wVai0wVZI4hABR0MqaMk8anMKJx9FowT700ULCkS3yx/4vMP8g8BzuoyAJVPRjonmBt5b8tfvyT3+x++8nEBYrAmguAqitgWKD5PXwhjFQpVk6wAhDFCZmPWGCSFGg/LDAeUygJToPHCgY3tTsG7R8NPFuTYbE44EIN4Eo8jtmifJjsOQSbODpo9f1BB2bfexZIhhn+NB3mwDJ9QBNW9Eltb9E4YJmN794l63/uYg6Y93LCfE5APWsrJ8ytiRUEbTiAGVg86OQNGh8IZEb0GrWP3u24sH7opk3Z985vkJBVrQ1YglLw03QApWUCeLZL+I7wBd2Fx1PdBuYMFr01B4BFnAA+F5TnMAtyn1atw90hVHCSJew2SS1WqfA4RrjeDBB8N+fVp8Fr72ByF6upajKzxYAv6VjFmF2PIDAshFxg2NfQc6xyqvamSM5CcWGQHXHYRLFMhzNvUgrunH13tMf8kOO95+zc57XGqYIi11TfTW9Cpo5jOsFK7o04mVDzhjMlmppvdDdT1MDra+GGXj+dyPtikojssPWXKQEMWDSEgqzl7YjO6gt1Gq1SzhSmWEffxNqhI9FOdXP5RzORyJkP6AOktxqXiVMwJZoVM3FmnxktvBUcsuRCn22S7JMF7DOie9j8oytMJQs2KvkQhpgKUKqQT9CjdoXoYTtYJwa7PW2KOWhR0hkLHSwGm0SGW1MLXGZeywvcfM65VYzLbSvmidDXyeDKoYCLgEIBmwpRwBlOVa1DcbAaPRdpzEEMpn7Z1kcg4/oo+xiLejRX5sTo6yOwktYHPPclUce2QtSpT5pEMJ5iFtrQe2WlTHAFw9uoR4FlzIqBMMGVQ5jWVMLYVYgwdiU/aQ6CfOiNTXTxzRo3Rg3wYpkaXZbxK4co46hEqcNGlL8/2bvJuau14OCoJqu2qEI3k3WhH3L/MAmxOhWiC6lDtjXixyi9nPSeXeiUkuPqBJyRDk2zz2THWkX4LSjes8crov8w9tnQF4gfg+SibCX6n/aakfGome92zQKb0b63bhq5lWAjlYcQGGCPqWrHnvf/LpQoe/r/Oni/3ua7u3fnHx/Uifmx0kOJsN9FvNTFbKFEqX+B1o3/hRKZLz7m9Vu31ft3nApLy25vfXzN/MVmCiWyCP7MeroqIORom4b7nSJSc03c2iOuyGaL9sj/A7SuqPRQIv7no08++zLSZ+Mfm3v+/GbDfTOFEoUd73pJ8ub70JWX+xzWWC8zC1RrOaHaWOmhRLrBTtvCdzQJ2KfN2zI1fv0K84YS7Yv+c3+RalpAVoPi+St/zcswB2JbORHb+V8okfnCZ+rOGJx+d+7ekLmxhQ9/eJN1sppCica9LyVTaOEzw3jAAlhd6aFEiy5mRwkyuwSk3Xo39GTnDSOrKZQIYbGRE4vthhPzujwWg3W23azdty+MCFuWH+PEmxZeSF70kXIxgEKNRSWKFfRgolosADYzfKYFn2GdoK96gg6YilqlKyOeSrvYpR4HJvmkNnt2JHLY5/bsY6CfLhGtRkKW8xxAtoUwVOhn4a9A657yxQ6F6eSxcKZKDPw0s2NG8Ghgjz6+u8N2D42b2EPk9Z5qRas1WkzfjVEbmsrVRAihrWyxMy9+QXKV6fSbzeptREbIkFnHiNT6n9qvefl4YejugJ+Gx8sdPiIbrpG4RKmIY4VKUCZUn+junT/75BPf9amrAgf+MfisOaDawwnVwWrx1tdWIIjgO4aUU/inXLknDobcEz42ABMwUouq0ZmXrZZp2VoMML80/B/BuIWM1HiDGJcEgUUZEDiWgsCbBYOkzcITW7/KDdjh59bhom3kTRIGTndTt2BA+vkS0o+uFQZ4Vw4OezhxOGjQCg48Fq2gfV00vM3RMUFpaUOt301+tJvsgEFnN5Dp6HEIsDcngViDE1sk6lE/Y/rZEBxMDJ+Igx2vRoVLpPFSCTrYxOLVSnm5AhW+y10gaN8qWrj82rpj87/23coybhoh0BIyEmAfCxGP5wcAXsC02S20E8Eoy0rf7KoOe3X1/aTA72NZi/r3xfaX/qmbXTvILIjCjASVpbtvbPjbLd/1imNvQ51afmyeWIvVmr+/SX/F89vz7clM/+SAJBMVAeKIACGR2UaL6bYGrUOoG12uI+w6kBv1J/2MoExICji+2fl+2LFNabYH5EuukhP60Joz5mTfVEmDpj2Kc9rx1a3/SihJ3jtzod8UnvYTcRbAaIGsicWimTMbr+vPaTVNeoXO6+DpsWBc9JzqiRxAtFBx0qJqQ55ZN7tsG1VGnwVaCGItNkXacRoj+lsiXL7/UW0bXnC6uUdg6rbNNqE6rThWhpf8nDFRQ+ZfGqkOhETIZ9qajasHWmNYt6mM5lgJEm6eLFD4je7Eu/ney39xWtTwHjvi9nJDYYM6dPOk2yRu5t+pIjjiOeHQGWwSRx6LTbLzwZ5rnl8F+O+NLZ4eWXvun5QMA5S/Amvk0B3ybPvU7vqPxGinj8HiNfq0F+0kJQYMxRJHvAowOfK+a4yzQi68eprFW2MfVGAZf2R94+Z92UZqWh6Mz0UA2ypgg8xi3Mt+LaKGnsHHLNqZTRY6wGGWpMYwTva8PLje7N5b+HkPrp6L7JN8tEbGdCOsYNgoo3gs/FIEg/hMjIZ0QsRDpzWIVxjR0j4oxp2CPPlZ3mG/AOP2ODUXH3xnVC4+Ba49bW+dUqwU++c2dYo+03xloTngOscJV5HR0d1svDUoQklUmNDg6BwSrcJOsK5BLFI9sM5BolirPyrGxIoU+BIshYDgZXYlBbQ7WdRhZl2fo+9dw1Unfye7s2wNv2iU/9rUfdg3BMsxRsinfotYjrYfLef69A3DE8TGYBinxBRKNiiNEmo7BIff4t6ZoXuWvOp0oXDyOjKyhnHQkQ2rHGTPcSJbEobnxKZNBOfPR7dOeRK26UXa4UEt7MgnvHboWAnaNmRlwqWhOxFvonQgpUymL91noEkXpF2gImGWC9QFzDIc+sYVPS1LPLRRuN+45nM8cFvQjsGey8NTTRQP4woBxPcAAQLQQTuZADPWnRYdyfjTQIB6bASIv5KtXL+oKPTTMUesbsWmrCbPOFKp1mJwe2f88XoL9I3eWwBhB5sAXC2VYEl4ipF6++q5Yd/sFbYJO/BZXuED0Tshy5DoRIBNxjoN5wHs+gj12au0JIbUhaBVzOA9qEPIBgbvAfTEU70Hx7fMH7jtr7ygA4UDor4o0DQo71E5W7sVSzuTdwGOi+ZdoA6sTO9CyQtsQyt5gW1spvknGoYQ7KQBNIbmNOIn5pD7UXXO1bt0Iyy9b89alu/k88mWEGMYmQVDFBll7Tp1WrNk29hjgRucF3e/NT9aa6rTGvJfP1an9XwRjFMx7VC+S0nYl2Ep6iO7kR0JF5EmBWgmtVKh1GlkzCk2OT1+chQ6TvVf+MLuqWDzy2SystGHHGECY84AqAf3wmFnOjVamRmyI8r/sv2DeTHmgDOUE84YpoP7qoVz6e75dnZ384Pzenst6dCxt4oRTqExqdlUOGu/GNps5nONf2bmXbf+WTktzAGnmBPOpNJwWlULnJpjB9oIBkwJy7XskKSx2LGKEU6+MYd5VDhnNc14HnyrQfiJDX2PjloU8b054NRxwjlDaGrkAFR+eBy7WHz94M45lc20wN3Nv+rmJ/6lXQXFoqlG4yIuuadajOSeiYEDjSM/sI6Bq6QKlpOjFVFXdrn7LxDtvXYkxDtGo6m4iDMLNKwyDEFDdlZZmg0aIbP/5HrS2XWD3/KXh74f+WeY8seKiyuzQMMqjxA0SSRorMwGDZ8RmubdHu8ctntk2Px7wUMXzbxzoeKixyzQsMoWBM0Mg0+vPo9lE+D6V+MmuzEr3wOCF+/wVgk/kGsgINNLn/JO3wZYscDZMhQXa3RqHG1vZSWZ9+U5RXyxf8Tf2jGXhZu/G/v08dNXLVlHRcPZKkSRYCx+90W81DyAXyLYCBRT8eM9Que0JmYzl3G4FrtseeevG3YLmv3bzfQnwLyskYnMCKd8oT7pjrrZ5GX9jHAqV2iDCxGRAriiJBs+hBEgasBIhYsxmLjWih9zYXD5Sekz/QZsa+2XW7sGuLWyC8nOclyY/Ou49RTXI0wCMH6z3RK9D1ZVrA4IrxLPk0arxsVy4xxK9w59hP3kPjj44JcHriV/kSdkGA/dQY4eGxsieg3IoDiBPmWT5iAvvon8c/SttkG4MGy1keIzMSqdaauMNlllHcRT9rGGTB5jPfmiD/TBPBkJcnniyVt9ry0O2Sfvnj9kYMEy7gOk2qhDhvMjUdnR09uOqffP9x4fmvZz5qtdMUcEpsYCQ0LLAJEPMami4usiyAKUPa0p8HVnhC/vZt02405kCdOevpyxfW6brcbA150Bvu5lwkd1cpsDvnWc8O0VGLlLYMPPqHQjquaorlJUhbcJfmIsRXX5DoKLELfObOL2+dVJ9bP7dRAsHTbks78kP5InYxellspZTivZClEJhuBxOonerpEo5SoZnizVpuhtG+Rdjk1B2KK6X+AdoAxxtVwJoxeIowDjrB/+mqRPJuCy0COr/d/e3lj3HcvA6V5Q2GRsJn0/Xx7vlICthl9/WtUH+LScZyMuopJTXVjKUAZTF5gTH8Kf1+79Xf8i3z0tx+7/YUTyaEpxP6bJGlHcj1qzwNTaqf18OU498vvRqt+UFWX00QcziM4qKHuWdaH6Bzlm8Fb14K+f02V7B+nPOrLqFuEqJrPI/GWXECTPOSGxqCkBSKaeltaHq0tOZCUgrmakjPe1BY+bOwf4zs0V3dv9aGmrCrKyqXVM+hO8qmISoKoBiGyEAHVhE6A1zV698Y23jdfV+PA5msd7dIlHisxurxZ7A1yustmrPj6Inf+zVz+ct0Sdu9So02LhgdCbos6fr7xSefYqdVWZKMoRoYvYDK7CgWh5UOzVOibAx2yvnjr58UvFzJ5BO+ImvE/aknO38uxVaugAG3z2MVI1LpJqVDJxSkVhhdWT2GG1N9bbbZIdS81rry471oNP8BmjHXuIj+AixHBDNjHs06+FTZcNk4IL2gkOXPEMciAHswlhbCeLIcuGYc8hKAM+Dl1hAivCYWJFHCZVTBTLpHGES4aI/C9RdsaZrgdaztw+vk8gf3Vrz607dNoxbGOly2nUZqzZ8b0QhnuwHOHz7gthuHe5EgCYjvCpAfxUOc3WzpYAUJEj/IrIec7abHrK64leitDofhtIZUaquny9aeGV6EeiefjnHfbeHUWpmEV0GQYrC1ZF9BGifmchW/RREWjpWSMirS3KkXHQjkCRYRFy02ZAk1UtVzxfHDTX8UGXMbZH8km0cSR6DdT3SqfOsMqhzkBO6gTUOOqUlZHQnsARl6vAhr9ki2YEeeptiry2z/ZkyEwvX8sji5QjGZeOL+yWThzfyiHOEE7ijKpxxOEIMWCjVwOS50ECe2akjoXtx4PO7i4OXdfoncfhQ+ot5vE7UAu6m+p3gESL5ySaylSrqkGkSqmVgRfL2N1S87aqZ3eb+pTQAHB3SysDmfoCMTlhVjXisZhVjn+Fff7TjC4h89e6jopWv3Mme9mgNmPIsORKZugYhbKr9QjqsyeVar2mBf8mBLtUm2JcbfqvtbXGf2cpzFo98s7j9AmRLKOj+wBhk7FB5ltEehNKxpRHmZMLWo/SfIBlZwtxZeLfnyR8PXp7I591OxZ/M9bhBaWMaEVLCpu5tDrCBdbqh5XHVFRcIrYiXMp34GlIZEZsIdUgY4kRoJVd34dn58X6rnToOjhn5EryJXR1EN39ZOKEKjG0UncQODAKnpydoHUJPYCeC4fGVBwIw4Q5s6xVa+nxZhP4aTYTjnXOjCZfaOJAfMmGhvkNG4TGNk40KFxhWQYarnx0PQhMTY/70GpIDNAXGsUALlpmWZy86Of97TxthZ/GjBwR+uTdRnKQRKnfqwpPMELnMic69wwOx8ZsIjn6fN7zBR1a+i3QPK917ld3C0r1Cb0vxU8qA3s64ze7H+k/oGcFIJFWLgfk82l9Jhc+2ys84ZbWQ77rYQLH+OhXhuifGxtzcQAAdlAAFxiDaB53GLS+ZTg5h9wGt7JGprizpbCzeSLLClI31w6Wq5qJC8quhvTzBwuDIB8jtX6N8Lue9MgrYEER71DR6pOWZF0Dv6YvDP8yjTuqgDY1uAYS+gjbuik8CFovCWrACQqvhKvKCkpnI1zjwFLrDSbS6hO8PRhp92W36NfOnXoGH7w08tSZl422c7tGbYml50EnKEPNPVPD7iDF7nJS7K2Asrcsp+udBSpmJ/wWzcVPn6V8zt/U6co5VZH7YeOgorvhLcr2wit3tOxv+04ectxh6+6z3pnXzcH7tdg2NghJJ9rGppxc56QXu3gcl6SgZmeV4YjXQ8iQhNTJw9X8dQUKCAFxjckY5R1D7EYo1iY8FsXqde70irkPHgs31B8c/rWn+1KKW1YN7/jBInGGXC+2WIjh+o80yFTRW2IwAbJUvZgP0X2dxKXeUCpkKUARE5l6ceBFqQKYOYZarK7G+Zkf3PMKPT3nl8DFAscBzy7vHcE2ITqRhOCpsRvvlQBceHX5VKbjwJw1oLWpqQGiDobsJrhrZPG+3n6SsO9/PwQfn3bF44DPZoF5gkSp0e+mOilWEmt5HNNJh8cqhJWpd1Z04BuybOHBBeQ8A/+UjttmjiT1HL/4ZOvpf/rNG9k91d2nuz8JRSsmVrGINL+VvI5AiTmtez2SeLQdVTlR8uQrCIUhF6v0K1KpliagWtGGG1lgqg2uNfyVETCfnuf3/P3wAX/PnL6r+7+rSy49bRXKVFXF/FfWI8CacgLWzuDpacom/WKSXw1KPzyZv3/p3hCN9zGyNK8biqMgHGRWlqNyhR/ATr9Pk0h0alwBUUWRYCUFtOT6jtFNXwBs4wSbMiZ/17dv8oNmeg+bkZv/0yH2sdJ3GKHoubHKdzPAroeQpXgFcv4EmircGoBlBVlNqcLVUCArFcwS7uLTwb3bN+7BX/K6r+dvm/5+WbG1WbkCDuHVi40Ti6HLaBBjWUY2cBoSxERLUayWJEJ3ITM+d7+7FnTszhrBjqLs4qiHjuSdTG19PxUpWkGVieaAKJATokiTdUAD4uYsfQAAnDkzZuNfNxSHN3selpuL7Uz7Nu+1USW66K5Gs/hFerHZuMgvMqh8RRHblYoaJIkeVE2CA5GTU5bM2NDxiv+JAY2yet7e24SMCJpglXkVAzkRiTSI9GZsIv2fWh7R3b7dr5hMKJxV6PWHa27zWSzjNqk8YvFF4i4ALZPvCLvMchdAOX1HVVEesSK+I/MmaHm0OrTsdE9+yOIemx7M6HnrW/PY3tQcQlOj2S4SJbkZ5e64r5jK/HO52MqqfrhzdUpjz+vLQmb/2fp4gyeHv6po9UMKKqeObht98bOi0Nx2jt8e71LX5Bi/i0RFf3ZUNtaE2GQej1eJxRE9Qr+zCz8SHzKv5+MEp6dZ56unOCKixVZOWph2V4DZ4g7MWxyRWhq8hhRH5H1LCAzGA87L36KlQajg5rx/mQqOsJCq49Q/+2XcXV6PlyHpVlkqmDeWSwXzZvyngo1TwV9sWt5dE20vyH76/bngmIenzKOCqRUOzKBsUJkCVgFHLptiqgpuvB9z+sjnsO+h8/YdEy8ffVtzVTCqUMCOyox/vwqOiYh+WL8P7rd7zon4U+3H5FWjCp7FqYIz/o0qmHqlVg1SwUhgsKrgD8U7WvD+ofESV5uELElp/sw30+Ova6O1yj2VGC+xT6S/uXM/a7zEINMV7r87XqKP54mtZzY4CmdduB3er27UvpoZLwEJ3QYQ2lrAdmbsVgNVCpohj9EsMku8xPrBJ9598kotnP/98c515j0rsAkVq1RSRULpOZgzhoJCZKqz1RxE7sVJ5EHUmn6VGWIx+Sx/wo3omOC0geNWXv95jHMlhlhUBpKBnEhGVkmIBdWyrHEhFlCmsIdYDDLo4pY8Fl180bHda8/eytDZr34J7nplhi9Z1w3BVTKxhEiSMv6UsYvhOxhFrikVRq4PMp8khaW1tIm4Gv3dKJ1sMX3o6pZ91KLFdffe5WUui+IYJ/2uN/gYvGKsjdMKICdli58o/Ehf/NC0I8ZGgSjExHC3mSHinnHqBW3aBX8a0oqf2eNCgqX7WzfKpgl2ZNSREGXJUq99MDWSohXaLLKUdcvB0JbKxEr5zUtQU5MYDDIU8+WTtv7Trv2e5XssQn69aaR1R2oaE+oEBfAYlVZLQZB6h4g5EJzBhSDYCJl6DtkIeYogYKALVNAdQciInsOfY/H5rxx8tqe7tv3Wf1leRRnP1JM3V4KzmOPt3BBnlesssgm1kBvBTswB/eMSfpg8qnu84JNG3+yZ6fNwbHUdQLoS7MEKA2APQty3YhP3WEK7g+mZGYLs0ztDVv5+eAp5LkNwmTiFLObLqVSd+YC31DgAFPRE5AIwgtq375P8F4WfC5YcH/fKdiWmZRgIDVRe2Y6gdOdj+OQmom0Zv7e4azVXYeKKLOwPIHcRwsgwuCqpkPuA1hYGyFvXeMipV6OYB/KC2WdGC28Fhyy50GebJPtkgam+t9UwXYXPAvk4GFf1kE9AjtV4yKkZXuaB/NbUApeZ1/ICN59zbhXjctvKHJC3F3BBLjKE6rZhg/wfW7VsxILvtrV8kymaa+vllM1fnl0ZVctSoUMZWumMVcvQjUuiqqtadnPvZ55j5wzzydnSMXDFiLpx5skefj9Hk7hi+tSQVVfnZiwRjpSbyJQIsod8Fm1XDG8SalFVVcueZbc//Uf9pKCdI/M73vnyVqNqqlqGIBGxZXAgSGQ1IecGPq6iqmXUeqDVk9eN7hWCvMpYtWzct6UFaFue3kdLE6D3+vWb7NktwXfW653BhwPH37EKkcYa2grcnC8tCisSpJ932fKmaM450jRboDIMGKESo5T6sgyYnrTGl7/2HIJrdWp4C5GCVC8Cm5SIKzCFksgP12AanUolk+JxxolX73UJN5+PXh++TimwqLfbdZfxQ6fX2kGtxt5gAIM6YU0nmAhMq5KN4oSdTN3E2yKRK2WJDvb8fuSRWlObCVLb1triWnvMG/ItiujTQKNyXKm+NjOHvyKkrIh9Ba1GNG8rPbifYz2zQeVv4C4Sa0njmRjLXe8bmiTVQAtL/1kcF9LU/C6yWxMhHa5j2KNVUjoxK5YoSNTJsGFox2MxpSympVuHRDgG7N1o8bjpl8PbkpOEovBkLYZuDCSvbWhHsdlS3fRXR2qUchylbutvq4xXixOQ74O4rVKDQyJrlWpmb0DOg967fMbn+K8cPNSuYY8FtdmGZeLllL0J5xtzgdeBjM43rqNWRzQyw02UzAz04jtJI5s7iT6bW+Jt7BovCKWoEdBBRSwiqvvE1PIOvbkcbMV9GR1sXBZRw0gDwTFJIvgPCTw+ZQbo3i9WXb03rBUue5w/+kqmqBnlYtISxqmKqzUQDqxuMohD6qwqPUozDNQeetLGasAc9AdYep748HeEh7upkrSJvgwg2vZAzi5ZxYyE29ruWObSTEn4giO+osO32rWutsrY/FLMSzORioWl4wbaswnG5n/5zCo+eCN4e3bYqaWnnB+RvbkhSkUC9KXTL//jWgTe/mrlJFrMAIyN0Xvn4V0gRMfEnSBiOfg7+CtokhtlAjnVLgifKDjvO79t7OlVBf5t2YdN32TCVvsIcVwcoHeoMg43QG9ZDujDAbjBQljmgyHGIHUkIgw9xsCWkB5mCuozR4wB/KfMGAPTLwY0LSxQ72DvxHclZ5AxcsaJRTbFm+Mf+2Q+VI254b3iBdlwMXRUkfvAzHw0gXgI3vTEYzqPHRctotxWZ8C+/LgJjMHNRTxp0+ALKUEHx15t9sbrxhpq2ACcBhOWAgYsy775j+qqNgeWYk4sk0y8+Y/AUmgMlus29pt++30uf3bcz9eOePY/w4SbkAG3sq/4o+oec+Cm48SNfiddOZmwPj9uvE4Db6WTEYuPETPqXZAVCFspz+I22WIay7l6xSLqPW0VWL5U5ATMyFGvfawwcsYtZbMgx75WxSLqNW4cIT3GIidkRo56w2OFkTNuMZsFOfbVKi5t8H3EY/GJtfx7csYdqzOCtEV5oZeOXwgt7RPb8HBti7Ge0SF5tRdK/35YZzLFqkL5EPqUW+N9YN388dIXQUPjz1B5gKlCiHEesFkPmvV5dfVR+E7rDTezN7S4zj5QGl0QxUR4ssZY0JUA1uYA9HFMTq/UiaDV1VSnV9uQ0hBABZOAG8LQCHSYi+6H1Xt9cWRLn83nNCf4txuR3QcVzocw8628CMCWQpb70nImIABN3cF9QLA0byFmg1HhrBklm9IvSZ7V+SP440WXkza9en2D7FBk46FKCAL3mUyg5MOEUvEUhBKxtjvwWDZzS9pdzWmyoYtgx77xLxt+PvIjsqjigx0PHLTx8d8NQ8VwRybWSiViGSYmvjdqhS5vHnpq/t1nwrUZx1cEemRkMA+Ffmcj301gLGKpBGKMXi1sFqpp8Y+9oYPL/dbYT6oG3F5SV9ZAGOb0oJ6um122NBTNutr0VZOCrdbWFMOoAhsh6qIxVUCkEgH7jM6nrJmI9RkSpli9OZG4RKmIMxIfqfjeyTm7bgfvmnIx9mXEWfIhu0VNuNYc4dODEx9vmpHOFarV4MO9GZzQUG+7ry5HF292KQahObrqzUHwELKxI5ts/NfVPXsb71r7ZmKTkE9mO+f3lXYtrpS6Z8WWvvqi44xxu/nWvtDRWPl1z3684ZqaNngkP3PMrlfCZr2TzGPoLLqYHSXI7BKQduvd0JOdN4w0NeYHYnVVyFL3LNkKYVWddc+Oj9e5ZET28f345bwhB/GJ5Mjdqqp7llOLQIkx+dCnNmi9UVPqnon2n3K9cHmU8ITj4a4NfHPJxZaqqu4ZAqyYE7D7BunXiU36/ZPqnmGP5s4akHwxIE19ulfuZvvgSqt7xrMD2B0RstQ9w+xB69mqqns2eczsZKsTOwQHp2yfavXNy7cVW5uVK+AQXgVsnFgIWwsrq+5ZSuh025Md8YDsoPjZY+5625qr7hlVJpoDorOcEF2osrpnM4VvW2A/f+M/y+vb67HnLbyqqe5ZvboE2zBX+aqL2KZq6p4NK279ab/6Mfxc+xv8j9u286imtAOEyFlORC4YRLorm0j/pxZdUQ/esEiaPJG/8Gvd+k7vY/DKKLqCNQYQLhWyFF3xaQpaN/9XdMWAOXfRFc2KiVfvCuW+6cvnbhEtXHvUPLZ33RmD0+/O3RsyN7bw4Q9vsk6aem06JPgyNrlbDFtXm7PoSt2onpv7fmrls7f9mYGth/EWmqnoSkTb5U2T8HnBOyThi1a8aDLCHKjkcKKyuQZmyJu56MrG9SOd++6cEbhLk/Fn29Ch86qn6AqixXZOWuT9G4uu1L6/vXaHwCZhacpZ+Q/mHmlQQ4queDQjBAZj0ZUVzdDSIFRwZ96/LUHH4tPfNjzeGe2b7nKslyJyyDmWgZuUoJNTD2C4ic0/n9MAMXyVJeg4OYgnXfv0gt+JE0F+a/f1TzFPgg7VwjY1bLweYjsWuzCiPpIgVZSg879e31wfPCCKv25yRNjXytvkgj1Vl6CDIMnjhGR/TVBh8HEVJehQjYTqSdDJciZ4lTFBp54LIhshQN3YBOjC7XcPeaT/GFYwXDxwY8qpmeQba4cqiBVdTina78OHpW6tRrJTORGKTr1PPlYsSdJH7ZdPeN5v3nlb/s6Rwbnvtq6y/CH3OtegaZSwK2k3VlG1BEjms4lRj9Zob22iGG1EEqM6BZcgnTyu3qM1P9TnHzu60/3Eb+1umkeQUq0EEwUpAm0Pm9Qohq0HjS2cwQaaO0QFL8Vf2kRgB8Xh8YBF9WdCKiBDMJk4BQgERiiXRPp6ytuvDV9wxerxlcn5ZJ1UC3VfkTJbZlZKCEtW9w3CstBolxZrpEHJsihT/P2Fe5/9Metq6MxpXd64pDtbVY/4wzCCwxjFXw6GMCPEnzub+PununCwh6+bdXIYwD8kbdTvt4Wa6ZXhwnnRFkB4gM2FU+8j5EH7z4VjlAsn223t8jbjA4PX/jJi4N3ozenmceFQF6KJcgYR/CDbBjm/HVpRFBcOl+1blgvHC98klvTaGpYR/P0C978uu1fUhWOiIEHTLuSc9tmaYODyeJXpo1k5KXft1HEW/umiz4JDvh8TUT0+GkSLC5y0+Prf6KPJSst2LpZGhi/Psxk+jn9jcQ3x0fA6EBKB0UeT2AEtDULHduH923w0a4fa3Wr+dHxQQYbNp7lJWnFl+GiKOwEMT7BtLoo7o+VQZT6ar2cnyo/zF/NnL91l80rhPcE8Wwsqc5sa5dOJkNeM5nCWKy1ooBJ9NJHPzyr8hwQJ8/O7PsxoNeV8NfloECQXOCGpHrFZfT6aCSv6pLa3aBywzMZ375L1P3epnk3KZTeCVxk3KRHupc+Zu7IJ0BpT+Otsl/Ad4Qu6C4+nug3MGSx6yzCQChT+MnMAiA+UmT8IecyFv1LdUHjb/wE=
- Contains a cluster of Grasshopper components
- true
- 779032ba-82de-4b7c-93bc-c7d6b669ccb2
- Cluster
- blockSize
- false
- 6
- 0a0596ac-1373-436c-9aba-1d1e16532b98
- 182a2cbf-a7cc-408e-b4fc-fe6b7859d9a9
- 1b0bc227-15a5-4e05-8eab-e2c6f44ba817
- b01603b7-7367-4e0c-9356-1756aa771a0e
- cbfd356d-41e0-4801-824d-0b550d96f964
- dc6e6ec5-cfdc-4921-8dee-3bdbbf550af5
- 5c5929f6-ac03-4ec0-bd5e-028013d44881
- d50e88b8-529f-4af7-8fef-8e24fa30b3cc
- 14bb7cdd-d881-49af-a5c6-131e5714de03
- 164e6962-29af-42ea-993f-3d7dcbd0c7eb
- 93c49319-0362-4650-8ee0-b1b13a503b58
- 5dc486bb-dd43-4c4b-94ca-37a86393c1bb
-
789
1045
125
104
-
878
1097
- 5
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pattern to repeat
- dc6e6ec5-cfdc-4921-8dee-3bdbbf550af5
- Gloval Value
- GV
- true
- 3159e7b7-7add-444b-992f-70afe313ba0e
- 1
-
789
1047
74
20
-
828.5
1057
- Length of final pattern
- 1b0bc227-15a5-4e05-8eab-e2c6f44ba817
- Quantity
- Q
- true
- f9839729-edaf-459d-976d-0734a0233e36
- 1
-
789
1067
74
20
-
828.5
1077
- 1
- Data to Cull
- 0a0596ac-1373-436c-9aba-1d1e16532b98
- Instructions Values
- IV
- true
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- 1
-
789
1087
74
20
-
828.5
1097
- Text to match
- b01603b7-7367-4e0c-9356-1756aa771a0e
- Instructions Keys
- IK
- true
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- 1
-
789
1107
74
20
-
828.5
1117
- Optional RegEx pattern for matching
- 182a2cbf-a7cc-408e-b4fc-fe6b7859d9a9
- Attribute
- A
- true
- 0
-
789
1127
74
20
-
828.5
1137
- 1
- 1
- {0}
- false
- blockSize
- 1
- List with replaced values
- cbfd356d-41e0-4801-824d-0b550d96f964
- Final Values
- FV
- false
- 0
-
893
1047
21
100
-
904
1097
- f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a
- Cluster
-
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
- Contains a cluster of Grasshopper components
- true
- 114173db-1f4a-40ce-a2f7-a415ef50df89
- Cluster
- courtyardSize
- false
- 6
- 18b78159-b4e5-42c8-b9e0-3d77f40ee53e
- 29c12241-3f64-46d3-a1ed-2c94c23e2827
- 7e95474c-b88c-4e58-8717-917a04202421
- 9a4f03c0-aaa4-4096-8342-39609dc7a071
- be3c5d34-ef28-4068-9228-73fd159e6353
- daebc6ff-5754-4f30-baae-e54e43278e64
- 14bb7cdd-d881-49af-a5c6-131e5714de03
- 5c5929f6-ac03-4ec0-bd5e-028013d44881
- d50e88b8-529f-4af7-8fef-8e24fa30b3cc
- 93c49319-0362-4650-8ee0-b1b13a503b58
- 5dc486bb-dd43-4c4b-94ca-37a86393c1bb
- 164e6962-29af-42ea-993f-3d7dcbd0c7eb
-
789
1168
146
104
-
899
1220
- 5
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pattern to repeat
- be3c5d34-ef28-4068-9228-73fd159e6353
- Gloval Value
- GV
- true
- 1c85eb5e-6667-4848-bb35-b04d0cb3a09e
- 1
-
789
1170
95
20
-
839
1180
- Length of final pattern
- 18b78159-b4e5-42c8-b9e0-3d77f40ee53e
- Quantity
- Q
- true
- f9839729-edaf-459d-976d-0734a0233e36
- 1
-
789
1190
95
20
-
839
1200
- 1
- Data to Cull
- 29c12241-3f64-46d3-a1ed-2c94c23e2827
- Instructions Values
- IV
- true
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- 1
-
789
1210
95
20
-
839
1220
- Text to match
- daebc6ff-5754-4f30-baae-e54e43278e64
- Instructions Keys
- IK
- true
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- 1
-
789
1230
95
20
-
839
1240
- Optional RegEx pattern for matching
- 7e95474c-b88c-4e58-8717-917a04202421
- Attribute
- A
- true
- 0
-
789
1250
95
20
-
839
1260
- 1
- 1
- {0}
- false
- courtyardSize
- 1
- List with replaced values
- 9a4f03c0-aaa4-4096-8342-39609dc7a071
- Final Values
- FV
- false
- 0
-
914
1170
21
100
-
925
1220
- f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a
- Cluster
-
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
- Contains a cluster of Grasshopper components
- true
- 04303451-12a2-48d9-be8e-cfe94c23cf5f
- Cluster
- blockCorner
- false
- 6
- 0a3e1871-8f1a-453d-bd90-77fc2dc493be
- 2b10ac93-05f5-498c-809e-7cb9c57cb8c3
- 6ed3e7a5-3a93-4400-92be-ec4412567dce
- 9073066b-c004-47e7-a841-5d442e8ada33
- e7dbf11b-a06f-4a85-96de-1990f7d5b625
- f26acf4b-0d82-4480-b0f2-cc426ccd33fa
- 5dc486bb-dd43-4c4b-94ca-37a86393c1bb
- 93c49319-0362-4650-8ee0-b1b13a503b58
- d50e88b8-529f-4af7-8fef-8e24fa30b3cc
- 14bb7cdd-d881-49af-a5c6-131e5714de03
- 5c5929f6-ac03-4ec0-bd5e-028013d44881
- 164e6962-29af-42ea-993f-3d7dcbd0c7eb
-
789
1289
139
104
-
892
1341
- 5
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pattern to repeat
- 0a3e1871-8f1a-453d-bd90-77fc2dc493be
- Gloval Value
- GV
- true
- 440a5e50-75d5-4fea-91b9-cc8374ea3aff
- 1
-
789
1291
88
20
-
835.5
1301
- Length of final pattern
- 9073066b-c004-47e7-a841-5d442e8ada33
- Quantity
- Q
- true
- f9839729-edaf-459d-976d-0734a0233e36
- 1
-
789
1311
88
20
-
835.5
1321
- 1
- Data to Cull
- e7dbf11b-a06f-4a85-96de-1990f7d5b625
- Instructions Values
- IV
- true
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- 1
-
789
1331
88
20
-
835.5
1341
- Text to match
- f26acf4b-0d82-4480-b0f2-cc426ccd33fa
- Instructions Keys
- IK
- true
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- 1
-
789
1351
88
20
-
835.5
1361
- Optional RegEx pattern for matching
- 6ed3e7a5-3a93-4400-92be-ec4412567dce
- Attribute
- A
- true
- 0
-
789
1371
88
20
-
835.5
1381
- 1
- 1
- {0}
- false
- blockCorner
- 1
- List with replaced values
- 2b10ac93-05f5-498c-809e-7cb9c57cb8c3
- Final Values
- FV
- false
- 0
-
907
1291
21
100
-
918
1341
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- Text
- instructions.keys
- false
- e504d634-8de1-46d9-a485-6a9424441522
- 1
- 2
-
408
1249
50
24
-
433.313
1261.307
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- Number
- instructions.values
- false
- 90cef3bf-0b2e-41a6-b803-3c648a5351ca
- 1
- 2
-
408
1210
50
24
-
433.4098
1222.831
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 1c85eb5e-6667-4848-bb35-b04d0cb3a09e
- Number
- Courtyard Size
- false
- 524e38e3-6e04-4dbc-a965-ddc2f3d7d4c9
- 1
- 2
-
407
1096
50
24
-
432.6768
1108.076
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 3159e7b7-7add-444b-992f-70afe313ba0e
- Number
- Block Size
- false
- c0f2dfe1-57ce-4ba6-9c36-bf6b4739059c
- 1
- 2
-
408
1047
50
24
-
433.4098
1059.021
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 440a5e50-75d5-4fea-91b9-cc8374ea3aff
- Number
- Block Corner
- false
- 403e3ce0-7dbc-4c54-ad04-16e504fd14c5
- 1
- 2
-
408
1291
50
24
-
433.1768
1303.29
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- c0fa0faa-8f88-4f07-9734-7d819c656d01
- Integer
- Max Building Length
- false
- 8483c833-4fd9-4eca-aa55-7eca17404de2
- 1
- 2
-
408
1410
50
24
-
433.4098
1422.021
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 14e70cfe-cd32-432d-923f-be98552ed8db
- Number
- blockSize.final
- false
- cbfd356d-41e0-4801-824d-0b550d96f964
- 1
- 2
-
1546
211
50
24
-
1571.712
223.8165
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 8fe599b5-9e14-468c-9d7a-2ace38dd3da7
- Number
- courtyardSize.final
- false
- 9a4f03c0-aaa4-4096-8342-39609dc7a071
- 1
- 2
-
1546
295
50
24
-
1571.712
307.4548
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- ca8385bf-2b00-4bfe-b2e2-50063f5a013c
- Number
- blockCorner.final
- false
- 2b10ac93-05f5-498c-809e-7cb9c57cb8c3
- 1
- 2
-
1546
346
50
24
-
1571.825
358.5118
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 57228faf-3090-4698-981f-1dacf9758711
- Number
- maxBuildingLength.final
- false
- 8b8ea8d6-628c-49c4-9ffc-e86880890663
- 1
- 2
-
1546
722
50
24
-
1571.178
734.024
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- true
- true
- 21ff5ec5-7a6c-4769-9ebe-4bd415f1e049
- Entwine
- Entwine
-
1629
2274
76
84
-
1674
2316
- 4
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- 98460963-f004-4aa7-8fda-8c33cf3bf109
- false
- Branch {0;0}
- {0;0}
- true
- 25c984f3-ffcc-4b2d-91cb-929ea7cda9bf
- 1
-
1629
2276
30
20
-
1646.5
2286
- 2
- Data to entwine
- 42d31d63-2568-408b-b404-024372baef1e
- false
- Branch {0;1}
- {0;1}
- true
- 19b13c12-2c49-4adf-a3f0-12962eac3619
- 1
-
1629
2296
30
20
-
1646.5
2306
- 2
- Data to entwine
- 2a80e31c-9aee-4d22-a02c-d3d68f4b1155
- false
- Branch {0;2}
- {0;2}
- true
- 500fd263-31ec-4cae-9abb-5d5d24f1cf5b
- 1
-
1629
2316
30
20
-
1646.5
2326
- 2
- Data to entwine
- ee4471fe-bdd2-4b5e-9ce5-7161a702dff0
- false
- Branch {0;3}
- {0;3}
- true
- c1fc3cb1-b6bd-4c14-9a93-b025ad8da6ce
- 1
-
1629
2336
30
20
-
1646.5
2346
- Entwined result
- 75d154ea-85af-45ce-99fc-96849960681c
- Result
- R
- false
- 0
-
1689
2276
16
80
-
1697.5
2316
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- dffc6b68-95a4-42e8-875b-68ef30e422b7
- List Item
- Item
-
1739
2391
73
64
-
1785
2423
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- 12dd9cd5-9608-4154-9516-8907490da64b
- List
- L
- false
- 75d154ea-85af-45ce-99fc-96849960681c
- 1
-
1739
2393
31
20
-
1757
2403
- Item index
- 27263f3c-2692-45e1-b346-dfb501395ebe
- Index
- i
- false
- bc3b8a64-4c87-4189-9228-d4213a8f5dd9
- 1
-
1739
2413
31
20
-
1757
2423
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- eef2f823-6b8b-4226-9386-12c456954d24
- Wrap
- W
- false
- 0
-
1739
2433
31
20
-
1757
2443
- 1
- 1
- {0}
- true
- Item at {i'}
- 73910997-9b5b-4534-9ad1-872eef2cdbf9
- false
- Item
- i
- false
- 0
-
1800
2393
12
60
-
1806.5
2423
- a02f83ba-161b-42cf-9f5e-cd27d7f39a6f
- 048b6ac2-b3b3-473f-a17a-12f289de8413
- Serialize Json
- Serialize it
- true
- true
- 049738ab-d0a3-436e-b160-90fdee815ac0
- Serialize Json
- ReJson
-
3024
2153
81
64
-
3077
2185
- 3
- 6965b371-d035-4a6d-9b69-4bb67673959b
- 6965b371-d035-4a6d-9b69-4bb67673959b
- 6965b371-d035-4a6d-9b69-4bb67673959b
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Input 1
- 3dfa0670-d573-4a3f-b056-37348786c51f
- id
- id
- true
- 0
- bcbc5cbf-38b8-4878-ac76-da329bfadecb
- 1
-
3024
2155
38
20
-
3045.5
2165
- Input 2
- 1778186d-c9e2-49d0-be51-56b5a94207a4
- value
- value
- true
- 0
- 1f57c6f5-85b6-4f9e-8f92-d459d9581c41
- 1
-
3024
2175
38
20
-
3045.5
2185
- Input 3
- 2796a107-0e33-4589-8314-3d62698524c9
- Data 3
- defval
- true
- 0
- 1f57c6f5-85b6-4f9e-8f92-d459d9581c41
- 1
-
3024
2195
38
20
-
3045.5
2205
- The JSON Output
- 682a7dd8-331a-4d64-90ef-7752a5b9b569
- JSON
- J
- false
- 0
-
3092
2155
13
60
-
3099
2185
- 2013e425-8713-42e2-a661-b57e78840337
- Concatenate
- Concatenate some fragments of text
- 65b9b729-f59d-4653-b33f-12c06a587d07
- _
- Concatenate
- Concat
-
2292
2277
62
44
-
2323
2299
- 2
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- First text fragment
- 017caa44-6dbd-46bd-b814-25273420d746
- Fragment A
- A
- true
- 1072acd9-f747-49d9-abe6-ac79fafa70ff
- 1
-
2292
2279
16
20
-
2302.5
2289
- Second text fragment
- 06ef5b84-fb01-4a01-994a-e1595c61824c
- Fragment B
- B
- true
- f9912624-c361-4b44-984c-746237c47369
- 1
-
2292
2299
16
20
-
2302.5
2309
- Resulting text consisting of all the fragments
- 131c2ec2-e741-4686-9546-c07ad2f96a59
- Result
- R
- false
- 0
-
2338
2279
16
40
-
2346.5
2299
- ecd4d2fd-e522-4dd2-861a-5afc9bb8689c
- 048b6ac2-b3b3-473f-a17a-12f289de8413
- Merge Json
- Merge one object into another
- e5e39423-3a34-4675-b549-6f6387186c62
- Merge Json
- custom parameters
-
3135
2133
60
44
-
3167
2155
- The Json to modify
- 727def0f-400e-4b07-a1cd-660bb86e4f5f
- Source Json
- J
- false
- a7057cb4-7de1-4bfc-bc7d-c0bf570d2905
- 1
-
3135
2135
17
20
-
3146
2145
- The Json to merge
- 1554e186-b9f4-4f8f-91c8-441f9e4d07cb
- Override Json
- O
- false
- 682a7dd8-331a-4d64-90ef-7752a5b9b569
- 1
-
3135
2155
17
20
-
3146
2165
- The resultant Json
- d3f50bff-3a48-4331-8734-df323930b8a7
- Merged Json
- J
- false
- 0
-
3182
2135
13
40
-
3189
2155
- 7dea51ac-6787-4dcc-9d42-0c2288e883fb
- b9116316-c87d-4212-a382-bc40035939bb
- Container
- Create a container for an App Builder application, including a list of tabs and/or widgets.
- eb5e0707-efed-4300-b406-1270f5d76cec
- Container
- parameters
-
2637
2717
87
64
-
2693
2749
- A name for the container. Use "left", "right", "top" and "bottom" to influence the default template.
- c950e0e2-05c5-4ad1-b62e-e0cdf1a9a39a
- Name
- N
- false
- 0
-
2637
2719
41
20
-
2660
2729
- 1
- 1
- {0}
- false
- left
- 1
- A list of tabs to structure the container.
- 2e9d459f-f1cc-458b-b4b5-bfdc0614af87
- Tabs
- T
- true
- eeedbe6b-80a5-4ee9-b4b6-7aa6c426947c
- 1
-
2637
2739
41
20
-
2660
2749
- 1
- A list of widgets to include directly in the container. If tabs are defined, those widgets will be included in all tabs.
- 0baf2a8c-182f-44e4-b0a5-e8eeb5d799a5
- Widgets
- W
- true
- 0
-
2637
2759
41
20
-
2660
2769
- A container that can be used to build a web application.
- 9e54282f-da78-42af-9c2d-ac37c647f6fe
- Container
- C
- false
- 0
-
2708
2719
16
60
-
2716.5
2749
- 41143278-815a-4446-aad9-cada57d33200
- b9116316-c87d-4212-a382-bc40035939bb
- Direct Text Input
- Defines a text input field for ShapeDiver's viewer, double click to change settings.
- 2817e91e-fbb8-4498-9d7c-f6b0d352e676
- Direct Text Input
- AppBuilder
- 10000
-
275
1514
44
28
-
289
1528
- The string inserted by the user on ShapeDiver. Will always show your default text when testing locally.
- 2a8f9748-a17e-4684-bb53-56027a1aba05
- Text
- T
- false
- 0
-
304
1516
15
24
-
312
1528
- 071c3940-a12d-4b77-bb23-42b5d3314a0d
- Clean Tree
- Removed all null and invalid items from a data tree.
- true
- 28017155-2913-46e2-b4fb-1a44f28be2b2
- Clean Tree
- Clean
-
2614
2197
100
164
-
2662
2279
- 8
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 5
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Remove null items from the tree.
- 37180b32-8ddb-4f9e-9002-679d1d16c31d
- Remove Nulls
- N
- false
- 0
-
2614
2199
33
20
-
2633
2209
- 1
- 1
- {0}
- true
- Remove invalid items from the tree.
- d6d475d6-cd10-4f3f-b513-af52a92dfc43
- Remove Invalid
- X
- false
- 0
-
2614
2219
33
20
-
2633
2229
- 1
- 1
- {0}
- true
- Remove empty branches from the tree.
- e9979e0d-9609-4d2c-9fc5-da43d3ac6754
- Remove Empty
- E
- false
- 0
-
2614
2239
33
20
-
2633
2249
- 1
- 1
- {0}
- false
- 2
- Data tree to clean
- 999aefe9-049e-4fbc-a0de-1a8c76dfb2ce
- Tree
- T
- false
- 9032a0d4-8f43-4dc5-952d-752d283a5b5d
- 1
-
2614
2259
33
20
-
2633
2269
- 2
- Tree to clean synchronously with T
- c0492bc2-36be-4ce0-88b8-dd0e10297f58
- false
- Synchronous Tree 1
- S1
- true
- 09c8a399-e837-4730-8843-67074eb42542
- 1
-
2614
2279
33
20
-
2633
2289
- 2
- Tree to clean synchronously with T
- a2292ea3-913e-4fe8-acaa-878323741ca5
- false
- Synchronous Tree 2
- S2
- true
- 4774ddb7-2f93-4a64-baae-43e50b9c70d2
- 1
-
2614
2299
33
20
-
2633
2309
- 2
- Tree to clean synchronously with T
- 7b276597-2faf-4505-95e7-305ac8871d12
- false
- Synchronous Tree 3
- S3
- true
- cf6a7a08-da7b-46fd-bc31-f06cf56bc406
- 1
-
2614
2319
33
20
-
2633
2329
- 2
- Tree to clean synchronously with T
- b9e8f0fb-ac9b-4374-b8c0-3ea1ebf37817
- false
- Synchronous Tree 4
- S4
- true
- 54799436-fdc0-4d3d-b030-d608e9e7e011
- 1
-
2614
2339
33
20
-
2633
2349
- 2
- Spotless data tree
- e8439c22-a941-4ea3-b2bf-c906bf2b3152
- 2
- Tree
- T
- false
- 0
-
2677
2199
37
32
-
2688
2215
- 2
- Tree cleaned synchronously with T
- fc6e5581-4363-40f2-a6ee-f5d59ccfb5f5
- 2
- false
- Synchronous Tree 1
- S1
- false
- 0
-
2677
2231
37
32
-
2688
2247
- 2
- Tree cleaned synchronously with T
- fca23707-6611-4b2a-8a3f-020eb06286e9
- false
- Synchronous Tree 2
- S2
- false
- 0
-
2677
2263
37
32
-
2688
2279
- 2
- Tree cleaned synchronously with T
- 57e09781-933f-4362-b5e8-5d8eb315c677
- 2
- false
- Synchronous Tree 3
- S3
- false
- 0
-
2677
2295
37
32
-
2688
2311
- 2
- Tree cleaned synchronously with T
- 3b03173a-d7af-48ec-8bf9-5f9ccf4bc6ac
- false
- Synchronous Tree 4
- S4
- false
- 0
-
2677
2327
37
32
-
2688
2343
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- cab3dcc4-cc7f-4852-b7ec-461612f859da
- List Length
- Lng
-
1689
2643
58
28
-
1718
2657
- 1
- Base list
- fb9d5591-25ea-41bc-9328-d545321ddf5b
- List
- L
- false
- d6828a1b-8878-4776-96f1-5678f1da4d0d
- 1
-
1689
2645
14
24
-
1698.5
2657
- Number of items in L
- 81517d89-14ca-4845-868b-673900c638cc
- Length
- L
- false
- 0
-
1733
2645
14
24
-
1740.5
2657
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- c5f5f1ca-595d-46f9-8232-ca6a0425611b
- Boolean
- Bool
- false
- 81517d89-14ca-4845-868b-673900c638cc
- 1
-
1770
2647
50
24
-
1795.417
2659.448
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- 44ed19b9-f146-4171-aed1-415550cb2a60
- Stream Filter
- Filter
-
1841
2645
74
64
-
1873
2677
- 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
- c303e9e8-b036-4987-9e2d-2c9f58a44cee
- Gate
- G
- false
- c5f5f1ca-595d-46f9-8232-ca6a0425611b
- 1
-
1841
2647
17
20
-
1852
2657
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 7809ecd0-c188-4cc3-a486-293be4f8ba52
- false
- Stream 0
- 0
- true
- 0
-
1841
2667
17
20
-
1852
2677
- 2
- Input stream at index 1
- 4a27ef1e-344e-40e5-b398-6c138831c82a
- false
- Stream 1
- 1
- true
- 6a892046-63c2-441b-8e08-e09b19c2b1c5
- 1
-
1841
2687
17
20
-
1852
2697
- 2
- Filtered stream
- c3057a3e-b09f-478d-a76f-590dfcd4d29d
- false
- Stream
- S(0)
- false
- 0
-
1888
2647
27
60
-
1902
2677
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 94289b4e-d845-48d0-b2dc-878bd55e1d67
- Text
- custom parameters values
- false
- d40416cc-b6e3-404d-810e-f991168e31da
- 1
-
1999
2449
50
24
-
2024.541
2461.396
- a02f83ba-161b-42cf-9f5e-cd27d7f39a6f
- 048b6ac2-b3b3-473f-a17a-12f289de8413
- Serialize Json
- Serialize it
- true
- true
- ca68fda4-e3f5-411e-bf01-cec4cb94d3ee
- Serialize Json
- ReJson
-
1651
2682
96
44
-
1719
2704
- 2
- 6965b371-d035-4a6d-9b69-4bb67673959b
- 6965b371-d035-4a6d-9b69-4bb67673959b
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Input 1
- d25ca864-5852-458b-9213-064c259755d1
- sessionId
- sessionId
- true
- 0
- 825ccdd0-b7c0-4749-abcd-a2fae49f6d42
- 1
-
1651
2684
53
20
-
1680
2694
- Input 2
- bc7ff685-aad2-4441-b8a6-1a390d4416ab
- name
- name
- true
- 0
- d6828a1b-8878-4776-96f1-5678f1da4d0d
- 1
-
1651
2704
53
20
-
1680
2714
- The JSON Output
- 5fc0d340-806a-4461-a121-cc2a4df16af6
- JSON
- J
- false
- 0
-
1734
2684
13
40
-
1741
2704
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 825ccdd0-b7c0-4749-abcd-a2fae49f6d42
- Panel
- false
- 0
- 0
- default_appbuilder
-
1542
2675
75
42
- 0
- 0
- 0
-
1542.628
2675.689
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 6a892046-63c2-441b-8e08-e09b19c2b1c5
- Text
- Txt
- false
- 5fc0d340-806a-4461-a121-cc2a4df16af6
- 1
-
1770
2694
50
24
-
1795.269
2706.011
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 48879930-7ae8-4c1f-afde-c3b29f81d7a0
- Merge
- Merge
-
2055
2677
69
44
-
2093
2699
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 9ad025de-25c2-4c79-a5c6-df95fe429a61
- false
- Data 1
- D1
- true
- 6d7c0349-1e21-462d-8219-3acf4f2c4138
- 1
-
2055
2679
23
20
-
2069
2689
- 2
- Data stream 2
- 3187c542-eb56-4b80-a00d-a78f0783ad48
- false
- Data 2
- D2
- true
- 190eebee-d173-440c-9ab3-28e9b6f428ab
- 1
-
2055
2699
23
20
-
2069
2709
- 2
- Result of merge
- f784f2ed-be08-44f4-8a35-7741fbe578b6
- Result
- R
- false
- 0
-
2108
2679
16
40
-
2116.5
2699
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- 999771e9-62df-4e83-a88c-a20a07516dfe
- Colour
- buildings.color.selected
- false
- 6c6b0e6a-0f3d-41d2-a9a2-c1695daf16e6
- 1
- 2
-
1542
1742
50
24
-
1567.889
1754.175
- 90b3afef-630c-4932-a143-938e8b7ba55b
- b9116316-c87d-4212-a382-bc40035939bb
- Preset Material
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- 09e65df6-d5db-4eac-aad5-cbbd3483afea
- Preset Material
- PresetMaterial
-
1616
1690
85
44
-
1667
1712
- Material color
- 7ec19fde-5ddd-4198-a36c-7bf6120b1f20
- Color
- C
- true
- 15a63a7c-7fc7-4c9b-b379-81dfc873d2a5
- 1
-
1616
1692
36
20
-
1636.5
1702
- 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.
- 41859017-d10e-4aa5-84c0-63ae99f931f0
- MaterialIndex
- M
- true
- 0
-
1616
1712
36
20
-
1636.5
1722
- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- 455a77e1-38f7-480e-a453-c034618d231e
- Material
- M
- false
- 0
-
1682
1692
19
40
-
1692
1712
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
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- The Json to parse
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- JSON
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- Merge one object into another
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- The Json to modify
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728
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- List without any nulls
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17
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750
17
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- Cull Index
- Cull i
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96
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- List to cull
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- List
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36
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36
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2329
36
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- Culled list
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30
60
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148
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809
99
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- Optional wildcard pattern for matching
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99
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19
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20
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20
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17
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17
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17
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50
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1818
1527
34
20
-
1837.5
1537
- Number of outermost branches to merge
- f5b8efbe-7158-4559-8e30-9ed33cb4cfea
- Depth
- D
- false
- 0
-
1818
1547
34
20
-
1837.5
1557
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 2c68b4e5-4add-4b8e-98b9-781991eb8aa1
- Tree
- T
- false
- 0
-
1882
1527
15
40
-
1890
1547
- d8b1e7ac-cd31-4748-b262-e07e53068afc
- Split Tree
- Split a data tree into two parts using path masks.
- true
- 09d119ea-1793-48ae-bff1-a1f0ef4c5ba5
- Split Tree
- Split
-
1931
1535
66
44
-
1965
1557
- 2
- Tree to split
- fd264253-4e8e-46cf-be34-c561b28a40b0
- Data
- D
- false
- 2c68b4e5-4add-4b8e-98b9-781991eb8aa1
- 1
-
1931
1537
19
20
-
1943
1547
- 1
- Splitting masks
- 7262f144-1d7c-4c4c-88fc-c836f999e98b
- Masks
- M
- false
- b212b947-59af-41a3-a7f7-303503b3611e
- 1
-
1931
1557
19
20
-
1943
1567
- 2
- Positive set of data (all branches that match any of the masks)
- 8670c36e-3553-468c-b2aa-76069d5d016e
- Positive
- P
- false
- 0
-
1980
1537
17
20
-
1989
1547
- 2
- Negative set of data (all branches that do not match any of the masks
- true
- 93693e79-a1cf-4645-8b14-f40d42f79860
- Negative
- N
- false
- 0
-
1980
1557
17
20
-
1989
1567
- 56c9c942-791f-4eeb-a4f0-82b93f1c0909
- Data Path
- Contains a collection of data-tree paths
- b212b947-59af-41a3-a7f7-303503b3611e
- Data Path
- Path
- false
- 200d8f9c-486b-4a5c-a4c4-1d294583a038
- 1
-
1850
1615
50
24
-
1875.15
1627.287
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 1de457a0-8594-4a11-8a3f-b89d92978873
- Merge
- Merge
-
2545
1555
69
44
-
2583
1577
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 771db127-78e9-4b62-9ee1-d8b394d0a289
- false
- Data 1
- D1
- true
- 93693e79-a1cf-4645-8b14-f40d42f79860
- 1
-
2545
1557
23
20
-
2559
1567
- 2
- Data stream 2
- 26c687bd-ed8a-4711-8a2b-6f7c8d6d7bdc
- false
- Data 2
- D2
- true
- 59132844-eb2c-438e-84a5-defa887db7b6
- 1
-
2545
1577
23
20
-
2559
1587
- 2
- Result of merge
- 73c5dd4f-24a3-44f0-964d-12eba1ca6294
- Result
- R
- false
- 0
-
2598
1557
16
40
-
2606.5
1577
- 38235271-8ba8-4016-9730-783f841d44f8
- b9116316-c87d-4212-a382-bc40035939bb
- Material
- Contains a collection of ShapeDiver materials.
- e2c00eec-5906-434e-9230-5bc7fcda2c8f
- Material
- buildings materials
- false
- 73c5dd4f-24a3-44f0-964d-12eba1ca6294
- 1
-
2644
1566
50
24
-
2669.379
1578.224
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- bcb4a5ab-2df2-447b-9593-cc5a5cfd9b89
- Integer
- buildings floors quantity
- false
- 45f78a9f-46c7-48de-ba2b-b9c4b2636b84
- 1
- 2
-
1549
969
50
24
-
1574.718
981.7715
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 423bf645-92ae-4bae-8ba3-1be06444b522
- Integer
- buildings floors quantity
- false
- 45f78a9f-46c7-48de-ba2b-b9c4b2636b84
- 1
- 2
-
1544
2985
50
24
-
1569.958
2997.952
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- f9912624-c361-4b44-984c-746237c47369
- Integer
- selected block
- false
- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 1
- 2
-
2204
2370
50
24
-
2229.167
2382.432
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- fc898192-8ca0-4b76-bf2f-d5c4d1706717
- Panel
- false
- 0
- 0
- {
"name":"Number of Floors",
"type": "Float",
"min": 0,
"max": 15,
"defval":"1",
"decimalplaces": 0,
"hidden": false,
}
-
417
2737
218
112
- 0
- 0
- 0
-
417.495
2737.19
- 1
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 00690687-9b6a-40c1-ab4c-43fa4991e2d7
- Integer
- selected building
- false
- 2306b3aa-0bbf-467e-8d8f-93b2d24c37d5
- 1
- 2
-
2204
2410
50
24
-
2229.167
2422.407
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 572773c4-6913-41a0-885e-6e3156fd53dc
- Text
- custom parameters values
- false
- 94289b4e-d845-48d0-b2dc-878bd55e1d67
- 1
- 2
-
2204
2155
50
24
-
2229.502
2167.201
- d8332545-21b2-4716-96e3-8559a9876e17
- Dispatch
- Dispatch the items in a list into two target lists.
- true
- 5fcf741a-b79a-4b8b-a0a8-f09b2bb67137
- Dispatch
- Dispatch
-
1958
2722
61
44
-
1988
2744
- 1
- List to filter
- 03bc1f10-c0ca-4287-b113-d9f27e0df28f
- List
- L
- false
- c3057a3e-b09f-478d-a76f-590dfcd4d29d
- 1
-
1958
2724
15
20
-
1968
2734
- 1
- Dispatch pattern
- 82f884e8-1af6-4bfd-8209-5d49bede243e
- Dispatch pattern
- P
- false
- 501f53d8-262f-48ff-94d3-76cbdd1428db
- 1
-
1958
2744
15
20
-
1968
2754
- 1
- 2
- {0}
- true
- false
- 1
- Dispatch target for True values
- ff7d7401-bc18-4c0e-a6ce-5f1271a6a023
- List A
- A
- false
- 0
-
2003
2724
16
20
-
2011.5
2734
- 1
- Dispatch target for False values
- 190eebee-d173-440c-9ab3-28e9b6f428ab
- List B
- B
- false
- 0
-
2003
2744
16
20
-
2011.5
2754
- 58075a2f-14f0-491e-bc73-3aeb395b4e6a
- b9116316-c87d-4212-a382-bc40035939bb
- Construct JSON
- Construct a JSON object which can be fed into a ShapeDiverDataOutputComponent.
- true
- f1117eef-771d-406b-b16b-2ebaa2206e60
- Construct JSON
- ConstructJSON
-
1629
2172
96
64
-
1677
2204
- Optional JSON object into which the data should be inserted. A new JSON object will be created if none is given.
- a23ac9bf-1aae-476f-9e1d-1c80e89eb762
- Object
- O
- true
- 0
-
1629
2174
33
20
-
1656
2184
- 2
- Data which should be inserted, e.g. numbers, strings, points, other JSON objects, or arrays thereof.
- aabc75d5-32cf-48d9-8ba4-69cf323f8720
- 2
- Data
- D
- false
- fa106d77-0e16-4d0c-ac21-344e684e77f6
- 1
-
1629
2194
33
20
-
1656
2204
- 1
- String defining where the data shall be inserted into the JSON object. Syntax equivalent to how you would access a member in JavaScript (e.g. .points[4] for the fifth member of an array called points). Non-existent properties and arrays will be created if possible.
- d717d457-bc21-4bf5-bb63-38ac18638635
- AddressString
- A
- true
- be0aa226-3df3-4f24-b518-fe08f3b54be5
- 1
-
1629
2214
33
20
-
1656
2224
- Resulting JSON object, can fed into further ShapeDiverJSONConstruct components or into a ShapeDiverDataOutputComponent.
- 17aded49-ef3d-4d7f-b8e9-25d99cf07f3c
- 1
- Object
- O
- false
- 0
-
1692
2174
33
60
-
1701
2204
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 480e620a-79c9-4dfa-ba1a-e3195feb0d12
- Panel
- false
- 0
- 0
- Blocks Quantity X
Blocks Quantity Y
Default Block Size
Default Courtyard Size
Default Block Corner
Default Max Building Length
-
1959
2582
165
89
- 0
- 0
- 0
-
1959.41
2582.366
-
255;255;255;255
- true
- false
- false
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 7bd937ad-1faa-483b-b6a3-c2c0e1d4feb9
- Panel
- false
- 0
- 0
- General
Edit Blocks
Edit Buildings
-
2124
2759
119
50
- 0
- 0
- 0
-
2124.95
2759.275
-
255;255;255;255
- true
- false
- false
- false
- false
- true
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- true
- true
- f88042f5-3482-42bb-90ce-387222db915c
- Entwine
- Entwine
-
2167
2682
76
64
-
2212
2714
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- 8db50edb-6d32-43c5-bac0-0914970e3bfc
- false
- Branch {0;0}
- {0;0}
- true
- 480e620a-79c9-4dfa-ba1a-e3195feb0d12
- 1
-
2167
2684
30
20
-
2184.5
2694
- 2
- Data to entwine
- 57c8f3a9-ee9c-412b-8982-a42ec324a657
- false
- Branch {0;1}
- {0;1}
- true
- f784f2ed-be08-44f4-8a35-7741fbe578b6
- 1
-
2167
2704
30
20
-
2184.5
2714
- 2
- Data to entwine
- 1cd6213e-d49b-4341-9b8f-b069e7b558aa
- false
- Branch {0;2}
- {0;2}
- true
- ff7d7401-bc18-4c0e-a6ce-5f1271a6a023
- 1
-
2167
2724
30
20
-
2184.5
2734
- Entwined result
- 1b2d72e2-1ad4-4eac-9b82-83a90692e6bf
- Result
- R
- false
- 0
-
2227
2684
16
60
-
2235.5
2714
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- d5f0405c-d88c-41ad-990b-c8e83bf8b9a2
- Text
- custom parameters base
- false
- bb8e15da-7210-4d44-9737-233bbfb05447
- 1
-
829
2486
50
24
-
854.4153
2498.257
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- dc66b893-4323-49ce-b5e8-d54787804b55
- Text
- custom parameters base
- false
- d5f0405c-d88c-41ad-990b-c8e83bf8b9a2
- 1
- 2
-
2204
2192
50
24
-
2229.502
2204.127
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Data
- Contains a collection of generic data
- true
- 06e722e9-31ff-41dd-acc6-c38bd13574d0
- Data
- custom parameters.Object
- false
- 36144dda-a4b9-4db8-8830-52e1d8c1206a
- 1
- 2
-
3796
2706
50
24
-
3821.651
2718.709
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 594618d5-4fee-4075-9b38-ee466683f226
- 180c963f-c403-44e2-ad3f-06277e50821f
- 46804f47-8a50-4869-930c-f1a69aa74172
- 90d8afef-c4a9-47d9-a512-bacd49b8213b
- 1072c460-e210-4f5c-9c10-4ed1d80b6980
- be645949-ea57-46fe-a303-e0d677bf3ee2
- 1c85eb5e-6667-4848-bb35-b04d0cb3a09e
- 3159e7b7-7add-444b-992f-70afe313ba0e
- 440a5e50-75d5-4fea-91b9-cc8374ea3aff
- c0fa0faa-8f88-4f07-9734-7d819c656d01
- 4e28c702-6d79-4397-a8c3-024a89a0a727
- 92ba5328-78db-4c15-9fbf-486448f74ec6
- 12
- 862a89bc-98c9-4120-9d0e-b08c28eeb68c
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- e67767f6-971a-4574-8f74-0aac80df3b56
- 4963dcda-5381-47d9-bb97-c42225a9c6e3
- 71813cf6-2c19-45c7-bc09-66d961c521d7
- ae8a3f05-c72e-4319-809d-d68258ceb4ef
- 39c2a373-6e8c-4bd9-9214-920555428597
- b78dfa76-df8e-439d-a165-e12c18c0d14c
- 26e5ede2-f46f-411a-967c-73f0c0b95d82
- 779032ba-82de-4b7c-93bc-c7d6b669ccb2
- 114173db-1f4a-40ce-a2f7-a415ef50df89
- 04303451-12a2-48d9-be8e-cfe94c23cf5f
- 10
- 976f0bde-238b-4d47-9f12-57daa9862294
- Group
- 0d1e2027-f153-460d-84c0-f9af431b08cb
- Maximum
- Return the greater of two items.
- true
- 9260aa60-8062-45e2-892b-b7210778e336
- Maximum
- Max
-
1735
978
62
44
-
1766
1000
- First item for comparison
- cb898ca9-c8cb-4141-bdcb-463757e50bb8
- A
- A
- false
- 7ade64b0-b5d7-4d3d-8d4d-52c3a71844a3
- 1
-
1735
980
16
20
-
1745.5
990
- Second item for comparison
- aa409cd5-5c92-4988-ae02-b8b9b0de1e6b
- B
- B
- false
- 9c1080b1-7587-4435-9a48-40e93f9ce7e1
- 1
-
1735
1000
16
20
-
1745.5
1010
- The greater of A and B
- d874dd46-15c3-4986-a522-913f8b55a5ba
- Result
- R
- false
- 0
-
1781
980
16
40
-
1789.5
1000
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 7ade64b0-b5d7-4d3d-8d4d-52c3a71844a3
- Number
- Num
- false
- 0
-
1652
963
55
24
-
1690.82
975.1695
- 1
- 1
- {0}
- 0.1
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 82d2f743-cbd3-44f7-a156-5d7d99d85ed4
- Integer
- buildings floors quantity
- false
- 45f78a9f-46c7-48de-ba2b-b9c4b2636b84
- 1
- 2
-
1543
1488
50
24
-
1568.97
1500.281
- f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a
- Cluster
-
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
- Contains a cluster of Grasshopper components
- 9ae1b5b1-e274-4499-80f8-bfbbe4ad5c83
- Cluster
- transparent material
- false
- 1
- 4c8eea0a-36c3-4c2c-a8aa-1315085f5488
- 8c28729f-5b12-4617-bfcd-95e7a78da2a9
-
1543
1523
48
28
-
1557
1537
- 0
- 1
- 38235271-8ba8-4016-9730-783f841d44f8
- glTF 2.0 Material, connect this to a glTF 2.0 Display component.
- 4c8eea0a-36c3-4c2c-a8aa-1315085f5488
- Material
- M
- false
- 0
-
1572
1525
19
24
-
1582
1537
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- 5ea2db62-76a7-4041-9855-f091289d6daf
- Colour
- buildings.color
- false
- 131bb327-4d30-4311-9853-b04651ecd369
- 1
- 2
-
1543
1570
50
24
-
1568.97
1582.476
- 90b3afef-630c-4932-a143-938e8b7ba55b
- b9116316-c87d-4212-a382-bc40035939bb
- Preset Material
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- d578a977-f8a5-44ea-bb6e-9b3c7a0f4b73
- Preset Material
- PresetMaterial
-
1616
1567
85
44
-
1667
1589
- Material color
- 08dbe662-5306-4104-b19a-edcf34af8926
- Color
- C
- true
- 5ea2db62-76a7-4041-9855-f091289d6daf
- 1
-
1616
1569
36
20
-
1636.5
1579
- 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.
- 25f27a9a-9086-4715-827a-6ade1d24dba5
- MaterialIndex
- M
- true
- 0
-
1616
1589
36
20
-
1636.5
1599
- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- b077b6ab-623b-41f4-a548-bc5ca1e79c08
- Material
- M
- false
- 0
-
1682
1569
19
40
-
1692
1589
- 03b801eb-87cd-476a-a591-257fe5d5bf0f
- Pick'n'Choose
- Pick and choose from a set of input data.
- true
- bcea9d8b-c65d-4ace-b1a8-51341dd57fd4
- Pick'n'Choose
- P'n'C
-
1737
1505
61
64
-
1767
1537
- 3
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pick pattern of input indices
- dc16d4e3-11da-4bd4-94c7-222c11976159
- Pattern
- P
- false
- 44c36927-0153-41a9-908b-8fa15abe409d
- 1
-
1737
1507
15
20
-
1747
1517
- 1
- 2
- {0}
- 0
- 1
- 1
- Input stream 0
- 76e9c82c-52d9-423f-a7f4-86769fb7ffea
- false
- Stream 0
- 0
- true
- 4c8eea0a-36c3-4c2c-a8aa-1315085f5488
- 1
-
1737
1527
15
20
-
1747
1537
- 1
- Input stream 1
- 95963c21-f802-4de4-9c85-5f3e1b91c21d
- false
- Stream 1
- 1
- true
- b077b6ab-623b-41f4-a548-bc5ca1e79c08
- 1
-
1737
1547
15
20
-
1747
1557
- 1
- Picked result
- 80413797-20cb-485e-b261-e84d78feef66
- Result
- R
- false
- 0
-
1782
1507
16
60
-
1790.5
1537
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 44c36927-0153-41a9-908b-8fa15abe409d
- 2
- Boolean
- Bool
- false
- 82d2f743-cbd3-44f7-a156-5d7d99d85ed4
- 1
-
1648
1487
53
24
-
1684.535
1499.845
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 999771e9-62df-4e83-a88c-a20a07516dfe
- 200d8f9c-486b-4a5c-a4c4-1d294583a038
- 3766e525-cafb-406b-8c6c-9d6f1e358cf6
- 82d2f743-cbd3-44f7-a156-5d7d99d85ed4
- 9ae1b5b1-e274-4499-80f8-bfbbe4ad5c83
- 5ea2db62-76a7-4041-9855-f091289d6daf
- 6
- 801a96d1-fdac-415f-9ac7-b32fa40f0d6f
- Group
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 4e28c702-6d79-4397-a8c3-024a89a0a727
- Integer
- Blocks Quantity X
- false
- 7d108e6f-3463-4a66-a974-79e3f23fd1f0
- 1
- 2
-
407
1135
50
24
-
432.4225
1147.718
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 92ba5328-78db-4c15-9fbf-486448f74ec6
- Integer
- Blocks Quantity Y
- false
- be3bc53d-8876-4d64-897e-69e167b1d50e
- 1
- 2
-
407
1172
50
24
-
432.4225
1184.218
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- e2c00eec-5906-434e-9230-5bc7fcda2c8f
- 1
- 6e3180f6-806c-46bd-80a2-5f9cde891a91
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- 94289b4e-d845-48d0-b2dc-878bd55e1d67
- 1
- 02d3b538-0f67-41d8-b93f-3104b83bd004
- Group
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 25c984f3-ffcc-4b2d-91cb-929ea7cda9bf
- Number
- blockSize.final
- false
- cbfd356d-41e0-4801-824d-0b550d96f964
- 1
- 2
-
1542
2254
50
24
-
1567.467
2266.896
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 19b13c12-2c49-4adf-a3f0-12962eac3619
- Number
- courtyardSize.final
- false
- 9a4f03c0-aaa4-4096-8342-39609dc7a071
- 1
- 2
-
1542
2293
50
24
-
1567.467
2305.035
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 500fd263-31ec-4cae-9abb-5d5d24f1cf5b
- Number
- blockCorner.final
- false
- 2b10ac93-05f5-498c-809e-7cb9c57cb8c3
- 1
- 2
-
1542
2333
50
24
-
1567.58
2345.092
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- c1fc3cb1-b6bd-4c14-9a93-b025ad8da6ce
- Number
- maxBuildingLength.final
- false
- 8b8ea8d6-628c-49c4-9ffc-e86880890663
- 1
- 2
-
1542
2371
50
24
-
1567.69
2383.051
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- be0aa226-3df3-4f24-b518-fe08f3b54be5
- Text
- instructions.keys
- false
- e504d634-8de1-46d9-a485-6a9424441522
- 1
- 2
-
1542
2216
50
24
-
1567.593
2228.149
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- fa106d77-0e16-4d0c-ac21-344e684e77f6
- Number
- instructions.values
- false
- 90cef3bf-0b2e-41a6-b803-3c648a5351ca
- 1
- 2
-
1542
2175
50
24
-
1567.326
2187.289
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- bc3b8a64-4c87-4189-9228-d4213a8f5dd9
- Integer
- selected block
- false
- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 1
- 2
-
1542
2459
50
24
-
1567.735
2471.891
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 25c984f3-ffcc-4b2d-91cb-929ea7cda9bf
- 19b13c12-2c49-4adf-a3f0-12962eac3619
- 500fd263-31ec-4cae-9abb-5d5d24f1cf5b
- c1fc3cb1-b6bd-4c14-9a93-b025ad8da6ce
- be0aa226-3df3-4f24-b518-fe08f3b54be5
- fa106d77-0e16-4d0c-ac21-344e684e77f6
- e3b3c386-a9dd-4e11-9473-964e21fbd71f
- 7e3471d7-d8b7-4ba0-bd39-3ccb99ce5e01
- bc3b8a64-4c87-4189-9228-d4213a8f5dd9
- fc18c014-cd90-4c65-9ecc-c9b2485c9c63
- 240977fe-e945-4321-b59c-5bf7fb516fbe
- eb0decd0-6b6a-464a-9306-b19cf7bec25d
- dfd570a5-9583-47bb-ab9a-ccd712c7c372
- 13
- 49043b90-e6a3-45b7-9dcf-d92179cfacbb
- Group
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- d7b48970-a442-4984-9ba8-ebe35aaca03b
- Text
- custom parameters ids
- false
- 35457926-88f8-4f50-9386-a6115cc36705
- 1
-
3446
2307
50
24
-
3471.148
2319.034
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- d6828a1b-8878-4776-96f1-5678f1da4d0d
- Text
- custom parameters ids
- false
- d7b48970-a442-4984-9ba8-ebe35aaca03b
- 1
- 2
-
1567
2647
50
24
-
1592.744
2659.616
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 1072acd9-f747-49d9-abe6-ac79fafa70ff
- e9d6fe2d-b449-4771-97c2-20cbb6e43b90
- f9912624-c361-4b44-984c-746237c47369
- 00690687-9b6a-40c1-ab4c-43fa4991e2d7
- 572773c4-6913-41a0-885e-6e3156fd53dc
- dc66b893-4323-49ce-b5e8-d54787804b55
- 6
- e47389a3-86b8-4af1-887c-c979c86594cb
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- ae8a03e3-0153-4c34-ada9-6df86e812b3d
- d7b48970-a442-4984-9ba8-ebe35aaca03b
- 36144dda-a4b9-4db8-8830-52e1d8c1206a
- 8916a765-884d-4f85-8cc9-dc87946b3e3b
- 4
- 3f070765-8689-4cf9-9d5b-5cbf01288c35
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 825ccdd0-b7c0-4749-abcd-a2fae49f6d42
- d6828a1b-8878-4776-96f1-5678f1da4d0d
- 501f53d8-262f-48ff-94d3-76cbdd1428db
- 3
- fecf1554-fb3e-45cf-8331-d06c2c0b58b4
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- eb5e0707-efed-4300-b406-1270f5d76cec
- 1
- b7058aa6-6292-48d7-aac2-ddf231c629c1
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
- e76ac20b-0ca9-4ebf-b39e-6125d272c459
- 8673f2c1-e10d-4118-b5d3-382603b0760a
- e841b5c7-fc60-402b-a2cf-cde6ec8a408f
- d528ec33-05db-42bf-8787-ce92c9931226
- 4a91692c-22cd-4b75-a8d5-03698a1e25af
- 5
- 7be4c0a1-fa96-46f4-b484-3ab33ebbc41f
- Group
- Constructing name
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- 5659594c-b500-4896-9360-4f71f49837e3
- List Item
- Item
-
1624
1830
94
64
-
1675
1862
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- f108776a-fc81-4386-af13-3d61de0b71d4
- List
- L
- false
- 57f066a2-7fcc-470d-bac9-e5f0699aa0fc
- 1
-
1624
1832
36
20
-
1644.5
1842
- Item index
- f6655fda-1714-4851-9db1-9d77dc59dd59
- Index
- i
- false
- 0
-
1624
1852
36
20
-
1644.5
1862
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- c91dc0ad-47df-4759-a937-e6cb872c0eae
- Wrap
- W
- false
- 0
-
1624
1872
36
20
-
1644.5
1882
- 1
- 1
- {0}
- true
- Item at {i'}
- 557db8a9-d4c9-4f7d-865e-451f3a2ba237
- 1
- false
- Item
- i
- false
- 0
-
1690
1832
28
60
-
1696.5
1862
- 897afe1d-03df-42c4-8291-af4dcebeca4d
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- List Indices
- Get a list of the indices from a list of items.
- true
- f4fd57ba-a827-44d7-b33b-5458b8ae1057
- List Indices
- ListDexs
-
1729
1848
72
28
-
1758
1862
- 1
- List of items to get index list of
- bfdc2b84-4fba-4113-bb4f-da39c0097ee2
- List
- L
- false
- 557db8a9-d4c9-4f7d-865e-451f3a2ba237
- 1
-
1729
1850
14
24
-
1738.5
1862
- 1
- List of indices from the item list
- f8431eff-bb54-4466-befe-225ca8e0b96d
- 2
- Indices
- i
- false
- 0
-
1773
1850
28
24
-
1779.5
1862
- 897afe1d-03df-42c4-8291-af4dcebeca4d
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- List Indices
- Get a list of the indices from a list of items.
- true
- 5a640ac1-67ac-4ae4-810a-293938e50897
- List Indices
- ListDexs
-
1841
1904
56
28
-
1870
1918
- 1
- List of items to get index list of
- 60f8db30-b4cb-4ef7-9d80-64d39982e12c
- List
- L
- false
- 57f066a2-7fcc-470d-bac9-e5f0699aa0fc
- 1
-
1841
1906
14
24
-
1850.5
1918
- 1
- List of indices from the item list
- 7c101995-e898-4334-949f-ec9e90580c88
- Indices
- i
- false
- 0
-
1885
1906
12
24
-
1891.5
1918
- 2013e425-8713-42e2-a661-b57e78840337
- Concatenate
- Concatenate some fragments of text
- fdb04065-2606-47d1-bbc6-31100dbe3da1
- .
- Concatenate
- Concat
-
1937
1886
62
44
-
1968
1908
- 2
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 1
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- First text fragment
- c4f809f8-f6d9-4b7e-b6ea-c4481201938a
- Fragment A
- A
- true
- 8e07fd4d-ee16-452f-a8b4-ed27e73b7ea0
- 1
-
1937
1888
16
20
-
1947.5
1898
- Second text fragment
- 998780d6-9620-4565-95aa-0f13a548d2d1
- Fragment B
- B
- true
- 7c101995-e898-4334-949f-ec9e90580c88
- 1
-
1937
1908
16
20
-
1947.5
1918
- Resulting text consisting of all the fragments
- 4bbed0ca-0d9e-42bd-8c71-f1145dcdf145
- Result
- R
- false
- 0
-
1983
1888
16
40
-
1991.5
1908
- 241d9a7a-bc6a-49c0-952c-78cc7e99e0a4
- a5842022-2fa3-43c6-9e0e-3150ebe617c1
- Construct Attributes
- Construct attributes that can be attached to a geometry or primitive object. This component can also be used to assign display materials to objects. The value of the material attribute can consist of either a Grasshopper color, a Grasshopper material or a ShapeDiver material. Please note that all materials need to be assigned using the key name 'material' (lower case).
- true
- fa12fdbc-b7b0-48ff-9a2e-3a848f3f1312
- Construct Attributes
- buildings
-
2156
1875
62
44
-
2187
1897
- 1
- Attribute Keys. Use the name 'material' (lower case) to assign material attributes.
- 65cd9dbb-b7f7-4d95-b3b4-e65fa15058cd
- Keys
- K
- true
- c55c6568-00d3-4561-8d5a-4d45e7dc5229
- 1
-
2156
1877
16
20
-
2166.5
1887
- 1
- 1
- {0}
- false
- name
- 1
- Attribute Values
- 6852d015-95ce-467d-a5b5-031c94bd06c6
- Values
- V
- true
- ea064c6c-c35b-48e2-8c53-18a92d3ddc87
- 1
-
2156
1897
16
20
-
2166.5
1907
- ShapeDiver Attributes Object
- 885f3ac8-6eda-4ebd-8adf-2e227a6a8b83
- Attributes
- A
- false
- 0
-
2202
1877
16
40
-
2210.5
1897
- 2d61f4e0-47c5-41d6-a41d-6afa96ee63af
- Shift Paths
- Shift the indices in all data tree paths
- true
- 0be2b888-aea1-4bbe-be65-8d9d2dd74f6b
- Shift Paths
- PShift
-
1816
1850
81
44
-
1865
1872
- 2
- Data to modify
- ec8d5195-8658-4810-8806-cf7ab1bb4699
- Data
- D
- false
- f8431eff-bb54-4466-befe-225ca8e0b96d
- 1
-
1816
1852
34
20
-
1835.5
1862
- Offset to apply to each branch
- f0cc5457-9f2b-48e3-a469-7df97c20e5f8
- Offset
- O
- false
- 0
-
1816
1872
34
20
-
1835.5
1882
- 1
- 1
- {0}
- 1
- 2
- Shifted data
- 8e07fd4d-ee16-452f-a8b4-ed27e73b7ea0
- Data
- D
- false
- 0
-
1880
1852
17
40
-
1889
1872
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- c55c6568-00d3-4561-8d5a-4d45e7dc5229
- Panel
- false
- 0
- 0
- name
material
-
2035
1866
85
34
- 0
- 0
- 0
-
2035.632
1866.371
-
255;255;255;255
- true
- false
- false
- false
- false
- true
- 38235271-8ba8-4016-9730-783f841d44f8
- b9116316-c87d-4212-a382-bc40035939bb
- Material
- Contains a collection of ShapeDiver materials.
- 57f066a2-7fcc-470d-bac9-e5f0699aa0fc
- Material
- buildings materials
- false
- e2c00eec-5906-434e-9230-5bc7fcda2c8f
- 1
- 2
-
1542
1935
50
24
-
1567.889
1947.421
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 5fc15610-108a-4cad-9276-a343f87bb4dc
- Merge
- Merge
-
2035
1914
85
44
-
2089
1936
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 4a2a8678-a128-486e-b4ae-9431951411f9
- 2
- false
- Data 1
- D1
- true
- 4bbed0ca-0d9e-42bd-8c71-f1145dcdf145
- 1
-
2035
1916
39
20
-
2065
1926
- 2
- Data stream 2
- e6f04ed7-0a6e-4b74-b548-c95319c3f063
- 2
- false
- Data 2
- D2
- true
- 57f066a2-7fcc-470d-bac9-e5f0699aa0fc
- 1
-
2035
1936
39
20
-
2065
1946
- 2
- Result of merge
- ea064c6c-c35b-48e2-8c53-18a92d3ddc87
- Result
- R
- false
- 0
-
2104
1916
16
40
-
2112.5
1936
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 57f066a2-7fcc-470d-bac9-e5f0699aa0fc
- 1
- 957e3aaa-fc25-4712-81ae-2c48c5e5b881
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- fa12fdbc-b7b0-48ff-9a2e-3a848f3f1312
- 1
- 46445971-5ff0-436c-853f-8d91126abf00
- Group
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Data
- Contains a collection of generic data
- true
- 36ea271b-e92e-44ad-8685-329dcfc97074
- Data
- buildings.Attributes
- false
- 885f3ac8-6eda-4ebd-8adf-2e227a6a8b83
- 1
- 2
-
3298
1417
50
24
-
3323.726
1429.208
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 0894c0b8-a6e6-443e-a294-027de45bc53e
- Text
- AppBuilder.Text
- false
- 2a8f9748-a17e-4684-bb53-56027a1aba05
- 1
- 2
-
405
775
50
24
-
430.4098
787.6812
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 0894c0b8-a6e6-443e-a294-027de45bc53e
- 1
- 3155e118-b421-45f8-93dc-1a86b4824db6
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- e504d634-8de1-46d9-a485-6a9424441522
- 90cef3bf-0b2e-41a6-b803-3c648a5351ca
- 95afb929-eac5-423a-8f67-545918b33501
- 3
- fb8a4321-0409-4418-a19e-8d7651962139
- Group
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- 57d5da22-6ec6-49b2-a775-d61550fb4388
- Text
- selected objects ids
- false
- 8352678f-cd3e-40f2-a5d7-afabdbd1ec4b
- 1
- 2
-
405
1708
50
24
-
430.0098
1720.901
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 57d5da22-6ec6-49b2-a775-d61550fb4388
- d06a286c-bedc-4ee9-b4ae-0775d458a9a4
- 2
- 60b9d308-e01f-4bef-a8a8-2f67546fbdae
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 2306b3aa-0bbf-467e-8d8f-93b2d24c37d5
- 2
- c2354979-7a52-4f48-8fe1-363570e2fa89
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- d5f0405c-d88c-41ad-990b-c8e83bf8b9a2
- 1
- ae8979ba-8d3e-43f0-b7e5-1d469edfcd6e
- Group
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- ac817acb-b955-4fd9-9761-0237939eaadb
- Panel
- Example Selection
- false
- 0
- 0
- buildings.0
-
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1504
96
38
- 0
- 0
- 0
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1504.348
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 3d02abdb-cada-48e4-91c3-548f088683fd
- b9116316-c87d-4212-a382-bc40035939bb
- Tab
- Create a tab for an App Builder application container, including a list of widgets.
- 90dbb5f6-fc0e-446d-a822-c603d9a2c09a
- Tab
- Tab
-
4162
3141
97
64
-
4213
3173
- A name for the tab.
- ea81e86e-9564-420c-9846-0abb41528cc8
- Name
- N
- false
- aef5aab4-bead-4319-a0eb-d1718300ebc4
- 1
-
4162
3143
36
20
-
4182.5
3153
- An icon name. See list of preset icons.
- febfc868-c246-4c2c-bb2c-f7b9a2d31092
- Icon
- I
- true
- 0
-
4162
3163
36
20
-
4182.5
3173
- 1
- A list of widgets to include in the tab.
- ad98f16c-084c-46d8-baa6-d985c967694f
- Widgets
- W
- true
- b488554f-8e83-4c58-aad5-9501c1ff1a91
- 1
-
4162
3183
36
20
-
4182.5
3193
- A tab that can be included in a web application container.
- f9512491-4329-4a84-80d8-72dc2467d11c
- 1
- Tab
- T
- false
- 0
-
4228
3143
31
60
-
4236
3173
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 7be55af6-2772-4219-88db-d0da78a9276f
- Integer
- selected block
- false
- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 1
- 2
-
2488
3040
50
24
-
2513.72
3052.109
- 3a710c1e-1809-4e19-8c15-82adce31cd62
- Tree Branch
- Retrieve a specific branch from a data tree.
- true
- 31d7d149-0951-4389-8c93-6a4d4127a49d
- true
- Tree Branch
- Branch
-
2589
3018
60
44
-
2619
3040
- 2
- Data Tree
- 7b1d129d-d77d-4b6c-b5a0-279ef404a11f
- Tree
- T
- false
- 6270c5cd-4572-40d0-be98-408b534b5e75
- 1
-
2589
3020
15
20
-
2599
3030
- Data tree branch path
- 8e14fd04-fa7d-441d-9fe7-cef74f61e7da
- Path
- P
- false
- 7be55af6-2772-4219-88db-d0da78a9276f
- 1
-
2589
3040
15
20
-
2599
3050
- 2
- Branch at {P}
- 2d05aefa-bdb4-4c85-89b6-af1db23d0976
- Branch
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- false
- 0
-
2634
3020
15
40
-
2642
3040
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- true
- true
- 2957145b-c8c0-40bf-bb8b-e6c84c2d8681
- Entwine
- Entwine
-
2680
3008
92
44
-
2725
3030
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- bfad265e-6ed0-478e-8ff5-a2862a1dae3f
- false
- Branch {0;0}
- {0;0}
- true
- 16a93a2b-b706-4288-8e0b-bb4951b162f3
- 1
-
2680
3010
30
20
-
2697.5
3020
- 2
- Data to entwine
- d207ab19-a906-4825-b2b4-5075fb411dc6
- false
- Branch {0;1}
- {0;1}
- true
- 2d05aefa-bdb4-4c85-89b6-af1db23d0976
- 1
-
2680
3030
30
20
-
2697.5
3040
- Entwined result
- 08f6bb3f-6025-493b-8074-c7cbc8cbf4d7
- Result
- R
- false
- true
- 0
-
2740
3010
32
40
-
2748.5
3030
- 3a710c1e-1809-4e19-8c15-82adce31cd62
- Tree Branch
- Retrieve a specific branch from a data tree.
- true
- 2d61e5c0-2540-4d74-8c69-6a332522cfd7
- true
- Tree Branch
- Branch
-
3123
3116
60
44
-
3153
3138
- 2
- Data Tree
- 9e47f5eb-2967-4f93-b10d-9a2bb2708315
- Tree
- T
- false
- 4c90dd71-8c6d-425d-b0da-88a29d6588c2
- 1
-
3123
3118
15
20
-
3133
3128
- Data tree branch path
- ff7d60bb-3e46-4ccf-9986-e6116dafa3a3
- Path
- P
- false
- 123f458e-6a7a-4c58-913c-c222c01f8263
- 1
-
3123
3138
15
20
-
3133
3148
- 2
- Branch at {P}
- 8ad39928-6c3c-4592-8540-b30f343ba55b
- Branch
- B
- false
- 0
-
3168
3118
15
40
-
3176
3138
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 123f458e-6a7a-4c58-913c-c222c01f8263
- Integer
- Int
- false
- 0
-
3018
3136
52
24
-
3053.945
3148.521
- 1
- 1
- {0}
- 0
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- ffb9a2e4-1562-4903-9f65-d940fd7d653d
- Panel
- false
- 0
- 0
- Block
Building
-
2017
3133
91
34
- 0
- 0
- 0
-
2017.059
3133.778
-
255;255;255;255
- true
- false
- false
- false
- false
- true
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- 185760db-2159-41c0-ae5c-344ad6936285
- List Item
- Item
-
3643
2924
88
64
-
3694
2956
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- 6f65ea14-aabb-4c88-98f0-e40ad708edc4
- List
- L
- false
- f75148d8-e66d-4666-a2e2-c0c61c4e5d10
- 1
-
3643
2926
36
20
-
3663.5
2936
- Item index
- 54a0a219-03c8-46dd-b825-0694173c94a1
- Index
- i
- false
- 0
-
3643
2946
36
20
-
3663.5
2956
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- 2b66b36e-0c19-4a22-8e07-60ef063c4f3d
- Wrap
- W
- false
- 0
-
3643
2966
36
20
-
3663.5
2976
- 1
- 1
- {0}
- false
- Item at {i'}
- 71ba9d1a-c565-4392-a5cb-4abedb965465
- false
- Item
- i
- false
- 0
-
3709
2926
22
30
-
3720.5
2941
- Item at {+1'}
- 567537ff-7bfd-423e-a1c1-7f0866a0a0ba
- false
- Item +1
- +1
- false
- 0
-
3709
2956
22
30
-
3720.5
2971
- 3a710c1e-1809-4e19-8c15-82adce31cd62
- Tree Branch
- Retrieve a specific branch from a data tree.
- true
- 586cd699-e1cc-4557-8b44-7bfe66ca1c94
- true
- Tree Branch
- Branch
-
2589
3309
60
44
-
2619
3331
- 2
- Data Tree
- 85fff507-4b18-4eb1-ac52-8342d8befbbc
- Tree
- T
- false
- 22af7a93-2cdb-4096-84ed-0f0866672fc2
- 1
-
2589
3311
15
20
-
2599
3321
- Data tree branch path
- 7783849d-4f2f-405a-972a-99bb46fdfa47
- Path
- P
- false
- 7be55af6-2772-4219-88db-d0da78a9276f
- 1
-
2589
3331
15
20
-
2599
3341
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3269
- Result of x plus one
- e1d173e3-f934-4bf3-be97-4eb74cd8aa63
- Plus One
- +1
- false
- 0
-
1671
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22
24
-
1682.5
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- 2013e425-8713-42e2-a661-b57e78840337
- Concatenate
- Concatenate some fragments of text
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- Concatenate
- Concat
-
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114
64
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- 3
- 3ede854e-c753-40eb-84cb-b48008f14fd4
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- First text fragment
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- Fragment A
- A
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-
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-
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- 1
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- (
- Second text fragment
- fb6db4bf-fb52-42d8-949f-56d4244cff2c
- Fragment B
- B
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- 9c2c192d-64ac-454d-8aea-ec95ec251cf8
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-
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68
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- Third text fragment
- 5257abd9-d782-4b05-95a8-397eea36f09d
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- C
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-
1795
3191
68
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1831.5
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- 1
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- Resulting text consisting of all the fragments
- 46a346a9-5dda-48ea-a093-d65da8689e59
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-
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16
60
-
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- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
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- 3102e6fe-47dc-41e8-8175-07dd00d0715a
- Merge
- Merge
-
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69
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- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- d3174643-8a02-4e43-b331-14f2a61520b3
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- Data 1
- D1
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- 7b144fe1-1d91-4a57-95c5-e904b8000e31
- 1
-
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23
20
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- 2
- Data stream 2
- db34840c-241f-437e-8998-db7131130e1f
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- Data 2
- D2
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- a357c485-6465-4b2c-8061-7959a4413744
- 1
-
2039
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23
20
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- 2
- Result of merge
- 3994ab76-f333-4d40-bedb-1063ec42397b
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- R
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-
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3171
16
40
-
2100.5
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- 2013e425-8713-42e2-a661-b57e78840337
- Concatenate
- Concatenate some fragments of text
- 2cc42932-3f76-4287-b797-5155c7661b71
- Concatenate
- Concat
-
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62
44
-
2171
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- 2
- 3ede854e-c753-40eb-84cb-b48008f14fd4
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- First text fragment
- 430915bf-61fa-409b-8694-9296de08719b
- Fragment A
- A
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- ffb9a2e4-1562-4903-9f65-d940fd7d653d
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-
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16
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-
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- Second text fragment
- 85b26657-8993-46e4-b2ae-a1b10336d315
- Fragment B
- B
- true
- 3994ab76-f333-4d40-bedb-1063ec42397b
- 1
-
2140
3160
16
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-
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- Resulting text consisting of all the fragments
- fe34bc54-1ea6-46d9-851c-7aee662770f2
- Result
- R
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- 0
-
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3140
16
40
-
2194.5
3160
- 03b801eb-87cd-476a-a591-257fe5d5bf0f
- Pick'n'Choose
- Pick and choose from a set of input data.
- true
- e4768c58-821d-4303-8495-41f2daa55196
- Pick'n'Choose
- P'n'C
-
1944
3221
61
64
-
1974
3253
- 3
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- Pick pattern of input indices
- 816a6489-7b91-414f-aff3-79b98f431fb1
- Pattern
- P
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- 8d951a9d-585d-4e23-9477-529c43aa23f1
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-
1944
3223
15
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1954
3233
- 1
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- 9ecc1cb3-8e5c-4c4f-86a4-8c31061af2df
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- Stream 0
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- true
- 0
-
1944
3243
15
20
-
1954
3253
- 1
- Input stream 1
- b9302f55-2c09-44f6-887c-1a3ea4050150
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- Stream 1
- 1
- true
- 9dcba40b-1d3c-43ef-b0ae-088d413cf760
- 1
-
1944
3263
15
20
-
1954
3273
- 1
- Picked result
- a357c485-6465-4b2c-8061-7959a4413744
- Result
- R
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-
1989
3223
16
60
-
1997.5
3253
- 03b801eb-87cd-476a-a591-257fe5d5bf0f
- Pick'n'Choose
- Pick and choose from a set of input data.
- true
- a358741d-5993-40d9-bf8e-9e2e5d1247fb
- Pick'n'Choose
- P'n'C
-
1944
3149
61
64
-
1974
3181
- 3
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pick pattern of input indices
- c4838204-d351-4abc-a326-d0818e04302b
- Pattern
- P
- false
- 020961cc-d9c9-46d5-81f6-c7bd0e19510b
- 1
-
1944
3151
15
20
-
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- 1
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- {0}
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- 1
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- 9b1db01b-a988-4cfe-80f2-57dc57c63c2f
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- 46a346a9-5dda-48ea-a093-d65da8689e59
- 1
-
1944
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15
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-
1954
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- 1
- Input stream 1
- 401d646d-b078-4904-858b-dd232f324dad
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- Stream 1
- 1
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- 0
-
1944
3191
15
20
-
1954
3201
- 1
- Picked result
- 7b144fe1-1d91-4a57-95c5-e904b8000e31
- Result
- R
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- 0
-
1989
3151
16
60
-
1997.5
3181
- 175ec4c9-2b7f-4e08-9417-51350db4372c
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- Round To Decimal Place
- Round a number to a decimal place or truncate a number at a decimal place.
- 4f857218-a54f-4967-9874-dcd7396a6752
- Round To Decimal Place
- RoundD
-
1909
2975
80
64
-
1957
3007
- Number to round
- f3891789-0a38-4afb-badc-4c97c7355a23
- Number X
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- d04381c3-6bb8-41d5-beff-6112cd5245e2
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-
1909
2977
33
20
-
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- Decimal place to round to
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- Decimal Place
- d
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- 0
-
1909
2997
33
20
-
1928
3007
- 1
- 1
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- Determines how the number is rounded
0 = Nearest
1 = Floor / Truncate
2 = Ceiling
- da1399a0-ed1b-4afd-9042-fab8c1e2689f
- Round Type
- T
- false
- 0
-
1909
3017
33
20
-
1928
3027
- 1
- 1
- {0}
- 0
- Resulting rounded number from rounding x to the decimal place
The decimal places of this number can only be displayed up until the amount set in Grasshopper's formatting options (File>Preferences>Display>Formatting), those settings only change how a number is displayed, they do not change the actual value of the number itself. Additionally, unecessary trailing zeros won't be displayed because of Grasshopper.
- f8cbdfb4-05ce-4621-8e6a-5916de8761c8
- Rounded
- R
- false
- 0
-
1972
2977
17
30
-
1981
2992
- The difference between the resulting rounded number and the input number x
- 09950db2-2469-48a1-8e75-f24ecab0d359
- Difference
- D
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- 0
-
1972
3007
17
30
-
1981
3022
- 175ec4c9-2b7f-4e08-9417-51350db4372c
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- Round To Decimal Place
- Round a number to a decimal place or truncate a number at a decimal place.
- 0e169c55-62e0-4051-b170-593ec97ee8a2
- Round To Decimal Place
- RoundD
-
1909
2900
80
64
-
1957
2932
- Number to round
- 3fcd2bda-221d-45fc-913b-13a6f53cebb0
- Number X
- x
- false
- ffb05fa5-4e82-4d5c-b447-673217d98b3a
- 1
-
1909
2902
33
20
-
1928
2912
- Decimal place to round to
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- Decimal Place
- d
- false
- 0
-
1909
2922
33
20
-
1928
2932
- 1
- 1
- {0}
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- Determines how the number is rounded
0 = Nearest
1 = Floor / Truncate
2 = Ceiling
- cd5ca1ef-5bed-4a48-a056-564aff15bf50
- Round Type
- T
- false
- 0
-
1909
2942
33
20
-
1928
2952
- 1
- 1
- {0}
- 0
- Resulting rounded number from rounding x to the decimal place
The decimal places of this number can only be displayed up until the amount set in Grasshopper's formatting options (File>Preferences>Display>Formatting), those settings only change how a number is displayed, they do not change the actual value of the number itself. Additionally, unecessary trailing zeros won't be displayed because of Grasshopper.
- 93e2f327-78dc-425f-9857-aca94b0225bd
- Rounded
- R
- false
- 0
-
1972
2902
17
30
-
1981
2917
- The difference between the resulting rounded number and the input number x
- 86053bc9-23fa-44f5-87a6-5a2a424ca57a
- Difference
- D
- false
- 0
-
1972
2932
17
30
-
1981
2947
- c74efd0e-7fe3-4c2d-8c9d-295c5672fb13
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- Test a data item for null or invalidity
- true
- f7909fcd-f582-4c4e-a0d5-ab0b812095a5
- Null Item
- Null
-
1850
3079
59
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-
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- Item to test
- 034e0f5a-af1a-4c5f-b985-bbc202fe61c4
- Item
- I
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- 4348da6d-c0e4-43df-98a1-d5524774b932
- 1
-
1850
3081
12
60
-
1858.5
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- True if item is Null
- 020961cc-d9c9-46d5-81f6-c7bd0e19510b
- Null Flags
- N
- false
- 0
-
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3081
17
20
-
1901
3091
- True if item is Invalid
- 0c0eb77c-9153-4f18-b993-049112fb414a
- Invalid Flags
- X
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- 0
-
1892
3101
17
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-
1901
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- A textual description of the object state
- 2ce06e6d-c368-46b7-b644-04ef8ff99838
- Description
- D
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- 0
-
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17
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-
1901
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- 5d40990e-7c72-48d8-bd6b-0a1896089ad2
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- X Plus One
- Add one to x.
- e58db37e-481c-4458-a7e2-4302c5e3c3e4
- X Plus One
- x+1
-
1631
3167
66
28
-
1660
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- Number x to add one to
- 88f97fa9-63f6-45ce-b15b-34de179d6c1b
- Number X
- x
- false
- 4348da6d-c0e4-43df-98a1-d5524774b932
- 1
-
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14
24
-
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- Result of x plus one
- 9c2c192d-64ac-454d-8aea-ec95ec251cf8
- Plus One
- +1
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- 0
-
1675
3169
22
24
-
1686.5
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- 2e3ab970-8545-46bb-836c-1c11e5610bce
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- Contains a collection of integer numbers
- 4348da6d-c0e4-43df-98a1-d5524774b932
- Integer
- selected block
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- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 1
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-
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50
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3111.914
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- X Plus One
- Add one to x.
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- X Plus One
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-
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66
28
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- Number x to add one to
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- 7be55af6-2772-4219-88db-d0da78a9276f
- 1
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-
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3295
14
24
-
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- Result of x plus one
- 2c3e7650-8c6f-49c6-b596-fef661125b8c
- Plus One
- +1
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-
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22
24
-
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- Plot Settings
- Define various plot settings for App Builder line, area or bar chart widgets.
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-
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132
144
-
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- Display the x-axis in the chart.
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-
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87
20
-
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- 1
- 1
- {0}
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- A name for the x-axis (only visible if XAxis is true).
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- true
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87
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-
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- Block
- Display the y-axis in the chart.
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- 0
-
2230
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87
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-
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- 1
- 1
- {0}
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- A name for the y-axis (only visible if YAxis is true).
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- YL
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- 0
-
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87
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-
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- Area
- Display grid lines in the horizontal and/or vertical direction.
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- Grid
- G
- false
- 0
-
2230
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87
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-
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- x
- Display thick dots on data point in Area and Line charts.
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- false
- 0
-
2230
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87
20
-
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- 1
- {0}
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- Whether to display a legend with the names of the data series.
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-
2230
3250
87
20
-
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- The plot settings object.
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15
140
-
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- d2c7d027-d5a6-4aa7-9b25-046fe131db86
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- AppBuilder plot settings
- Chart plot settings
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- AppBuilder plot settings
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- e3967233-5107-4b67-b0e4-b9775f46f958
- 1
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-
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50
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-
2513.264
2946.842
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
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-
150;38;255;0
- A group of Grasshopper objects
- 70d5b1ae-121f-4111-97ec-2f5a4b98d38d
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- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- d7fe21b8-0fe4-4aa2-9532-26326ea419da
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- Group
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-
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40
16
-
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- 58075a2f-14f0-491e-bc73-3aeb395b4e6a
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- Construct a JSON object which can be fed into a ShapeDiverDataOutputComponent.
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- Construct JSON
- custom select
-
767
3106
80
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-
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- Optional JSON object into which the data should be inserted. A new JSON object will be created if none is given.
- 838c5c2f-49f4-49b3-8f8b-414d97b4499d
- Object
- O
- true
- 3751c972-7c22-4c08-a71e-3d30265155e8
- 1
-
767
3108
17
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-
778
3118
- 2
- Data which should be inserted, e.g. numbers, strings, points, other JSON objects, or arrays thereof.
- bc8c65f2-14f9-449f-94c5-5c94780079fd
- Data
- D
- false
- 85b5131d-74ce-4235-88e8-ceeec304962c
- 1
-
767
3128
17
20
-
778
3138
- 1
- String defining where the data shall be inserted into the JSON object. Syntax equivalent to how you would access a member in JavaScript (e.g. .points[4] for the fifth member of an array called points). Non-existent properties and arrays will be created if possible.
- 94005b24-c663-43c1-8fc0-43603eaea29a
- AddressString
- A
- true
- 512c2fbf-35bc-489e-afed-d20faceafda2
- 1
-
767
3148
17
20
-
778
3158
- 1
- 1
- {0}
- false
- settings.props.nameFilter[0]
- Resulting JSON object, can fed into further ShapeDiverJSONConstruct components or into a ShapeDiverDataOutputComponent.
- 211e9ec3-e56e-4cc2-9651-336d24eadf8b
- 1
- Object
- O
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- 0
-
814
3108
33
60
-
823
3138
- b04d2564-70f9-427a-bf14-96dc8a369b42
- b9116316-c87d-4212-a382-bc40035939bb
- Parse JSON
- Parses a JSON string into a custom object whose members can be accessed using ShapeDiverJSONAccess components.
- true
- dd6626b0-8855-4e79-ae39-0f80aeaef59b
- Parse JSON
- ParseJSON
-
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60
28
-
675
2972
- The JSON string to parse.
- 767e2be9-1749-4ba9-af4c-76fde92bd3ab
- JSON
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17
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69
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16
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- Match a text against a pattern
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- Text to match
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89
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- Optional RegEx pattern for matching
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- RegEx
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89
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- Compare using case-sensitive matching
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89
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- True if the text adheres to all supplied patterns
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902
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80
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- Cull (remove) elements in a list using a repeating bit mask.
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- Cull Pattern
- Cull
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- List to cull
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15
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- Culling pattern
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15
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- Culled list
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- Deserialize Json
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100
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- The Json to parse
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- Integer
- Contains a collection of integer numbers
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- Integer
- selected block
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50
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67
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- Third text fragment
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67
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- Resulting text consisting of all the fragments
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- Panel
- A panel for custom notes and text values
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settings.props.nameFilter[0]
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- Split
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- Text to split.
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- Text
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- Separator characters.
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- Separators
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1801
33
20
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- Resulting text fragments
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1781
16
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- List Item
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- Retrieve a specific item from a list.
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- List Item
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1789
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- Base list
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- List
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- Item index
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- Index
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36
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36
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22
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16
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16
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- True if A = B
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17
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- True if A ≠ B
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17
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75
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15
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- Culling pattern
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15
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- Culled list
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30
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73
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31
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31
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23
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23
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32
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50
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16
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40
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165.7111
1717.005
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- Colour
- Contains a collection of RGB colours
- 15a63a7c-7fc7-4c9b-b379-81dfc873d2a5
- Colour
- blocks.color.selected
- false
- 7afd666f-a563-4da5-888b-55c2fed5b509
- 1
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- List Indices
- Get a list of the indices from a list of items.
- true
- 68a72896-0f65-40bf-87df-e3006fcab3d6
- List Indices
- ListDexs
-
2030
1631
56
28
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2059
1645
- 1
- List of items to get index list of
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- List
- L
- false
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- 1
-
2030
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14
24
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- List of indices from the item list
- c4b1869d-d295-42da-8d17-bfbf5ecf905a
- Indices
- i
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- 0
-
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1633
12
24
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- 5db0fb89-4f22-4f09-a777-fa5e55aed7ec
- Equality
- Test for (in)equality of two numbers
- 3a7c1e25-a35a-47f6-abc5-7a0b66a029d2
- Equality
- Equals
-
2099
1633
79
44
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2146
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- Number to compare
- 5a2d1d91-43ad-4e24-be30-da2d12d85332
- 2
- First Number
- A
- false
- c4b1869d-d295-42da-8d17-bfbf5ecf905a
- 1
-
2099
1635
32
20
-
2125.5
1645
- Number to compare to
- 11d636ca-2850-4387-9f1c-128e1e0b7ffb
- Second Number
- B
- false
- 3766e525-cafb-406b-8c6c-9d6f1e358cf6
- 1
-
2099
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32
20
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- True if A = B
- b9119324-9801-4c73-b640-269a8e05ad1f
- Equality
- =
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- 0
-
2161
1635
17
20
-
2170
1645
- True if A ≠ B
- a600a7b0-5196-49df-9cde-0779973ebe88
- Inequality
- ≠
- false
- 0
-
2161
1655
17
20
-
2170
1665
- 90b3afef-630c-4932-a143-938e8b7ba55b
- b9116316-c87d-4212-a382-bc40035939bb
- Preset Material
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- 9f28b86d-cf24-4b7f-992e-5fa507e9fbf5
- Preset Material
- PresetMaterial
-
1616
1741
85
44
-
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1763
- Material color
- 395a114d-67a7-4e6d-94ea-633b387807bb
- Color
- C
- true
- 999771e9-62df-4e83-a88c-a20a07516dfe
- 1
-
1616
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36
20
-
1636.5
1753
- 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.
- dafdf542-28e3-4649-88cd-90d27ea18bd5
- MaterialIndex
- M
- true
- 0
-
1616
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36
20
-
1636.5
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- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- fe3a2467-728c-4457-ba7d-8d5741feb46e
- Material
- M
- false
- 0
-
1682
1743
19
40
-
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1763
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
- 0a1d3935-d71a-49da-af1d-495aeeecf2b8
- Mass Addition
- MA
-
2194
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61
44
-
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- 1
- Input values for mass addition.
- be556447-6753-4f47-8433-f45caf91c759
- Input
- I
- false
- b9119324-9801-4c73-b640-269a8e05ad1f
- 1
-
2194
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12
40
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- Result of mass addition
- d7ec2491-0fa6-4557-a68f-43eb6e445f50
- Result
- R
- false
- 0
-
2236
1625
19
20
-
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1635
- 1
- List of partial results
- ae3ef914-0e2b-4ebd-8955-1145011def55
- Partial Results
- Pr
- false
- 0
-
2236
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19
20
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2246
1655
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- f2802a2c-1ac0-4b89-bfcf-f3a1dfc8ce5f
- Boolean
- Bool
- false
- d7ec2491-0fa6-4557-a68f-43eb6e445f50
- 1
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2274
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50
24
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2299.483
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- 03b801eb-87cd-476a-a591-257fe5d5bf0f
- Pick'n'Choose
- Pick and choose from a set of input data.
- true
- 17c8b0ef-b34d-418c-a580-5cd526a1fbb5
- Pick'n'Choose
- P'n'C
-
2453
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61
64
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- 2e3ab970-8545-46bb-836c-1c11e5610bce
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Pick pattern of input indices
- 70b046b2-c5bc-47fe-90df-7809da083eb5
- Pattern
- P
- false
- 64cd4b5e-6ba6-4e57-a9c8-542aa68878b0
- 1
-
2453
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15
20
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- {0}
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- 1
- Input stream 0
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- false
- Stream 0
- 0
- true
- 455a77e1-38f7-480e-a453-c034618d231e
- 1
-
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15
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- Input stream 1
- 0f887ab8-28a2-4037-b86e-4609c869688b
- false
- Stream 1
- 1
- true
- fe3a2467-728c-4457-ba7d-8d5741feb46e
- 1
-
2453
1708
15
20
-
2463
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- 1
- Picked result
- ab148f34-b404-47c2-aa97-801d58d8c7f6
- Result
- R
- false
- 0
-
2498
1668
16
60
-
2506.5
1698
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- b41a757f-e351-4218-9f62-b2686d477aab
- Trim Tree
- Trim
-
2535
1686
79
44
-
2584
1708
- 2
- Data tree to flatten
- 190b87b8-8a66-4800-98c4-b55744b7c3db
- Tree
- T
- false
- ab148f34-b404-47c2-aa97-801d58d8c7f6
- 1
-
2535
1688
34
20
-
2554.5
1698
- Number of outermost branches to merge
- 29a97cd8-d6ea-45ff-8493-429bd21364ce
- Depth
- D
- false
- 0
-
2535
1708
34
20
-
2554.5
1718
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 59132844-eb2c-438e-84a5-defa887db7b6
- Tree
- T
- false
- 0
-
2599
1688
15
40
-
2607
1708
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- c9088c37-6de8-469f-b87c-fdce720a6703
- Panel
- false
- 0
- 0
- floorsQuantity
-
2130
2330
124
22
- 0
- 0
- 0
-
2130.133
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-
255;255;255;255
- true
- false
- true
- false
- false
- true
- 1274d51a-81e6-4ccf-ad1f-0edf4c769cac
- Text Join
- Join a collection of text fragments into one
- c0f63f8f-1359-4655-b9b3-a92e0c19b070
- Text Join
- Join
-
2276
2407
78
44
-
2323
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- 1
- Text fragments to join.
- e3d03ec8-c230-43fd-976f-03867f5da230
- Text
- T
- false
- 00690687-9b6a-40c1-ab4c-43fa4991e2d7
- 1
-
2276
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32
20
-
2294.5
2419
- Fragment separator.
- 1697417f-dd29-46b9-acc2-c0d8be3445f4
- Join
- J
- true
- 0
-
2276
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32
20
-
2294.5
2439
- 1
- 1
- {0}
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- ,
- Resulting text
- d18543fb-fd7e-4af4-a316-257c1e477ee0
- Result
- R
- false
- 0
-
2338
2409
16
40
-
2346.5
2429
- 2013e425-8713-42e2-a661-b57e78840337
- Concatenate
- Concatenate some fragments of text
- ad7acc5c-2844-4200-88ef-8341d0de086f
- _
- Concatenate
- Concat
-
2392
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62
64
-
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- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- 3ede854e-c753-40eb-84cb-b48008f14fd4
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- First text fragment
- 0b3e2157-5da2-4089-b63e-47b3e9320944
- Fragment A
- A
- true
- c9088c37-6de8-469f-b87c-fdce720a6703
- 1
-
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16
20
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- Second text fragment
- 5b2e47e3-fd01-4950-8995-b0d4c2560fa2
- Fragment C
- C
- true
- f9912624-c361-4b44-984c-746237c47369
- 1
-
2392
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16
20
-
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- Third text fragment
- 7929a072-0f1f-4805-8605-1ebe71f020fe
- Fragment B
- B
- true
- d18543fb-fd7e-4af4-a316-257c1e477ee0
- 1
-
2392
2390
16
20
-
2402.5
2400
- Resulting text consisting of all the fragments
- ae9f57bd-3f97-4c77-a299-9bc679d31148
- Result
- R
- false
- 0
-
2438
2350
16
60
-
2446.5
2380
- 7a3939e4-2f31-4567-84f3-ac4bb9496adf
- ce132bbb-4e91-42da-88c9-14a6f5da87c6
- Empty Object To Empty Branch
- Returns an empty branch when no data is supplied.
- true
- 7e5c7d6d-911c-4b42-89c7-89e861acea05
- Empty Object To Empty Branch
- Empty
-
897
1832
64
28
-
929
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- Data in.
- 8a8427d0-ae00-428f-a93c-63846dd37674
- Data In
- D
- true
- 62b2d937-dc89-4cf8-9f76-3ba7df1b70d4
- 1
-
897
1834
17
24
-
908
1846
- 1
- Returns empty branch if no data is supplied, otherwise returns data in.
- 851ef57f-c349-4a70-b3d5-dd0ba15eccc9
- Data Out
- D
- false
- 0
-
944
1834
17
24
-
953
1846
- f3230ecb-3631-4d6f-86f2-ef4b2ed37f45
- Replace Nulls
- Replace nulls or invalid data with other data
- true
- ca286767-672a-48e6-8614-cbfa64693a14
- Replace Nulls
- NullRep
-
2352
1624
63
44
-
2383
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- 1
- Items to test for null
- 5528192a-fafc-4cbb-b0d1-fe28ad1bd668
- Items
- I
- false
- f2802a2c-1ac0-4b89-bfcf-f3a1dfc8ce5f
- 1
-
2352
1626
16
20
-
2362.5
1636
- 1
- Items to replace nulls with
- 1893019c-6ed6-4da2-84c5-200d928dfdaf
- Replacements
- R
- false
- 48f8838d-1807-4be6-a3ad-944797c15084
- 1
-
2352
1646
16
20
-
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1656
- 1
- List without any nulls
- 64cd4b5e-6ba6-4e57-a9c8-542aa68878b0
- Items
- I
- false
- 0
-
2398
1626
17
20
-
2407
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- Number of items replaced
- 415d03dd-69ef-4a1c-a2f5-be03e27188fa
- Count
- N
- false
- 0
-
2398
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17
20
-
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1656
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 48f8838d-1807-4be6-a3ad-944797c15084
- Boolean
- Bool
- false
- 0
-
2275
1644
49
24
-
2306.483
1656.827
- 1
- 1
- {0}
- false
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- 103a957e-1d80-4c21-8aea-9f246c9ca753
- List Length
- Lng
-
1706
3219
58
28
-
1735
3233
- 1
- Base list
- 6573e976-066c-46d6-a08b-1654e3bbb589
- List
- L
- false
- d7fe21b8-0fe4-4aa2-9532-26326ea419da
- 1
-
1706
3221
14
24
-
1715.5
3233
- Number of items in L
- 28b4acd7-b339-4dd8-90a1-3075cb9bfd39
- Length
- L
- false
- 0
-
1750
3221
14
24
-
1757.5
3233
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 8d951a9d-585d-4e23-9477-529c43aa23f1
- Boolean
- Bool
- false
- 28b4acd7-b339-4dd8-90a1-3075cb9bfd39
- 1
-
1859
3221
50
24
-
1884.02
3233.965
- 1274d51a-81e6-4ccf-ad1f-0edf4c769cac
- Text Join
- Join a collection of text fragments into one
- 5389dfa4-cb21-43aa-b55f-7cb4d1b65bae
- Text Join
- Join
-
1706
3257
78
44
-
1753
3279
- 1
- Text fragments to join.
- ffad570f-4244-4a2b-b0de-5ffa2dea529f
- Text
- T
- false
- e1d173e3-f934-4bf3-be97-4eb74cd8aa63
- 1
-
1706
3259
32
20
-
1724.5
3269
- Fragment separator.
- 235501cf-812b-4067-9602-3fc459a71016
- Join
- J
- true
- 0
-
1706
3279
32
20
-
1724.5
3289
- 1
- 1
- {0}
- false
- ,
- Resulting text
- cee255eb-eacc-489e-9d84-20023f9da079
- Result
- R
- false
- 0
-
1768
3259
16
40
-
1776.5
3279
- 071c3940-a12d-4b77-bb23-42b5d3314a0d
- Clean Tree
- Removed all null and invalid items from a data tree.
- true
- 010fbe5b-a5b3-4ae9-b74e-804eb0fc148e
- Clean Tree
- Clean
-
2291
2642
100
104
-
2355
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- 5
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Remove null items from the tree.
- 2a233181-1cb2-47ec-9c69-274d0394fc87
- Remove Nulls
- N
- false
- 0
-
2291
2644
49
20
-
2326
2654
- 1
- 1
- {0}
- true
- Remove invalid items from the tree.
- 46124186-a972-4fcc-8cf9-c8e4ce5384ea
- Remove Invalid
- X
- false
- 0
-
2291
2664
49
20
-
2326
2674
- 1
- 1
- {0}
- true
- Remove empty branches from the tree.
- 8fc68cb7-ffd1-465e-9f12-5c9533c36e33
- Remove Empty
- E
- false
- 0
-
2291
2684
49
20
-
2326
2694
- 1
- 1
- {0}
- true
- 2
- Data tree to clean
- d6d33089-8891-46b9-a659-4dc26dcedab7
- Tree
- T
- false
- 1b2d72e2-1ad4-4eac-9b82-83a90692e6bf
- 1
-
2291
2704
49
20
-
2326
2714
- 2
- Tree to clean synchronously with T
- e48059f9-1786-4118-a894-fb83b1b45be7
- 2
- false
- Synchronous Tree 1
- S1
- true
- 7bd937ad-1faa-483b-b6a3-c2c0e1d4feb9
- 1
-
2291
2724
49
20
-
2326
2734
- 2
- Spotless data tree
- abc7b4fe-59f0-4b16-aeaa-cffcf8c8e0ad
- Tree
- T
- false
- 0
-
2370
2644
21
50
-
2381
2669
- 2
- Tree cleaned synchronously with T
- e6e26227-934b-47b9-ac2b-db4f1e09ad07
- false
- Synchronous Tree 1
- S1
- false
- 0
-
2370
2694
21
50
-
2381
2719
- eb827bce-067b-4d3d-9467-843b9d59221f
- b9116316-c87d-4212-a382-bc40035939bb
- Parameter Widget
- Create an App Builder parameter widget from a list of parameters.
- 8f79d259-3ea6-418d-9713-680eff63fbb5
- Parameter Widget
- ParamWidget
- true
-
2411
2655
70
28
-
2447
2669
- 1
- A list of parameters and exports to include in the widget.
- 5629d5f8-0ba8-4101-8f89-cc5650ec12fa
- Parameters and Exports
- PE
- true
- abc7b4fe-59f0-4b16-aeaa-cffcf8c8e0ad
- 1
-
2411
2657
21
24
-
2424
2669
- A parameter widget that can be included in a tab or directly in a container for the web application.
- 5b6e88c2-38f8-4b6d-b383-6732effd4711
- Widget
- W
- false
- 0
-
2462
2657
19
24
-
2472
2669
- d6b5d671-0c5a-46ad-95e1-b81b0eb8b8e3
- b9116316-c87d-4212-a382-bc40035939bb
- Tab
- Create a tab for an App Builder application container, including a list of widgets.
- df5121f4-aa37-4685-abb7-9266a316e0a0
- Tab
- Tab
-
2516
2707
97
84
-
2567
2749
- A name for the tab.
- 9b7b6ddb-7345-48ca-965e-b721c298e944
- Name
- N
- false
- e6e26227-934b-47b9-ac2b-db4f1e09ad07
- 1
-
2516
2709
36
20
-
2536.5
2719
- An icon name. See list of preset icons.
- dd67a8a3-9e32-4469-bf10-ea8c6f71af9d
- Icon
- I
- true
- 0
-
2516
2729
36
20
-
2536.5
2739
- Optional tooltip.
- 96d0efe0-ba97-4869-859d-ec8fadee925d
- Tooltip
- T
- true
- 0
-
2516
2749
36
20
-
2536.5
2759
- 1
- A list of widgets to include in the tab.
- faee27d4-4be5-4224-8949-112171553ddc
- Widgets
- W
- true
- 5b6e88c2-38f8-4b6d-b383-6732effd4711
- 1
-
2516
2769
36
20
-
2536.5
2779
- A tab that can be included in a web application container.
- eeedbe6b-80a5-4ee9-b4b6-7aa6c426947c
- 1
- Tab
- T
- false
- 0
-
2582
2709
31
80
-
2590
2749
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 06509611-93f9-4197-a424-c3c91aaed64c
- Integer
- selected building
- false
- 2306b3aa-0bbf-467e-8d8f-93b2d24c37d5
- 1
- 2
-
405
2007
50
24
-
430.4312
2019.418
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 5aafe63d-a672-427a-983b-42356026217f
- Integer
- selected block
- false
- f01ba113-aa09-4483-b37d-b83db64ffdb0
- 1
- 2
-
405
2084
50
24
-
430.0707
2096.794
- d8b1e7ac-cd31-4748-b262-e07e53068afc
- Split Tree
- Split a data tree into two parts using path masks.
- true
- 7bac70a1-4682-4579-9ccf-c4a9f7d5433d
- Split Tree
- Split
-
559
2043
66
44
-
593
2065
- 2
- Tree to split
- e5bc150e-e67c-4f46-bdb6-a7fea0b2476b
- Data
- D
- false
- b0f805a8-a97c-4ff0-b255-30b5b4822ea7
- 1
-
559
2045
19
20
-
571
2055
- 1
- Splitting masks
- f6cd70dc-3a80-4665-bad2-e82abb28fb05
- Masks
- M
- false
- ca3db868-b02a-4df4-ac9b-1f4cfff26306
- 1
-
559
2065
19
20
-
571
2075
- 2
- Positive set of data (all branches that match any of the masks)
- 73f129cb-3d5d-4dbf-b256-943a210042ac
- Positive
- P
- false
- 0
-
608
2045
17
20
-
617
2055
- 2
- Negative set of data (all branches that do not match any of the masks
- true
- 2a33b603-d4fa-4c9d-a8d5-e944d12f5e4f
- Negative
- N
- false
- 0
-
608
2065
17
20
-
617
2075
- 56c9c942-791f-4eeb-a4f0-82b93f1c0909
- Data Path
- Contains a collection of data-tree paths
- ca3db868-b02a-4df4-ac9b-1f4cfff26306
- Data Path
- Path
- false
- 5aafe63d-a672-427a-983b-42356026217f
- 1
-
471
2084
50
24
-
496.6609
2096.876
- 7a218bfb-b93d-4c1f-83d3-5a0b909dd60b
- Replace Items
- Replace certain items in a list.
- true
- d1904d52-85a6-461b-b37a-db3c029b1888
- Replace Items
- Replace
-
769
1963
75
84
-
815
2005
- 1
- List to modify
- 8d36dac1-ad62-4f26-9557-893f1dd61724
- List
- L
- false
- 73f129cb-3d5d-4dbf-b256-943a210042ac
- 1
-
769
1965
31
20
-
787
1975
- 1
- Items to replace with. If no items are supplied, nulls will be inserted.
- c14cf14b-81d3-477b-976c-4899d6f5cc10
- Item
- I
- true
- 9bb4f1b3-67fd-4a06-93cf-9a6d67ec32df
- 1
-
769
1985
31
20
-
787
1995
- 1
- Replacement index for each item
- e9860f37-e086-4492-8435-742690ebc3ec
- Indices
- i
- true
- 06509611-93f9-4197-a424-c3c91aaed64c
- 1
-
769
2005
31
20
-
787
2015
- If true, indices will be wrapped
- 1d74770e-e6e1-4baf-af73-35a532bb036d
- Wrap
- W
- false
- 0
-
769
2025
31
20
-
787
2035
- 1
- 1
- {0}
- false
- 1
- List with replaced values
- fedd86ab-118a-40f5-8f77-3c320540bb20
- List
- L
- false
- 0
-
830
1965
14
80
-
837.5
2005
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- 687e05de-bc65-4c42-b0c3-7b2f07ae2988
- List Item
- Item
-
658
1917
73
64
-
704
1949
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- 6b7391d9-13b5-41c5-a0a9-9ff0ab49afc9
- List
- L
- false
- 73f129cb-3d5d-4dbf-b256-943a210042ac
- 1
-
658
1919
31
20
-
676
1929
- Item index
- f7fd2bdc-2365-4955-b92c-84b023cdd3d4
- Index
- i
- false
- fde7909e-d71f-4131-947c-af69c32c9a15
- 1
-
658
1939
31
20
-
676
1949
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- 00bd29d8-5394-4d7a-9e9f-640720d459ae
- Wrap
- W
- false
- 0
-
658
1959
31
20
-
676
1969
- 1
- 1
- {0}
- true
- Item at {i'}
- 9bb4f1b3-67fd-4a06-93cf-9a6d67ec32df
- false
- Item
- i
- false
- 0
-
719
1919
12
60
-
725.5
1949
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 45f78a9f-46c7-48de-ba2b-b9c4b2636b84
- Integer
- buildings floors quantity
- false
- 73280ae1-6008-4225-a4ba-1a75929a314a
- 1
-
1087
2053
50
24
-
1112.659
2065.158
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 5d664b8a-bae4-4d5c-822a-57778bc4e44e
- Merge
- Merge
-
976
2043
69
44
-
1014
2065
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- f6070a70-a8f7-4b6a-ae7b-38ed11ccd9ca
- false
- Data 1
- D1
- true
- c6497ac2-14ab-4917-b268-b22041869911
- 1
-
976
2045
23
20
-
990
2055
- 2
- Data stream 2
- 4108ad97-5bbd-4afc-b2d9-7994984f6064
- false
- Data 2
- D2
- true
- 2a33b603-d4fa-4c9d-a8d5-e944d12f5e4f
- 1
-
976
2065
23
20
-
990
2075
- 2
- Result of merge
- 73280ae1-6008-4225-a4ba-1a75929a314a
- Result
- R
- false
- 0
-
1029
2045
16
40
-
1037.5
2065
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 2ee83278-6885-4fce-9406-ef6e38a45a59
- Trim Tree
- Trim
-
864
1993
79
44
-
913
2015
- 2
- Data tree to flatten
- 06a6e3ae-5fc9-430a-8bcd-970bf2663115
- Tree
- T
- false
- fedd86ab-118a-40f5-8f77-3c320540bb20
- 1
-
864
1995
34
20
-
883.5
2005
- Number of outermost branches to merge
- 8874782c-6333-457a-ab54-02850dd6cd8e
- Depth
- D
- false
- 0
-
864
2015
34
20
-
883.5
2025
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- c6497ac2-14ab-4917-b268-b22041869911
- Tree
- T
- false
- 0
-
928
1995
15
40
-
936
2015
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- 7975d507-8184-4584-b750-1e5e935bfd0d
- List Item
- Item
-
549
1917
78
64
-
600
1949
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- Base list
- ad5d71bb-0442-4d07-ba33-a5a0d9eac7e4
- List
- L
- false
- 06509611-93f9-4197-a424-c3c91aaed64c
- 1
-
549
1919
36
20
-
569.5
1929
- Item index
- 04117bf4-915a-4223-b944-d8902906962a
- Index
- i
- false
- 0
-
549
1939
36
20
-
569.5
1949
- 1
- 1
- {0}
- 0
- Wrap index to list bounds
- 2e001237-8b2e-40b0-ab4d-b04f7904207e
- Wrap
- W
- false
- 0
-
549
1959
36
20
-
569.5
1969
- 1
- 1
- {0}
- true
- Item at {i'}
- fde7909e-d71f-4131-947c-af69c32c9a15
- false
- Item
- i
- false
- 0
-
615
1919
12
60
-
621.5
1949
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 2d0429b8-ea4c-4bf1-9169-8db48232e884
- Integer
- selected floor quantities
- false
- f104d92a-2670-43d5-946f-fbe5a90d1648
- 1
-
1087
1937
50
24
-
1112.998
1949.843
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- b0f805a8-a97c-4ff0-b255-30b5b4822ea7
- Integer
- buildings floors quantity
- false
- 90661d81-dd3c-4f09-b301-20aa17933da8
- 1
- 2
-
405
2047
50
24
-
430.092
2059.158
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- eb0decd0-6b6a-464a-9306-b19cf7bec25d
- Integer
- selected floor quantities
- false
- 2d0429b8-ea4c-4bf1-9169-8db48232e884
- 1
- 2
-
1542
2496
50
24
-
1567.467
2508.503
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- Text
- Contains a collection of text fragments
- d06a286c-bedc-4ee9-b4ae-0775d458a9a4
- Text
- selectedBuidings
- false
- 95afb929-eac5-423a-8f67-545918b33501
- 1
- 2
-
405
1779
50
24
-
430.4312
1791.372
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 06509611-93f9-4197-a424-c3c91aaed64c
- 5aafe63d-a672-427a-983b-42356026217f
- b0f805a8-a97c-4ff0-b255-30b5b4822ea7
- 3
- 6dbe121d-5f86-496b-9282-bd257169753d
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;38;255;0
- A group of Grasshopper objects
- 45f78a9f-46c7-48de-ba2b-b9c4b2636b84
- 2d0429b8-ea4c-4bf1-9169-8db48232e884
- 2
- c66f477d-34b0-44b9-aadd-92b1f8564f52
- Group
- 25e3dc9c-4f9f-4d72-81a3-3bc5a33ba1ef
- ce132bbb-4e91-42da-88c9-14a6f5da87c6
- Nulls In Empty Branches
- Inserts null objects into empty branches.
- true
- 26e118c3-92b5-403d-9405-956e8de8b5cf
- Nulls In Empty Branches
- Nulls in Empty
-
981
1935
64
28
-
1013
1949
- 1
- Data whose empty branches will be filled with null objects.
- 41f43c49-e84f-4dae-b6e3-bdd73bef7694
- Data with Empty Branches
- D
- false
- 9a5d2e2c-af21-43c9-b148-0eab2bc0ad5e
- 1
-
981
1937
17
24
-
992
1949
- 1
- Data whose empty branches have been filled with null objects.
- f104d92a-2670-43d5-946f-fbe5a90d1648
- Data with Nulls
- D
- false
- 0
-
1028
1937
17
24
-
1037
1949
- 7a3939e4-2f31-4567-84f3-ac4bb9496adf
- ce132bbb-4e91-42da-88c9-14a6f5da87c6
- Empty Object To Empty Branch
- Returns an empty branch when no data is supplied.
- true
- 9fa02f67-a334-41d6-9216-064b964ba006
- Empty Object To Empty Branch
- Empty
-
879
1935
64
28
-
911
1949
- 1
- Data in.
- 081ff00c-f74d-4d6b-89ec-5df1b70023f1
- Data In
- D
- true
- 9bb4f1b3-67fd-4a06-93cf-9a6d67ec32df
- 1
-
879
1937
17
24
-
890
1949
- 1
- Returns empty branch if no data is supplied, otherwise returns data in.
- 9a5d2e2c-af21-43c9-b148-0eab2bc0ad5e
- Data Out
- D
- false
- 0
-
926
1937
17
24
-
935
1949
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;76;255
- A group of Grasshopper objects
- 6f72c0e9-6aa4-44c6-afbe-7c7b4cebb270
- 1c472018-af96-4f3b-b75a-df4833d7bcf1
- 2
- 284820ba-20ed-4956-bb39-a1defde37d43
- Group
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- bf2adc0b-ded9-4921-9760-75359d7cdec5
- Panel
- false
- 0
- 0
- selectBuilding
-
2336
2327
118
21
- 0
- 0
- 0
-
2336.294
2327.113
-
255;255;255;255
- true
- false
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- cf6a7a08-da7b-46fd-bc31-f06cf56bc406
- Panel
- Change object
- false
- 0
- 0
- true
true
true
true
true
false
true
-
2489
2359
70
82
- 0
- 0
- 0
-
2489.416
2359.156
-
255;255;255;255
- true
- false
- false
- false
- false
- true
- d8332545-21b2-4716-96e3-8559a9876e17
- Dispatch
- Dispatch the items in a list into two target lists.
- true
- f8eff328-a733-4537-9000-b569d816720f
- Dispatch
- Dispatch
-
2783
2227
61
44
-
2813
2249
- 1
- List to filter
- 799d0e37-dac7-4008-9761-6a20968bbf23
- List
- L
- false
- fc6e5581-4363-40f2-a6ee-f5d59ccfb5f5
- 1
-
2783
2229
15
20
-
2793
2239
- 1
- Dispatch pattern
- 289c464c-670b-4acc-b4e8-d0b7116091dd
- Dispatch pattern
- P
- false
- 57e09781-933f-4362-b5e8-5d8eb315c677
- 1
-
2783
2249
15
20
-
2793
2259
- 1
- 2
- {0}
- true
- false
- 1
- Dispatch target for True values
- d8ce2e1a-0797-4729-aba6-b5ab90a80357
- List A
- A
- false
- 0
-
2828
2229
16
20
-
2836.5
2239
- 1
- Dispatch target for False values
- 79157ee4-3c20-471f-8742-13925aedc45f
- List B
- B
- false
- 0
-
2828
2249
16
20
-
2836.5
2259
- 071c3940-a12d-4b77-bb23-42b5d3314a0d
- Clean Tree
- Removed all null and invalid items from a data tree.
- true
- a7fd0680-97b0-456d-9ece-fdd792c3b7c5
- Clean Tree
- Clean
-
2884
2123
100
124
-
2948
2185
- 6
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Remove null items from the tree.
- 78f2a228-9e38-4383-96e9-c9a9cdecbe03
- Remove Nulls
- N
- false
- 0
-
2884
2125
49
20
-
2919
2135
- 1
- 1
- {0}
- true
- Remove invalid items from the tree.
- 77c60b0e-9361-4c17-8e37-b46d1ff3302a
- Remove Invalid
- X
- false
- 0
-
2884
2145
49
20
-
2919
2155
- 1
- 1
- {0}
- true
- Remove empty branches from the tree.
- 234e51c8-dd96-45be-9583-0b8bdebb11e4
- Remove Empty
- E
- false
- 0
-
2884
2165
49
20
-
2919
2175
- 1
- 1
- {0}
- true
- 2
- Data tree to clean
- a176baf9-2b25-44ee-892f-5199faeab44f
- Tree
- T
- false
- d8ce2e1a-0797-4729-aba6-b5ab90a80357
- 1
-
2884
2185
49
20
-
2919
2195
- 2
- Tree to clean synchronously with T
- 08f5872d-222a-4184-a0e8-b8e6c4057420
- false
- Synchronous Tree 1
- S1
- true
- e8439c22-a941-4ea3-b2bf-c906bf2b3152
- 1
-
2884
2205
49
20
-
2919
2215
- 2
- Tree to clean synchronously with T
- 37af0058-5427-4b5e-9dc5-0f605d11e3f3
- 2
- false
- Synchronous Tree 2
- S2
- true
- d637adaa-5d5d-4d68-81da-a13f35fdafa4
- 1
-
2884
2225
49
20
-
2919
2235
- 2
- Spotless data tree
- a7057cb4-7de1-4bfc-bc7d-c0bf570d2905
- Tree
- T
- false
- 0
-
2963
2125
21
40
-
2974
2145
- 2
- Tree cleaned synchronously with T
- 1f57c6f5-85b6-4f9e-8f92-d459d9581c41
- false
- Synchronous Tree 1
- S1
- false
- 0
-
2963
2165
21
40
-
2974
2185
- 2
- Tree cleaned synchronously with T
- bcbc5cbf-38b8-4878-ac76-da329bfadecb
- false
- Synchronous Tree 2
- S2
- false
- 0
-
2963
2205
21
40
-
2974
2225
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 506f9314-0666-4905-aebc-6f569e5d7e9d
- Merge
- Merge
-
3225
2227
69
44
-
3263
2249
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- f4ab9dd2-5ddf-496a-b26c-2dc6ec32972c
- false
- Data 1
- D1
- true
- d3f50bff-3a48-4331-8734-df323930b8a7
- 1
-
3225
2229
23
20
-
3239
2239
- 2
- Data stream 2
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- Data 2
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- true
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- 1
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3225
2249
23
20
-
3239
2259
- 2
- Result of merge
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- Result
- R
- false
- 0
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3278
2229
16
40
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3286.5
2249
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Data
- Contains a collection of generic data
- true
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- Data
- custom parameters.Object
- false
- bd17d465-5ec5-49d2-b747-bba89493141f
- 1
-
3446
2248
50
24
-
3471
2260.723
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- ebfb4fb7-2b4c-4b8e-938e-9edf008766c0
- Trim Tree
- Trim
-
3310
2237
79
44
-
3359
2259
- 2
- Data tree to flatten
- 07be10b3-601a-497c-b5e4-5144d28544bc
- Tree
- T
- false
- d263384a-32e2-49e3-830d-0743909a9721
- 1
-
3310
2239
34
20
-
3329.5
2249
- Number of outermost branches to merge
- fb70f8e1-1bef-4d18-bba0-bb781f7c71aa
- Depth
- D
- false
- 0
-
3310
2259
34
20
-
3329.5
2269
- 1
- 1
- {0}
- 1
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- Trimmed data tree
- bd17d465-5ec5-49d2-b747-bba89493141f
- Tree
- T
- false
- 0
-
3374
2239
15
40
-
3382
2259
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- d637adaa-5d5d-4d68-81da-a13f35fdafa4
- Relay
- false
- fca23707-6611-4b2a-8a3f-020eb06286e9
- 1
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2804
2291
40
16
-
2824
2299
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 9032a0d4-8f43-4dc5-952d-752d283a5b5d
- Relay
- false
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- 1
-
2518
2158
40
16
-
2538
2166
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 09c8a399-e837-4730-8843-67074eb42542
- Relay
- false
- dc66b893-4323-49ce-b5e8-d54787804b55
- 1
-
2518
2195
40
16
-
2538
2203
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 54799436-fdc0-4d3d-b030-d608e9e7e011
- Panel
- Buildings Tab
- false
- 0
- 0
- false
false
false
false
false
true
true
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2489
2451
70
78
- 0
- 0
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2489.28
2451.671
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255;255;255;255
- true
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- false
- false
- false
- true
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 8916a765-884d-4f85-8cc9-dc87946b3e3b
- Boolean
- custom parameter is building tab
- false
- 403c3cf3-ca2a-46da-b4bf-bb1592537a68
- 1
-
3446
2380
50
24
-
3471.279
2392.688
- 501aecbb-c191-4d13-83d6-7ee32445ac50
- Cull Index
- Cull (remove) indexed elements from a list.
- true
- 1ce1deac-8ffe-4ef5-a937-9f0429c359ab
- Cull Index
- Cull i
-
3293
2360
96
64
-
3344
2392
- 1
- List to cull
- d48b5fbe-7a55-40d2-a025-00296b29ceff
- List
- L
- false
- 3b03173a-d7af-48ec-8bf9-5f9ccf4bc6ac
- 1
-
3293
2362
36
20
-
3313.5
2372
- 1
- Culling indices
- a735b476-edb6-4ee0-bf86-417d319a5e95
- Indices
- I
- false
- 0
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3293
2382
36
20
-
3313.5
2392
- 1
- 1
- {0}
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- Wrap indices to list range
- bbca65a7-481b-420c-87e9-b94d584eea00
- Wrap
- W
- false
- 0
-
3293
2402
36
20
-
3313.5
2412
- 1
- 1
- {0}
- true
- 1
- Culled list
- 403c3cf3-ca2a-46da-b4bf-bb1592537a68
- 1
- List
- L
- false
- 0
-
3359
2362
30
60
-
3366.5
2392
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 501f53d8-262f-48ff-94d3-76cbdd1428db
- Boolean
- custom parameter is building tab
- false
- 8916a765-884d-4f85-8cc9-dc87946b3e3b
- 1
- 2
-
1567
2743
50
24
-
1592
2755.275
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