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0
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2
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195
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- Contour
- Create a set of Brep or Mesh contours
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- Contour
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0
0
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- Contour normal direction
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163
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18
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0
0
1
- Distance between contours
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163
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173.5
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- Resulting contours (grouped by section)
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211
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- Brep
- Contains a collection of Breps (Boundary REPresentations)
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67
41
50
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92.62001
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- Panel
- A panel for custom notes and text values
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255;255;250;90
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- Group
- Group a set of objects
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- Group
- Group
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253
48
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66
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255
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303
50
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- Measure the length of a list.
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- List Length
- Lng
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357
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359
34
30
41
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- Length
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419
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41
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- Create a vector between two points.
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619
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- Vector
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- Vector
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- Vector length
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- Length
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666
207
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- Series
- Create a series of numbers.
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179
18
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- Step size for each successive number
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199
18
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- Number of values in the series
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- Count
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370
219
18
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380.5
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- Series of numbers
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418
179
18
60
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- Construct a point from {xyz} coordinates.
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- Construct Point
- Pt
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480
157
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64
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- {x} coordinate
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179
16
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- Point
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528
159
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60
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- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
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- Construct Point
- Pt
-
639
303
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64
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- {x} coordinate
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- X coordinate
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- Y coordinate
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641
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16
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- Z coordinate
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641
345
16
20
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- 1
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- Point coordinate
- 850dae5f-68b4-40cf-91db-248ccc388df0
- Point
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305
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60
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- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
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- Translate (move) an object along a vector.
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- Move
- Move
-
709
115
87
61
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- Base geometry
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- Geometry
- G
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28
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- Translation vector
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33
29
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159.75
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0
0
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- Translated geometry
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- Geometry
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774
117
20
28
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- Transformation data
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- Transform
- X
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-
774
145
20
29
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159.75
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- Bounding Box
- Solve oriented geometry bounding boxes.
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- Bounding Box
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-
904
210
69
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239
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- Geometry to contain
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- Content
- C
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212
16
26
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- BoundingBox orientation plane
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- Plane
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906
238
16
27
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915.5
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-
0
0
0
1
0
0
0
1
0
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- Aligned bounding box in world coordinates
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- Box
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952
212
19
26
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225.25
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238
19
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- Contains a collection of rectangles
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152
50
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981.2126
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- Offset a curve with a specified distance.
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- Offset
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84
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- Curve to offset
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18
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- Offset distance
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1070
44
18
20
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1080.5
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- Plane for offset operation
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1070
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18
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0
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1
0
0
0
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- Corner type flag. Possible values:
none = 0
sharp = 1
round = 2
smooth = 3
chamfer = 4
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1070
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18
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- Resulting offsets
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- Curve
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1118
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19
80
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- Series
- Create a series of numbers.
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- Series
- Series
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525
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70
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18
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18
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- Number of values in the series
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- Count
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- Series of numbers
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- Series
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-
575
37
18
60
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67
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- Integer
- Contains a collection of integer numbers
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652
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50
20
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- Explode a curve into smaller segments.
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80
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- Recursive decomposition until all segments are atomic
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16
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- Exploded segments that make up the base curve
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- Vertices of the exploded segments
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19
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255
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- List Item
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1222
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69
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1260
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- Item index
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21
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60
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- Text Tag 3D
- Represents a list of 3D text tags in a Rhino viewport
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- Tag
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32
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- The text to display
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32
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- Size of text
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32
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- Optional colour of tag
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32
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- Text justification
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32
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- Solve oriented geometry bounding boxes.
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229
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69
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231
305
16
27
-
240.5
318.75
- 1
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- {0}
-
0
0
0
1
0
0
0
1
0
- 1
- Aligned bounding box in world coordinates
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- Box
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- 0
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277
279
19
26
-
286.5
292.25
- 1
- Bounding box in orientation plane coordinates
- true
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- Box
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- false
- 0
-
277
305
19
27
-
286.5
318.75
- db7d83b1-2898-4ef9-9be5-4e94b4e2048d
- Deconstruct Box
- Deconstruct a box into its constituent parts.
- true
- 054474c9-e0a5-466b-97f0-8406f2371d64
- Deconstruct Box
- DeBox
-
328
275
69
84
-
361
317
- Base box
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- Box
- B
- false
- 8183adef-8dc6-4035-9256-2dabcce64c68
- 1
-
330
277
16
80
-
339.5
317
- Box plane
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- Plane
- P
- false
- 0
-
376
277
19
20
-
385.5
287
- {x} dimension of box
- 3d17da21-5971-4783-8cd6-e2fbb926cc6b
- X
- X
- false
- 0
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376
297
19
20
-
385.5
307
- {y} dimension of box
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- Y
- Y
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- 0
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376
317
19
20
-
385.5
327
- {z} dimension of box
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- Z
- Z
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- 0
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376
337
19
20
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385.5
347
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
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- Mass Addition
- MA
-
562
375
69
44
-
591
397
- 1
- Input values for mass addition (either numbers or vectors)
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- Input
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- false
- 91b5fc9d-0740-4f92-90a6-ea0eb1e4255c
- 1
-
564
377
12
40
-
571.5
397
- Result of mass addition
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- Result
- R
- false
- 0
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606
377
23
20
-
617.5
387
- 1
- List of partial results
- 80c6a243-05b7-4a97-b9bd-bcc4db52ca58
- Partial Results
- Pr
- false
- 0
-
606
397
23
20
-
617.5
407
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
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- 1
- Number
- Num
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- 1
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423
297
69
20
-
467.5625
307.875
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 9666cea4-1639-457c-baad-6003e500133b
- Addition
- A+B
-
513
294
70
50
-
547
319
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 1d81c374-7c08-46e6-b651-4a09fcc73a00
- A
- A
- true
- 66aeae36-e731-4215-b45e-fc46049d91ab
- 1
-
515
296
17
23
-
525
307.5
- Second item for addition
- 90e19a1b-6706-497f-8f9c-5de245f986db
- B
- B
- true
- 0
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515
319
17
23
-
525
330.5
- 1
- 1
- {0}
- 10
- Grasshopper.Kernel.Types.GH_Integer
- Result of addition
- 91b5fc9d-0740-4f92-90a6-ea0eb1e4255c
- Result
- R
- false
- 0
-
562
296
19
46
-
571.5
319
- 1a38d325-98de-455c-93f1-bca431bc1243
- Offset
- Offset a curve with a specified distance.
- true
- c5279fd5-a230-46a8-820c-bdca425e6986
- Offset
- Offset
-
1032
243
71
84
-
1067
285
- Curve to offset
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- Curve
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- 1ce69a1c-436f-4c81-85d7-0ed1c178b3b3
- 1
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1034
245
18
20
-
1044.5
255
- Offset distance
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- Distance
- D
- false
- 0
-
1034
265
18
20
-
1044.5
275
- 1
- 1
- {0}
- 4
- Plane for offset operation
- 53ae5118-27e2-40f1-b102-c7b155c01f7d
- Plane
- P
- false
- 0
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1034
285
18
20
-
1044.5
295
- 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
- 890ae0b6-2573-4374-9a2f-816245cb634e
- Corners
- C
- false
- 0
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1034
305
18
20
-
1044.5
315
- 1
- 1
- {0}
- 1
- 1
- Resulting offsets
- c1331e3e-7a79-4b5b-ba37-1fd117ac7fad
- Curve
- C
- false
- 0
-
1082
245
19
80
-
1091.5
285
- 23285717-156c-468f-a691-b242488c06a6
- Project
- Project an object onto a plane.
- 52b90a4a-e9ba-4517-9b90-351cbe4aa24d
- Project
- Project
-
813
116
71
72
-
847
152
- Geometry to project
- ced24335-e40d-43d4-9111-09545ff719f9
- Geometry
- G
- true
- 1d95c5e1-4744-45d9-aded-cb6948bd0dbb
- 1
-
815
118
17
34
-
825
135
- Projection plane
- 22e83f2a-53bf-4681-80d8-cc0e8ded628d
- Plane
- P
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- 0
-
815
152
17
34
-
825
169
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Projected geometry
- d888b885-f8b3-4653-9430-5ac9074cd785
- Geometry
- G
- false
- 0
-
862
118
20
34
-
872
135
- Transformation data
- d37cb4c4-d61e-4787-b1c3-2fa7e6a2a654
- Transform
- X
- false
- 0
-
862
152
20
34
-
872
169
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