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- Group
- Drawers door outline
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- Group
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-
150;255;255;255
- A group of Grasshopper objects
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- Group
- Door/Drawers Front Curves
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
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- Group
- Drawers Interior
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
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- Group
- Drawer Shelves
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- Create a box defined by a base plane and size domains.
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- Domain Box
- Box
-
1963
252
59
84
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1993
294
- Base plane
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- Base
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1965
254
16
20
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1973
264
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0
0
0
1
0
0
0
1
0
- Domain of the box in the {x} direction.
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- X
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- 1
-
1965
274
16
20
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1973
284
- 1
- 1
- {0}
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-2
2
- Domain of the box in the {y} direction.
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- Y
- Y
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- 1
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1965
294
16
20
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1973
304
- 1
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- {0}
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-0.5
0.5
- Domain of the box in the {z} direction.
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- Z
- Z
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- 1
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1965
314
16
20
-
1973
324
- 1
- 1
- {0}
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0
0.25
- Resulting box
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- Box
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2005
254
15
80
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2012.5
294
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- Number
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- Number
- WardrobeHeight
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- 1
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1441
387
50
24
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1466.5928
399.0437
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- Number Slider
- Numeric slider for single values
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- Number Slider
- Wardrobe Height
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- 0
-
25
271
367
20
-
25.083344
271.6051
- 3
- 1
- 1
- 2000
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- Number
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- Number
- WardrobeWidth
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1441
149
50
24
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1466.8252
161.44965
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- Number Slider
- Numeric slider for single values
- 70b7f236-1911-41c4-9c64-efe0a9fd841c
- Number Slider
- Wardrobe Width
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- 0
-
25
242
358
20
-
25.576561
242.47125
- 3
- 1
- 1
- 1200
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- Number Slider
- Numeric slider for single values
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- Number Slider
- Wardrobe Depth
- false
- 0
-
24
209
353
20
-
24.633148
209.43591
- 3
- 1
- 1
- 500
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
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- Number
- WardrobeDepth
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- 1
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1441
197
50
24
-
1466.3701
209.82928
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
- e1d82f91-f09e-4952-8309-ef06cbba579c
- Construct Point
- Pt
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1830
128
79
64
-
1876
160
- {x} coordinate
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- X coordinate
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- 1
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1832
130
32
20
-
1848
140
- 1
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- Y coordinate
- Y
- false
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- 1
-
1832
150
32
20
-
1848
160
- 1
- 1
- {0}
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- {z} coordinate
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- Z coordinate
- Z
- false
- 0
-
1832
170
32
20
-
1848
180
- 1
- 1
- {0}
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- Point coordinate
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- Point
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- 0
-
1888
130
19
60
-
1897.5
160
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
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- Subtraction
- A-B
-
1544
148
60
44
-
1574
170
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
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- A
- A
- true
- b536f273-9733-463f-b4b8-0d8eda724601
- 1
-
1546
150
16
20
-
1554
160
- Second operand for subtraction
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- B
- B
- true
- 68568ee2-f5fa-45e6-871c-7677b5eee6ea
- 1
-
1546
170
16
20
-
1554
180
- Result of subtraction
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- Result
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- false
- 0
-
1586
150
16
40
-
1594
170
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- bcc0ab9b-e47a-4794-8061-e717a9577f8c
- Subtraction
- A-B
-
1544
196
60
44
-
1574
218
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 5fb67d80-209d-4af5-824a-4961c9e5f8b1
- A
- A
- true
- 8d15964d-710e-4858-8a3a-72cd212612b8
- 1
-
1546
198
16
20
-
1554
208
- Second operand for subtraction
- 1e479f1e-a78b-4fee-a0c4-187c7bf47c1f
- B
- B
- true
- 68568ee2-f5fa-45e6-871c-7677b5eee6ea
- 1
-
1546
218
16
20
-
1554
228
- Result of subtraction
- f14c00e4-30dd-4fa9-b2b1-a2364c4d9563
- Result
- R
- false
- 0
-
1586
198
16
40
-
1594
218
- 2696bd14-3fb5-4750-827f-86df6c31d664
- Mesh Box
- Create a mesh box.
- true
- 94cb0bfd-62e0-4cab-851c-be02c8da7940
- Mesh Box
- MBox
-
2084
282
80
84
-
2131
324
- Base box
- true
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- Base
- B
- false
- e07791e1-4a96-4fba-8351-63de71767552
- 1
-
2086
284
33
20
-
2102.5
294
- 1
- 1
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0
0
0
1
0
0
0
1
0
- 00000000-0000-0000-0000-000000000000
-
-10
10
-
-10
10
-
-10
10
- Face count in {x} direction
- d7ea920b-e7ae-45c2-a946-3f2c3d481f87
- X Count
- X
- false
- 0
-
2086
304
33
20
-
2102.5
314
- 1
- 1
- {0}
- 1
- Face count in {y} direction
- 50747369-5d56-460c-8187-2f34b56552f7
- Y Count
- Y
- false
- 0
-
2086
324
33
20
-
2102.5
334
- 1
- 1
- {0}
- 1
- Face count in {z} direction
- c75bd671-aca6-47a0-9a27-2d48045fa460
- Z Count
- Z
- false
- 0
-
2086
344
33
20
-
2102.5
354
- 1
- 1
- {0}
- 1
- The 3D mesh box
- 5a1deb89-1f9a-4f48-8c1c-7af98e6755b9
- Mesh
- M
- false
- 0
-
2143
284
19
80
-
2152.5
324
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 4da89938-31fe-48d9-91fb-72fc758b728e
- Number
- DrawerHeights
- false
- aad477f6-a7cd-4a05-9fc6-06ba87525e88
- 1
-
1118
700
50
24
-
1143.7913
712.0631
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 2cc582ef-1a62-4b9b-8822-23811fd2448f
- Number
- DrawerHeights
- false
- 4da89938-31fe-48d9-91fb-72fc758b728e
- 1
- 2
-
5367
1389
50
24
-
5392.5664
1401.2932
- d93100b6-d50b-40b2-831a-814659dc38e3
- Rectangle
- Create a rectangle on a plane
- true
- e1e6ecc3-4572-41d0-b522-32dbc68ed852
- Rectangle
- Rectangle
-
8511
724
77
84
-
8558
766
- Rectangle base plane
- f6e07d98-009a-47e3-8b49-543b86545913
- Plane
- P
- false
- 0
-
8513
726
33
20
-
8529.5
736
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
0
1
- Dimensions of rectangle in plane X direction.
- b7f25856-9518-427d-8c81-a19a8cb2040b
- X Size
- X
- false
- 8be10c92-279f-46c9-9dec-9a54a803573c
- 1
-
8513
746
33
20
-
8529.5
756
- 1
- 1
- {0}
-
-1
1
- Dimensions of rectangle in plane Y direction.
- c7ea269d-e834-4c80-8c3b-2ee2db9b2881
- Y Size
- Y
- false
- 3571584f-6ab2-4a2e-98aa-7b5a1d3e19ad
- 1
-
8513
766
33
20
-
8529.5
776
- 1
- 1
- {0}
-
-2
2
- Rectangle corner fillet radius
- 2088e8d3-10f0-4c03-ac03-e896cc045b4c
- Radius
- R
- false
- 0
-
8513
786
33
20
-
8529.5
796
- 1
- 1
- {0}
- 0
- Rectangle
- 0621ca5f-9d61-41a5-a3f0-a75db7e5f903
- Rectangle
- R
- false
- 0
-
8570
726
16
40
-
8578
746
- Length of rectangle curve
- af36b162-dd20-4691-9742-bd6eddf1495e
- Length
- L
- false
- 0
-
8570
766
16
40
-
8578
786
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 5a65299f-8058-4f08-8f10-8cddb2841476
- Number
- Top/BaseThick
- false
- db7d466d-b3a8-4536-9971-611e2f756eeb
- 1
-
473
428
50
24
-
498.44882
440.44434
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- ef4d5ceb-5932-4cdb-9213-017c53d59b45
- Number
- WardrobeWidth
- false
- 70b7f236-1911-41c4-9c64-efe0a9fd841c
- 1
- 2
-
5367
751
50
24
-
5392.1846
763.989
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- 598f5200-5263-4c1a-845f-3d221c25eaca
- Construct Domain
- Dom
-
6067
925
107
44
-
6132
947
- Start value of numeric domain
- 5dce1a49-99ce-4a05-87a4-b6d3c89d7d4d
- x+1
- Domain start
- A
- false
- eca00c1c-2b61-4438-9960-574e0a44a33d
- 1
-
6069
927
51
20
-
6094.5
937
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 3c1fa45f-bc4e-4900-bc75-d97616d2e420
- x-1
- 2
- Domain end
- B
- false
- d0221bee-bddd-4a48-b162-30b7fedada73
- 1
-
6069
947
51
20
-
6094.5
957
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 73b1db70-532c-4856-9ae2-23558a78dd55
- Domain
- I
- false
- true
- 0
-
6144
927
28
40
-
6158
947
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 0027b8a8-c9ec-4061-92fb-ffba621750e5
- Subtraction
- A-B
-
5553
881
60
44
-
5583
903
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 12bf00f1-b6df-40f2-9c9f-d51fe57bfd89
- A
- A
- true
- ef4d5ceb-5932-4cdb-9213-017c53d59b45
- 1
-
5555
883
16
20
-
5563
893
- Second operand for subtraction
- 233194de-7605-4687-ac55-cc8db712ecf9
- B
- B
- true
- eca00c1c-2b61-4438-9960-574e0a44a33d
- 1
-
5555
903
16
20
-
5563
913
- Result of subtraction
- 874bd3af-783f-4ab7-a746-2e5d5ade228d
- Result
- R
- false
- 0
-
5595
883
16
40
-
5603
903
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 9f678459-0a13-46f7-888e-8e71804da2b9
- Number
- ShelfThick
- false
- db7d466d-b3a8-4536-9971-611e2f756eeb
- 1
-
473
385
50
24
-
498.95273
397.67096
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- c643ed02-3cfd-44e7-8628-1ac668aef2a8
- Number
- ShelfThick
- false
- 9f678459-0a13-46f7-888e-8e71804da2b9
- 1
- 2
-
5367
982
50
24
-
5392.1846
994.7376
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 64928fda-df3a-4693-ab13-12feb48c724b
- Number
- LegThick
- false
- db7d466d-b3a8-4536-9971-611e2f756eeb
- 1
-
473
344
50
24
-
498.48056
356.45758
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 68568ee2-f5fa-45e6-871c-7677b5eee6ea
- Number
- LegThick
- false
- 64928fda-df3a-4693-ab13-12feb48c724b
- 1
- 2
-
1441
242
50
24
-
1466.2285
254.27399
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- eca00c1c-2b61-4438-9960-574e0a44a33d
- Number
- LegThick
- false
- 64928fda-df3a-4693-ab13-12feb48c724b
- 1
- 2
-
5367
926
50
24
-
5392.4146
938.929
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 0c2222aa-fb96-4e24-ba79-c8c8e8cf2a68
- Number
- OffsetFloor
- false
- e03ccc3e-a713-4753-b9d8-a0f3ab1d8e7b
- 1
- 2
-
5367
1313
50
24
-
5392.1846
1325.6792
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- a953fa35-bbc4-4d26-bd05-2f5d5e8ea79a
- Number
- Top/BaseThick
- false
- 5a65299f-8058-4f08-8f10-8cddb2841476
- 1
- 2
-
5367
1271
50
24
-
5392.064
1283.5732
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 3ae7e3ff-f444-4a48-90db-b964ebada204
- Addition
- A+B
-
5552
1292
60
44
-
5582
1314
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 51f640e9-830f-4fa9-891a-50e143d61930
- A
- A
- true
- a953fa35-bbc4-4d26-bd05-2f5d5e8ea79a
- 1
-
5554
1294
16
20
-
5562
1304
- Second item for addition
- 6dddd71b-629b-40db-83da-4d9799848e13
- B
- B
- true
- 0c2222aa-fb96-4e24-ba79-c8c8e8cf2a68
- 1
-
5554
1314
16
20
-
5562
1324
- Result of addition
- 8cfff438-149b-4588-9890-125e04644eb6
- Result
- R
- false
- 0
-
5594
1294
16
40
-
5602
1314
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
- d411d389-a731-4d3c-82e4-d970f51feba5
- Mass Addition
- MA
-
5910
1367
59
44
-
5936
1389
- 1
- Input values for mass addition.
- 54d94eec-8b2f-4df6-bc48-61eebe3c369b
- Input
- I
- false
- 6141cff4-ea85-4590-b952-1c9eeead3df2
- 1
-
5912
1369
12
40
-
5918
1389
- Result of mass addition
- d9e4beb9-c62e-4072-a432-397453984225
- Result
- R
- false
- 0
-
5948
1369
19
20
-
5957.5
1379
- 1
- List of partial results
- 2c2c4efe-91aa-42f9-9ce2-25f205871372
- Partial Results
- Pr
- false
- 0
-
5948
1389
19
20
-
5957.5
1399
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 24a703da-9642-4690-8c07-f8b38b472fa3
- Addition
- A+B
-
6002
1367
60
44
-
6032
1389
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- fdeaffc1-325a-4209-baef-df5bab3bc8d9
- A
- A
- true
- 8cfff438-149b-4588-9890-125e04644eb6
- 1
-
6004
1369
16
20
-
6012
1379
- Second item for addition
- 107b0b8e-15fc-4d34-bc4d-58f0a8a55702
- B
- B
- true
- 2c2c4efe-91aa-42f9-9ce2-25f205871372
- 1
-
6004
1389
16
20
-
6012
1399
- Result of addition
- 44448ea8-7d87-4301-9e25-0b0ed7483ef1
- Result
- R
- false
- 0
-
6044
1369
16
40
-
6052
1389
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 9904baca-b614-4a40-85fa-1997f85bacc4
- Merge
- Merge
-
6091
1357
83
44
-
6144
1379
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 603ba110-3529-4a94-90ed-1de16ba171a0
- 1
- false
- Data 1
- D1
- true
- 8cfff438-149b-4588-9890-125e04644eb6
- 1
-
6093
1359
39
20
-
6112.5
1369
- 2
- Data stream 2
- 1f2d3d19-8c82-4199-a0eb-e77c9abdedc2
- 1
- false
- Data 2
- D2
- true
- 44448ea8-7d87-4301-9e25-0b0ed7483ef1
- 1
-
6093
1379
39
20
-
6112.5
1389
- 2
- Result of merge
- 23805628-6345-4145-8757-e2c85ff041e6
- Result
- R
- false
- 0
-
6156
1359
16
40
-
6164
1379
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- 207ddb18-5551-4c56-8b67-c655821cf179
- Construct Domain
- Dom
-
8392
754
72
44
-
8422
776
- Start value of numeric domain
- 6e5e21b8-f37a-4206-939a-b12c86cfed33
- Domain start
- A
- false
- 7971fe1c-6bbb-4732-aa89-26e59cb096f9
- 1
-
8394
756
16
20
-
8402
766
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 487d407e-606e-486e-985c-8deb04fe7067
- Domain end
- B
- false
- 25ed1ba8-64f9-4230-896f-4a62bd458976
- 1
-
8394
776
16
20
-
8402
786
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 3571584f-6ab2-4a2e-98aa-7b5a1d3e19ad
- Domain
- I
- false
- true
- 0
-
8434
756
28
40
-
8448
776
- 9ab93e1a-ebdf-4090-9296-b000cff7b202
- Split List
- Split a list into separate parts.
- true
- fb6ded8e-ea84-432b-8804-6b5054fc733d
- Split List
- Split
-
6296
1367
58
44
-
6324
1389
- 1
- Base list
- 48195680-a604-4c06-acd6-a72c2d3e58d1
- List
- L
- false
- 23805628-6345-4145-8757-e2c85ff041e6
- 1
-
6298
1369
14
20
-
6305
1379
- Splitting index
- 1a4f86e7-5887-4c67-afe4-d9d115705e93
- Index
- i
- false
- c3966109-3d35-46cf-a511-9c7a6d1eef50
- 1
-
6298
1389
14
20
-
6305
1399
- 1
- Items to the left of (i)
- a4617a53-d564-456b-9b45-92f939c867d7
- List A
- A
- false
- 0
-
6336
1369
16
20
-
6344
1379
- 1
- Items to the right of and including (i)
- bda3f4d6-71dd-4677-aba4-fd7b0326f462
- List B
- B
- false
- 0
-
6336
1389
16
20
-
6344
1399
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- e52f8fc7-b819-409e-9636-30889c5ca360
- List Length
- Lng
-
6203
1316
72
28
-
6231
1330
- 1
- Base list
- 98128741-619b-43b8-9fba-efd34f949a2e
- List
- L
- false
- 23805628-6345-4145-8757-e2c85ff041e6
- 1
-
6205
1318
14
24
-
6212
1330
- Number of items in L
- c3966109-3d35-46cf-a511-9c7a6d1eef50
- x-1
- Length
- L
- false
- 0
-
6243
1318
30
24
-
6258
1330
- 79aa7f47-397c-4d3f-9761-aaf421bb7f5f
- Domain Box
- Create a box defined by a base plane and size domains.
- true
- d60689c3-9c50-4a1a-af7b-44cde99a755a
- Domain Box
- Box
-
7338
1032
59
84
-
7368
1074
- Base plane
- 5918fceb-3f5d-4ff7-8ce7-4b1b820e2e02
- Base
- B
- false
- 0
-
7340
1034
16
20
-
7348
1044
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Domain of the box in the {x} direction.
- 4ea5c9e8-8c1b-4637-8fee-9134015aace6
- X
- X
- false
- 1b7f65d5-7acc-4057-b92c-9172aaf0e081
- 1
-
7340
1054
16
20
-
7348
1064
- 1
- 1
- {0}
-
-2
2
- Domain of the box in the {y} direction.
- 2448f1ce-c0b5-41aa-ae15-f304944f9c30
- Y
- Y
- false
- a524ab11-36f9-4d4e-a48e-313c84eb765c
- 1
-
7340
1074
16
20
-
7348
1084
- 1
- 1
- {0}
-
-0.5
0.5
- Domain of the box in the {z} direction.
- ecaa0434-31b6-4243-8963-7db054a24b4c
- Z
- Z
- false
- 51c573fb-7477-42cd-b602-e8c8ec5f9d51
- 1
-
7340
1094
16
20
-
7348
1104
- 1
- 1
- {0}
-
0
0.25
- Resulting box
- 17d198ba-7dec-4c9c-a679-3a741c8c23cd
- Box
- B
- false
- 0
-
7380
1034
15
80
-
7387.5
1074
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- a90031c9-a40d-4b64-93ae-664b8ca3e9b7
- Construct Domain
- Dom
-
7009
915
56
44
-
7039
937
- Start value of numeric domain
- 3141ffc3-6923-4419-9769-d74c9147a979
- Domain start
- A
- false
- 8bf0f53d-4e19-4bb7-8b99-3b2db35a6398
- 1
-
7011
917
16
20
-
7019
927
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 804ca189-614c-42d6-bb41-82ff5d3c74f6
- Domain end
- B
- false
- c4b1222a-dc1e-4c3b-b0b4-f1ea6c2105b7
- 1
-
7011
937
16
20
-
7019
947
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 93154974-8b40-4c6c-b056-3e5eab8fe141
- Domain
- I
- false
- 0
-
7051
917
12
40
-
7057
937
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- 7cf329ae-4633-4466-b984-acd7a9bb2bf3
- Construct Domain
- Dom
-
7201
1042
56
44
-
7231
1064
- Start value of numeric domain
- 93dd452e-09be-4a1f-92be-5dd93e18a3a0
- Domain start
- A
- false
- 77e0e549-9fd9-4bf0-b3d3-e2361b2d3785
- 1
-
7203
1044
16
20
-
7211
1054
- 1
- 1
- {0}
- 1
- End value of numeric domain
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- Domain end
- B
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- 1
-
7203
1064
16
20
-
7211
1074
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 1b7f65d5-7acc-4057-b92c-9172aaf0e081
- Domain
- I
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- 0
-
7243
1044
12
40
-
7249
1064
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- Number
- WallsThick
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- db7d466d-b3a8-4536-9971-611e2f756eeb
- 1
-
473
308
50
24
-
498.01913
320.08087
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- e7139fe2-37cd-4fdd-9dc9-d86bae257039
- Number
- WallsThick
- false
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- 1
- 2
-
1441
1279
50
24
-
1466.7607
1291.3296
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 4e88918b-51a9-4963-a46d-b248e047b2a8
- Panel
- Walls Offset
- false
- 0
- 0
- 0
-
24
94
365
38
- 0
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94.725586
-
150;255;255;255
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- true
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- false
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- Courier New
- 5.3333335
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- Merge
- Merge a bunch of data streams
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- Merge
- Merge
-
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98
84
84
-
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140
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
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- Data stream 1
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- Data 1
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-
1657
100
40
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1677
110
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- Data 2
- D2
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- 0
-
1657
120
40
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130
- 1
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- Data 3
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1657
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40
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150
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- Data stream 4
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- Data 4
- D4
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1657
160
40
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-
1721
100
16
80
-
1729
140
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
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- Merge
- Merge
-
1655
186
84
84
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1709
228
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- 1
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- Data stream 1
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- Data 1
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-
1657
188
40
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1677
198
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- Data 2
- D2
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1657
208
40
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- 1
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- 59608ad0-802e-448a-b0b9-12d144d749f4
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- Data 3
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1657
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40
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- e15dd895-2eed-431a-a35e-b131a1b64a13
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- Data 4
- D4
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1657
248
40
20
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1677
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- {0}
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1721
188
16
80
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1729
228
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 453e677e-d412-4a9c-9aab-018ffb2dc91d
- Number
- WallsThick
- false
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- 1
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-
6916
1068
50
24
-
6941.2246
1080.708
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- d76a7227-cfd9-4e05-a968-2ab09a0f397d
- Number
- WallsOffset
- false
- 4e88918b-51a9-4963-a46d-b248e047b2a8
- 1
- 2
-
6915
1035
50
24
-
6940.412
1047.2913
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
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- Addition
- A+B
-
7009
1032
60
44
-
7039
1054
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 472eb56b-61f7-4214-8235-73d9a2d7cbfd
- A
- A
- true
- d76a7227-cfd9-4e05-a968-2ab09a0f397d
- 1
-
7011
1034
16
20
-
7019
1044
- Second item for addition
- 3646d295-f713-43f3-aa58-a2594d256355
- B
- B
- true
- 453e677e-d412-4a9c-9aab-018ffb2dc91d
- 1
-
7011
1054
16
20
-
7019
1064
- Result of addition
- 77e0e549-9fd9-4bf0-b3d3-e2361b2d3785
- Result
- R
- false
- 0
-
7051
1034
16
40
-
7059
1054
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- aafcc620-ae0a-4995-be9b-7805022c8c7e
- Subtraction
- A-B
-
7099
988
60
44
-
7129
1010
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 3a328515-e36a-41bd-a5b4-07e225323986
- A
- A
- true
- 2939efab-8b48-46c0-b56e-05a63440bfb2
- 1
-
7101
990
16
20
-
7109
1000
- Second operand for subtraction
- ca497729-3f3e-4385-bd1a-dbae46046a7b
- B
- B
- true
- 77e0e549-9fd9-4bf0-b3d3-e2361b2d3785
- 1
-
7101
1010
16
20
-
7109
1020
- Result of subtraction
- 90a4526b-b81d-42e8-beba-ae931073fbb9
- Result
- R
- false
- 0
-
7141
990
16
40
-
7149
1010
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- 12e83e69-07ff-48d9-be71-e3e1617db42b
- Construct Domain
- Dom
-
7201
1100
56
44
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7231
1122
- Start value of numeric domain
- ab508be4-9f8e-4d52-a8b4-5126da8f8a25
- Domain start
- A
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- 23009b8a-931d-4cf6-9506-e91482e38416
- 1
-
7203
1102
16
20
-
7211
1112
- 1
- 1
- {0}
- 30
- End value of numeric domain
- c1d1245b-561d-476c-925f-186a7b2d0fc0
- Domain end
- B
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- e5f96137-b526-4b57-aad1-d62854b52a7b
- 1
-
7203
1122
16
20
-
7211
1132
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- a524ab11-36f9-4d4e-a48e-313c84eb765c
- Domain
- I
- false
- 0
-
7243
1102
12
40
-
7249
1122
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 86976f51-2c31-41ad-9905-5e5322db4683
- Subtraction
- A-B
-
7099
1134
60
44
-
7129
1156
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- b26c7ef2-df10-49a3-a955-e025b995d2fe
- A
- A
- true
- b5d529c7-3f28-4fcc-8215-569648c01794
- 1
-
7101
1136
16
20
-
7109
1146
- Second operand for subtraction
- 0a92ee64-1888-4a98-a865-1f9f98f7a93a
- B
- B
- true
- 77e0e549-9fd9-4bf0-b3d3-e2361b2d3785
- 1
-
7101
1156
16
20
-
7109
1166
- Result of subtraction
- e5f96137-b526-4b57-aad1-d62854b52a7b
- Result
- R
- false
- 0
-
7141
1136
16
40
-
7149
1156
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- b5d529c7-3f28-4fcc-8215-569648c01794
- Number
- WardrobeDepth
- false
- 5e116c7b-8c0f-479e-bdba-4dac1ce7bfd5
- 1
- 2
-
6915
1137
50
24
-
6940.7734
1149.2505
- 2696bd14-3fb5-4750-827f-86df6c31d664
- Mesh Box
- Create a mesh box.
- true
- 887d0d36-7d83-40e4-a3fd-39696d65acde
- Mesh Box
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-
7426
1062
80
84
-
7473
1104
- Base box
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- Base
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- false
- 17d198ba-7dec-4c9c-a679-3a741c8c23cd
- 1
-
7428
1064
33
20
-
7444.5
1074
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- 00000000-0000-0000-0000-000000000000
-
-10
10
-
-10
10
-
-10
10
- Face count in {x} direction
- c44e608e-da74-45c5-8ced-8a3a5e13e378
- X Count
- X
- false
- 0
-
7428
1084
33
20
-
7444.5
1094
- 1
- 1
- {0}
- 1
- Face count in {y} direction
- 242b1a29-c494-4e26-8613-911603cbb9b2
- Y Count
- Y
- false
- 0
-
7428
1104
33
20
-
7444.5
1114
- 1
- 1
- {0}
- 1
- Face count in {z} direction
- c6f89279-3609-4a0e-a710-3abcc3f6a64e
- Z Count
- Z
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- 0
-
7428
1124
33
20
-
7444.5
1134
- 1
- 1
- {0}
- 1
- The 3D mesh box
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- Mesh
- M
- false
- 0
-
7485
1064
19
80
-
7494.5
1104
- afb96615-c59a-45c9-9cac-e27acb1c7ca0
- Explode
- Explode a curve into smaller segments.
- true
- 1772ff6b-fdbc-4353-8e74-906260e1f0a4
- Explode
- Explode
-
8733
744
72
44
-
8775
766
- Curve to explode
- 9c0f3275-1512-43fb-8e2c-fe9c5ec56081
- Curve
- C
- false
- 9618fb91-e92f-4ac7-ad07-16fc7a1df564
- 1
-
8735
746
28
20
-
8749
756
- Recursive decomposition until all segments are atomic
- 8a7d2cca-bb86-453c-b7bb-e2989ac7a670
- Recursive
- R
- false
- 0
-
8735
766
28
20
-
8749
776
- 1
- 1
- {0}
- true
- 1
- Exploded segments that make up the base curve
- 4a07ab37-882f-4072-a34c-f5176bbb5c88
- Segments
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- 0
-
8787
746
16
20
-
8795
756
- 1
- Vertices of the exploded segments
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- Vertices
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- false
- 0
-
8787
766
16
20
-
8795
776
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- Create a polyline connecting a number of points.
- true
- 4e78a76e-ea42-4424-a774-b18053c7e69e
- PolyLine
- PLine
-
8836
764
74
44
-
8878
786
- 1
- Polyline vertex points
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- Vertices
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- e1609e9c-b674-4c04-a352-a8ac6ba3f7f5
- 1
-
8838
766
28
20
-
8852
776
- Close polyline
- 0d32fe25-409a-4d05-8a64-c37950e6e0cb
- Closed
- C
- false
- 0
-
8838
786
28
20
-
8852
796
- 1
- 1
- {0}
- true
- Resulting polyline
- dc4d32c0-46f9-44a0-a30b-943fbf1e9f1c
- Polyline
- Pl
- false
- 0
-
8890
766
18
40
-
8899
786
- 6fb21315-a032-400e-a80f-248687f5507f
- Fillet Distance
- Fillet the sharp corners of a curve by distance.
- true
- 874c1013-01b4-4ef0-8dcb-02ee7076f180
- Fillet Distance
- Fillet
-
8622
734
77
44
-
8669
756
- Curve to fillet
- 59a0e258-36f2-4e54-9f0a-cea1a94a230f
- Curve
- C
- false
- 0621ca5f-9d61-41a5-a3f0-a75db7e5f903
- 1
-
8624
736
33
20
-
8640.5
746
- Distance from corner of fillet start
- 160f7fc4-fe22-4c68-b147-cbb74132c31b
- x*2
- Distance
- D
- false
- 33b42509-b082-4522-9973-a6be99e87e9d
- 1
-
8624
756
33
20
-
8640.5
766
- 1
- 1
- {0}
- 2
- Curve with filleted corners
- 9618fb91-e92f-4ac7-ad07-16fc7a1df564
- Curve
- C
- false
- 0
-
8681
736
16
40
-
8689
756
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 36760b82-5ff4-4e49-b5b3-c6936dd6b678
- Panel
- Doors/Drawers Thickness
- false
- 0
- 0
- 15
-
24
42
365
38
- 0
- 0
- 0
-
24.633118
42.42708
-
150;255;255;255
- true
- true
- true
- false
- false
- true
- Courier New
- 5.3333335
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 94deaa53-cd7c-42af-a25e-ecfff74a8011
- Subtraction
- A-B
-
9870
933
60
44
-
9900
955
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 7550fb06-741a-4c31-bb01-4f90c35d5157
- A
- A
- true
- 095f7166-0942-4190-a9f0-c5f6b8c5689e
- 1
-
9872
935
16
20
-
9880
945
- Second operand for subtraction
- ed86f9c5-6027-4d97-9f51-2cf94437052b
- B
- B
- true
- 3b40c1e9-527d-4dc0-a4d0-32afef9c95a0
- 1
-
9872
955
16
20
-
9880
965
- Result of subtraction
- 51d8cd99-b959-4f13-8aee-c8c26c55ca85
- Result
- R
- false
- 0
-
9912
935
16
40
-
9920
955
- d3d195ea-2d59-4ffa-90b1-8b7ff3369f69
- Unit Y
- Unit vector parallel to the world {y} axis.
- true
- 90dffe7d-ab42-47be-9d4e-439feec0e8d2
- Unit Y
- Y
-
10986
931
58
28
-
11014
945
- Unit multiplication
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- Factor
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- false
- 4c480d86-4a05-4907-a2b5-554e7fc74e83
- 1
-
10988
933
14
24
-
10995
945
- 1
- 1
- {0}
- 1
- World {y} vector
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- Unit vector
- V
- false
- 0
-
11026
933
16
24
-
11034
945
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- eee6a509-36f3-46ee-a8ba-400657055b55
- Move
- Move
-
11103
1031
62
44
-
11134
1053
- Base geometry
- de706edd-29b1-48d7-a5a6-9ef440f06d05
- Geometry
- G
- true
- 63f5f5e1-758c-4529-80f4-f2ee1f2dc8de
- 1
-
11105
1033
17
20
-
11113.5
1043
- Translation vector
- 8dbeef45-6f89-44c4-b0c0-271b397e4a03
- Motion
- T
- false
- 10466ee0-162e-4c06-91b1-569aeb721e93
- 1
-
11105
1053
17
20
-
11113.5
1063
- 1
- 1
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- b48aae44-4568-40a6-8c36-015e2cdaa9c8
- Y
- Y
- false
- 302321d9-0b14-4bc4-b37a-903307209ca7
- 1
-
405
1400
16
20
-
413
1410
- 1
- 1
- {0}
-
-0.5
0.5
- Domain of the box in the {z} direction.
- b96f3aa9-bd46-4f43-9b6d-f0a2c7985806
- Z
- Z
- false
- 302321d9-0b14-4bc4-b37a-903307209ca7
- 1
-
405
1420
16
20
-
413
1430
- 1
- 1
- {0}
-
0
0.25
- Resulting box
- fbfdda85-b0c9-48f8-b2f4-c507258c917f
- Box
- B
- false
- 0
-
445
1360
15
80
-
452.5
1400
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 302321d9-0b14-4bc4-b37a-903307209ca7
- Number Slider
- Textures size
- false
- 0
-
34
1420
332
20
-
34.556526
1420.981
- 3
- 1
- 1
- 1000
- 0
- 0
- 630
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- 3ee36992-41da-4484-bfab-c9749f6c156e
- Stream Filter
- Filter
-
7099
881
87
64
-
7145
913
- 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
- a4160664-af60-4177-9dcf-c558b3e772bc
- Gate
- G
- false
- 2e650ffd-b70f-4035-8016-88c93643e5c4
- 1
-
7101
883
32
20
-
7117
893
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 04e8a539-e1fe-4a20-b21e-46475360ded2
- false
- Stream 0
- 0
- true
- 93154974-8b40-4c6c-b056-3e5eab8fe141
- 1
-
7101
903
32
20
-
7117
913
- 2
- Input stream at index 1
- 66360072-fdf3-4dbd-b05b-640d88ea168d
- false
- Stream 1
- 1
- true
- 0
-
7101
923
32
20
-
7117
933
- 1
- 1
- {0}
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- Filtered stream
- 51c573fb-7477-42cd-b602-e8c8ec5f9d51
- false
- Stream
- S(1)
- false
- 0
-
7157
883
27
60
-
7170.5
913
- c9482db6-bea9-448d-98ff-fed6d69a8efc
- Box
- Contains a collection of boxes
- true
- 2
- 61db77a7-1f46-412e-859f-b354b5908a67
- Box
- textureMap
- false
- fbfdda85-b0c9-48f8-b2f4-c507258c917f
- 1
-
478
1389
50
24
-
503.94116
1401.1539
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 636f3b99-745b-4c42-81ac-fc02a6d58552
- Mesh
- drawerShelvesMesh
- false
- 815eb5f6-f54e-49da-ba87-d3ef17ead4c9
- 1
-
7736
1188
50
24
-
7761.9043
1200.4202
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 6da98347-ea4a-4cc9-8d83-6b1183eccb22
- Mesh
- drawerShelvesMesh
- false
- 636f3b99-745b-4c42-81ac-fc02a6d58552
- 1
- 2
-
15800
695
50
24
-
15825.149
707.77936
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- true
- true
- 2a032845-52ad-4ebd-88a5-975ffa92993c
- Entwine
- Entwine
-
8189
689
74
44
-
8233
711
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- f95b73b3-2cbe-4c44-be8a-f424f62f6d1e
- false
- Branch {0;0}
- {0;0}
- true
- 0818ac99-c007-443b-80fa-b231d3cff077
- 1
-
8191
691
30
20
-
8206
701
- 2
- Data to entwine
- 152d5adc-0988-4e87-9c60-d16bdb61f953
- false
- Branch {0;1}
- {0;1}
- true
- 5cdb405c-98e5-432b-a180-8b306bf2d155
- 1
-
8191
711
30
20
-
8206
721
- Entwined result
- 2efba8ca-0267-4a1b-b4ff-07a7a288b767
- Result
- R
- false
- 0
-
8245
691
16
40
-
8253
711
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- true
- true
- a06f11e3-02ed-4f98-a46a-331d4e3bc560
- Entwine
- Entwine
-
8189
764
74
44
-
8233
786
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- 71b6897a-5f0e-4eeb-a71d-9ea4ca58efa4
- false
- Branch {0;0}
- {0;0}
- true
- eca9cf25-de42-45d4-8e8d-076c33f343ae
- 1
-
8191
766
30
20
-
8206
776
- 2
- Data to entwine
- 23ace3a8-3a16-490b-a0a4-910c473d4961
- false
- Branch {0;1}
- {0;1}
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- 6b9fc0b3-765a-4b0c-a2f9-e4caf0a3ffc3
- 1
-
8191
786
30
20
-
8206
796
- Entwined result
- 04bcd8b4-6410-4b33-8619-448495e4d150
- Result
- R
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- 0
-
8245
766
16
40
-
8253
786
- 3a710c1e-1809-4e19-8c15-82adce31cd62
- Tree Branch
- Retrieve a specific branch from a data tree.
- true
- 72a5c500-abb7-4e41-be9f-68584fed862e
- true
- Tree Branch
- Branch
-
8511
909
77
44
-
8559
931
- 2
- Data Tree
- 4db8bc44-75fa-48d5-98cd-81bac4e93d1d
- Tree
- T
- false
- 8be10c92-279f-46c9-9dec-9a54a803573c
- 1
-
8513
911
34
20
-
8530
921
- Data tree branch path
- 41076cfc-cf66-4962-bd81-a8d5cdd2dbda
- Path
- P
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- 0
-
8513
931
34
20
-
8530
941
- 1
- 1
- {0}
- {0}
- 2
- Branch at {P}
- 37ad8fdf-bf2a-4a17-807e-9ebd981a4dca
- Branch
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- false
- 0
-
8571
911
15
40
-
8578.5
931
- b333ff42-93bd-406b-8e17-15780719b6ec
- Sub List
- Extract a subset from a list.
- true
- 0437b87c-f47e-4e24-b042-20e105d0245a
- Sub List
- SubSet
-
10354
868
73
64
-
10399
900
- 1
- Base list
- 700a8909-ccd9-4732-95e7-a7f9670af81e
- List
- L
- false
- a60b344b-167d-4832-bd4b-53c4176e765b
- 1
-
10356
870
31
20
-
10371.5
880
- Domain of indices to copy
- cf6237aa-cf32-41b2-84a4-550ccaf596f7
- Domain
- D
- false
- 989f771b-3bf5-4a28-8cb1-7ad848204d1a
- 1
-
10356
890
31
20
-
10371.5
900
- Remap indices that overshoot list domain
- bcc8727d-699c-4346-a84c-abae91404615
- Wrap
- W
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- 0
-
10356
910
31
20
-
10371.5
920
- 1
- 1
- {0}
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- 1
- Subset of base list
- 8ef7ca36-8754-4cbe-b8a9-ef207187a7c5
- List
- L
- false
- 0
-
10411
870
14
30
-
10418
885
- 1
- Indices of subset items
- 515f15de-bb17-48a5-93cf-6608c7c60f4c
- Index
- I
- false
- 0
-
10411
900
14
30
-
10418
915
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- c20f36ef-9013-4233-b675-6e6519a2b751
- Construct Domain
- Dom
-
10235
780
73
44
-
10282
802
- Start value of numeric domain
- 7825e726-0a92-43e7-a1f0-3004691ef3cd
- Domain start
- A
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- 0
-
10237
782
33
20
-
10253.5
792
- 1
- 1
- {0}
- 1
- End value of numeric domain
- 52868dec-889a-4979-beba-924480b7f5eb
- Domain end
- B
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- 76404785-1236-4761-9dc5-b663410bc34c
- 1
-
10237
802
33
20
-
10253.5
812
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 989f771b-3bf5-4a28-8cb1-7ad848204d1a
- Domain
- I
- false
- 0
-
10294
782
12
40
-
10300
802
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- ea0a915a-dd3e-4022-a040-49e4fe6f5571
- List Length
- Lng
-
10163
798
72
28
-
10191
812
- 1
- Base list
- 2902e895-fe5e-40fb-a7db-f4155f6ac320
- List
- L
- false
- a60b344b-167d-4832-bd4b-53c4176e765b
- 1
-
10165
800
14
24
-
10172
812
- Number of items in L
- 76404785-1236-4761-9dc5-b663410bc34c
- x-3
- Length
- L
- false
- 0
-
10203
800
30
24
-
10218
812
- dd8134c0-109b-4012-92be-51d843edfff7
- Duplicate Data
- Duplicate data a predefined number of times.
- true
- d3c25369-46e6-4716-84ea-3ab0b6569395
- Duplicate Data
- Dup
-
10469
873
74
64
-
10512
905
- 1
- Data to duplicate
- f0b0c874-679f-4c83-b85c-d1e8f27d6eff
- Data
- D
- false
- 8ef7ca36-8754-4cbe-b8a9-ef207187a7c5
- 1
-
10471
875
29
20
-
10485.5
885
- Number of duplicates
- e2399170-3807-4a09-ab0f-8292fceaf31b
- Number
- N
- false
- 288c4bbd-af39-4dce-99f2-f1f5bec16c8e
- 1
-
10471
895
29
20
-
10485.5
905
- 1
- 1
- {0}
- 2
- Retain list order
- 2880006f-28b2-4104-bdaa-c9d550b876db
- Order
- O
- false
- 0
-
10471
915
29
20
-
10485.5
925
- 1
- 1
- {0}
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- 1
- Duplicated data
- f862f82e-9a0d-49d1-9df9-db84cd7db7af
- Data
- D
- false
- 0
-
10524
875
17
60
-
10532.5
905
- 5a93246d-2595-4c28-bc2d-90657634f92a
- Partition List
- Partition a list into sub-lists
- true
- 81da7b22-bb81-4a1f-ba89-86feb7102bd6
- Partition List
- Partition
-
10595
893
75
44
-
10624
915
- 1
- List to partition
- ad19312e-6138-4704-9e0e-1b2e01022d47
- List
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- false
- f862f82e-9a0d-49d1-9df9-db84cd7db7af
- 1
-
10597
895
15
20
-
10604.5
905
- 1
- Size of partitions
- 6a5051ac-0514-4f68-a122-e1034d300401
- Size
- S
- false
- b2329b35-63ac-4f56-a6a4-91a9ce540020
- 1
-
10597
915
15
20
-
10604.5
925
- 1
- 2
- {0}
- 3
- 2
- 2
- List chunks
- 524f3357-d33a-40a2-a4d8-902f2deafb17
- Chunks
- C
- false
- true
- 0
-
10636
895
32
40
-
10652
915
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- 42fcc33d-6df8-4914-bfc9-474925f21ef9
- List Length
- Lng
-
10487
834
56
28
-
10515
848
- 1
- Base list
- 180f2cac-a93d-4bab-9de4-7bc7699cef5e
- List
- L
- false
- 8ef7ca36-8754-4cbe-b8a9-ef207187a7c5
- 1
-
10489
836
14
24
-
10496
848
- Number of items in L
- b2329b35-63ac-4f56-a6a4-91a9ce540020
- Length
- L
- false
- 0
-
10527
836
14
24
-
10534
848
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- false
- true
- 6d22b061-46cf-4acb-8bdf-416bc91d1543
- Entwine
- Entwine
-
10891
923
73
44
-
10934
945
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- 5674d227-8f5d-4488-a704-e79e7f7c1c6e
- false
- Branch {0;x}
- {0;x}
- true
- 867d63c4-0853-4e79-90c7-6dc36543a113
- 1
-
10893
925
29
20
-
10907.5
935
- 2
- Data to entwine
- 08e9c6c6-a154-4a4e-80c5-1dd861fa165c
- false
- Branch {1;x}
- {1;x}
- true
- a60b344b-167d-4832-bd4b-53c4176e765b
- 1
-
10893
945
29
20
-
10907.5
955
- Entwined result
- 4c480d86-4a05-4907-a2b5-554e7fc74e83
- Result
- R
- false
- 0
-
10946
925
16
40
-
10954
945
- b333ff42-93bd-406b-8e17-15780719b6ec
- Sub List
- Extract a subset from a list.
- true
- fb911205-8350-45dc-89ef-5dc605161aec
- Sub List
- SubSet
-
10354
751
73
64
-
10399
783
- 1
- Base list
- a3563752-6294-45c4-a4bb-b95b3450e86a
- List
- L
- false
- 3eb55e05-d998-4d6f-8a98-0cd9755b7fd7
- 1
-
10356
753
31
20
-
10371.5
763
- Domain of indices to copy
- aaedea0a-7598-4663-920e-ff676e6719af
- Domain
- D
- false
- 989f771b-3bf5-4a28-8cb1-7ad848204d1a
- 1
-
10356
773
31
20
-
10371.5
783
- Remap indices that overshoot list domain
- 1b04dcdf-2fe2-4463-bddd-5206f2c752cc
- Wrap
- W
- false
- 0
-
10356
793
31
20
-
10371.5
803
- 1
- 1
- {0}
- true
- 1
- Subset of base list
- 928fb6c3-7eb6-49da-ae4b-69dba2400773
- List
- L
- false
- 0
-
10411
753
14
30
-
10418
768
- 1
- Indices of subset items
- e012f1ce-8736-4d32-ace7-2d91a4d82076
- Index
- I
- false
- 0
-
10411
783
14
30
-
10418
798
- dd8134c0-109b-4012-92be-51d843edfff7
- Duplicate Data
- Duplicate data a predefined number of times.
- true
- 5a7d392a-b29b-477c-8cb8-1df4677d1fd5
- Duplicate Data
- Dup
-
10469
756
74
64
-
10512
788
- 1
- Data to duplicate
- 44f8d935-a997-4442-9696-f152c4a0f50b
- Data
- D
- false
- 928fb6c3-7eb6-49da-ae4b-69dba2400773
- 1
-
10471
758
29
20
-
10485.5
768
- Number of duplicates
- 20033132-7314-428d-9190-fe7438e12356
- Number
- N
- false
- 288c4bbd-af39-4dce-99f2-f1f5bec16c8e
- 1
-
10471
778
29
20
-
10485.5
788
- 1
- 1
- {0}
- 2
- Retain list order
- 02e360ec-561a-496b-ab2f-dd63f3fca181
- Order
- O
- false
- 0
-
10471
798
29
20
-
10485.5
808
- 1
- 1
- {0}
- true
- 1
- Duplicated data
- 15e424ad-a68a-4865-a251-d7f641908c40
- Data
- D
- false
- 0
-
10524
758
17
60
-
10532.5
788
- 5a93246d-2595-4c28-bc2d-90657634f92a
- Partition List
- Partition a list into sub-lists
- true
- c717afd0-7f10-4e07-b478-4971f63fa110
- Partition List
- Partition
-
10595
776
75
44
-
10624
798
- 1
- List to partition
- 06a0a9cc-aae1-40fb-b5f9-86db17028154
- List
- L
- false
- 15e424ad-a68a-4865-a251-d7f641908c40
- 1
-
10597
778
15
20
-
10604.5
788
- 1
- Size of partitions
- a980626f-3cae-473f-84a9-8e84c95a58f4
- Size
- S
- false
- b2329b35-63ac-4f56-a6a4-91a9ce540020
- 1
-
10597
798
15
20
-
10604.5
808
- 1
- 2
- {0}
- 3
- 2
- 2
- List chunks
- cfdc1124-8303-45fc-9669-a6fabe8bd614
- Chunks
- C
- false
- true
- 0
-
10636
778
32
40
-
10652
798
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- false
- true
- caba49c2-4134-4042-b71e-f1f2d2fa2964
- Entwine
- Entwine
-
10891
709
73
44
-
10934
731
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- bc399758-09ed-4966-9dd8-71e7695fa732
- false
- Branch {0;x}
- {0;x}
- true
- 28067b32-f2d8-41b7-bf2c-9ae9eb1dc454
- 1
-
10893
711
29
20
-
10907.5
721
- 2
- Data to entwine
- 1eaa4d83-c5a0-496a-a2e1-a0d0c51d45bd
- false
- Branch {1;x}
- {1;x}
- true
- 3eb55e05-d998-4d6f-8a98-0cd9755b7fd7
- 1
-
10893
731
29
20
-
10907.5
741
- Entwined result
- 0f42368f-52d9-4816-9173-20b25611951f
- Result
- R
- false
- 0
-
10946
711
16
40
-
10954
731
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 05101cc4-e3ef-4198-b152-c237113d34cc
- Mesh Join
- MJoin
-
2234
310
66
28
-
2267
324
- 1
- Meshes to join
- e7162260-d75d-46b2-9dcc-06625f07ff48
- Meshes
- M
- false
- 5a1deb89-1f9a-4f48-8c1c-7af98e6755b9
- 1
-
2236
312
19
24
-
2245.5
324
- Mesh join result
- 2c87bbdf-a178-41db-941f-e9046a2f7a65
- Mesh
- M
- false
- 0
-
2279
312
19
24
-
2288.5
324
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- e1834d29-39d6-42ad-883d-5d2fb6de434b
- Mesh Join
- MJoin
-
7523
1090
66
28
-
7556
1104
- 1
- Meshes to join
- 2ddf9338-52e2-44c3-8568-c34efe809228
- Meshes
- M
- false
- 1f3bfb73-5774-40fb-ad55-e0a9443b7f66
- 1
-
7525
1092
19
24
-
7534.5
1104
- Mesh join result
- 792093d0-8964-43e9-bc87-415483567b80
- Mesh
- M
- false
- 0
-
7568
1092
19
24
-
7577.5
1104
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- ebda21f2-52a2-4e9a-8e37-14ed81809daa
- Stream Filter
- Filter
-
5805
1223
87
64
-
5851
1255
- 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
- f4602978-c101-46de-80cd-9d386e7ddf6b
- Gate
- G
- false
- cb4e22a6-b93f-41ff-b6ea-ff52ac76dc97
- 1
-
5807
1225
32
20
-
5823
1235
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- f8816c35-ed80-4805-8f47-a3d195e66488
- false
- Stream 0
- 0
- true
- 874bd3af-783f-4ab7-a746-2e5d5ade228d
- 1
-
5807
1245
32
20
-
5823
1255
- 2
- Input stream at index 1
- 26f4fce4-290e-4e8a-846b-9960f2c9779d
- false
- Stream 1
- 1
- true
- 0
-
5807
1265
32
20
-
5823
1275
- 1
- 1
- {0}
- 2
- Filtered stream
- a0a73f69-bafa-4147-a843-b9562261e4d8
- false
- Stream
- S(0)
- false
- 0
-
5863
1225
27
60
-
5876.5
1255
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- 4a8c8a68-5550-4fd2-baa4-07270d6f17ee
- Stream Filter
- Filter
-
5805
1357
87
64
-
5851
1389
- 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
- e91de7e3-86da-4050-bbcb-f2912ea6a53a
- Gate
- G
- false
- cb4e22a6-b93f-41ff-b6ea-ff52ac76dc97
- 1
-
5807
1359
32
20
-
5823
1369
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 87928b4c-0a83-4a01-85ff-d25f1303fc63
- false
- Stream 0
- 0
- true
- 9bb4c4eb-6fb0-4264-9629-a1a23e34a90e
- 1
-
5807
1379
32
20
-
5823
1389
- 2
- Input stream at index 1
- 6cedc3e1-340e-4a04-8b06-a99a0da0992a
- false
- Stream 1
- 1
- true
- 0
-
5807
1399
32
20
-
5823
1409
- 2
- Filtered stream
- 6141cff4-ea85-4590-b952-1c9eeead3df2
- false
- Stream
- S(0)
- false
- 0
-
5863
1359
27
60
-
5876.5
1389
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 96f76619-813f-4cf7-8373-b328842416e2
- Merge
- Merge
-
5934
801
84
64
-
5988
833
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- d155bf06-4aec-4e21-93c5-cec475ab9fac
- false
- Data 1
- D1
- true
- a0a73f69-bafa-4147-a843-b9562261e4d8
- 1
-
5936
803
40
20
-
5956
813
- 2
- Data stream 2
- 273113ed-7b70-429f-a7f3-7131bb1fea7b
- false
- Data 2
- D2
- true
- 09b099fb-fde0-4cc2-94d6-5ea588906294
- 1
-
5936
823
40
20
-
5956
833
- 2
- Data stream 3
- cb3c7ff5-e347-449e-bb91-80035c1afeb7
- false
- Data 3
- D3
- true
- 0
-
5936
843
40
20
-
5956
853
- 2
- Result of merge
- d0221bee-bddd-4a48-b162-30b7fedada73
- Result
- R
- false
- 0
-
6000
803
16
60
-
6008
833
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- ec9a1399-7f94-47f7-ab5c-924f980ae0d2
- Mesh
- doorsMesh
- false
- fc081c1f-0371-4ac8-a56d-aa142f5771c4
- 1
- 2
-
15087
947
50
24
-
15112.138
959.27814
- 9ab93e1a-ebdf-4090-9296-b000cff7b202
- Split List
- Split a list into separate parts.
- true
- a6586187-74ac-4e31-be6d-b5ceb2ac2e5a
- Split List
- Split
-
15153
947
73
44
-
15196
969
- 1
- Base list
- 07e860ff-13b0-4312-9434-8d0053c2ef09
- List
- L
- false
- ec9a1399-7f94-47f7-ab5c-924f980ae0d2
- 1
-
15155
949
29
20
-
15169.5
959
- Splitting index
- 92170e99-4bee-49db-8d58-73609e437955
- Index
- i
- false
- 0
-
15155
969
29
20
-
15169.5
979
- 1
- 1
- {0}
- 1
- 1
- Items to the left of (i)
- 6e9abdec-673f-4665-bc38-f3eb41f0ed30
- List A
- A
- false
- 0
-
15208
949
16
20
-
15216
959
- 1
- Items to the right of and including (i)
- b454b6a3-e9aa-4512-903f-0afa2b6d7916
- List B
- B
- false
- 0
-
15208
969
16
20
-
15216
979
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- be08235d-9798-4eb1-b7ee-0c13db3186bd
- Mesh
- frontDrawersMesh
- false
- 23e4881b-cdc8-4020-9d7a-136bdcc48a17
- 1
- 2
-
15086
1171
50
24
-
15111.931
1183.7722
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 45ea12c4-0b2e-46b0-86df-b8fc3e5f5916
- Mesh Join
- MJoin
-
15564
1006
66
28
-
15597
1020
- 1
- Meshes to join
- 8cbd1062-08b6-4950-9aa5-4cc51ff0a4fd
- Meshes
- M
- false
- 23f08b02-2365-4b55-bf4d-dec0e90cb4dc
- 1
-
15566
1008
19
24
-
15575.5
1020
- Mesh join result
- d8748596-0f64-472f-9f5a-79786b086c38
- Mesh
- M
- false
- 0
-
15609
1008
19
24
-
15618.5
1020
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- b8797dcc-fe84-4916-aca4-abb9c80bb980
- Subtraction
- A-B
-
8203
1313
60
44
-
8233
1335
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- e3c9d0fb-db22-4c13-a747-d35b741da3ca
- A
- A
- true
- 6b9fc0b3-765a-4b0c-a2f9-e4caf0a3ffc3
- 1
-
8205
1315
16
20
-
8213
1325
- Second operand for subtraction
- b179cf87-6222-47f3-9688-964e15f11f3c
- B
- B
- true
- 2ee0d5ea-c95d-4831-89f0-1c8b6f32e314
- 1
-
8205
1335
16
20
-
8213
1345
- Result of subtraction
- e10a676d-ed66-44de-bd1b-e300dd221d76
- Result
- R
- false
- 0
-
8245
1315
16
40
-
8253
1335
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- c340ee6d-8bc1-4674-a7fc-3b6b081b9733
- (x-1)/2
- Number
- Num
- false
- e10a676d-ed66-44de-bd1b-e300dd221d76
- 1
-
8513
1352
53
24
-
8549.682
1364.4312
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 752a53c1-575d-4420-8863-5f3a44d9df8a
- Addition
- A+B
-
8603
1351
60
44
-
8633
1373
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 8fbba941-f4f2-486c-8e18-261408dad192
- A
- A
- true
- c340ee6d-8bc1-4674-a7fc-3b6b081b9733
- 1
-
8605
1353
16
20
-
8613
1363
- Second item for addition
- 90d05000-556b-4f66-9621-5453eada066d
- B
- B
- true
- 2ee0d5ea-c95d-4831-89f0-1c8b6f32e314
- 1
-
8605
1373
16
20
-
8613
1383
- Result of addition
- 08dfd619-6856-4257-a39d-1ccd2834f335
- Result
- R
- false
- 0
-
8645
1353
16
40
-
8653
1373
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 3b40c1e9-527d-4dc0-a4d0-32afef9c95a0
- Number
- cornerRadius
- false
- fd863e80-9d4e-4aff-877f-d813a3460fe8
- 1
- 2
-
9761
897
50
24
-
9786.553
909.99554
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
- 231911cb-13b5-4a3f-a00e-e37415c2b75c
- Construct Point
- Pt
-
8708
1563
95
64
-
8754
1595
- {x} coordinate
- 2384c717-f152-43f6-ba24-fa24bc8deb45
- X coordinate
- X
- false
- 90cd755b-10a4-45d3-84e0-1c44b4919f79
- 1
-
8710
1565
32
20
-
8726
1575
- 1
- 1
- {0}
- 0
- {y} coordinate
- bb78fa88-84e3-4946-8db4-592986ef6900
- Y coordinate
- Y
- false
- 0
-
8710
1585
32
20
-
8726
1595
- 1
- 1
- {0}
- 0
- {z} coordinate
- 1b618cf9-fecc-4922-9ad3-afe2ab006caa
- Z coordinate
- Z
- false
- 06b42003-d4d5-4618-8c67-af273cb6683c
- 1
-
8710
1605
32
20
-
8726
1615
- 1
- 1
- {0}
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- Point coordinate
- f1c53891-c9b6-45e3-bf46-537baeaa6b6e
- 2
- Point
- Pt
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- 0
-
8766
1565
35
60
-
8783.5
1595
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 43ce072f-1748-43c8-a953-88dd0b544990
- Move
- Move
-
8853
1554
62
44
-
8884
1576
- Base geometry
- 1fa60cc7-38d5-4386-b695-e86a9709643f
- Geometry
- G
- true
- 21019248-8786-4aa5-b3f2-40325ff3eadd
- 1
-
8855
1556
17
20
-
8863.5
1566
- Translation vector
- ce17a0c8-22e1-418e-9194-309d95a37725
- Motion
- T
- false
- f1c53891-c9b6-45e3-bf46-537baeaa6b6e
- 1
-
8855
1576
17
20
-
8863.5
1586
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- d1a5e87b-b924-4bd3-b761-417edbff6e80
- Geometry
- G
- false
- 0
-
8896
1556
17
20
-
8904.5
1566
- Transformation data
- 429f6b5b-9427-487a-bfed-a5ad8f7ad507
- Transform
- X
- false
- 0
-
8896
1576
17
20
-
8904.5
1586
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
- 7cdf7484-181a-4972-a1a1-90125dd2c251
- Construct Point
- Pt
-
8713
1486
95
64
-
8759
1518
- {x} coordinate
- d1197ff0-3122-44d4-8acc-f22dc7b3a89a
- X coordinate
- X
- false
- 16b79e7e-5615-4cce-9242-ec00215c21db
- 1
-
8715
1488
32
20
-
8731
1498
- 1
- 1
- {0}
- 0
- {y} coordinate
- 2b3b9e0b-4ecf-4ec1-a410-4f213de116ac
- Y coordinate
- Y
- false
- 0
-
8715
1508
32
20
-
8731
1518
- 1
- 1
- {0}
- 0
- {z} coordinate
- 23217c01-e7e0-4645-99a5-b2d9ac842dcc
- x-100
- Z coordinate
- Z
- false
- 08dfd619-6856-4257-a39d-1ccd2834f335
- 1
-
8715
1528
32
20
-
8731
1538
- 1
- 1
- {0}
- 0
- Point coordinate
- e48907cc-64ea-460b-ba33-d2841ee23df9
- 2
- Point
- Pt
- false
- 0
-
8771
1488
35
60
-
8788.5
1518
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 02091022-8e03-480a-9ef9-389844a4fe80
- Relay
- false
- 099fea70-49c0-425d-9bb3-5f53919e41a1
- 1
-
9890
673
40
16
-
9910
681
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 099fea70-49c0-425d-9bb3-5f53919e41a1
- Number
- frameThickness
- false
- f5628068-a829-4fdf-91d3-cc2c71f5e11e
- 1
- 2
-
9761
669
50
24
-
9786.818
681.5052
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 6794ca5a-7afa-4c42-a6f4-4b825de3a639
- x/2
- Number
- Num
- false
- 7fbdb4ad-0e7b-41f7-b2a2-40beeb94c9fd
- 1
-
8146
1498
53
24
-
8182.3975
1510.54
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- c05e951a-e20b-4375-87ce-47d61ade89a5
- Addition
- A+B
-
8367
1476
60
44
-
8397
1498
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 6f8d9190-3a86-4952-9510-615ca8541fbb
- A
- A
- true
- 90cd755b-10a4-45d3-84e0-1c44b4919f79
- 1
-
8369
1478
16
20
-
8377
1488
- Second item for addition
- 3965adb2-a29c-4220-b059-25ee36724897
- B
- B
- true
- 3a47087b-aac9-4232-9238-3205a6222ce7
- 6794ca5a-7afa-4c42-a6f4-4b825de3a639
- 2
-
8369
1498
16
20
-
8377
1508
- Result of addition
- 16b79e7e-5615-4cce-9242-ec00215c21db
- Result
- R
- false
- 0
-
8409
1478
16
40
-
8417
1498
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- c6e26de9-4abe-4aaf-af24-cee757471716
- Negative
- Neg
-
8240
1519
56
28
-
8268
1533
- Input value
- 35c782f1-28d9-45da-b4a0-6b8239eb788a
- Value
- x
- false
- 6794ca5a-7afa-4c42-a6f4-4b825de3a639
- 1
-
8242
1521
14
24
-
8249
1533
- Output value
- 3a47087b-aac9-4232-9238-3205a6222ce7
- Result
- y
- false
- 0
-
8280
1521
14
24
-
8287
1533
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- fd0c1d63-58e0-4001-a5ca-3511ee374611
- Number
- WardrobeWidth
- false
- 70b7f236-1911-41c4-9c64-efe0a9fd841c
- 1
- 2
-
5366
2153
50
24
-
5391.98
2165.4883
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 5b1e4806-0c0a-4cfd-bf1c-987eb16f937a
- x*2
- Number
- LegThick
- false
- 64928fda-df3a-4693-ab13-12feb48c724b
- 1
- 2
-
5367
2184
53
24
-
5403.0425
2196.1445
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 20238626-655c-49d6-ad9a-351151f204f6
- Subtraction
- A-B
-
5486
2151
60
44
-
5516
2173
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 88807eee-36e1-469b-a145-5082da45f772
- A
- A
- true
- fd0c1d63-58e0-4001-a5ca-3511ee374611
- 1
-
5488
2153
16
20
-
5496
2163
- Second operand for subtraction
- 6bb2ad65-ecc6-4347-ae64-7b6281c67d04
- B
- B
- true
- 5b1e4806-0c0a-4cfd-bf1c-987eb16f937a
- 1
-
5488
2173
16
20
-
5496
2183
- Result of subtraction
- b78145bf-05eb-4795-8375-a7f9e0265b41
- Result
- R
- false
- 0
-
5528
2153
16
40
-
5536
2173
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- f7cc2ff0-bd86-41e7-87ca-c6245383001e
- x/5
- Number
- Num
- false
- b78145bf-05eb-4795-8375-a7f9e0265b41
- 1
-
5582
2182
53
24
-
5618.5513
2194.211
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 6a5a76fe-761f-4659-babb-7260aba7d6bc
- Subtraction
- A-B
-
5652
2160
60
44
-
5682
2182
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- e3ee4b5f-a013-4469-85c9-b4a32a3f3658
- A
- A
- true
- 1ee7e2f4-4ad7-4323-953e-275226d4dfe7
- 1
-
5654
2162
16
20
-
5662
2172
- Second operand for subtraction
- fd5c41a8-ed32-4d3c-b134-c39a94f9b54d
- B
- B
- true
- f7cc2ff0-bd86-41e7-87ca-c6245383001e
- 1
-
5654
2182
16
20
-
5662
2192
- Result of subtraction
- 1bec8283-504f-482e-98f9-37a3d55b4a39
- Result
- R
- false
- 0
-
5694
2162
16
40
-
5702
2182
- 79f9fbb3-8f1d-4d9a-88a9-f7961b1012cd
- Unit X
- Unit vector parallel to the world {x} axis.
- true
- 6d03beb7-939b-480a-8014-f5612369280d
- Unit X
- X
-
5811
2168
58
28
-
5839
2182
- Unit multiplication
- 7cbc6b59-2c23-4713-aaba-83a456b0cadb
- Factor
- F
- false
- 7c13d67a-cdf6-457d-9292-9373dfe30cf0
- 1bec8283-504f-482e-98f9-37a3d55b4a39
- 2
-
5813
2170
14
24
-
5820
2182
- 1
- 1
- {0}
- 1
- World {x} vector
- 283f056a-dd0e-4375-80d9-079eb907cc26
- Unit vector
- V
- false
- 0
-
5851
2170
16
24
-
5859
2182
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 1ee7e2f4-4ad7-4323-953e-275226d4dfe7
- x/2
- Number
- Num
- false
- b78145bf-05eb-4795-8375-a7f9e0265b41
- 1
-
5582
2145
53
24
-
5618.7505
2157.211
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- 1fa5ca8e-c034-46a5-b217-769a0e233590
- Negative
- Neg
-
5733
2138
56
28
-
5761
2152
- Input value
- f8aaee02-3ec4-4409-91ec-e378e6c2e836
- Value
- x
- false
- 1bec8283-504f-482e-98f9-37a3d55b4a39
- 1
-
5735
2140
14
24
-
5742
2152
- Output value
- 7c13d67a-cdf6-457d-9292-9373dfe30cf0
- Result
- y
- false
- 0
-
5773
2140
14
24
-
5780
2152
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- d1daa192-a44e-457a-aeae-5c1fda2c15f6
- Move
- Move
-
6462
2179
62
44
-
6493
2201
- Base geometry
- c750ea03-64a5-4117-a6f1-f6d4ea60b961
- Geometry
- G
- true
- 8d72f2d8-d3ed-434a-b642-f62db236e0b3
- 1
-
6464
2181
17
20
-
6472.5
2191
- Translation vector
- 53f64d41-e630-465b-ba13-e4dbf96c0031
- Motion
- T
- false
- 283f056a-dd0e-4375-80d9-079eb907cc26
- 1
-
6464
2201
17
20
-
6472.5
2211
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- ba17d8a6-cfdd-46d8-8b7c-0d3e1fba76bc
- Geometry
- G
- false
- 0
-
6505
2181
17
20
-
6513.5
2191
- Transformation data
- 396ce70c-2f7b-4b77-a2c7-42eded42055a
- Transform
- X
- false
- 0
-
6505
2201
17
20
-
6513.5
2211
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 83af1acf-cb1e-4561-b82e-48461fb1d71b
- Mesh Join
- MJoin
-
6546
2177
66
28
-
6579
2191
- 1
- Meshes to join
- 4f72fb7f-dd6c-402a-a896-aadfac23a0a1
- Meshes
- M
- false
- ba17d8a6-cfdd-46d8-8b7c-0d3e1fba76bc
- 1
-
6548
2179
19
24
-
6557.5
2191
- Mesh join result
- b4b30f60-ccdc-45a5-bc42-a2d222b0941a
- Mesh
- M
- false
- 0
-
6591
2179
19
24
-
6600.5
2191
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 860c06a9-11da-4b83-bf5e-e7f8d91f8841
- Move
- Move
-
6462
2294
62
44
-
6493
2316
- Base geometry
- eba6c0e8-a75d-44d5-a0df-e0f4b804a3c6
- Geometry
- G
- true
- 46bb12f4-b9f3-4569-8457-6a6d3ad34026
- 1
-
6464
2296
17
20
-
6472.5
2306
- Translation vector
- 8dc226e8-f314-44d7-8213-480de5243c8d
- Motion
- T
- false
- 283f056a-dd0e-4375-80d9-079eb907cc26
- 1
-
6464
2316
17
20
-
6472.5
2326
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 5c9903ee-d860-4003-ac1d-b342a2fc2fda
- Geometry
- G
- false
- 0
-
6505
2296
17
20
-
6513.5
2306
- Transformation data
- 41f4e11c-cd47-4648-9623-6adba319ee1a
- Transform
- X
- false
- 0
-
6505
2316
17
20
-
6513.5
2326
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 589e3ff2-475b-4395-8ed2-913cf85ee73a
- Mesh Join
- MJoin
-
6551
2292
66
28
-
6584
2306
- 1
- Meshes to join
- e0096e13-a772-49b6-8960-397d8741d391
- Meshes
- M
- false
- 5c9903ee-d860-4003-ac1d-b342a2fc2fda
- 1
-
6553
2294
19
24
-
6562.5
2306
- Mesh join result
- 560ed180-fe96-4d52-8377-1feb1776c0ee
- Mesh
- M
- false
- 0
-
6596
2294
19
24
-
6605.5
2306
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- b06c7ff2-a093-4dae-b07f-d81d48eb2f45
- Mesh
- RecHandleMeshDoors
- false
- 0
-
5367
2252
50
24
-
5392.265
2264.5962
- 1
- 1
- {0}
-
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
- 6
- 00000000-0000-0000-0000-000000000000
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 46bb12f4-b9f3-4569-8457-6a6d3ad34026
- Mesh
- RecHandleMeshDrawers
- false
- 0
-
5367
2294
50
24
-
5392.265
2306.3574
- 1
- 1
- {0}
-
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
- 6
- 00000000-0000-0000-0000-000000000000
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 72bbb5fd-ecea-4e60-b96e-19ab76eb29aa
- Mesh
- BarHandleMesh
- false
- 0
-
5367
1771
50
24
-
5392.312
1783.1396
- 1
- 1
- {0}
-
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
- 6
- 00000000-0000-0000-0000-000000000000
- 00027467-0d24-4fa7-b178-8dc0ac5f42ec
- Value List
- Provides a list of preset values to choose from
- true
- 3af88884-1974-4bb9-aa3d-9f22b0935ba6
- 3
- 1
- Value List
- Handle Style
- false
- 0
- 0
- Bar
- false
- 1
- Button
- true
- 2
- Rectangle
- false
-
18
899
332
22
-
189
899
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- Integer
- Contains a collection of integer numbers
- 2
- 9c9e127e-4bf1-4289-9744-4e50c0739383
- Integer
- handleStyle
- false
- 3af88884-1974-4bb9-aa3d-9f22b0935ba6
- 1
- 2
-
5366
1727
50
24
-
5391.683
1739.9434
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- e1f63ffb-db25-4c7a-9b56-e5ced05718ca
- Stream Filter
- Filter
-
6723
2190
72
84
-
6754
2232
- 4
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Index of Gate stream
- 2da543b9-dcab-42d3-9e0c-54c3a68ab66c
- Gate
- G
- false
- 9c9e127e-4bf1-4289-9744-4e50c0739383
- 1
-
6725
2192
17
20
-
6733.5
2202
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- be00151d-7e49-4d96-b300-f3a481a6c29d
- false
- Stream 0
- 0
- true
- 26d1a09c-7c40-4d67-906b-2613f141a2b9
- 1
-
6725
2212
17
20
-
6733.5
2222
- 2
- Input stream at index 1
- a929717d-107b-4313-841c-8cb8b2250668
- false
- Stream 1
- 1
- true
- 8d72f2d8-d3ed-434a-b642-f62db236e0b3
- 1
-
6725
2232
17
20
-
6733.5
2242
- 2
- Input stream at index 2
- 7e95309e-145c-4505-a0af-c57fef238590
- false
- Stream 2
- 2
- true
- b06c7ff2-a093-4dae-b07f-d81d48eb2f45
- 1
-
6725
2252
17
20
-
6733.5
2262
- 2
- Filtered stream
- bc13eeca-d773-482d-b82b-c0638ae0f31b
- false
- Stream
- S(1)
- false
- 0
-
6766
2192
27
80
-
6779.5
2232
- b7798b74-037e-4f0c-8ac7-dc1043d093e0
- Rotate
- Rotate an object in a plane.
- true
- bdc889b2-db5b-4273-b841-a17d08480bb0
- Rotate
- Rotate
-
5488
1807
101
64
-
5558
1839
- Base geometry
- 81d3a988-d05b-49b7-871d-0e3a42d2522f
- Geometry
- G
- true
- 72bbb5fd-ecea-4e60-b96e-19ab76eb29aa
- 1
-
5490
1809
56
20
-
5518
1819
- Rotation angle in radians
- 0bed1b8d-1e8d-41bc-a6da-9c79a97317a7
- Angle
- A
- false
- 0
- false
-
5490
1829
56
20
-
5518
1839
- 1
- 1
- {0}
- 1.5707963267948966
- Rotation plane
- 56e5e536-ee96-46d6-b8b3-c047c73531e5
- Plane
- P
- false
- 0
-
5490
1849
56
20
-
5518
1859
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
0
1
- Rotated geometry
- 26d1a09c-7c40-4d67-906b-2613f141a2b9
- Geometry
- G
- false
- 0
-
5570
1809
17
30
-
5578.5
1824
- Transformation data
- ec59bd78-95dd-4e5e-bd40-5489a4800766
- Transform
- X
- false
- 0
-
5570
1839
17
30
-
5578.5
1854
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 9c34b1f3-6d75-4f7f-b204-da9558925695
- Mesh
- DoorHandleMesh
- false
- 230a4285-9b09-47bb-9c96-99006eed84a3
- 1
-
6960
2220
50
24
-
6985.194
2232.665
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 2c4e51bf-faea-47a9-bc05-329d15b0b790
- Mesh
- DoorHandleMesh
- false
- 9c34b1f3-6d75-4f7f-b204-da9558925695
- 1
- 2
-
7981
1454
50
24
-
8006.199
1466.2915
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- df56909d-4369-4d5b-8d4a-6ae4c65a75a2
- Move
- Move
-
8850
1453
62
44
-
8881
1475
- Base geometry
- a9e7547f-e589-46ed-8b5d-1855b91bbf4d
- Geometry
- G
- true
- 2c4e51bf-faea-47a9-bc05-329d15b0b790
- 1
-
8852
1455
17
20
-
8860.5
1465
- Translation vector
- 0198af92-5c37-4620-bae0-1a55f8f72541
- Motion
- T
- false
- e48907cc-64ea-460b-ba33-d2841ee23df9
- 1
-
8852
1475
17
20
-
8860.5
1485
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- a52c1529-bf46-4025-8b66-a31ede50c400
- Geometry
- G
- false
- 0
-
8893
1455
17
20
-
8901.5
1465
- Transformation data
- e0682c4d-8fc5-446d-82a9-5030bc9ec27f
- Transform
- X
- false
- 0
-
8893
1475
17
20
-
8901.5
1485
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- d85915dd-1b95-473d-ada0-4e6434576403
- Stream Filter
- Filter
-
6723
1751
72
84
-
6754
1793
- 4
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Index of Gate stream
- b0d2d270-986f-4594-8a56-67dac7609cf4
- Gate
- G
- false
- 9c9e127e-4bf1-4289-9744-4e50c0739383
- 1
-
6725
1753
17
20
-
6733.5
1763
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 806213f4-851c-4347-88bb-77f7a3ae81bb
- false
- Stream 0
- 0
- true
- 72bbb5fd-ecea-4e60-b96e-19ab76eb29aa
- 1
-
6725
1773
17
20
-
6733.5
1783
- 2
- Input stream at index 1
- a53d5f30-9dfd-4664-9be6-8f2f680e8c7a
- false
- Stream 1
- 1
- true
- b4b30f60-ccdc-45a5-bc42-a2d222b0941a
- 1
-
6725
1793
17
20
-
6733.5
1803
- 2
- Input stream at index 2
- d0e2cc40-0749-4e24-b9dd-dc3d85658ea4
- false
- Stream 2
- 2
- true
- 560ed180-fe96-4d52-8377-1feb1776c0ee
- 1
-
6725
1813
17
20
-
6733.5
1823
- 2
- Filtered stream
- f891df5a-a25f-476b-ab95-c3cd722bd0b8
- false
- Stream
- S(1)
- false
- 0
-
6766
1753
27
80
-
6779.5
1793
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- d4690e8b-f844-428f-ad56-d77ce581e1d0
- Mesh
- DrawerHandleMesh
- false
- 3b75f5d1-38c3-410e-a151-518395495511
- 1
-
6960
1781
50
24
-
6985.394
1793.665
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 21019248-8786-4aa5-b3f2-40325ff3eadd
- Mesh
- DrawerHandleMesh
- false
- d4690e8b-f844-428f-ad56-d77ce581e1d0
- 1
- 2
-
7980
1556
50
24
-
8005.66
1568.6577
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 936b677b-fa4c-4fe2-a563-fd37eeaf1114
- Mesh
- FinalDoorHandlesMesh
- false
- a52c1529-bf46-4025-8b66-a31ede50c400
- 1
-
9371
1453
50
24
-
9396.372
1465.273
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- b2c71adb-52b2-4520-bf5d-f9e5ed7d6d34
- Mesh
- FinalDrawerHandlesMesh
- false
- d1a5e87b-b924-4bd3-b761-417edbff6e80
- 1
-
9371
1556
50
24
-
9396.229
1568.0542
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Contains a collection of generic curves
- true
- 2
- 255fac66-e8b3-4035-b5bc-71b88cff4c15
- Curve
- baseDoorDrawerCrv
- false
- dc4d32c0-46f9-44a0-a30b-943fbf1e9f1c
- 1
-
9371
775
50
24
-
9396.158
787.6126
- d5967b9f-e8ee-436b-a8ad-29fdcecf32d5
- Curve
- Contains a collection of generic curves
- true
- 2
- 63f5f5e1-758c-4529-80f4-f2ee1f2dc8de
- Curve
- baseDoorDrawerCrv
- false
- 255fac66-e8b3-4035-b5bc-71b88cff4c15
- 1
- 2
-
9761
1033
50
24
-
9786.467
1045.3704
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 716ac6d1-7639-4f9c-8e4d-1e839b353109
- Mesh
- IntDrawerMesh
- false
- 6e0c9803-b3c5-4c52-af8e-3c4d5e3a9762
- 1
-
9370
1050
50
24
-
9395.554
1062.0413
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 33b42509-b082-4522-9973-a6be99e87e9d
- Number
- cornerRadius
- false
- fd863e80-9d4e-4aff-877f-d813a3460fe8
- 1
- 2
-
7980
655
50
24
-
8005.676
667.1859
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- d4ebc8a2-9c48-427d-b31d-d512f478d533
- Number
- door/drawerThick
- false
- 36760b82-5ff4-4e49-b5b3-c6936dd6b678
- 1
- 2
-
7980
949
50
24
-
8005.9463
961.5518
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 1da4a1f7-e91a-4487-b87f-3c1d5af66fa5
- Number
- frameThickness
- false
- f5628068-a829-4fdf-91d3-cc2c71f5e11e
- 1
- 2
-
7980
1498
50
24
-
8005.41
1510.7427
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 442375df-fc04-4ee8-a18b-125e9f851db4
- Number
- DrawerHeights
- false
- 4da89938-31fe-48d9-91fb-72fc758b728e
- 1
- 2
-
9761
831
50
24
-
9786.518
843.10394
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- f6499936-06e7-4a69-889a-e2a050475983
- List Length
- Lng
-
10371
828
56
28
-
10399
842
- 1
- Base list
- 2ab0d22c-a2b9-4182-8ec2-c74145dd096b
- List
- L
- false
- 442375df-fc04-4ee8-a18b-125e9f851db4
- 1
-
10373
830
14
24
-
10380
842
- Number of items in L
- 288c4bbd-af39-4dce-99f2-f1f5bec16c8e
- Length
- L
- false
- 0
-
10411
830
14
24
-
10418
842
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- e4e348c5-ed37-4c89-9f1f-2f9df3481548
- x/2.5
- Number
- Num
- false
- 183c4f7b-9b9d-43b1-8bf4-8dd32d861efc
- 1
-
8055
1625
53
24
-
8091.579
1637.1895
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- d88fff80-070c-49a7-b574-96915349bcf8
- Subtraction
- A-B
-
8152
1593
60
44
-
8182
1615
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- ae3df83a-cdca-4590-b32c-de54cfb94a6e
- A
- A
- true
- d6eeed9a-c1ab-4afe-beac-2f2c6d4de40f
- 1
-
8154
1595
16
20
-
8162
1605
- Second operand for subtraction
- 274fec57-ff50-4a93-80e7-c815d5a4a089
- B
- B
- true
- e4e348c5-ed37-4c89-9f1f-2f9df3481548
- 1
-
8154
1615
16
20
-
8162
1625
- Result of subtraction
- 06b42003-d4d5-4618-8c67-af273cb6683c
- Result
- R
- false
- 0
-
8194
1595
16
40
-
8202
1615
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- f80ac942-7901-4e20-a951-bcc6dda2f448
- Mesh
- FinalDoorHandlesMesh
- false
- 936b677b-fa4c-4fe2-a563-fd37eeaf1114
- 1
- 2
-
9680
1397
50
24
-
9705.527
1409.1284
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 341cdc18-e1d1-4621-9754-b29b4ab3d84a
- Mesh
- FinalDrawerHandlesMesh
- false
- b2c71adb-52b2-4520-bf5d-f9e5ed7d6d34
- 1
- 2
-
9680
1436
50
24
-
9705.273
1448.531
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- aff4ab33-8d37-4083-89f3-77fade5a3b18
- Number
- door/drawerThick
- false
- 36760b82-5ff4-4e49-b5b3-c6936dd6b678
- 1
- 2
-
1442
1372
50
24
-
1467.2676
1384.7354
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 183ae216-1abb-4103-b27b-6a5092a1451f
- Addition
- A+B
-
1689
1372
60
44
-
1719
1394
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 93dd1733-0a08-489f-a876-bcc936c9416c
- A
- A
- true
- aff4ab33-8d37-4083-89f3-77fade5a3b18
- 1
-
1691
1374
16
20
-
1699
1384
- Second item for addition
- f39a6c85-29cd-4430-978c-d852f7044ba6
- B
- B
- true
- b4b433c3-4025-436b-a871-b60483da642f
- 1
-
1691
1394
16
20
-
1699
1404
- Result of addition
- 9e57e264-65fb-45b8-a1ff-2c4e76b9206d
- Result
- R
- false
- 0
-
1731
1374
16
40
-
1739
1394
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- 88eb0d11-bf81-4646-ab26-b7346f1191b1
- Construct Domain
- Dom
-
1800
1423
56
44
-
1830
1445
- Start value of numeric domain
- 70355d60-9a8d-4e09-a8ae-388245bc7a6d
- Domain start
- A
- false
- 9e57e264-65fb-45b8-a1ff-2c4e76b9206d
- 1
-
1802
1425
16
20
-
1810
1435
- 1
- 1
- {0}
- 0
- End value of numeric domain
- c23f8c79-05e5-4479-82dd-b08bb8e19079
- Domain end
- B
- false
- 112841d6-f5ec-4f99-90d9-bb4cd9184863
- 1
-
1802
1445
16
20
-
1810
1455
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 07226be3-692b-407d-a618-a0d1f1b14e2d
- Domain
- I
- false
- 0
-
1842
1425
12
40
-
1848
1445
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 1fff92fd-7b5a-4fab-b1dc-61de849da597
- Subtraction
- A-B
-
1690
1433
60
44
-
1720
1455
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 86a89d91-0905-4726-a84d-ce66babe587c
- A
- A
- true
- 3b42f984-eacf-4399-9f66-7bd3097165b8
- 1
-
1692
1435
16
20
-
1700
1445
- Second operand for subtraction
- f99e6d40-08d4-4cb4-9a3a-cdc1c3a27d48
- B
- B
- true
- 8743e63a-aed1-447f-966a-b950d73f5ce7
- 1
-
1692
1455
16
20
-
1700
1465
- Result of subtraction
- 112841d6-f5ec-4f99-90d9-bb4cd9184863
- Result
- R
- false
- 0
-
1732
1435
16
40
-
1740
1455
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- f4ff8d4b-3163-4e33-9d19-1ab895841e24
- Construct Domain
- Dom
-
1800
1242
56
44
-
1830
1264
- Start value of numeric domain
- 9bd2532f-4bb8-42cf-8526-0287cc9705d0
- Domain start
- A
- false
- 8743e63a-aed1-447f-966a-b950d73f5ce7
- 1
-
1802
1244
16
20
-
1810
1254
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 3afeac7c-24d6-4647-85c1-c6829e5bf7af
- Domain end
- B
- false
- 71197e8e-394d-4067-ac5e-0e7be1319f60
- 1
-
1802
1264
16
20
-
1810
1274
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 8dd8d15c-c8b8-4254-97e8-e697551efc63
- Domain
- I
- false
- 0
-
1842
1244
12
40
-
1848
1264
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 59e05780-b7d8-42f5-af88-b95a15e6dc02
- Addition
- A+B
-
1597
1232
60
44
-
1627
1254
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 1fb6c4a7-1188-476f-98e6-c3a80045793b
- A
- A
- true
- b4b433c3-4025-436b-a871-b60483da642f
- 1
-
1599
1234
16
20
-
1607
1244
- Second item for addition
- f3d3b56f-9e99-4244-84aa-f3a97480892c
- B
- B
- true
- e7139fe2-37cd-4fdd-9dc9-d86bae257039
- 1
-
1599
1254
16
20
-
1607
1264
- Result of addition
- 8743e63a-aed1-447f-966a-b950d73f5ce7
- Result
- R
- false
- 0
-
1639
1234
16
40
-
1647
1254
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 3eefae77-bebf-4136-91f5-2424143d2b95
- Subtraction
- A-B
-
1689
1312
60
44
-
1719
1334
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 82b0cae5-03d3-4af9-a5b6-ab1529905d55
- A
- A
- true
- f3c10e31-ea37-46a8-9cc3-faf216bfacf2
- 1
-
1691
1314
16
20
-
1699
1324
- Second operand for subtraction
- a608ae08-36a8-4b28-9c42-bdab188943a4
- B
- B
- true
- 8743e63a-aed1-447f-966a-b950d73f5ce7
- 1
-
1691
1334
16
20
-
1699
1344
- Result of subtraction
- 71197e8e-394d-4067-ac5e-0e7be1319f60
- Result
- R
- false
- 0
-
1731
1314
16
40
-
1739
1334
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 4fbf82c4-6fd6-4026-b46b-4a365416fbc5
- -x
- Number
- ShelfThick
- false
- 9f678459-0a13-46f7-888e-8e71804da2b9
- 1
- 2
-
1441
1511
53
24
-
1477.8047
1523.5425
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 3eb3a704-0774-4d49-8771-0f78738634ca
- Mesh
- IntDrawerMesh
- false
- 716ac6d1-7639-4f9c-8e4d-1e839b353109
- 1
- 2
-
15086
1205
50
24
-
15111.931
1217.2815
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- cd4859db-491b-4204-9612-08480c842e9a
- Merge
- Merge
-
15183
1185
67
44
-
15220
1207
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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1235
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758
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800
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780
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800
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820
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760
15
40
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780
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1967
800
15
40
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1974.5
820
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659
79
84
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701
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36
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661
15
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681
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1968
701
15
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568
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570
17
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600
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0
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570
17
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17
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600
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16
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16
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780
16
40
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800
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508
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28
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14
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16
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16
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16
40
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17
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701
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58
28
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476
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16
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40
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40
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550
39
60
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580
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79
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560
36
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36
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15
40
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- Length of polygon curve
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1968
600
15
40
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620
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- Tween Two Numbers
- Tween between two numbers.
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- Tween Two Numbers
- Twn2Nums
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59
64
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- Number to tween from
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- Number A
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1741
560
16
20
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- Number to tween to
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1741
580
16
20
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- Tween factor (0.0 = Number A, 1.0 = Number B)
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- Factor
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1741
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16
20
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- Resulting tween number
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- Tween
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560
15
60
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1788.5
590
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- Merge
- Merge a bunch of data streams
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- Merge
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2150
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2150
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2150
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40
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60
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2233.5
780
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- Merge a bunch of data streams
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- A group of Grasshopper objects
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- Number
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- Number
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3310
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33
20
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3326.5
707
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1
- Dimensions of rectangle in plane Y direction.
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3310
717
33
20
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3326.5
727
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2
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3310
737
33
20
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3326.5
747
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40
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3367
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16
40
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60
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566
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44
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- First operand for subtraction
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- A
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- 1
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16
20
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- Second operand for subtraction
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16
20
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- Result of subtraction
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687
16
40
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3257
707
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60
44
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- 1
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- First item for addition
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- A
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- true
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- 1
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16
20
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- Second item for addition
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- B
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- 1
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3089
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16
20
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- Result of addition
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3129
619
16
40
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3137
639
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- Subtraction
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3207
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60
44
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3237
810
- 2
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- 1
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- First operand for subtraction
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- A
- A
- true
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- 1
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3209
790
16
20
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- Second operand for subtraction
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- B
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- true
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- 1
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3209
810
16
20
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- Result of subtraction
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3249
790
16
40
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3257
810
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- Number
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- Number
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638
50
24
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2914.9065
650.03455
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60
44
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3002
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- 2
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- 1
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- First item for addition
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- A
- A
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- 1
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16
20
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- Second item for addition
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16
20
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- Result of addition
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- Result
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3014
539
16
40
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559
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25
543
305
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543.79425
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28
20
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- Recursive decomposition until all segments are atomic
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3596
898
28
20
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3610
908
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- {0}
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- Exploded segments that make up the base curve
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16
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898
16
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36
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- 1
- Culling indices
- 2d77d16a-03ba-46ea-91e7-0c9e88eee0ce
- Indices
- I
- false
- 0
-
3764
918
36
20
-
3782
928
- 1
- 1
- {0}
- 4
- Wrap indices to list range
- 0bd4b3d5-9a92-4ff8-bb5b-b82d2786a3b8
- Wrap
- W
- false
- 0
-
3764
938
36
20
-
3782
948
- 1
- 1
- {0}
- false
- 1
- Culled list
- 825ce66e-b5b8-4910-a26e-cd78b00945c3
- 2
- List
- L
- false
- 0
-
3824
898
30
60
-
3839
928
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- b20fd896-76bf-4de2-81a2-afac7d58c584
- Move
- Move
-
4165
493
62
44
-
4196
515
- Base geometry
- f221299b-d129-47b6-b4ff-255b43a6f83a
- Geometry
- G
- true
- ebf6597b-af88-44e9-a7c9-bea54bdeb6f9
- 1
-
4167
495
17
20
-
4175.5
505
- Translation vector
- ebbe2260-43a5-441d-8b37-84570fa3b258
- Motion
- T
- false
- 134e0e01-cfa1-4e42-8764-b01c9341bd42
- 1
-
4167
515
17
20
-
4175.5
525
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- b16f09d4-8121-4f73-96f5-f15988dcb797
- Geometry
- G
- false
- 0
-
4208
495
17
20
-
4216.5
505
- Transformation data
- 59561dec-ce5d-471e-95ee-d8e55fef0e47
- Transform
- X
- false
- 0
-
4208
515
17
20
-
4216.5
525
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- ab3139c4-b0b0-467f-ac15-af1eda2afaea
- Number
- OffsetFloor
- false
- e03ccc3e-a713-4753-b9d8-a0f3ab1d8e7b
- 1
- 2
-
2889
335
50
24
-
2914.4827
347.7442
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- 7c62b3e5-31f8-4daa-aeca-56bc74aa7ffc
- Unit Z
- Z
-
3110
441
58
28
-
3138
455
- Unit multiplication
- 41cca94a-2397-49f0-94bf-36ae69e76ce6
- Factor
- F
- false
- a78ff78a-43ed-4ee0-9a37-b02d308af499
- 1
-
3112
443
14
24
-
3119
455
- 1
- 1
- {0}
- 1
- World {z} vector
- 134e0e01-cfa1-4e42-8764-b01c9341bd42
- Unit vector
- V
- false
- 0
-
3150
443
16
24
-
3158
455
- 80e55fc2-933b-4bfb-a353-12358786dba8
- Offset Curve Loose
- Offset the control-points of a curve with a specified distance.
- true
- 5657f34b-a72c-4879-8d6d-a1a6f6432522
- Offset Curve Loose
- Offset (L)
-
3821
559
61
64
-
3852
591
- Curve to offset
- d5b3f127-9dc1-4e90-bfb7-22fced9a4643
- Curve
- C
- false
- 929e0746-c654-4f20-923f-876b520e57ac
- 1
-
3823
561
17
20
-
3831.5
571
- Offset distance
- 46a56a64-9d88-4011-815d-2b07952dfa31
- Distance
- D
- false
- e11c43d1-7e6a-4931-899c-c7cded470155
- 1
-
3823
581
17
20
-
3831.5
591
- 1
- 1
- {0}
- 1
- Optional Plane for offset operation
- 7cabfef7-7077-4e93-82dd-62253f7a7231
- Plane
- P
- true
- 0
-
3823
601
17
20
-
3831.5
611
- Resulting offset
- 1e438c80-6963-4e06-8cba-487b97b40dbc
- Curve
- C
- false
- 0
-
3864
561
16
60
-
3872
591
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- bb37563a-a76e-401c-8175-d622caaceb00
- Number
- WallsThick
- false
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- 1
- 2
-
2889
469
50
24
-
2914.5237
481.9425
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- 31b23f87-935b-4e06-9ae4-edab3f4b9f99
- Negative
- Neg
-
3670
577
56
28
-
3698
591
- Input value
- bad5b463-40da-48ef-a289-d3a68a3a735f
- Value
- x
- false
- bb37563a-a76e-401c-8175-d622caaceb00
- 1
-
3672
579
14
24
-
3679
591
- Output value
- e11c43d1-7e6a-4931-899c-c7cded470155
- Result
- y
- false
- 0
-
3710
579
14
24
-
3717
591
- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 42734ea8-fdc9-469c-8e1d-ee53e25229d1
- Mesh Patch
- MeshPatch
-
3883
685
168
164
-
4018
767
- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- 6080491f-61fe-443d-9aa1-2efbd7eb9297
- Outer Boundary
- B
- true
- 929e0746-c654-4f20-923f-876b520e57ac
- 1
-
3885
687
121
20
-
3945.5
697
- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- fb988bee-4326-439e-84cf-5e955ffe60a6
- Angle Tolerance
- A
- false
- 0
-
3885
707
121
20
-
3945.5
717
- 1
- 1
- {0}
- 0.1
- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- 6208974d-f372-471a-865e-34846a4cdb41
- Pullback Surface
- S
- true
- 0
-
3885
727
121
20
-
3945.5
737
- 1
- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- c8547f6c-2be4-43fc-bd84-09e4008c3dac
- Hole Boundaries
- H
- true
- 1e438c80-6963-4e06-8cba-487b97b40dbc
- 1
-
3885
747
121
20
-
3945.5
757
- 1
- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- d2044205-f60d-4492-ade5-70108ab74305
- Inner Curves
- C
- true
- 0
-
3885
767
121
20
-
3945.5
777
- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- 15e7f0e0-a668-41ba-9e7b-0c18ee0aeecc
- Points
- P
- true
- 0
-
3885
787
121
20
-
3945.5
797
- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- 8519240f-f599-40a7-b4e0-a3f454ef03eb
- Trimback
- T
- true
- 0
-
3885
807
121
20
-
3945.5
817
- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- 8197d050-1222-4e62-8044-a6b059d4006a
- Divisions
- D
- true
- 0
-
3885
827
121
20
-
3945.5
837
- 1
- 1
- {0}
- 1
- 1
- Mesh patch on success, null on failure
- d12f5568-4e17-4e67-b4cd-3372acef248e
- Mesh
- M
- false
- 0
-
4030
687
19
160
-
4039.5
767
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- daab9c54-7895-4f80-8bd3-d7b22641b1c5
- Merge
- Merge
-
3944
579
107
64
-
3998
611
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 3a981df1-e7d5-4e31-92a2-2631eabfbac7
- false
- Data 1
- D1
- true
- 1e438c80-6963-4e06-8cba-487b97b40dbc
- 1
-
3946
581
40
20
-
3966
591
- 2
- Data stream 2
- d9f8e604-550f-428e-8471-1724bd0ff301
- false
- Data 2
- D2
- true
- 929e0746-c654-4f20-923f-876b520e57ac
- 1
-
3946
601
40
20
-
3966
611
- 2
- Data stream 3
- 71b25832-e773-46be-8f61-a55950529690
- false
- Data 3
- D3
- true
- 0
-
3946
621
40
20
-
3966
631
- 2
- Result of merge
- ebf6597b-af88-44e9-a7c9-bea54bdeb6f9
- Result
- Result
- false
- 0
-
4010
581
39
60
-
4029.5
611
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- 5706d1f5-c9b8-4202-bdee-4278e6071150
- Loft Mesh
- LoftMesh
-
4470
599
87
84
-
4524
641
- 1
- A set of polyline curves used to create a mesh loft.
- 3e2f3e41-0c89-4622-b037-2d0964c447e4
- Polylines
- P
- false
- e1bd7831-1218-4ead-9b4b-052c2a5261fe
- 1
-
4472
601
40
20
-
4492
611
- Compute texture coordinates and store them in the resulting mesh.
- e75b0d32-53e6-4371-9670-f792040b4957
- Compute UV
- UV
- true
- 0
-
4472
621
40
20
-
4492
631
- 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.
- 637468f6-8819-4614-9f0f-5bc4851ddfae
- Isometric UV
- I
- false
- 0
-
4472
641
40
20
-
4492
651
- 1
- 1
- {0}
- false
- Size of the UV space.
- b0c73ee6-b2c4-480d-8e50-b5ff137ed2d4
- UV Size
- S
- false
- 0
-
4472
661
40
20
-
4492
671
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- c1ad756e-b514-4ab7-92ce-5d846b847699
- Mesh
- M
- false
- 0
-
4536
601
19
80
-
4545.5
641
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- f6a565cc-1a33-4c05-b218-39faebbf258c
- Merge
- Merge
-
4289
579
107
64
-
4343
611
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 605d7ead-e8e4-44b9-991a-b81193d18870
- 2
- false
- Data 1
- D1
- true
- b16f09d4-8121-4f73-96f5-f15988dcb797
- 1
-
4291
581
40
20
-
4311
591
- 2
- Data stream 2
- fc9829ac-b427-4155-a699-0bb3923580ec
- 2
- false
- Data 2
- D2
- true
- ebf6597b-af88-44e9-a7c9-bea54bdeb6f9
- 1
-
4291
601
40
20
-
4311
611
- 2
- Data stream 3
- c0916f84-1d28-4d68-b1b4-d2783f0c4bca
- false
- Data 3
- D3
- true
- 0
-
4291
621
40
20
-
4311
631
- 2
- Result of merge
- e1bd7831-1218-4ead-9b4b-052c2a5261fe
- Result
- Result
- false
- 0
-
4355
581
39
60
-
4374.5
611
- 30d58600-1aab-42db-80a3-f1ea6c4269a0
- Larger Than
- Larger than (or equal to)
- true
- 43abd0cb-0d40-4fe6-8a67-e339defd9d36
- Larger Than
- Larger
-
3110
334
68
44
-
3140
356
- Number to test
- 5685e5ab-5081-4c66-8592-dfc146d248e0
- First Number
- A
- false
- b7aee9d9-93f8-41a0-9161-10de292b52cf
- 1
-
3112
336
16
20
-
3120
346
- Number to test against
- 3ca5a788-2902-42c7-8ea4-93fe8c8143c3
- Second Number
- B
- false
- a78ff78a-43ed-4ee0-9a37-b02d308af499
- 1
-
3112
356
16
20
-
3120
366
- 1
- 1
- {0}
- 0
- True if A > B
- 842000b9-a0ee-4ab5-9746-ee2e75eb9b84
- Larger than
- >
- false
- 0
-
3152
336
24
20
-
3164
346
- True if A >= B
- b7ceff10-0350-46aa-8af8-b8d7a4899783
- … or Equal to
- >=
- false
- 0
-
3152
356
24
20
-
3164
366
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- f8c3cb33-ecd9-4c2f-91a8-91ed6e105164
- Number Slider
- Leg bar
- false
- 0
-
25
507
295
20
-
25.600006
507.15607
- 0
- 1
- 0
- 50
- 10
- 0
- 20
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- a78ff78a-43ed-4ee0-9a37-b02d308af499
- Number
- Leg bar
- false
- f8c3cb33-ecd9-4c2f-91a8-91ed6e105164
- 1
- 2
-
2889
410
50
24
-
2914.1677
422.04163
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- 3f98048d-7422-435f-8d93-e104abd528f3
- Stream Filter
- Filter
-
3298
359
87
64
-
3344
391
- 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
- f3a85dce-3460-4dc1-b390-25a287b01ca9
- Gate
- G
- false
- 842000b9-a0ee-4ab5-9746-ee2e75eb9b84
- 1
-
3300
361
32
20
-
3316
371
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- 3d075a7c-cd73-4c2d-876f-38cdcc27871a
- false
- Stream 0
- 0
- true
- 0
-
3300
381
32
20
-
3316
391
- 2
- Input stream at index 1
- f16fc219-f4fd-496d-9c57-a71aff3402c4
- false
- Stream 1
- 1
- true
- 26a28966-a91b-49e6-85f6-838128be7191
- 1
-
3300
401
32
20
-
3316
411
- 2
- Filtered stream
- e2d8eac2-ffc7-4bf2-89e1-4fd24808efd4
- false
- Stream
- S(1)
- false
- 0
-
3356
361
27
60
-
3369.5
391
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- c66aa646-875a-497b-ae51-9f1c751495a2
- Subtraction
- A-B
-
3110
390
60
44
-
3140
412
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 9e4e7c72-2e01-4cb1-b882-c06e4cfc838e
- A
- A
- true
- b7aee9d9-93f8-41a0-9161-10de292b52cf
- 1
-
3112
392
16
20
-
3120
402
- Second operand for subtraction
- 54f4b2b4-4051-4ff5-adf8-c0df9f05ca36
- B
- B
- true
- a78ff78a-43ed-4ee0-9a37-b02d308af499
- 1
-
3112
412
16
20
-
3120
422
- Result of subtraction
- 26a28966-a91b-49e6-85f6-838128be7191
- Result
- R
- false
- 0
-
3152
392
16
40
-
3160
412
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- c84a4bf9-4fa8-46b8-93f7-b7210a60e964
- Unit Z
- Z
-
3420
377
58
28
-
3448
391
- Unit multiplication
- d7d1e6ec-f809-4eb7-8eda-6b4eb60f5056
- Factor
- F
- false
- e2d8eac2-ffc7-4bf2-89e1-4fd24808efd4
- 1
-
3422
379
14
24
-
3429
391
- 1
- 1
- {0}
- 1
- World {z} vector
- 3ba7ad76-8e88-4061-8f89-4babcbf6ebca
- Unit vector
- V
- false
- 0
-
3460
379
16
24
-
3468
391
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- d305f019-fe61-4ea3-aff8-189ab273dd19
- Move
- Move
-
3595
685
62
44
-
3626
707
- Base geometry
- 944a0d18-c27c-4e5a-b611-0d515c35bc6c
- Geometry
- G
- true
- c27a45cb-d476-4121-b8cb-425a702b5e69
- 1
-
3597
687
17
20
-
3605.5
697
- Translation vector
- 3f62f67b-da74-4b44-a65d-8f1ee39b772c
- Motion
- T
- false
- 3ba7ad76-8e88-4061-8f89-4babcbf6ebca
- 1
-
3597
707
17
20
-
3605.5
717
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 929e0746-c654-4f20-923f-876b520e57ac
- Geometry
- G
- false
- 0
-
3638
687
17
20
-
3646.5
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1330
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39
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39
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- Optional maximum allowed segment length
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2039
1412
39
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- Converted curve
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1332
15
50
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1357
- Number of polyline segments
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- Segments
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2102
1382
15
50
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2109.5
1407
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1441
1191
50
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1203.553
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1320
77
84
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1362
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1925
1322
33
20
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1941.5
1332
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-
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- Dimensions of rectangle in plane X direction.
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1925
1342
33
20
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1941.5
1352
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1
- Dimensions of rectangle in plane Y direction.
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1925
1362
33
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1941.5
1372
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2
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1925
1382
33
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1941.5
1392
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1982
1322
16
40
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1990
1342
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1982
1362
16
40
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1990
1382
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- Translate (move) an object along a vector.
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- Move
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1490
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1512
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1492
17
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2267
1512
17
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0
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2308
1492
17
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- Transformation data
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2308
1512
17
20
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1522
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- Unit vector parallel to the world {z} axis.
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1508
58
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1510
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1510
16
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39
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2698
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39
80
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850
16
20
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860
- Item to divide with (divisor)
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1619
870
16
20
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880
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1659
850
16
40
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1667
870
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1442
868
50
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34
865
365
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6327
2004
66
28
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6360
2018
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2006
19
24
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2018
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6372
2006
19
24
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6381.5
2018
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5806
1940
80
84
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1982
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5808
1942
37
20
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5826.5
1952
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0
0
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5808
1962
37
20
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5826.5
1972
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5808
1982
37
20
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5826.5
1992
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5808
2002
37
20
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5826.5
2012
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- Polygon
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- Polygon
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5869
1942
15
40
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5876.5
1962
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5869
1982
15
40
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5876.5
2002
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- XZ Plane
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-
5722
1938
60
28
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5753
1952
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5724
1940
17
24
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5732.5
1952
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0
0
0
- World XZ plane
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-
5765
1940
15
24
-
5772.5
1952
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
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-
5524
1930
84
44
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5578
1952
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5526
1932
40
20
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5546
1942
- 1
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5526
1952
40
20
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5546
1962
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5590
1932
16
40
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5598
1952
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- Unit Y
- Unit vector parallel to the world {y} axis.
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- Unit Y
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-
5624
1938
74
28
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5668
1952
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- d267950f-a6bc-47df-8719-634bdd35ea57
- 1
-
5626
1940
30
24
-
5641
1952
- 1
- 2
- {0}
- -5
- -10
- World {y} vector
- 3ef45037-bdea-4d44-ba69-a66b273085e6
- Unit vector
- V
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- 0
-
5680
1940
16
24
-
5688
1952
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 86c9bc73-4b82-4d67-920d-aaa301fb4fdd
- Panel
- Radius
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- 0
- 0
- 30
-
5367
1996
72
38
- 0
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-
5367.1626
1996.6572
-
150;255;255;255
- true
- true
- true
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- false
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- Courier New
- 5.3333335
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 437b8e68-7935-4d33-88af-71cdee80f911
- Panel
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- 0
- 0
- 20
-
5366
1945
72
38
- 0
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- 0
-
5366.8667
1945.0747
-
150;255;255;255
- true
- true
- true
- false
- false
- true
- Courier New
- 5.3333335
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- f0459a58-3881-4528-9d73-2ac6dccd3537
- Merge
- Merge
-
6206
1986
107
64
-
6260
2018
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
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- Data stream 1
- 82609446-5562-4422-996a-14255b88eaf6
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- Data 1
- D1
- true
- 2b6c7f12-11d9-4183-a697-1fbddcb53239
- 1
-
6208
1988
40
20
-
6228
1998
- 2
- Data stream 2
- 685f40dd-196e-4b20-b941-83bb9d95ddcb
- 1
- false
- Data 2
- D2
- true
- 8cd53232-a9bd-421a-ad9c-dfad701c62af
- 1
-
6208
2008
40
20
-
6228
2018
- 2
- Data stream 3
- 3604d3cb-5c90-42ee-9b56-578f197182f4
- false
- Data 3
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- 0
-
6208
2028
40
20
-
6228
2038
- 2
- Result of merge
- 86ee1210-c5cc-4be1-9255-8a5127426070
- Result
- Result
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-
6272
1988
39
60
-
6291.5
2018
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
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- 23009b8a-931d-4cf6-9506-e91482e38416
- Number
- door/drawerThick
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- 36760b82-5ff4-4e49-b5b3-c6936dd6b678
- 1
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-
6916
1103
50
24
-
6941.24
1115.6277
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 20c6009e-1372-4352-ae5f-1afb9f8d2e93
- Number
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-
5367
1079
50
24
-
5392.296
1091.5774
- 57308b30-772d-4919-ac67-e86c18f3a996
- Minimum
- Return the lesser of two items.
- true
- 239fda30-868a-478a-a5e5-530e740fa6f2
- Minimum
- Min
-
5468
1056
60
44
-
5498
1078
- First item for comparison
- 0fb68eab-15d3-4ae4-9ab7-81265ebc50b4
- A
- A
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- c643ed02-3cfd-44e7-8628-1ac668aef2a8
- 1
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5470
1058
16
20
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5478
1068
- Second item for comparison
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- B
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5470
1078
16
20
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5478
1088
- The lesser of A and B
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- Result
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- 0
-
5510
1058
16
40
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5518
1078
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- Number Slider
- Numeric slider for single values
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-
25
300
346
20
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300.70773
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- Number
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- Number
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1425
2727
50
24
-
1450.394
2739.4807
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- PolyLine
- Create a polyline connecting a number of points.
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- PolyLine
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-
2021
2774
74
44
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2063
2796
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- Polyline vertex points
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- Vertices
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-
2023
2776
28
20
-
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2786
- Close polyline
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- Closed
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-
2023
2796
28
20
-
2037
2806
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- {0}
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- Resulting polyline
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- Polyline
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-
2075
2776
18
40
-
2084
2796
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
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- Merge
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-
1785
2724
67
84
-
1822
2766
- 4
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- Data 1
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- 1
-
1787
2726
23
20
-
1798.5
2736
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- Data 2
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1787
2746
23
20
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- Data 3
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-
1787
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23
20
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- 9641fac2-ba1b-451a-b796-d76484dafb98
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- Data 4
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- b93b2456-62e7-4c9f-b410-c3b2e7be8ff0
- 1
-
1787
2786
23
20
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1798.5
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- Result of merge
- 7ac62a35-ddfa-4ed9-a8c3-07f682dc36d1
- Result
- R
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-
1834
2726
16
80
-
1842
2766
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
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- Merge
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-
1785
2844
67
84
-
1822
2886
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- Data stream 1
- 9c59922d-5026-4e0f-9b0f-05f7fa303228
- false
- Data 1
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- 1654bd21-c802-40ea-8fc8-cc4a1f53605f
- 1
-
1787
2846
23
20
-
1798.5
2856
- 2
- Data stream 2
- b79c48c5-ca84-41ee-8fe6-b5648c3f6b39
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- Data 2
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- b9924906-6f5e-49c3-8a6d-d7be8e2653f0
- 1
-
1787
2866
23
20
-
1798.5
2876
- 2
- Data stream 3
- 76e482be-bbb2-4259-a4c7-2a93d5bcce8b
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- Data 3
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- true
- b9924906-6f5e-49c3-8a6d-d7be8e2653f0
- 1
-
1787
2886
23
20
-
1798.5
2896
- 2
- Data stream 4
- faa18257-09b3-485f-a8f9-e342df563461
- false
- Data 4
- D4
- true
- 188c94f7-e7eb-4ac8-b1a6-bf83f2a110aa
- 1
-
1787
2906
23
20
-
1798.5
2916
- 2
- Result of merge
- 4eac7851-ea07-46a0-90e8-22a2bb8689a2
- Result
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- 0
-
1834
2846
16
80
-
1842
2886
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
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- Subtraction
- A-B
-
1523
2851
60
44
-
1553
2873
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- e1cd1ac1-c257-45e4-ac98-a5e006546f82
- A
- A
- true
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- 1
-
1525
2853
16
20
-
1533
2863
- Second operand for subtraction
- 92a1efb3-d064-48cb-8b7a-c9f6112068b7
- B
- B
- true
- b0a5dcca-f0cb-479c-8be0-92608b57f4b7
- 1
-
1525
2873
16
20
-
1533
2883
- Result of subtraction
- b9924906-6f5e-49c3-8a6d-d7be8e2653f0
- Result
- R
- false
- 0
-
1565
2853
16
40
-
1573
2873
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
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- Construct Point
- Pt
-
1916
2754
63
64
-
1946
2786
- {x} coordinate
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- X coordinate
- X
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- 7ac62a35-ddfa-4ed9-a8c3-07f682dc36d1
- 1
-
1918
2756
16
20
-
1926
2766
- 1
- 1
- {0}
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- {y} coordinate
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- Y coordinate
- Y
- false
- 4eac7851-ea07-46a0-90e8-22a2bb8689a2
- 1
-
1918
2776
16
20
-
1926
2786
- 1
- 1
- {0}
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- {z} coordinate
- 93e6b3ae-5eed-4439-92b6-9721f264e9d4
- Z coordinate
- Z
- false
- e2341546-fa0a-443b-a3bb-6c3830f6bf9d
- 1
-
1918
2796
16
20
-
1926
2806
- 1
- 1
- {0}
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- Point coordinate
- e4006a84-9c6c-4572-b9be-b5c3c5d305ac
- Point
- Pt
- false
- 0
-
1958
2756
19
60
-
1967.5
2786
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- b93b2456-62e7-4c9f-b410-c3b2e7be8ff0
- Number
- WallsThick
- false
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- 1
- 2
-
1424
2685
50
24
-
1449.6636
2697.7864
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- f9009523-c2ae-4f37-93a9-caa087bb07d9
- Number
- WardrobeDepth
- false
- 5e116c7b-8c0f-479e-bdba-4dac1ce7bfd5
- 1
- 2
-
1424
2851
50
24
-
1449.4375
2863.7473
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
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- A wire relay object
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- Relay
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- b0a5dcca-f0cb-479c-8be0-92608b57f4b7
- 1
-
1582
2728
40
16
-
1602
2736
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 6029947d-0ed5-49cf-a644-1f4783508e0c
- Number
- WardrobeHeight
- false
- ddcf6bce-ccf1-42ee-bbca-bba593aabf6e
- 1
- 2
-
1424
2447
50
24
-
1449.9138
2459.532
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 03d30599-a4ec-41ae-b474-0e328025f651
- Number
- Elongate corner
- false
- 7c6a02bd-fd28-46da-ab4c-8e05bc9a4620
- 1
- 2
-
1424
2814
50
24
-
1449.9597
2826.584
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- dd2f941e-95a0-4cf8-8ca7-607eab21dcbc
- Subtraction
- A-B
-
1659
2818
60
44
-
1689
2840
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- b53608b9-8caa-4823-a031-4595012ddec1
- A
- A
- true
- 188c94f7-e7eb-4ac8-b1a6-bf83f2a110aa
- 1
-
1661
2820
16
20
-
1669
2830
- Second operand for subtraction
- a22c16a7-24c8-49dc-81bb-2a026221c389
- B
- B
- true
- 03d30599-a4ec-41ae-b474-0e328025f651
- 1
-
1661
2840
16
20
-
1669
2850
- Result of subtraction
- 1654bd21-c802-40ea-8fc8-cc4a1f53605f
- Result
- R
- false
- 0
-
1701
2820
16
40
-
1709
2840
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 0ac22127-f30b-4073-8edb-a7d8870dc349
- Merge
- Merge
-
1785
2517
67
84
-
1822
2559
- 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 stream 1
- 1ec9f415-e8d9-45f3-97cd-a33c05d1d02f
- false
- Data 1
- D1
- true
- 3a3c2b1a-5536-4692-b454-8ec4eea66b97
- 1
-
1787
2519
23
20
-
1798.5
2529
- 2
- Data stream 2
- af4b3cb1-5cf2-46ad-ba2d-c113419fc478
- false
- Data 2
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- true
- 3a3c2b1a-5536-4692-b454-8ec4eea66b97
- 1
-
1787
2539
23
20
-
1798.5
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- 2
- Data stream 3
- 75e9daf3-03ed-400e-86d7-b7b2360a9242
- false
- Data 3
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- true
- 84d132f8-e746-4b4c-a3e0-234031057cd4
- 1
-
1787
2559
23
20
-
1798.5
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- 2
- Data stream 4
- 90b3bc73-b39b-492b-b43b-403c389284e6
- false
- Data 4
- D4
- true
- 84d132f8-e746-4b4c-a3e0-234031057cd4
- 1
-
1787
2579
23
20
-
1798.5
2589
- 2
- Result of merge
- e2341546-fa0a-443b-a3bb-6c3830f6bf9d
- Result
- R
- false
- 0
-
1834
2519
16
80
-
1842
2559
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
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- Addition
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-
1537
2484
60
44
-
1567
2506
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 464c54d7-6b66-4af1-9ae7-48a877df494c
- A
- A
- true
- b4559633-c188-4341-8a22-0b2e3f4a3587
- 1
-
1539
2486
16
20
-
1547
2496
- Second item for addition
- ca323b4a-8e3e-48ba-adbd-f0fa0d45f73a
- B
- B
- true
- 7f7f80f6-4d8c-43ee-9745-788161e3ddff
- 1
-
1539
2506
16
20
-
1547
2516
- Result of addition
- 84d132f8-e746-4b4c-a3e0-234031057cd4
- Result
- R
- false
- 0
-
1579
2486
16
40
-
1587
2506
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 7f7f80f6-4d8c-43ee-9745-788161e3ddff
- Number
- Top/BaseThick
- false
- 5a65299f-8058-4f08-8f10-8cddb2841476
- 1
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-
1425
2531
50
24
-
1450.148
2543.0603
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- b4559633-c188-4341-8a22-0b2e3f4a3587
- Number
- OffsetFloor
- false
- e03ccc3e-a713-4753-b9d8-a0f3ab1d8e7b
- 1
- 2
-
1425
2486
50
24
-
1450.166
2498.569
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
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- 4ad0ee0d-5ca4-4e56-851e-3e62b90f37f9
- Subtraction
- A-B
-
1656
2539
60
44
-
1686
2561
- 2
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- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 13bd8123-6184-47c2-b529-107b50c84c58
- A
- A
- true
- 84d132f8-e746-4b4c-a3e0-234031057cd4
- 1
-
1658
2541
16
20
-
1666
2551
- Second operand for subtraction
- 0144d980-4576-4239-aec0-aa40f146f2da
- B
- B
- true
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- 1
-
1658
2561
16
20
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1666
2571
- Result of subtraction
- 3a3c2b1a-5536-4692-b454-8ec4eea66b97
- Result
- R
- false
- 0
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1698
2541
16
40
-
1706
2561
- f12daa2f-4fd5-48c1-8ac3-5dea476912ca
- Mirror
- Mirror an object.
- true
- 25c20a0b-6bc7-48a3-835b-0d9d23117c3b
- Mirror
- Mirror
-
2153
2883
62
44
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2184
2905
- Base geometry
- c9bd5ec6-5a2c-43cc-bd07-ef620847608f
- Geometry
- G
- true
- 9ff447bc-cb03-48ce-82c0-4a667f0d4277
- 1
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2155
2885
17
20
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2163.5
2895
- Mirror plane
- b122d52e-3fce-4d28-ae03-8095beb242fb
- Plane
- P
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2155
2905
17
20
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2163.5
2915
- 1
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- {0}
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0
0
0
0
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0
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1
- Mirrored geometry
- d22237f6-3f5e-4a2d-b8a3-5f0555975659
- Geometry
- G
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- 0
-
2196
2885
17
20
-
2204.5
2895
- Transformation data
- 7408b8c9-e335-48c9-9263-9366b4a96825
- Transform
- X
- false
- 0
-
2196
2905
17
20
-
2204.5
2915
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- afefcf43-69a2-42bf-99b6-ae97dc63463e
- Merge
- Merge
-
2240
2784
67
44
-
2277
2806
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
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- 1
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- Data stream 1
- d784f989-b98d-4a96-8bca-73034eca1842
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- Data 1
- D1
- true
- 9ff447bc-cb03-48ce-82c0-4a667f0d4277
- 1
-
2242
2786
23
20
-
2253.5
2796
- 2
- Data stream 2
- fa09d0f9-8d68-4652-adf1-0472bbb97ae1
- false
- Data 2
- D2
- true
- d22237f6-3f5e-4a2d-b8a3-5f0555975659
- 1
-
2242
2806
23
20
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2253.5
2816
- 2
- Result of merge
- a1845c0d-5cb9-424f-8d53-febb7450f2a4
- Result
- R
- false
- 0
-
2289
2786
16
40
-
2297
2806
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 172ea1cc-8e5b-4c35-974f-869cb2bff4ec
- Merge
- Merge
-
2574
2794
123
64
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2628
2826
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- 1
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- Data stream 1
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- Data 1
- D1
- true
- 7c780f67-bb87-47f4-be3b-652809fb68fe
- 1
-
2576
2796
40
20
-
2596
2806
- 2
- Data stream 2
- 38f9aa9b-f148-4022-9305-1d90870d9250
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- Data 2
- D2
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- 1
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2576
2816
40
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- Data stream 3
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- Data 3
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2576
2836
40
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2596
2846
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- Result of merge
- 53d14909-7da7-41cc-ad5c-555dd6743b54
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- Result
- Result
- false
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2640
2796
55
60
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2667.5
2826
- f12daa2f-4fd5-48c1-8ac3-5dea476912ca
- Mirror
- Mirror an object.
- true
- 4468293a-f6b8-4afd-8aa9-4bf28e9baf48
- Mirror
- Mirror
-
2153
2984
62
44
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2184
3006
- Base geometry
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- Geometry
- G
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2155
2986
17
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2163.5
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- Mirror plane
- bca8841e-1e25-4984-b66e-7df3c7caf6ca
- Plane
- P
- false
- 6786bb1c-bc0a-4eeb-9d09-bf1441ee1c0e
- 1
-
2155
3006
17
20
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2163.5
3016
- 1
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0
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1
- Mirrored geometry
- 4d9200ed-fe35-4522-b0f8-d520180d4b9d
- Geometry
- G
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- 0
-
2196
2986
17
20
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2204.5
2996
- Transformation data
- a0aa3f67-781c-462b-b81f-7dcec6ed2bb6
- Transform
- X
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- 0
-
2196
3006
17
20
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2204.5
3016
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 863c347f-c7cb-4c61-95fc-87f0df82de59
- Merge
- Merge
-
2912
2814
123
124
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2966
2876
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- Data stream 1
- bdde8688-70bd-4136-9794-e977aa448871
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- Data 1
- D1
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- 53d14909-7da7-41cc-ad5c-555dd6743b54
- 1
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2914
2816
40
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2934
2826
- 2
- Data stream 2
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- false
- Data 2
- D2
- true
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- 1
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2914
2836
40
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2934
2846
- 2
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- 37871221-8e5c-4083-b637-f42c18ba7ac1
- false
- Data 3
- D3
- true
- a121a9b1-58e2-48d1-8ae9-18fdac5bc6c7
- 1
-
2914
2856
40
20
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2934
2866
- 2
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- Data 4
- D4
- true
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- 1
-
2914
2876
40
20
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2934
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- 9cefa15e-f162-48d1-ae1b-50c598f726c4
- false
- Data 5
- D5
- true
- 7f185ec7-46b0-470b-b77a-18630b1cdf63
- 1
-
2914
2896
40
20
-
2934
2906
- 2
- Data stream 6
- f5221481-9689-4101-81d4-7651d8e628f9
- false
- Data 6
- D6
- true
- 0
-
2914
2916
40
20
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2934
2926
- 2
- Result of merge
- cb2e370c-21b0-4496-a9ab-35b59b7f31a3
- 1
- Result
- Result
- false
- 0
-
2978
2816
55
120
-
3005.5
2876
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
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- Construct Domain
- Dom
-
1779
2304
73
44
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1826
2326
- Start value of numeric domain
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- Domain start
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2306
33
20
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1797.5
2316
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- Domain end
- B
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- 1
-
1781
2326
33
20
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1797.5
2336
- 1
- 1
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- Numeric domain between {A} and {B}
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- Domain
- I
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- 0
-
1838
2306
12
40
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1844
2326
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- c2305e01-a1e0-4ac6-bcf5-17bb59de0769
- Construct Domain
- Dom
-
1785
2378
56
44
-
1815
2400
- Start value of numeric domain
- 4890542d-02d1-415e-9df1-1ca67c09cf7a
- Domain start
- A
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- f9009523-c2ae-4f37-93a9-caa087bb07d9
- 1
-
1787
2380
16
20
-
1795
2390
- 1
- 1
- {0}
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- End value of numeric domain
- 7db2d7d2-ff54-4dcc-9a10-3ed7f2654d3e
- Domain end
- B
- false
- 8685c710-f96d-4ab8-878b-48c1c9e0df8d
- 1
-
1787
2400
16
20
-
1795
2410
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 6ff47383-b46f-4bcf-b00d-a8832cc039e3
- Domain
- I
- false
- 0
-
1827
2380
12
40
-
1833
2400
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- true
- dcddec7c-c5f3-4664-af65-b915c555386f
- Construct Domain
- Dom
-
1785
2432
56
44
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1815
2454
- Start value of numeric domain
- 42862766-d055-4c18-94e2-f05eaaa2573b
- Domain start
- A
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- 3a3c2b1a-5536-4692-b454-8ec4eea66b97
- 1
-
1787
2434
16
20
-
1795
2444
- 1
- 1
- {0}
- 0
- End value of numeric domain
- adc447de-1a5d-4c44-a3e3-97c94f7c1794
- Domain end
- B
- false
- 6029947d-0ed5-49cf-a644-1f4783508e0c
- 1
-
1787
2454
16
20
-
1795
2464
- 1
- 1
- {0}
- 1
- Numeric domain between {A} and {B}
- 9b301671-6bbf-4557-96ea-aca3c91dbf6e
- Domain
- I
- false
- 0
-
1827
2434
12
40
-
1833
2454
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- c521e974-0f27-45e6-b33f-3c0863c1ce9c
- Addition
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-
1659
2388
60
44
-
1689
2410
- 2
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
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- A
- A
- true
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- 1
-
1661
2390
16
20
-
1669
2400
- Second item for addition
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- B
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- 1
-
1661
2410
16
20
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1669
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- Result of addition
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- Result
- R
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- 0
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1701
2390
16
40
-
1709
2410
- 79aa7f47-397c-4d3f-9761-aaf421bb7f5f
- Domain Box
- Create a box defined by a base plane and size domains.
- true
- 79a28897-0e3b-45b2-9858-25e615640548
- Domain Box
- Box
-
1920
2348
59
84
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1950
2390
- Base plane
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- Base
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- 0
-
1922
2350
16
20
-
1930
2360
- 1
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- {0}
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0
0
0
1
0
0
0
1
0
- Domain of the box in the {x} direction.
- 3c16a38d-6299-4782-8faa-bcfc1b27e004
- X
- X
- false
- 883033ef-509b-46fc-8e7e-8e6ab89ceb67
- 1
-
1922
2370
16
20
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1930
2380
- 1
- 1
- {0}
-
-2
2
- Domain of the box in the {y} direction.
- a219d31f-0968-431e-97d4-8b8dbd6b8c86
- Y
- Y
- false
- 6ff47383-b46f-4bcf-b00d-a8832cc039e3
- 1
-
1922
2390
16
20
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1930
2400
- 1
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- {0}
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-0.5
0.5
- Domain of the box in the {z} direction.
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- Z
- Z
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- 9b301671-6bbf-4557-96ea-aca3c91dbf6e
- 1
-
1922
2410
16
20
-
1930
2420
- 1
- 1
- {0}
-
0
0.25
- Resulting box
- a121a9b1-58e2-48d1-8ae9-18fdac5bc6c7
- Box
- B
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- 0
-
1962
2350
15
80
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1969.5
2390
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
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- 14
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- Group
- Straight legs with frame
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
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- Mesh
- Legs
- false
- 2c87bbdf-a178-41db-941f-e9046a2f7a65
- 1
-
2342
313
50
24
-
2367.979
325.0003
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
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- Group
- Legs frame
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- Value List
- Legs Style
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- 0
- 0
- Straight
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- 1
- Cylinders
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24
468
292
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164
468
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- Integer
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292
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304.22913
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314
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- Index of Gate stream
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1570
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316
27
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346
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- Integer
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635
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1520
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1520
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1576
637
27
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- Mesh
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318.26367
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- Mesh
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410
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5206.429
422.2293
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- List Item
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412
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- Item index
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5281
452
36
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5299
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38
30
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5360
457
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
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- Mesh
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50
24
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5205.2817
355.56104
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150;255;255;0
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50
24
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692.0862
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- Number
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667
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50
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692.1113
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17
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437
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1140
425
15
24
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1147.5
437
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423
58
28
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1022
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- Unit multiplication
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- Factor
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996
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14
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1003
437
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- Unit vector
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425
16
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415
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856
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32
20
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- Item to divide with (divisor)
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856
437
32
20
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872
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912
417
16
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920
437
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- First item for addition
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750
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16
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417
- Second item for addition
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750
427
16
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437
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790
407
16
40
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798
427
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1197
426
50
24
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1222.7102
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1424
2928
50
24
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1449.4375
2940.8699
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- Number
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- Number
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1424
2324
50
24
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1449.4375
2336.7131
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- Number
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1424
2408
50
24
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1449.6636
2420.7864
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498
60
44
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778
520
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- First operand for subtraction
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- A
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750
500
16
20
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758
510
- Second operand for subtraction
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- 1
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750
520
16
20
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758
530
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790
500
16
40
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798
520
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- Number
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- Number
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667
500
50
24
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692.0862
512.3595
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- YZ Plane
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1097
516
60
28
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1128
530
- Origin of plane
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1099
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17
24
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1107.5
530
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0
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1140
518
15
24
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1147.5
530
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994
516
58
28
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1022
530
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996
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14
24
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1003
530
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60
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30
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16
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6257
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16
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1114
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6652
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32
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6668
1114
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60
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6413
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- First operand for subtraction
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16
20
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16
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6425
1058
16
40
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6433
1078
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76
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36
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36
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1704
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12
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1710
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1736
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71
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1781
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1738
1800
31
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1738
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31
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1793
1800
12
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1799
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1760
50
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1469.4612
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1444
1818
50
24
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1469.6724
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1824
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- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Dimensions of rectangle in plane X direction.
- adecb863-955f-494b-8eaa-c18f29fa854a
- X Size
- X
- false
- 99ed9dc0-7810-484a-ae44-5814f7f84552
- 1
-
1826
1708
33
20
-
1842.5
1718
- 1
- 1
- {0}
-
-1
1
- Dimensions of rectangle in plane Y direction.
- 8f0a206d-265c-44e4-a5ea-6fb66bbd88a3
- Y Size
- Y
- false
- 2142c4aa-657d-45e7-9bfa-439e25157943
- 1
-
1826
1728
33
20
-
1842.5
1738
- 1
- 1
- {0}
-
-2
2
- Rectangle corner fillet radius
- 207245dd-497a-4ae8-8512-3867a40dbac5
- Radius
- R
- false
- 0
-
1826
1748
33
20
-
1842.5
1758
- 1
- 1
- {0}
- 0
- Rectangle
- 8f22f51d-6fa4-4019-8929-39b2e9abd09b
- Rectangle
- R
- false
- 0
-
1883
1688
16
40
-
1891
1708
- Length of rectangle curve
- 6dce0834-7a56-4128-8c05-b70cc7931ef4
- Length
- L
- false
- 0
-
1883
1728
16
40
-
1891
1748
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 21ad4270-6697-4931-ba85-d5eb44bb29ca
- Number
- Elongate corner
- false
- 7c6a02bd-fd28-46da-ab4c-8e05bc9a4620
- 1
- 2
-
1445
2032
50
24
-
1470.2693
2044.9939
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 44d7a999-0036-4315-8ffb-d7f85e29e1b3
- Move
- Move
-
1948
1914
62
44
-
1979
1936
- Base geometry
- 85cc4774-b28a-4403-8855-669a34b79d20
- Geometry
- G
- true
- 8f22f51d-6fa4-4019-8929-39b2e9abd09b
- 1
-
1950
1916
17
20
-
1958.5
1926
- Translation vector
- 26ab3c1b-d2fd-42e4-a157-b9febbd12081
- Motion
- T
- false
- c44a9d0a-59aa-4cef-be28-ed102514de22
- 1
-
1950
1936
17
20
-
1958.5
1946
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 26709107-5980-4c56-93b9-f336296ec6b3
- Geometry
- G
- false
- 0
-
1991
1916
17
20
-
1999.5
1926
- Transformation data
- bd59efd0-7697-4bf9-b22e-618b6bef597a
- Transform
- X
- false
- 0
-
1991
1936
17
20
-
1999.5
1946
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- 96f659f3-210c-4960-8e0d-2b6919cca8c2
- Unit Z
- Z
-
1718
1932
58
28
-
1746
1946
- Unit multiplication
- d8b366c4-de44-4b75-9f91-98de26197ecd
- Factor
- F
- false
- 09cd7800-f2fc-4a07-888d-8dd855b8b6d6
- 1
-
1720
1934
14
24
-
1727
1946
- 1
- 1
- {0}
- 1
- World {z} vector
- c44a9d0a-59aa-4cef-be28-ed102514de22
- Unit vector
- V
- false
- 0
-
1758
1934
16
24
-
1766
1946
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 3bfa1de8-5bc2-41d1-9f28-632d7fbcaa67
- Merge
- Merge
-
2300
1735
90
44
-
2337
1757
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- fb82262a-9f58-4d87-b8a2-061c06d98282
- false
- Data 1
- D1
- true
- 9a151c42-628c-4350-a236-e8f0aff2c16f
- 1
-
2302
1737
23
20
-
2313.5
1747
- 2
- Data stream 2
- 267b6f27-c7c1-42be-9d70-52bb6c2f5843
- false
- Data 2
- D2
- true
- 134aebcb-7165-4319-8e84-5020c46d0d44
- 1
-
2302
1757
23
20
-
2313.5
1767
- 2
- Result of merge
- 25827b37-ac75-42aa-b6c9-2010e893db13
- Result
- Result
- false
- 0
-
2349
1737
39
40
-
2368.5
1757
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- fc9218e7-1713-45bd-882a-c85795a9a25b
- Merge
- Merge
-
2635
1866
123
64
-
2689
1898
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 3137855f-ff12-4a60-af53-577b5c9c9694
- false
- Data 1
- D1
- true
- eac7628e-0260-4b0a-b36b-f87faff74d85
- 1
-
2637
1868
40
20
-
2657
1878
- 2
- Data stream 2
- 481356a3-0510-4d14-a429-6cfc53cac2be
- false
- Data 2
- D2
- true
- 2aecad1f-0b1f-4152-8f21-cf3db1160c1f
- 1
-
2637
1888
40
20
-
2657
1898
- 2
- Data stream 3
- e870a698-e810-483a-a808-210418e3da85
- false
- Data 3
- D3
- true
- 0
-
2637
1908
40
20
-
2657
1918
- 2
- Result of merge
- d3fc28e2-0de6-4d87-a55a-dfced47ee95f
- 1
- Result
- Result
- false
- 0
-
2701
1868
55
60
-
2728.5
1898
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- a2ff69c0-ec81-466a-909b-1ead432967d6
- Negative
- Neg
-
1556
1793
56
28
-
1584
1807
- Input value
- a4d8daa6-7e11-48e8-a00f-10d60c8d471e
- Value
- x
- false
- 182b137a-a071-4804-bd6a-c62ed70f7684
- 1
-
1558
1795
14
24
-
1565
1807
- Output value
- 34f76a52-fd2b-4f6c-989d-66de1c183d35
- Result
- y
- false
- 0
-
1596
1795
14
24
-
1603
1807
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 14e4f95a-2742-49ef-8230-5cd984c93417
- Number
- WallsThick
- false
- 8324a2e1-8a87-4341-a2f4-69442699b4f2
- 1
- 2
-
1444
1913
50
24
-
1469.5378
1925.0535
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- d711d37e-f76b-4b0c-855b-4de1da72c728
- Division
- A/B
-
1625
1924
76
44
-
1671
1946
- Item to divide (dividend)
- 0d079a6a-6193-411d-8ad0-57eddc0aeab9
- A
- A
- false
- c5c2bc84-2c26-40f7-98c2-b7c36cad8f24
- 1
-
1627
1926
32
20
-
1643
1936
- Item to divide with (divisor)
- bbdcd4e8-cd64-44b3-97fe-b9b711e8a5f5
- B
- B
- false
- 0
-
1627
1946
32
20
-
1643
1956
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 2
- The result of the Division
- 09cd7800-f2fc-4a07-888d-8dd855b8b6d6
- Result
- R
- false
- 0
-
1683
1926
16
40
-
1691
1946
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- de1dc9cf-daa2-4af3-8b53-f0badb295c75
- Unit Z
- Z
-
1625
1882
58
28
-
1653
1896
- Unit multiplication
- 1f10973f-631a-4ead-9764-fec1a9441d02
- Factor
- F
- false
- c5c2bc84-2c26-40f7-98c2-b7c36cad8f24
- 1
-
1627
1884
14
24
-
1634
1896
- 1
- 1
- {0}
- 1
- World {z} vector
- 1a49e199-c622-4a5e-ab0f-9382a5be77f6
- Unit vector
- V
- false
- 0
-
1665
1884
16
24
-
1673
1896
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- 3053b96b-3529-4709-93ed-ea3766fcca21
- Move
- Move
-
2153
1864
62
44
-
2184
1886
- Base geometry
- 117e7edd-30cb-4eaa-b96c-79c603af9fe2
- Geometry
- G
- true
- 9a151c42-628c-4350-a236-e8f0aff2c16f
- 1
-
2155
1866
17
20
-
2163.5
1876
- Translation vector
- c9dfa17e-0055-4c48-bc51-b2133f6de22f
- Motion
- T
- false
- 1a49e199-c622-4a5e-ab0f-9382a5be77f6
- 1
-
2155
1886
17
20
-
2163.5
1896
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- 134aebcb-7165-4319-8e84-5020c46d0d44
- Geometry
- G
- false
- 0
-
2196
1866
17
20
-
2204.5
1876
- Transformation data
- a4e270a6-878d-487f-984a-fd06fe75ecbc
- Transform
- X
- false
- 0
-
2196
1886
17
20
-
2204.5
1896
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 26f30aae-1b64-4874-b4fa-f1b9db664137
- Merge
- Merge
-
2300
1904
90
64
-
2337
1936
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- 82801654-a824-4819-82bc-0bb9a54e0aac
- false
- Data 1
- D1
- true
- 9a151c42-628c-4350-a236-e8f0aff2c16f
- 1
-
2302
1906
23
20
-
2313.5
1916
- 2
- Data stream 2
- 1c835a2f-fcff-4de4-9da9-fb798897b975
- false
- Data 2
- D2
- true
- 26709107-5980-4c56-93b9-f336296ec6b3
- 1
-
2302
1926
23
20
-
2313.5
1936
- 2
- Data stream 3
- 303c0455-4938-4dd2-b758-847e9b804d39
- false
- Data 3
- D3
- true
- 134aebcb-7165-4319-8e84-5020c46d0d44
- 1
-
2302
1946
23
20
-
2313.5
1956
- 2
- Result of merge
- d76e7fc8-b82a-4266-817b-9363e203086a
- Result
- Result
- false
- 0
-
2349
1906
39
60
-
2368.5
1936
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- cf09b39d-54ab-4097-8265-18064a17dc80
- Mesh
- Drawers Shelf
- false
- f6c3e257-37e9-4b31-acc5-ade08ef43b5e
- 1
- 2
-
5367
1206
50
24
-
5392.064
1218.4797
- 6ec97ea8-c559-47a2-8d0f-ce80c794d1f4
- Reverse List
- Reverse the order of a list.
- true
- 12820f60-2ce6-4d74-8308-297f78a9435f
- Reverse List
- Rev
-
6298
959
56
28
-
6326
973
- 1
- Base list
- 08ecb1e2-f8a4-48f2-8033-6a32028670da
- List
- L
- false
- 0ecfce3d-3d30-4320-8fae-7fe73ac7ad83
- 1
-
6300
961
14
24
-
6307
973
- 1
- Reversed list
- 5bec525a-12f6-4618-9a59-a7dd46bf9a30
- List
- L
- false
- 0
-
6338
961
14
24
-
6345
973
- 9ab93e1a-ebdf-4090-9296-b000cff7b202
- Split List
- Split a list into separate parts.
- true
- d56af725-22bd-4b3b-8991-57279ee643c7
- Split List
- Split
-
6201
1233
74
44
-
6245
1255
- 1
- Base list
- d6643f16-cc78-4eb8-bd1a-040fe4ac5c27
- List
- L
- false
- true
- 44448ea8-7d87-4301-9e25-0b0ed7483ef1
- 1
-
6203
1235
30
20
-
6218
1245
- Splitting index
- 7db7a514-801f-4cd9-9f12-d62bf5029fc7
- Index
- i
- false
- 633a1d16-a443-42b6-9d0c-40d36fb304ba
- 1
-
6203
1255
30
20
-
6218
1265
- 1
- Items to the left of (i)
- 1a802dc5-d25f-4799-bab0-e065cedcc426
- List A
- A
- false
- 0
-
6257
1235
16
20
-
6265
1245
- 1
- Items to the right of and including (i)
- d4dc31c1-b5e4-4c11-a39e-dec383f95023
- List B
- B
- false
- 0
-
6257
1255
16
20
-
6265
1265
- 6ec97ea8-c559-47a2-8d0f-ce80c794d1f4
- Reverse List
- Reverse the order of a list.
- true
- 57ad12c6-ed0e-42e6-b722-d97b349a1c73
- Reverse List
- Rev
-
6293
1251
56
28
-
6321
1265
- 1
- Base list
- 6d4f8714-9428-45a2-8a2c-4ccd0cefd4bd
- List
- L
- false
- d4dc31c1-b5e4-4c11-a39e-dec383f95023
- 1
-
6295
1253
14
24
-
6302
1265
- 1
- Reversed list
- d052f16e-7d6a-4477-9429-fe72189a256d
- List
- L
- false
- 0
-
6333
1253
14
24
-
6340
1265
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- e1f61aa7-59f4-4fbe-b754-fe4d519cff14
- Move
- Move
-
6396
1205
62
44
-
6427
1227
- Base geometry
- 0f77ec9c-a1d9-4bb5-adb4-3f16b952ba6d
- Geometry
- G
- true
- cf09b39d-54ab-4097-8265-18064a17dc80
- 1
-
6398
1207
17
20
-
6406.5
1217
- Translation vector
- 91ec3298-9848-42a0-aef9-8c039d0859d5
- Motion
- T
- false
- 79f34d8d-cfb3-48d9-9ebf-101806dc5e1c
- 1
-
6398
1227
17
20
-
6406.5
1237
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- fd21d031-8cd1-4b7b-8b70-09729c9b35e6
- Geometry
- G
- false
- 0
-
6439
1207
17
20
-
6447.5
1217
- Transformation data
- ff6b4f40-110f-438e-80e4-aed6b8185c60
- Transform
- X
- false
- 0
-
6439
1227
17
20
-
6447.5
1237
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- 7f0ec74e-bdb6-4b61-8bf2-fa1e2c6d8cc5
- Unit Z
- Z
-
6291
1223
58
28
-
6319
1237
- Unit multiplication
- c71f4458-9912-4d1b-af1b-d413cc2daf47
- Factor
- F
- false
- 1a802dc5-d25f-4799-bab0-e065cedcc426
- 1
-
6293
1225
14
24
-
6300
1237
- 1
- 1
- {0}
- 1
- World {z} vector
- 79f34d8d-cfb3-48d9-9ebf-101806dc5e1c
- Unit vector
- V
- false
- 0
-
6331
1225
16
24
-
6339
1237
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- 24114202-c077-429a-8e24-1605e3ae0aa5
- Negative
- Neg
-
1545
1910
56
28
-
1573
1924
- Input value
- 0e9ef2be-bcc5-46ac-bd10-6b0748cd5a5f
- Value
- x
- false
- 14e4f95a-2742-49ef-8230-5cd984c93417
- 1
-
1547
1912
14
24
-
1554
1924
- Output value
- c5c2bc84-2c26-40f7-98c2-b7c36cad8f24
- Result
- y
- false
- 0
-
1585
1912
14
24
-
1592
1924
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 4c417f60-7b20-4461-b9f2-8ad03d652ebe
- Merge
- Merge
-
7624
1178
67
44
-
7661
1200
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- fb171339-9890-420c-aa9d-52fa24117586
- false
- Data 1
- D1
- true
- 4013da0f-10db-43e9-8ee4-f59dfcfc3803
- 1
-
7626
1180
23
20
-
7637.5
1190
- 2
- Data stream 2
- 41b3c091-f9a9-4726-8e68-a91cab370499
- false
- Data 2
- D2
- true
- 792093d0-8964-43e9-bc87-415483567b80
- 1
-
7626
1200
23
20
-
7637.5
1210
- 2
- Result of merge
- 815eb5f6-f54e-49da-ba87-d3ef17ead4c9
- Result
- R
- false
- 0
-
7673
1180
16
40
-
7681
1200
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- 4d95777e-2abf-43b6-bcfa-22d5f8e64361
- Division
- A/B
-
1517
2032
76
44
-
1563
2054
- Item to divide (dividend)
- c91d60ee-8e83-4939-84f0-2a27faeb5289
- A
- A
- false
- 21ad4270-6697-4931-ba85-d5eb44bb29ca
- 1
-
1519
2034
32
20
-
1535
2044
- Item to divide with (divisor)
- 88273d2c-31b8-42f1-aa8a-ca408753157d
- B
- B
- false
- 0
-
1519
2054
32
20
-
1535
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- Contains a collection of boolean values
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- true
- Boolean
- Drawers exist
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881
53
24
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- Number
- Contains a collection of floating point numbers
- 2
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- Number
- DrawerHeights
- false
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- 1
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1438
50
24
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4989.4565
1450.6768
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- Null Item
- Test a data item for null or invalidity
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- Null Item
- Null
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1417
57
64
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1449
- Item to test
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- Item
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- 1
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5038
1419
12
60
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1449
- True if item is Null
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- false
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1419
17
20
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1429
- True if item is Invalid
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- Invalid Flags
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5074
1439
17
20
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5082.5
1449
- A textual description of the object state
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- Description
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1459
17
20
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1469
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- List Item
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- Retrieve a specific item from a list.
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- List Item
- Item
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1417
76
64
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1449
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- 1
- Base list
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- List
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- 1
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36
20
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- Item index
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- Index
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5120
1439
36
20
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5138
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- Wrap index to list bounds
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- Wrap
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5120
1459
36
20
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1469
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- 1
- {0}
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- Item at {i'}
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- Item
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- 0
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5180
1419
12
60
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1449
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 4e18fb6d-c5ea-48d1-b729-263960b422bd
- Boolean
- Drawers remove
- false
- 069fa2d0-c5d5-46d0-b442-b6243fa1e41e
- 1
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1437
50
24
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1449.8779
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
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- Boolean
- Drawers remove
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1437
50
24
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1449.7434
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- Number
- Contains a collection of floating point numbers
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- Number
- Drawers shelves height bottom
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1253
50
24
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- Number
- Contains a collection of floating point numbers
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- Number
- Drawers shelves height top
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50
24
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
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- Number
- Drawers shelves height bottom
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- 1d174ceb-bda3-47ca-b9f2-92286efc49ea
- 1
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952
50
24
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- Number
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- Number
- Drawers shelves height top
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50
24
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
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- Number
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1103
50
24
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6768.0684
1115.7595
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- Number
- Contains a collection of floating point numbers
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- Number
- Drawers height bottom
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50
24
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777.6685
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- Number
- Contains a collection of floating point numbers
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- Number
- Drawers height bottom
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1595
50
24
-
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1607.4634
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- Relay
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- A wire relay object
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- Relay
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1116
40
16
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1124
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- Domain
- Contains a collection of numeric domains
- bd7050f4-84dc-41f3-ae02-5aad18081630
- Domain
- Drawers Door width
- false
- 73b1db70-532c-4856-9ae2-23558a78dd55
- 1
-
6743
936
50
24
-
6768.165
948.5972
- 15b7afe5-d0d0-43e1-b894-34fcfe3be384
- Domain
- Contains a collection of numeric domains
- 8be10c92-279f-46c9-9dec-9a54a803573c
- Domain
- Drawers Door width
- false
- bd7050f4-84dc-41f3-ae02-5aad18081630
- 1
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7980
910
50
24
-
8005.672
922.17096
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- Mesh
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- Mesh
- Drawers Shelf
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1206
50
24
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6772.284
1218.7197
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
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- Mesh
- Drawers Shelf
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- 1
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-
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1179
50
24
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6940.993
1191.9097
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
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- Number
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- 1
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7980
859
50
24
-
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871.42926
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
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- Subtraction
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8065
838
60
44
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- 1
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- First operand for subtraction
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- A
- A
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- 1
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840
16
20
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- Second operand for subtraction
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- B
- B
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- 1
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8067
860
16
20
-
8075
870
- Result of subtraction
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- Result
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- 0
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8107
840
16
40
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8115
860
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
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- eba55e64-c637-4161-8ee1-c7ba39493dae
- x-1
- Number
- WardrobeHeight
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- 1
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53
24
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
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- Number
- Drawers doors heights
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50
24
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
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- Number
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50
24
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
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- Number
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50
24
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- Number
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- Number
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718
50
24
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8005.4863
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- Number
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- Number
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50
24
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- Number
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- Number
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1371
50
24
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8006.167
1383.8884
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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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50
24
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50
24
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987
50
24
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8006.2676
999.9224
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- Number
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1411
50
24
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1423.9634
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- Number
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1412
53
24
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8090.786
1424.3857
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150;0;255;242
- A group of Grasshopper objects
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- Group
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10354
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40
16
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1098
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- Group
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150;255;255;255
- A group of Grasshopper objects
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- Group
- door offset
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- Group
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-
150;255;255;0
- A group of Grasshopper objects
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- Group
- Handles
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- Mesh
- Contains a collection of polygon meshes
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- Mesh
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- 1
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50
24
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15825.149
633.2777
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- Group
- 1
-
150;255;255;0
- A group of Grasshopper objects
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- 8
- 6c580f95-3ce6-4b02-a6b0-ff5ef63a6adb
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;0
- A group of Grasshopper objects
- 713b91ca-a11e-47d5-afd5-2151f38dcb23
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- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
- ec9a1399-7f94-47f7-ab5c-924f980ae0d2
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- Group
- doors transform and map
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;0
- A group of Grasshopper objects
- 370d57d2-b0a7-4588-a6fe-8102ec603660
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- edaa1e80-5fff-4df1-ab1f-58c9552ac78e
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
- 89772ef5-e4d2-40b5-9b98-5e2f36661622
- 357310e2-61de-4287-a89d-f441ad67925b
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- Group
- drawerstransform and map
- 04887d01-504c-480e-b2a2-01ea19cc5922
- Text Split
- Split some text into fragments using separators
- true
- 6c54931f-9346-42a8-9f12-56ab3114b1ce
- Text Split
- Split
-
770
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817
809
- Text to split.
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- Text
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- false
- 0536c696-406e-47fc-a3dc-f10615ed90d8
- 1
-
772
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33
20
-
788.5
799
- Separator characters.
- a62832f3-55a8-4a54-9514-d7ae609927cf
- Separators
- C
- false
- 0
-
772
809
33
20
-
788.5
819
- 1
- 1
- {0}
- false
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- Resulting text fragments
- 0f4e48d5-b6b6-4d6a-8148-a488afc6aaf2
- Result
- R
- false
- 0
-
829
789
16
40
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837
809
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- cfe65fc7-7c12-4d31-b4c8-3a3e89ecf159
- Boolean
- Drawers remove
- false
- 4e18fb6d-c5ea-48d1-b729-263960b422bd
- 1
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-
5366
1689
50
24
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5391.566
1701.021
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- Stream Filter
- Filters a collection of input streams
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- Stream Filter
- Filter
-
6826
1761
87
64
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6872
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- 3
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- Index of Gate stream
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- Gate
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- 1
-
6828
1763
32
20
-
6844
1773
- 1
- 1
- {0}
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- Input stream at index 0
- e0b560dd-cc67-48e9-a6f8-f48de667beb7
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- Stream 0
- 0
- true
- f891df5a-a25f-476b-ab95-c3cd722bd0b8
- 1
-
6828
1783
32
20
-
6844
1793
- 2
- Input stream at index 1
- 68632e68-794c-4ef7-a358-09b8f861751e
- false
- Stream 1
- 1
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-
6828
1803
32
20
-
6844
1813
- 2
- Filtered stream
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- Stream
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-
6884
1763
27
60
-
6897.5
1793
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- Number Slider
- Numeric slider for single values
- fd863e80-9d4e-4aff-877f-d813a3460fe8
- Number Slider
- Doors Corner Radius
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- 0
-
34
941
358
20
-
34.91208
941.3646
- 1
- 1
- 0
- 10
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- 0
- 2
- 57308b30-772d-4919-ac67-e86c18f3a996
- Minimum
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- true
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- Minimum
- Min
-
956
689
60
44
-
986
711
- First item for comparison
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- A
- A
- false
- a59df587-ea31-4e21-a111-f5584b4ff20b
- 1
-
958
691
16
20
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966
701
- Second item for comparison
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- B
- B
- false
- a623017d-457c-4b37-bc16-2ff54ad922e3
- 1
-
958
711
16
20
-
966
721
- The lesser of A and B
- aad477f6-a7cd-4a05-9fc6-06ba87525e88
- Result
- R
- false
- 0
-
998
691
16
40
-
1006
711
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 7b084d1b-60cd-4667-8708-f0339ffe2d01
- Panel
- Shelf Gap
- false
- 0
- 0
- 0
-
667
733
179
38
- 0
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-
667.6712
733.4788
-
150;255;255;255
- true
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- false
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- Courier New
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- 0d1e2027-f153-460d-84c0-f9af431b08cb
- Maximum
- Return the greater of two items.
- true
- e2957937-1409-4685-8489-f8e1030d26e2
- Maximum
- Max
-
890
777
60
44
-
920
799
- First item for comparison
- 7c03e066-6955-4893-ab23-2fe2c4bcec57
- A
- A
- false
- 7b084d1b-60cd-4667-8708-f0339ffe2d01
- 1
-
892
779
16
20
-
900
789
- Second item for comparison
- 0c5a530b-3e5c-4eae-8918-cd509284caf5
- B
- B
- false
- 0f4e48d5-b6b6-4d6a-8148-a488afc6aaf2
- 1
-
892
799
16
20
-
900
809
- The greater of A and B
- a623017d-457c-4b37-bc16-2ff54ad922e3
- Result
- R
- false
- 0
-
932
779
16
40
-
940
799
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- be58fa80-93a2-4de3-a7aa-4be6c7552781
- Number
- WardrobeHeight
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- ddcf6bce-ccf1-42ee-bbca-bba593aabf6e
- 1
- 2
-
667
669
50
24
-
692.37823
681.14105
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
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- Subtraction
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-
749
669
60
44
-
779
691
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
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- A
- A
- true
- be58fa80-93a2-4de3-a7aa-4be6c7552781
- 1
-
751
671
16
20
-
759
681
- Second operand for subtraction
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- B
- B
- true
- 99f8e833-aa46-4166-bd76-0ab5fcbb517c
- 1
-
751
691
16
20
-
759
701
- Result of subtraction
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- Result
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- false
- 0
-
791
671
16
40
-
799
691
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 2
- 99f8e833-aa46-4166-bd76-0ab5fcbb517c
- Number
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- 1
- 2
-
667
702
50
24
-
692.4034
714.5826
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
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- Division
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830
679
76
44
-
876
701
- Item to divide (dividend)
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- A
- A
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- bc630b8c-8ecc-4b7c-af60-28c5c214b657
- 1
-
832
681
32
20
-
848
691
- Item to divide with (divisor)
- 980296ad-cc8e-4f19-9d73-0aec08a17117
- B
- B
- false
- 0
-
832
701
32
20
-
848
711
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 2
- The result of the Division
- a59df587-ea31-4e21-a111-f5584b4ff20b
- Result
- R
- false
- 0
-
888
681
16
40
-
896
701
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- 402002c3-eb3d-4627-a2d4-71c287f6f316
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- cec8ed0b-b46b-453f-b885-d8f5c919f0a3
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- Group
- Legs
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
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- 36760b82-5ff4-4e49-b5b3-c6936dd6b678
- 2
- d1c95a65-de41-403f-9d09-191de0a8852d
- Group
- Basic
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
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-
150;255;255;255
- A group of Grasshopper objects
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- be58fa80-93a2-4de3-a7aa-4be6c7552781
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- a7dccc3c-c39e-484b-860a-64b2d5cdfff1
- Group
- Drawers and doors
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- Boolean Toggle
- Boolean (true/false) toggle
- d0b6f347-e82e-4b3a-a1c2-174c6098656d
- Boolean Toggle
- Door
- false
- 0
- false
-
34
970
94
22
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- e7ba2a4d-50f5-4f09-8c12-49451d44b0b4
- Boolean
- Door
- false
- 4365cfa3-989a-4462-8825-ee7cf92195ae
- 1
- 2
-
5367
1652
50
24
-
5392.265
1664.3108
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- 79603090-2053-4b68-83e8-7f0a6b8a0634
- Stream Filter
- Filter
-
6826
2200
87
64
-
6872
2232
- 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
- 893d468a-1de3-4f26-b4a8-88103570d787
- Gate
- G
- false
- e7ba2a4d-50f5-4f09-8c12-49451d44b0b4
- 1
-
6828
2202
32
20
-
6844
2212
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- d10282f9-7765-40f1-a5e5-ab501f9be0aa
- false
- Stream 0
- 0
- true
- 0
-
6828
2222
32
20
-
6844
2232
- 2
- Input stream at index 1
- 0f1df333-a33b-4887-84d7-8e8a6fc3ef90
- false
- Stream 1
- 1
- true
- bc13eeca-d773-482d-b82b-c0638ae0f31b
- 1
-
6828
2242
32
20
-
6844
2252
- 2
- Filtered stream
- 230a4285-9b09-47bb-9c96-99006eed84a3
- false
- Stream
- S(0)
- false
- 0
-
6884
2202
27
60
-
6897.5
2232
- 5cad70f9-5a53-4c5c-a782-54a479b4abe3
- Gate Or
- Perform boolean disjunction (OR gate).
- true
- 18ccb8a9-f127-4d12-8170-97742a6ea301
- Gate Or
- Or
-
888
993
60
44
-
918
1015
- 2
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- cb95db89-6165-43b6-9c41-5702bc5bf137
- First boolean for OR operation
- e91995e4-2488-4efd-8c5d-77ec22ce0c6f
- A
- A
- true
- d0b6f347-e82e-4b3a-a1c2-174c6098656d
- 1
-
890
995
16
20
-
898
1005
- Second boolean for OR operation
- 37d04ff4-306e-4206-abd1-15ff459b3129
- B
- B
- true
- cbda0ec5-866d-40b0-9793-87cc7e418b22
- 1
-
890
1015
16
20
-
898
1025
- Resulting value
- 4004bae2-df95-4bab-b429-a30c9823d49a
- Result
- R
- false
- 0
-
930
995
16
40
-
938
1015
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 88483b04-8979-44c6-a8ba-4456957fd461
- true
- Boolean
- Bool
- false
- 4004bae2-df95-4bab-b429-a30c9823d49a
- 1
-
968
1006
53
24
-
1004.4202
1018.20917
- 5cad70f9-5a53-4c5c-a782-54a479b4abe3
- Gate Or
- Perform boolean disjunction (OR gate).
- true
- cb8b4785-a587-4ef6-9327-b84f09073806
- Gate Or
- Or
-
1036
1009
60
44
-
1066
1031
- 2
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 1
- cb95db89-6165-43b6-9c41-5702bc5bf137
- First boolean for OR operation
- 51470f66-5708-4e72-9b1f-b7a756f30303
- A
- A
- true
- 88483b04-8979-44c6-a8ba-4456957fd461
- 1
-
1038
1011
16
20
-
1046
1021
- Second boolean for OR operation
- 47a8173c-1707-40a5-a3eb-af545a854d30
- B
- B
- true
- cbda0ec5-866d-40b0-9793-87cc7e418b22
- 1
-
1038
1031
16
20
-
1046
1041
- Resulting value
- c774784f-9d25-429a-8da9-8d05b24f5f9d
- Result
- R
- false
- 0
-
1078
1011
16
40
-
1086
1031
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 1176e475-5a2e-449f-8a41-5b672c3146c9
- Boolean
- Shelf Drawers Gap
- false
- c774784f-9d25-429a-8da9-8d05b24f5f9d
- 1
-
1117
1021
50
24
-
1142.106
1033.0198
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 4365cfa3-989a-4462-8825-ee7cf92195ae
- Boolean
- Door
- false
- d0b6f347-e82e-4b3a-a1c2-174c6098656d
- 1
-
1117
962
50
24
-
1142.106
974.6093
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- 56acb00c-e27d-405a-b50a-965a92f726ab
- 7c221426-3843-455d-9d6f-99808fbc9f10
- db7f9aef-dd34-4046-bf11-eda88457079f
- 3
- 3edb8a6c-9d8b-4d21-a788-70cac0184d47
- Group
- General visualisation
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- ddcf6bce-ccf1-42ee-bbca-bba593aabf6e
- 70b7f236-1911-41c4-9c64-efe0a9fd841c
- 5e116c7b-8c0f-479e-bdba-4dac1ce7bfd5
- db7d466d-b3a8-4536-9971-611e2f756eeb
- 7c6a02bd-fd28-46da-ab4c-8e05bc9a4620
- 6cd5af11-5780-49ae-befe-ea9109558b3d
- a96b1331-ceae-49c7-9dfb-f4e1275ec0fb
- 7
- be3dcef8-51e7-42e3-9fff-14f0154ef02b
- Group
- Basic
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- 08c1e78f-05fd-4cdb-af6f-0193bc32156b
- 3af88884-1974-4bb9-aa3d-9f22b0935ba6
- f5628068-a829-4fdf-91d3-cc2c71f5e11e
- cbda0ec5-866d-40b0-9793-87cc7e418b22
- fd863e80-9d4e-4aff-877f-d813a3460fe8
- d0b6f347-e82e-4b3a-a1c2-174c6098656d
- 6
- e42f1276-4643-43d2-b0a6-af14b40bb8a3
- Group
- Drawers and doors
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- 302321d9-0b14-4bc4-b37a-903307209ca7
- 769a4a0a-a616-4a73-9fbd-cd8700e237ce
- bf1fe673-99b6-483a-a74a-d9704991586c
- 3
- cd2870e6-6fd5-4405-8e37-8e3d54724529
- Group
- General visualisation
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 89638028-e312-4014-a3e2-dd0df9b87e82
- Merge
- Merge
-
9760
1396
83
44
-
9797
1418
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- ae40a312-8697-4828-8b90-ad0b4733a1a2
- false
- Data 1
- D1
- true
- f80ac942-7901-4e20-a951-bcc6dda2f448
- 1
-
9762
1398
23
20
-
9773.5
1408
- 2
- Data stream 2
- 21224a9e-0130-4c7d-9ee2-ed675df840b7
- false
- Data 2
- D2
- true
- 341cdc18-e1d1-4621-9754-b29b4ab3d84a
- 1
-
9762
1418
23
20
-
9773.5
1428
- 2
- Result of merge
- a6c82a91-9617-41f6-8196-d036604985c7
- 1
- Result
- R
- false
- 0
-
9809
1398
32
40
-
9825
1418
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- bb7f3c32-666c-4e3f-b06a-bd419a39d0d5
- Number
- Handle radius
- false
- 86c9bc73-4b82-4d67-920d-aaa301fb4fdd
- 1
- 2
-
7980
1520
50
24
-
8005.9424
1532.6919
- 0d1e2027-f153-460d-84c0-f9af431b08cb
- Maximum
- Return the greater of two items.
- true
- f1c3898d-e6c1-495b-957e-b883f11120c4
- Maximum
- Max
-
8071
1519
60
44
-
8101
1541
- First item for comparison
- 33a0f726-58ef-43b0-afc3-aabc58b4eac6
- A
- A
- false
- bb7f3c32-666c-4e3f-b06a-bd419a39d0d5
- 1
-
8073
1521
16
20
-
8081
1531
- Second item for comparison
- 37075265-257a-4917-8bdd-f9f02c6b32b9
- B
- B
- false
- 1da4a1f7-e91a-4487-b87f-3c1d5af66fa5
- 1
-
8073
1541
16
20
-
8081
1551
- The greater of A and B
- 7fbdb4ad-0e7b-41f7-b2a2-40beeb94c9fd
- Result
- R
- false
- 0
-
8113
1521
16
40
-
8121
1541
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 6cd5af11-5780-49ae-befe-ea9109558b3d
- Number Slider
- Distance Between Shelves
- false
- 0
-
24
329
396
20
-
24.644653
329.3969
- 0
- 1
- 0
- 400
- 200
- 0
- 317
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 8a4cc2f0-6862-4714-b6bc-df385e5cfb30
- Number
- Distance Between Shelves
- false
- 6cd5af11-5780-49ae-befe-ea9109558b3d
- 1
- 2
-
7980
1205
50
24
-
8005.3975
1217.6135
- 70d8167a-1f4e-4871-bb7c-442234b87010
- 1976f957-acc8-0a74-9a92-f068bcbc9d09
- Shift Paths
- Shift paths safely...will flatten data trees with fewer elements than shifts specified
- true
- a71f0cc9-f7b3-438d-b8c1-492100a32a16
- Shift Paths
- Shift
-
10690
786
79
44
-
10738
808
- 2
- Data to modify
- da435b88-5339-4b4b-9465-2cdd4568c6ba
- Data
- D
- false
- cfdc1124-8303-45fc-9669-a6fabe8bd614
- 1
-
10692
788
34
20
-
10709
798
- Offset to apply to each branch
- fe1b189e-5102-448b-a5b0-22ef3bb1f0e3
- Offset
- O
- false
- 0
-
10692
808
34
20
-
10709
818
- 1
- 1
- {0}
- 0
- 2
- Modified data
- 28067b32-f2d8-41b7-bf2c-9ae9eb1dc454
- Data
- D
- false
- 0
-
10750
788
17
40
-
10758.5
808
- 70d8167a-1f4e-4871-bb7c-442234b87010
- 1976f957-acc8-0a74-9a92-f068bcbc9d09
- Shift Paths
- Shift paths safely...will flatten data trees with fewer elements than shifts specified
- true
- 80b425e1-d143-430e-8438-0f4854f046ef
- Shift Paths
- Shift
-
10693
903
79
44
-
10741
925
- 2
- Data to modify
- d3120a17-e53d-4256-a427-aaf92e60c65b
- Data
- D
- false
- 524f3357-d33a-40a2-a4d8-902f2deafb17
- 1
-
10695
905
34
20
-
10712
915
- Offset to apply to each branch
- 862b23a0-1ba3-4616-aaa1-051f8c4c00b6
- Offset
- O
- false
- 0
-
10695
925
34
20
-
10712
935
- 1
- 1
- {0}
- 0
- 2
- Modified data
- 867d63c4-0853-4e79-90c7-6dc36543a113
- Data
- D
- false
- 0
-
10753
905
17
40
-
10761.5
925
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- f0370ce6-6506-46e3-b9df-da8ed8eb5ce3
- Colour Swatch
- Colour
- false
- 0
-
255;189;189;189
-
153
711
86
20
-
153.38965
711.9345
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- Colour
- Col
- false
- f0370ce6-6506-46e3-b9df-da8ed8eb5ce3
- 1
-
270
709
50
24
-
295.68262
721
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- b4e3a76c-7b60-43ba-b147-713bb5f9d259
- Colour
- Col
- false
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 1
- 2
-
15800
735
50
24
-
15825.573
747.8394
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- eda32c81-e153-4fc3-a0d4-c6bbc803c01d
- Colour
- Col
- false
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 1
- 2
-
15946
982
50
24
-
15971.892
994.24286
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- 9f1e327f-29e9-4210-be57-f77a2a6ad5f0
- Colour
- Col
- false
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 1
- 2
-
15338
1215
50
24
-
15363.587
1227.8862
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- d1ae14e2-01ba-41ff-b4a7-9b66e574b760
- Colour
- Col
- false
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 1
- 2
-
9679
1477
50
24
-
9704.67
1489.7029
- 203a91c3-287a-43b6-a9c5-ebb96240a650
- Colour
- Contains a collection of RGB colours
- 01a688f9-f5b2-4d84-9f07-356e03a5ad9a
- Colour
- Col
- false
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 1
- 2
-
5181
499
50
24
-
5206.2817
511.258
- 610e689b-5adc-47b3-af8f-e3a32b7ea341
- Transform
- Transform an object.
- true
- 1e1c2179-2f3d-4e63-b9f8-d60b1af0084a
- Transform
- Transform
-
2729
2839
62
44
-
2760
2861
- Base geometry
- a1bb0ae8-24f4-49e0-891f-bab881f4b76d
- Geometry
- G
- false
- 53d14909-7da7-41cc-ad5c-555dd6743b54
- 1
-
2731
2841
17
20
-
2739.5
2851
- Transformation
- f75b3611-378d-4443-bac6-ae8f6f5a9675
- Transform
- T
- false
- a0aa3f67-781c-462b-b81f-7dcec6ed2bb6
- 1
-
2731
2861
17
20
-
2739.5
2871
- Transformed geometry
- 7bc51635-0622-43b4-84f0-fb4bff7ca579
- Geometry
- G
- false
- 0
-
2772
2841
17
40
-
2780.5
2861
- 610e689b-5adc-47b3-af8f-e3a32b7ea341
- Transform
- Transform an object.
- true
- 58f74760-1e80-4de4-b1a5-e093ca2b1c49
- Transform
- Transform
-
2729
3048
62
44
-
2760
3070
- Base geometry
- 9adb53aa-7ed3-4f05-aa0c-3452b21f77b1
- Geometry
- G
- false
- 93d8f31f-ab46-4301-a38a-cea15f2896bc
- 1
-
2731
3050
17
20
-
2739.5
3060
- Transformation
- 3af7e18b-2380-4f60-9060-a1ac253f6e7b
- Transform
- T
- false
- 7408b8c9-e335-48c9-9263-9366b4a96825
- 1
-
2731
3070
17
20
-
2739.5
3080
- Transformed geometry
- 7f185ec7-46b0-470b-b77a-18630b1cdf63
- Geometry
- G
- false
- 0
-
2772
3050
17
40
-
2780.5
3070
- 70d8167a-1f4e-4871-bb7c-442234b87010
- 1976f957-acc8-0a74-9a92-f068bcbc9d09
- Shift Paths
- Shift paths safely...will flatten data trees with fewer elements than shifts specified
- true
- d49654b3-a3f7-4364-8b3d-0d517f490198
- Shift Paths
- Shift
-
9173
1030
79
44
-
9221
1052
- 2
- Data to modify
- 9f6e3494-2cb8-47c2-b093-08258f771065
- Data
- D
- false
- fc3f3dde-937f-4556-93ac-6b6eec8c08ac
- 1
-
9175
1032
34
20
-
9192
1042
- Offset to apply to each branch
- f0103a87-45dc-4108-b0d3-1d23b47fe07a
- Offset
- O
- false
- 0
-
9175
1052
34
20
-
9192
1062
- 1
- 1
- {0}
- 3
- 2
- Modified data
- 229f44fa-e08c-4448-adf1-3454aa593938
- Data
- D
- false
- 0
-
9233
1032
17
40
-
9241.5
1052
- 190d3566-6d9c-42c8-8dbb-23cf72ab0651
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- Offset Mesh
- Offset a mesh with the option of offsetting both sides at different distances and creating a solid.
- true
- f9692209-2ded-4423-be54-2ae4c5bc7de3
- Offset Mesh
- OffMsh
-
9068
1000
84
84
-
9121
1042
- Mesh to offset
- bd88fbe4-5e13-4678-aac1-2cb1865421ec
- Mesh
- M
- false
- 5438e646-1018-40af-8da5-aa0d837adde5
- 1
-
9070
1002
39
20
-
9089.5
1012
- Offset distance
- 08a5b68e-c677-45a4-a90f-c1733f0afa54
- Distance
- D
- false
- 0
-
9070
1022
39
20
-
9089.5
1032
- 1
- 1
- {0}
- -10
- Optional offset distance to offset both sides, use the inverse number of the distance to offset in the opposite direction
(so if distance is a positive number then use a negative number and vice versa)
- 84ab4a61-b5ab-4168-a053-ae4522ba08f6
- Both Sides
- B
- false
- 0
-
9070
1042
39
20
-
9089.5
1052
- 1
- 1
- {0}
- 0
- If True, create a solid offset
- 24661b94-d1b1-4023-a199-2ea58fd39bff
- Create Solid
- C
- false
- 0
-
9070
1062
39
20
-
9089.5
1072
- 1
- 1
- {0}
- true
- 1
- Resulting offset mesh
- fc3f3dde-937f-4556-93ac-6b6eec8c08ac
- Offset
- O
- false
- 0
-
9133
1002
17
80
-
9141.5
1042
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- c1a33a0a-ca5a-4e4a-9108-6ff28ace6ba9
- Trim Tree
- Trim
-
9270
1040
77
44
-
9318
1062
- 2
- Data tree to flatten
- 5f6ae2d7-b019-445a-8d43-98dcc2094847
- Tree
- T
- false
- 229f44fa-e08c-4448-adf1-3454aa593938
- 1
-
9272
1042
34
20
-
9289
1052
- Number of outermost branches to merge
- 43700b86-7571-4b50-8e56-72c422147e02
- Depth
- D
- false
- 0
-
9272
1062
34
20
-
9289
1072
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 6e0c9803-b3c5-4c52-af8e-3c4d5e3a9762
- Tree
- T
- false
- 0
-
9330
1042
15
40
-
9337.5
1062
- 28f40e48-e739-4211-91bd-f4aefa5965f8
- Transform
- Contains a collection of three-dimensional transformations
- 2
- a08187c3-a712-4bf5-b6bb-2f532f2e07d6
- Transform
- ShelvesXForm
- false
- 550d5a54-595b-4815-8693-d048f32b8ea4
- 1
- 2
-
15799
653
50
24
-
15824.919
665.18134
- 610e689b-5adc-47b3-af8f-e3a32b7ea341
- Transform
- Transform an object.
- true
- f5bccb6d-7d1a-41fc-8ad6-62b0a3692edb
- Transform
- Transform
-
15877
621
62
44
-
15908
643
- Base geometry
- 2b468bd6-dfe4-48b2-a4ab-dc0adcbe5843
- Geometry
- G
- false
- c08b5c00-f854-4b35-a924-dca70fce9d78
- 1
-
15879
623
17
20
-
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633
- Transformation
- 0c521db7-7374-4e24-be86-018dc6c8035c
- Transform
- T
- false
- a08187c3-a712-4bf5-b6bb-2f532f2e07d6
- 1
-
15879
643
17
20
-
15887.5
653
- Transformed geometry
- 2746b7a9-839c-4481-bb01-1cfae04facdb
- Geometry
- G
- false
- 0
-
15920
623
17
40
-
15928.5
643
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;0;0;0
- A group of Grasshopper objects
- f0370ce6-6506-46e3-b9df-da8ed8eb5ce3
- 69d54fc9-6ff7-4b2d-8f4c-af813dd2ec67
- 2
- 8340f2f8-a143-48f7-9f31-1667a58fb6e2
- Group
- Model colour
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 474f885d-b271-43ef-be58-d7ac25c52add
- Addition
- A+B
-
8301
699
60
44
-
8331
721
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- 5be4397c-129b-4799-9f47-1691c8034724
- A
- A
- true
- 2efba8ca-0267-4a1b-b4ff-07a7a288b767
- 1
-
8303
701
16
20
-
8311
711
- Second item for addition
- 69e443b2-633f-4176-80de-3754e8c50d79
- B
- B
- true
- 7088b4ab-7ef3-4191-bfc9-a69751183a3d
- 1
-
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721
16
20
-
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731
- Result of addition
- 7971fe1c-6bbb-4732-aa89-26e59cb096f9
- Result
- R
- false
- 0
-
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701
16
40
-
8351
721
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 7c221426-3843-455d-9d6f-99808fbc9f10
- Panel
- Tolerance (distance)
- false
- 0
- 0
- 2
-
34
1130
334
38
- 0
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- 0
-
34.556534
1130.2211
-
150;255;255;255
- true
- true
- true
- false
- false
- true
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 7088b4ab-7ef3-4191-bfc9-a69751183a3d
- Number
- Tolerance (distance)
- false
- 7c221426-3843-455d-9d6f-99808fbc9f10
- 1
- 2
-
7981
615
50
24
-
8006.2676
627.36163
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- a4919fdc-af6d-438b-b7ec-de44b47ebd47
- Subtraction
- A-B
-
8301
774
60
44
-
8331
796
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- d0cc54da-9f16-4ba8-8112-62aac55ee7d9
- A
- A
- true
- 04bcd8b4-6410-4b33-8619-448495e4d150
- 1
-
8303
776
16
20
-
8311
786
- Second operand for subtraction
- 084e9891-9291-4038-ba1e-68af3afa0a18
- B
- B
- true
- 7088b4ab-7ef3-4191-bfc9-a69751183a3d
- 1
-
8303
796
16
20
-
8311
806
- Result of subtraction
- 25ed1ba8-64f9-4230-896f-4a62bd458976
- Result
- R
- false
- 0
-
8343
776
16
40
-
8351
796
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
- 02b3c389-8128-4cc3-ac3e-1b716c3c06c6
- Addition
- A+B
-
8181
1053
60
44
-
8211
1075
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- fb91f732-a88c-4220-be61-bd1da0688936
- A
- A
- true
- 7cb600b1-b7c5-46b8-9cee-485706d1f681
- 1
-
8183
1055
16
20
-
8191
1065
- Second item for addition
- e8a11a29-9ee9-49b2-90cf-3d4508f0edf4
- B
- B
- true
- 7088b4ab-7ef3-4191-bfc9-a69751183a3d
- 1
-
8183
1075
16
20
-
8191
1085
- Result of addition
- 79a4f298-5acf-4201-a317-d02a60c624d3
- Result
- R
- false
- 0
-
8223
1055
16
40
-
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1075
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Data
- Contains a collection of generic data
- true
- f6219cbd-6b35-4835-9afb-76d069180a87
- Data
- Body
- false
- 97b3deac-7e2b-4ccb-a354-a8867de0a03d
- 1
-
3159
2874
50
24
-
3184.4077
2886.5137
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- f6c3e257-37e9-4b31-acc5-ade08ef43b5e
- Geometry
- Drawers Shelf
- false
- d3fc28e2-0de6-4d87-a55a-dfced47ee95f
- 1
-
2786
1886
50
24
-
2811.4216
1898.3416
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- e66249ef-a7b0-44ad-924e-ae619fa639dd
- Geometry
- shelfBaseMesh
- false
- eb175893-4b92-4031-81d1-9925c870fd94
- 1
-
2854
1415
50
24
-
2879.3403
1427.9214
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- bb0ff3e4-8bea-4bfa-b22c-8e62fc895222
- Geometry
- Leg
- false
- 80575810-82d7-4f63-8a16-098d1ca974dc
- 1
-
2636
628
50
24
-
2661.0037
640.52496
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- 308639cc-5d50-4297-a65f-6cb9a9687683
- Geometry
- Sides
- false
- f6219cbd-6b35-4835-9afb-76d069180a87
- 1
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-
5181
260
50
24
-
5206.596
272.5016
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- 87d50d3f-c032-4ace-88f9-0eb5651d97eb
- Loft Mesh
- LoftMesh
-
2359
2814
87
84
-
2413
2856
- 1
- A set of polyline curves used to create a mesh loft.
- fb2fa6b6-99e1-4de3-b8ff-a68a32931e0c
- Polylines
- P
- false
- a1845c0d-5cb9-424f-8d53-febb7450f2a4
- 1
-
2361
2816
40
20
-
2381
2826
- Compute texture coordinates and store them in the resulting mesh.
- 406b1ca3-233a-4eff-8425-d232fb21faa7
- Compute UV
- UV
- true
- 0
-
2361
2836
40
20
-
2381
2846
- 1
- 1
- {0}
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- 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.
- 8cc223fe-e059-44ce-ad6e-7cc38400bf32
- Isometric UV
- I
- false
- 0
-
2361
2856
40
20
-
2381
2866
- 1
- 1
- {0}
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- Size of the UV space.
- 115cfc25-b3c3-44c0-9120-f6f8437c4ec2
- UV Size
- S
- false
- 0
-
2361
2876
40
20
-
2381
2886
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- c2196c67-1a98-4121-8a8e-9210ec911b1b
- Mesh
- M
- false
- 0
-
2425
2816
19
80
-
2434.5
2856
- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 5a15c3b3-9f8b-4c7d-af49-2be7610db332
- Mesh Patch
- MeshPatch
-
2275
2630
168
164
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2410
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- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- d1825cb6-ea76-48eb-b6f5-37edbaabc6a7
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- Outer Boundary
- B
- true
- a1845c0d-5cb9-424f-8d53-febb7450f2a4
- 1
-
2277
2632
121
20
-
2337.5
2642
- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- aac0da67-7a7e-46a9-85ce-277603ffb3e5
- Angle Tolerance
- A
- false
- 0
-
2277
2652
121
20
-
2337.5
2662
- 1
- 1
- {0}
- 0.1
- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- b564911f-6aad-40f7-b3a5-deace8d1f2ac
- Pullback Surface
- S
- true
- 0
-
2277
2672
121
20
-
2337.5
2682
- 1
- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- 94ee6ff8-1fcc-4438-ad79-4df9644f7637
- Hole Boundaries
- H
- true
- 0
-
2277
2692
121
20
-
2337.5
2702
- 1
- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- 490eef79-ed8a-4f00-8bf6-6062674b200b
- Inner Curves
- C
- true
- 0
-
2277
2712
121
20
-
2337.5
2722
- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- b2e3e076-9083-4e9b-a3ad-ef48edc5a23c
- Points
- P
- true
- 0
-
2277
2732
121
20
-
2337.5
2742
- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- 06d51e32-94f5-4c89-9bf0-05f89cdbee8f
- Trimback
- T
- true
- 0
-
2277
2752
121
20
-
2337.5
2762
- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- 25ade700-5a2f-4be3-afd0-0270eef9cb7c
- Divisions
- D
- true
- 0
-
2277
2772
121
20
-
2337.5
2782
- 1
- 1
- {0}
- 1
- 1
- Mesh patch on success, null on failure
- 7c780f67-bb87-47f4-be3b-652809fb68fe
- Mesh
- M
- false
- 0
-
2422
2632
19
160
-
2431.5
2712
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- f77205fe-1844-46e5-897f-310d0aaa62cd
- Loft Mesh
- LoftMesh
-
2359
2984
87
84
-
2413
3026
- 1
- A set of polyline curves used to create a mesh loft.
- 1340f7a0-49c2-4557-88c5-1715d16349d8
- Polylines
- P
- false
- 09ced519-c635-4644-9516-e8da4b1f8ab5
- 1
-
2361
2986
40
20
-
2381
2996
- Compute texture coordinates and store them in the resulting mesh.
- 383cb737-350b-47e7-952f-7ce77ff19238
- Compute UV
- UV
- true
- 0
-
2361
3006
40
20
-
2381
3016
- 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.
- f5b9fe5c-d378-4d0f-82fe-fe61f6c7d29a
- Isometric UV
- I
- false
- 0
-
2361
3026
40
20
-
2381
3036
- 1
- 1
- {0}
- false
- Size of the UV space.
- e9525f74-cfd0-41ed-b883-7305c01a9ab3
- UV Size
- S
- false
- 0
-
2361
3046
40
20
-
2381
3056
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 2f263285-c14a-4aaa-b5c8-a92f924c3cd8
- Mesh
- M
- false
- 0
-
2425
2986
19
80
-
2434.5
3026
- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 8b903840-a6ac-4ae0-b078-582d6641a46f
- Mesh Patch
- MeshPatch
-
2278
3092
168
164
-
2413
3174
- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- 831721b2-bcbc-490c-a575-322ba5942070
- 2
- Outer Boundary
- B
- true
- 09ced519-c635-4644-9516-e8da4b1f8ab5
- 1
-
2280
3094
121
20
-
2340.5
3104
- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- c5edce5f-0539-4f68-9627-7de229c169d7
- Angle Tolerance
- A
- false
- 0
-
2280
3114
121
20
-
2340.5
3124
- 1
- 1
- {0}
- 0.1
- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- 88880c99-85fc-47fc-9504-df7e3f6e99b2
- Pullback Surface
- S
- true
- 0
-
2280
3134
121
20
-
2340.5
3144
- 1
- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- 2e27c88f-c3cf-4234-b227-7d9e6623f4e3
- Hole Boundaries
- H
- true
- 0
-
2280
3154
121
20
-
2340.5
3164
- 1
- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- 9cac5b79-c589-46eb-9663-0ac6a5422ca5
- Inner Curves
- C
- true
- 0
-
2280
3174
121
20
-
2340.5
3184
- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- da162639-8e07-4315-9e62-d6f4510e58ec
- Points
- P
- true
- 0
-
2280
3194
121
20
-
2340.5
3204
- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- b34328f4-db9f-4ac4-9dcc-551888e93e17
- Trimback
- T
- true
- 0
-
2280
3214
121
20
-
2340.5
3224
- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- 0f57a998-7e90-4a25-8e71-1ea018e79f24
- Divisions
- D
- true
- 0
-
2280
3234
121
20
-
2340.5
3244
- 1
- 1
- {0}
- 1
- 1
- Mesh patch on success, null on failure
- 6fbfc3e3-e838-4788-a1ee-70ddd2ba9f99
- Mesh
- M
- false
- 0
-
2425
3094
19
160
-
2434.5
3174
- 47814a17-ca9e-4305-9400-3a9c8d71c19d
- Unweld Mesh
- Unweld (split) creases in a mesh
- true
- f7ad29ab-7af3-4dbd-9af9-cacac22c3d1f
- Unweld Mesh
- Unweld
-
3063
2864
77
44
-
3110
2886
- Mesh to unweld
- 90053139-8016-413f-b2b3-1ce1b80639d9
- Mesh
- M
- false
- cb2e370c-21b0-4496-a9ab-35b59b7f31a3
- 1
-
3065
2866
33
20
-
3081.5
2876
- Unweld angle
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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.
- fe536d00-2720-4ca4-820a-4b64e58965a2
- glTF 2.0 Display
- Body
-
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47
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-
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- 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.
- 9c36aa1b-cde8-4e5e-a661-c2def09ece84
- Geometry
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- List of materials to be assigned to branches of geometry.
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19
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- 2ca4e724-a44f-4345-b9a1-9aaa1ee5e2c6
- 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.
- fde70101-785d-4505-9045-d360e55c4ad2
- glTF 2.0 Display
- LegsBottom
-
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47
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-
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- 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.
- ca17bdd3-12c1-4c57-a113-288e11fbf082
- Geometry
- G
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- List of materials to be assigned to branches of geometry.
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- 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.
- 161f85fd-208f-40a0-b37c-feca618aaa11
- glTF 2.0 Display
- Handles
-
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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.
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- 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.
- 5e4f61a4-1c13-4f6a-b73c-cb5230a81cbb
- glTF 2.0 Display
- Drawers
-
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61
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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.
- 204a6eea-d2bb-4422-b5d0-beebdfba2566
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- Geometry
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- List of materials to be assigned to branches of geometry.
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- Material
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- 2ca4e724-a44f-4345-b9a1-9aaa1ee5e2c6
- 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.
- c0898798-0d45-41e6-b91d-f9b31c356c87
- glTF 2.0 Display
- DoorFrame
-
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47
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-
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- 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.
- 394cfaf1-45db-4704-90b0-b4748569f01b
- Geometry
- G
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- List of materials to be assigned to branches of geometry.
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- Material
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- 2ca4e724-a44f-4345-b9a1-9aaa1ee5e2c6
- 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.
- 5fee9917-8ad0-4c08-88b2-99dda2bea541
- glTF 2.0 Display
- DoorsInternal
-
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47
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-
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- 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.
- a66ef7e4-70ca-4549-8ccf-71c8f87d5302
- Geometry
- G
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- List of materials to be assigned to branches of geometry.
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- 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.
- df9da3c1-956e-4464-bfdd-c8fdc4aa2988
- glTF 2.0 Display
- Shelves
-
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61
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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.
- 59b9e9a1-a81e-44d0-ac89-7dd541d06fb7
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- Geometry
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- List of materials to be assigned to branches of geometry.
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- Material
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- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
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- Loft Mesh
- LoftMesh
-
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- A set of polyline curves used to create a mesh loft.
- ae884904-1751-4b74-8070-ae9a1487ea3f
- Polylines
- P
- false
- 3d7b902a-baf9-49c2-a0ef-48ef596cacd3
- 1
-
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40
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- Compute texture coordinates and store them in the resulting mesh.
- 77e905ac-f433-4c6f-8cdb-162f8891dae9
- Compute UV
- UV
- true
- 0
-
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40
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-
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- 1
- {0}
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- 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.
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- Isometric UV
- I
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40
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- Size of the UV space.
- e64e65b0-9ac6-4b5b-bd6a-d8c93e8ba1d6
- UV Size
- S
- false
- 0
-
2502
1487
40
20
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2522
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- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- a1bdb073-8013-4369-a0d6-95d225eebbf3
- Mesh
- M
- false
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- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 2c2fc67b-b540-4955-a07c-81a219f66932
- Mesh Patch
- MeshPatch
-
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- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- 5845dc1b-7b5f-417c-a506-6eee040f1efa
- Outer Boundary
- B
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- 1
-
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121
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- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- b18c7312-961a-4957-9cae-ad94a17619d1
- Angle Tolerance
- A
- false
- 0
-
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121
20
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- 1
- 1
- {0}
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- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- 107b6757-5743-4e83-b449-16567ba6cdfd
- Pullback Surface
- S
- true
- 0
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121
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-
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- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- bda062ca-8677-44a4-82a0-069389c49829
- Hole Boundaries
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- true
- 0
-
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121
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- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- d23c3417-2403-4405-bd8c-648c43573545
- Inner Curves
- C
- true
- 0
-
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121
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- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- b1f765a5-2df1-44ba-8d97-0056117ad8f7
- Points
- P
- true
- 0
-
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121
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- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- 4c793525-2d1c-47bd-b71b-578a27c69006
- Trimback
- T
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- 0
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- {0}
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- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
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- Divisions
- D
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- 0
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- Mesh patch on success, null on failure
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- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
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- Move
- Move
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- Base geometry
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- Geometry
- G
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- Translation vector
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- Motion
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- Geometry
- G
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- Transformation data
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- Transform
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- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
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- Mesh Join
- MJoin
-
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-
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- Meshes to join
- 2da99ff5-8365-47df-a5f2-a85d3546818c
- Meshes
- M
- false
- 037a2a22-fdb2-4384-86db-f1d558fcd912
- 1
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- Mesh join result
- eb175893-4b92-4031-81d1-9925c870fd94
- Mesh
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- 11116819-728f-4fbe-8c78-1c7da3db55d6
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- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 3494add2-4f79-429b-9119-33b0348cf654
- Mesh Patch
- MeshPatch
-
2423
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168
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- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- a8964de7-5163-4ec8-861d-92c7ae72da2f
- Outer Boundary
- B
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- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
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- Angle Tolerance
- A
- false
- 0
-
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121
20
-
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- 1
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- {0}
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- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- 4c1ad132-a49f-4bf0-b4b9-1dc194ce0eaf
- Pullback Surface
- S
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121
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- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- 9a0ad18c-f86f-4389-9f7e-684aedb39b9a
- Hole Boundaries
- H
- true
- 0
-
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121
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- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- 36bd9828-f30a-49ee-9385-c34bb4f85060
- Inner Curves
- C
- true
- 0
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121
20
-
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- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- c49d0b19-9332-4a06-a8d1-63c374211daa
- Points
- P
- true
- 0
-
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121
20
-
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- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- 5f195259-f514-420d-87cd-e8fbccaa09cb
- Trimback
- T
- true
- 0
-
2425
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121
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-
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- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- 06f29d23-d6fd-4adc-9344-8cb9914585d9
- Divisions
- D
- true
- 0
-
2425
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121
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-
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- 1
- 1
- {0}
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- Mesh patch on success, null on failure
- eac7628e-0260-4b0a-b36b-f87faff74d85
- Mesh
- M
- false
- 0
-
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-
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- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- d9fde85d-686d-45e7-bf7d-9e2b6ccd721a
- Loft Mesh
- LoftMesh
-
2423
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87
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-
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- 1
- A set of polyline curves used to create a mesh loft.
- 1b293934-a065-48b1-b970-cf7bbee96b52
- Polylines
- P
- false
- d76e7fc8-b82a-4266-817b-9363e203086a
- 1
-
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40
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- Compute texture coordinates and store them in the resulting mesh.
- eb9221ff-7060-4fd4-95fd-d5beb05f4103
- Compute UV
- UV
- true
- 0
-
2425
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40
20
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- 1
- 1
- {0}
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- 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.
- 51f0e85d-a3e5-485f-a938-a2f2a26324ca
- Isometric UV
- I
- false
- 0
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40
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- 1
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- {0}
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- Size of the UV space.
- 329dc6b5-0210-45a1-98c2-f08412b50bc3
- UV Size
- S
- false
- 0
-
2425
1986
40
20
-
2445
1996
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 2aecad1f-0b1f-4152-8f21-cf3db1160c1f
- Mesh
- M
- false
- 0
-
2489
1926
19
80
-
2498.5
1966
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- 63d2a7a3-dbd5-4e92-ac55-cea3e98b75d2
- Loft Mesh
- LoftMesh
-
2290
568
87
84
-
2344
610
- 1
- A set of polyline curves used to create a mesh loft.
- 8942c31e-cd2d-4582-9a04-519811b91c9c
- Polylines
- P
- false
- f1bfd533-ada9-497b-8065-0ef270a6f74e
- 1
-
2292
570
40
20
-
2312
580
- Compute texture coordinates and store them in the resulting mesh.
- 105b7abe-fa84-40a0-9da9-992c3f6873be
- Compute UV
- UV
- true
- 0
-
2292
590
40
20
-
2312
600
- 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.
- b668a2bf-6413-4a7a-85e9-b103c2d04f3a
- Isometric UV
- I
- false
- 0
-
2292
610
40
20
-
2312
620
- 1
- 1
- {0}
- false
- Size of the UV space.
- a80ad63a-e773-4c93-892c-717a73a3749d
- UV Size
- S
- false
- 0
-
2292
630
40
20
-
2312
640
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 56941f09-a48d-4693-a28e-adebc684edd3
- Mesh
- M
- false
- 0
-
2356
570
19
80
-
2365.5
610
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- a7765b7f-0ffe-411c-b774-85ef348a7222
- Loft Mesh
- LoftMesh
-
2290
768
87
84
-
2344
810
- 1
- A set of polyline curves used to create a mesh loft.
- ed0a2707-a0d5-40bc-aa58-08756e53ac04
- Polylines
- P
- false
- da31dcfc-27c8-4760-abf4-d4330affb85b
- 1
-
2292
770
40
20
-
2312
780
- Compute texture coordinates and store them in the resulting mesh.
- e7c7a18e-00d2-4204-a00d-ed27d75d793e
- Compute UV
- UV
- true
- 0
-
2292
790
40
20
-
2312
800
- 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.
- f168e482-54c5-43e2-82ef-f46c48ea7fa2
- Isometric UV
- I
- false
- 0
-
2292
810
40
20
-
2312
820
- 1
- 1
- {0}
- false
- Size of the UV space.
- f4678a8b-bbb4-4eda-9de9-aac8511408b2
- UV Size
- S
- false
- 0
-
2292
830
40
20
-
2312
840
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- d3db12a9-31c9-43bd-8474-b585e91e72e1
- Mesh
- M
- false
- 0
-
2356
770
19
80
-
2365.5
810
- 9f6d85c9-1143-4538-bca7-69dcb11a74ef
- Weld Mesh
- Weld (merge) creases in a mesh
- true
- aa0018fd-3ae5-40b0-bc1e-5a3a08a4f921
- Weld Mesh
- Weld
-
2534
618
77
44
-
2581
640
- Mesh to weld
- d982ea8a-2684-4aca-9184-fae82166fab8
- Mesh
- M
- false
- 2d22b46a-d82d-4773-8f6e-7a65ad4cbfb9
- 1
-
2536
620
33
20
-
2552.5
630
- Weld angle
- 9b11cf77-285f-4830-a501-da9230412bd3
- Angle
- A
- false
- 0
- false
-
2536
640
33
20
-
2552.5
650
- 1
- 1
- {0}
- 3.141592653589793
- Welded mesh
- 80575810-82d7-4f63-8a16-098d1ca974dc
- Result
- R
- false
- 0
-
2593
620
16
40
-
2601
640
- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- 817cbf02-877f-4efe-8631-1b074e06a0c3
- Loft Mesh
- LoftMesh
-
6085
1910
87
84
-
6139
1952
- 1
- A set of polyline curves used to create a mesh loft.
- ffbfd55c-361d-4aff-9b3a-1dd4d839c7d6
- Polylines
- P
- false
- e6134614-4eae-49f6-ae9b-489951ce30fe
- 1
-
6087
1912
40
20
-
6107
1922
- Compute texture coordinates and store them in the resulting mesh.
- 053f4faf-f811-47f8-a343-427ce354be06
- Compute UV
- UV
- true
- 0
-
6087
1932
40
20
-
6107
1942
- 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.
- 6e5fae18-d06b-456a-a0ca-a05f3804d386
- Isometric UV
- I
- false
- 0
-
6087
1952
40
20
-
6107
1962
- 1
- 1
- {0}
- false
- Size of the UV space.
- 90a414bc-6a62-4035-ba33-9bb57cf5dfc8
- UV Size
- S
- false
- 0
-
6087
1972
40
20
-
6107
1982
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 2b6c7f12-11d9-4183-a697-1fbddcb53239
- Mesh
- M
- false
- 0
-
6151
1912
19
80
-
6160.5
1952
- 2956d989-3599-476f-bc92-1d847aff98b6
- Curve To Polyline
- Convert a curve to a polyline.
- true
- 9783cf32-88ac-4ca9-93c7-17a9e95bb47a
- Curve To Polyline
- ToPoly
-
5907
2008
82
104
-
5960
2060
- Curve to simplify
- adeb863f-ba47-4ec9-9017-d5f959fcce5b
- Curve
- C
- false
- e6134614-4eae-49f6-ae9b-489951ce30fe
- 1
-
5909
2010
39
20
-
5928.5
2020
- Deviation tolerance
- 7cb03d17-9350-4b7b-a0b3-b7534cfc3e60
- Tolerance (distance)
- Td
- false
- 0
-
5909
2030
39
20
-
5928.5
2040
- 1
- 1
- {0}
- 0
- Angle tolerance in radians
- 11ef94b2-eeec-43fc-abf6-ef5e7d751a36
- Tolerance (angle)
- Ta
- false
- 0
- false
-
5909
2050
39
20
-
5928.5
2060
- 1
- 1
- {0}
- 0
- Optional minimum allowed segment length
- f0626855-eb37-4bc0-9c4c-b2b55a238db6
- MinEdge
- E-
- true
- 0
-
5909
2070
39
20
-
5928.5
2080
- Optional maximum allowed segment length
- 51e8d46c-ea55-491c-8e59-404350334e4b
- MaxEdge
- E+
- true
- 0
-
5909
2090
39
20
-
5928.5
2100
- Converted curve
- a3c7bbb8-e854-4534-a346-8634ebf46650
- Polyline
- P
- false
- 0
-
5972
2010
15
50
-
5979.5
2035
- Number of polyline segments
- 6cc5577c-1368-4c7e-ae38-14a9dad67724
- Segments
- S
- false
- 0
-
5972
2060
15
50
-
5979.5
2085
- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 8662e721-6e1f-4a43-bc63-77f0defeb9ec
- Mesh Patch
- MeshPatch
-
6004
2023
168
164
-
6139
2105
- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- 4478971b-1aeb-4799-a287-a2e40b9ab5ac
- Outer Boundary
- B
- true
- a3c7bbb8-e854-4534-a346-8634ebf46650
- 1
-
6006
2025
121
20
-
6066.5
2035
- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- 15eafc38-32f7-4f53-b9c1-9ad0f1ae7a84
- Angle Tolerance
- A
- false
- 0
-
6006
2045
121
20
-
6066.5
2055
- 1
- 1
- {0}
- 0.1
- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- 0b0c3447-4585-4ed3-aa29-5e0d635fb5ab
- Pullback Surface
- S
- true
- 0
-
6006
2065
121
20
-
6066.5
2075
- 1
- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- b9d71bb7-bd94-4460-ad65-e685261b65a6
- Hole Boundaries
- H
- true
- 0
-
6006
2085
121
20
-
6066.5
2095
- 1
- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- 106a46b6-a14b-4cc0-b42a-6e72b302aeb7
- Inner Curves
- C
- true
- 0
-
6006
2105
121
20
-
6066.5
2115
- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- 8872db76-5a40-41c7-b893-6f6eec9f0e8d
- Points
- P
- true
- 0
-
6006
2125
121
20
-
6066.5
2135
- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- 969b9449-5ce4-4468-85fc-2f62dd80bea9
- Trimback
- T
- true
- 0
-
6006
2145
121
20
-
6066.5
2155
- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- c8e45bf7-840c-462a-b26b-59a2b696e9b4
- Divisions
- D
- true
- 0
-
6006
2165
121
20
-
6066.5
2175
- 1
- 1
- {0}
- 1
- 1
- Mesh patch on success, null on failure
- 8cd53232-a9bd-421a-ad9c-dfad701c62af
- Mesh
- M
- false
- 0
-
6151
2025
19
160
-
6160.5
2105
- 9f6d85c9-1143-4538-bca7-69dcb11a74ef
- Weld Mesh
- Weld (merge) creases in a mesh
- true
- 335e85f5-f3a3-48d3-9165-f0e35629e00f
- Weld Mesh
- Weld
-
6428
2006
63
44
-
6461
2028
- Mesh to weld
- e8ea6ca1-7de3-4267-be8f-952a5c063031
- Mesh
- M
- false
- 15697d00-579e-46c5-ab90-e74104a84e9c
- 1
-
6430
2008
19
20
-
6439.5
2018
- Weld angle
- 245474a9-0454-4dab-8514-d6477f306425
- Angle
- A
- false
- 522e1306-6a19-44ab-86a9-b62e4f35951e
- 1
- false
-
6430
2028
19
20
-
6439.5
2038
- 1
- 1
- {0}
- 3.141592653589793
- Welded mesh
- 8d72f2d8-d3ed-434a-b642-f62db236e0b3
- Result
- R
- false
- 0
-
6473
2008
16
40
-
6481
2028
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- db7f9aef-dd34-4046-bf11-eda88457079f
- Panel
- Weld (angle)
- false
- 0
- 0
- 1.5
-
34
1226
334
38
- 0
- 0
- 0
-
34.09607
1226.8739
-
150;255;255;255
- true
- true
- true
- false
- false
- true
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 522e1306-6a19-44ab-86a9-b62e4f35951e
- Number
- Weld (angle)
- false
- db7f9aef-dd34-4046-bf11-eda88457079f
- 1
- 2
-
5366
2051
50
24
-
5391.0425
2063.8184
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
- Rectangle
- Contains a collection of rectangles
- true
- 9bf32266-1c11-4821-9ef6-6d4a72531bb1
- Rectangle
- Shelf
- false
- 113afe45-b4ff-488f-a846-57b7bf83376a
- 1
-
2854
1192
50
24
-
2879.1123
1204.697
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 113afe45-b4ff-488f-a846-57b7bf83376a
- Relay
- false
- 96959705-ac3d-4b46-a4ec-132aaa8555d0
- 1
-
2269
1196
40
16
-
2289
1204
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- 5dc58a99-22ad-4c9b-a83d-191e27d601dc
- Division
- Division
-
5514
751
99
44
-
5560
773
- Item to divide (dividend)
- 2a9adafe-cedf-4727-a5ff-ca2036596c0d
- A
- A
- false
- ef4d5ceb-5932-4cdb-9213-017c53d59b45
- 1
-
5516
753
32
20
-
5532
763
- Item to divide with (divisor)
- 771f1bfb-fa11-4953-9ed3-da3475369b18
- B
- B
- false
- 0
-
5516
773
32
20
-
5532
783
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 2
- The result of the Division
- 93b22a71-e0f7-48ad-9dab-673b9a09a710
- Result
- Result
- false
- 0
-
5572
753
39
40
-
5591.5
773
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- d0318485-2628-4448-956f-57ddf8a35302
- Number
- Tolerance (distance)
- false
- 7c221426-3843-455d-9d6f-99808fbc9f10
- 1
- 2
-
5367
821
50
24
-
5392.8516
833
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 3950844d-f9c2-4cb5-b7d2-8f08d98ca90b
- Subtraction
- Subtraction
-
5670
801
83
44
-
5700
823
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- 6fe956fc-446d-4570-af6b-ced1e7f970b0
- A
- A
- true
- 93b22a71-e0f7-48ad-9dab-673b9a09a710
- 1
-
5672
803
16
20
-
5680
813
- Second operand for subtraction
- 5e55bc0e-d7b3-4ce5-bf05-1a0a95543cf8
- B
- B
- true
- d0318485-2628-4448-956f-57ddf8a35302
- 1
-
5672
823
16
20
-
5680
833
- Result of subtraction
- 09b099fb-fde0-4cc2-94d6-5ea588906294
- Result
- Result
- false
- 0
-
5712
803
39
40
-
5731.5
823
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- 5dc58a99-22ad-4c9b-a83d-191e27d601dc
- 3950844d-f9c2-4cb5-b7d2-8f08d98ca90b
- d0318485-2628-4448-956f-57ddf8a35302
- 3
- 47d94f61-4970-42d7-9da1-f86f4d164397
- Group
- Tolerance for flicker
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- 87d50d3f-c032-4ace-88f9-0eb5651d97eb
- 5a15c3b3-9f8b-4c7d-af49-2be7610db332
- f77205fe-1844-46e5-897f-310d0aaa62cd
- 8b903840-a6ac-4ae0-b078-582d6641a46f
- 4
- 41c16956-b358-40f5-93ce-a433db341105
- Group
- Meshes with intention
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- aa0018fd-3ae5-40b0-bc1e-5a3a08a4f921
- 1
- 6cb590b9-4e06-474d-a4d7-657187c328fe
- Group
- Weld for smoothness
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- f7ad29ab-7af3-4dbd-9af9-cacac22c3d1f
- 1
- c7efe890-2c26-472f-8675-1aed5938fe90
- Group
- Unweld for sharp edges
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- c521e974-0f27-45e6-b33f-3c0863c1ce9c
- 1
- f4415383-2ed5-4206-b26e-f7013d9fe8ef
- Group
- Meshes should have volume
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- 3eefae77-bebf-4136-91f5-2424143d2b95
- 1
- 55cce889-bfc2-4874-97e2-532d8a28eba2
- Group
- Avoid intersecting faces
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- 7c221426-3843-455d-9d6f-99808fbc9f10
- 1
- 8fb98074-c329-44b5-a521-a6df5efb1112
- Group
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- fe536d00-2720-4ca4-820a-4b64e58965a2
- fde70101-785d-4505-9045-d360e55c4ad2
- 2
- 9da77666-8d70-4671-bcdd-9fcd4a750b71
- Group
- Glft display
- a26cc4fa-5867-4f0d-85be-22baf302cb94
- a5842022-2fa3-43c6-9e0e-3150ebe617c1
- Attach Transformations
- Attach transformation matrices to a geometry sent to ShapeDiver Output and Display components.
- true
- 0fe2f7a7-5762-493b-a66f-636b9ba3697e
- Attach Transformations
- Attach Transformations
-
3893
999
143
44
-
3965
1021
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- Transformations to attach to the input geometry.
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- Display externally defined geometry in ShapeDiver's viewer.
Please make sure to use publicly accessible URLs for your geometry files.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's viewer API.
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- The geometry which should be displayed in Rhino's viewport as a placeholder for the externally defined geometry
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- External Display
- Display externally defined geometry in ShapeDiver's viewer.
Please make sure to use publicly accessible URLs for your geometry files.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's viewer API.
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- External Display
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- A group of Grasshopper objects
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- A panel for custom notes and text values
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
- Contains a cluster of Grasshopper components
- true
- 475733e4-a8e8-49ee-b219-bc490f644ffb
- Cluster
- Position object
- false
- 12
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- 86030e08-8bef-4d22-b0f2-5b21e0e223b0
- 8e72dd1c-a661-4ab3-b662-9180d4183035
- c1fe6ccd-c766-438f-90a8-ada6dd956eb2
- d2e8d31c-b33b-480f-866f-105993a6ad0c
- e467539e-18e3-4593-b43e-267416f0f7d6
- 325e52da-46f8-47b6-978e-3376f8dc41e8
- 7fd52d8d-06b5-4810-aa56-d6534bbe6914
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- c2db00ce-cfa0-4159-b3da-cc8edea69f64
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- cbecfacc-0430-4bc8-b01d-3cef1baaa97a
- e6c1382d-012a-48a9-9e3b-a95ea01084e0
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-
11219
2791
184
224
-
11372
2903
- 11
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 2e3ab970-8545-46bb-836c-1c11e5610bce
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Geometry to transform. Provide a URL (string) in case you want to transform external geometry.
- c1fe6ccd-c766-438f-90a8-ada6dd956eb2
- Geometry
- URL
- true
- 1fbc0849-ad10-45bf-83d8-a18a98b16175
- 1
-
11221
2793
139
20
-
11290.5
2803
- Contains a collection of rectangles
- true
- e467539e-18e3-4593-b43e-267416f0f7d6
- Rectangle
- Shelf Geometry
- true
- 9bf32266-1c11-4821-9ef6-6d4a72531bb1
- 1
- 2
-
11221
2813
139
20
-
11290.5
2823
- {x} coordinate
- 08936e2e-840e-41fe-8f99-08bca4fa7d75
- X coordinate
- Position X
- true
- 3e72e397-d46b-43b0-9140-c374009d4ef3
- 1
-
11221
2833
139
20
-
11290.5
2843
- 1
- 1
- {0}
- 0
- {y} coordinate
- 8e72dd1c-a661-4ab3-b662-9180d4183035
- Y coordinate
- Position Y
- true
- 4a107df5-90f1-43af-811a-e0928d05f28a
- 1
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11221
2853
139
20
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11290.5
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- Contains a collection of floating point numbers
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- Number
- Shelves Z
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- Item index
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- Index
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- 1
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- {0}
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- Contains a collection of floating point numbers
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- Number
- Tolerance (distance)
- true
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-
11221
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- Contains a collection of floating point numbers
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- Number
- External display model size
- true
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-
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- Second item for multiplication
- 1d291ccf-d80d-41e0-9cce-4c3001452106
- Object width %
- Width %
- true
- 92f11a99-616c-4ba9-9755-759da462c708
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11221
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139
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11290.5
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- Contains a collection of floating point numbers
- 86030e08-8bef-4d22-b0f2-5b21e0e223b0
- Number
- Max height
- true
- c04384fe-34f2-4736-a6d6-8a82c0576252
- 1
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-
11221
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139
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11290.5
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- Second item for multiplication
- 017fcfdb-0286-4b06-867e-66b6a82dbdf6
- B
- Height %
- true
- df79f762-a94e-45cd-9db1-af0fc019720f
- 1
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11290.5
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- Object with attached transformations.
- 4ee02b1f-9087-4e7a-8fd3-94bcfe5cb424
- Geometry
- G
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- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- a0a2d7d3-5b0d-4b09-bba8-7ecc17571f25
- Number Slider
- Plant Shelf
- false
- 0
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- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
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- A group of Grasshopper objects
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- Group
- External Display - Vase
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- Number Slider
- Numeric slider for single values
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- Number Slider
- Plant position X
- false
- 0
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- 0
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- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 8d5bca55-de5d-4423-a62d-8bc90ea3185f
- Number Slider
- Bust position X
- false
- 0
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- 2
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- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 4a29e3de-86b3-4c80-9a4e-24f510e536b0
- Panel
- Vase position Y
- false
- 0
- 0
- 0.5
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- 0
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150;255;255;255
- true
- true
- true
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- false
- true
- 1711f75f-9c10-4e0c-860d-853e715510b5
- b9116316-c87d-4212-a382-bc40035939bb
- External Display
- Display externally defined geometry in ShapeDiver's viewer.
Please make sure to use publicly accessible URLs for your geometry files.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's viewer API.
- cadbcc08-5685-40f5-91d0-de58da46ebf4
- External Display
- DisplayExt-Bust
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- The URL to load geometry from for displaying in the ShapeDiver viewer
- bb8dc4fd-bd56-4482-8639-50d77eb2e29d
- URL
- U
- true
- c8faf174-c6fe-4a90-bbd6-5323889d6ea1
- 1
-
11482
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-
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- The geometry which should be displayed in Rhino's viewport as a placeholder for the externally defined geometry
- 93afbad8-0de7-4c7a-bca9-85fd5584cf39
- Geometry
- G
- true
- 019a9a08-d951-4aa4-bae0-2edba7dfc681
- 1
-
11482
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19
20
-
11491.5
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- 2
- Connect one of the ShapeDiver material components, or a Grasshopper material component.
- e60fa93a-4e5e-4429-9a55-df589213516c
- ShapeDiverMaterial
- M
- false
- d6808b27-edee-4f27-9a02-7b92f92e3a95
- 1
-
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19
20
-
11491.5
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- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;0
- A group of Grasshopper objects
- 2ab7dbec-8e12-4d7d-9ab6-48a8ffe1328a
- 1
- 19d27169-e478-4255-b540-610fbdc1eafa
- Group
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- c0f29f05-69d4-45d3-b576-34c8e67b7ef9
- Number
- Actual Distance Between Shelves
- false
- c4ba791f-2583-4da3-afef-20bb6a25d0e6
- 1
- 2
-
10161
2990
50
24
-
10186.356
3002.8108
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 92f11a99-616c-4ba9-9755-759da462c708
- Number Slider
- Plant Width
- false
- 0
-
10777
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317
20
-
10777.423
2954.3457
- 1
- 1
- 0
- 1
- 0.4
- 0
- 0.7
- c9482db6-bea9-448d-98ff-fed6d69a8efc
- Box
- Contains a collection of boxes
- true
- 019a9a08-d951-4aa4-bae0-2edba7dfc681
- Box
- preview external display
- false
- 103929e4-7f3b-4873-8529-07c022070ee1
- 1
- 2
-
11353
2698
50
24
-
11378.629
2710.0605
- 90b3afef-630c-4932-a143-938e8b7ba55b
- b9116316-c87d-4212-a382-bc40035939bb
- Preset Material
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- 0911220c-b4cb-40ae-bd9d-50a91dc431e8
- Preset Material
- PresetMaterial
-
11337
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66
44
-
11370
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- Material color
- 0d56cc1c-d632-412c-8c7a-9029e31bc11b
- Color
- C
- true
- 0
-
11339
2733
19
20
-
11348.5
2743
- 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.
- 812a8630-44ec-48d1-a79e-4b9cdcb1501e
- MaterialIndex
- M
- true
- 0
-
11339
2753
19
20
-
11348.5
2763
- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- d6808b27-edee-4f27-9a02-7b92f92e3a95
- Material
- M
- false
- 0
-
11382
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11391.5
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- f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a
- Cluster
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dN3Nzn5bdhX2IjbgIiJBgjYtuo+1vz96fBQOVoixsAVSOmh/2geqfI5OVQFucREo7nAJiAY92rmIXEHSihS69Mhv7PccS4i5j6usOv//u979PHutNeeYY4w112/97Nvj17+4/uRX/9U/f+EnP/nJX/Lf/+m7n//6j775k3/2L6/vf/nNt3+Sv/p9f5y/zj+/lR/5cdw/uLbz+j4/kpH556/8+Fe/+7P88U/90fxvf/s//X//9N//zr/7N//3//uf/p9/9q/+8u9/f/3Lb65/lb//K3noH/yx33L+1R/++He++fmvvn5n/vKnf3D9/Dp+5YP8zz/8/f92/fKP//BPv7vyE7/hJ/4H//1x7O99+/0vtp/nb/7W82n+7Pxx1Nevuc4//7s/+8n5N3523d/8yTf55b///bffXd//6pvrl/mB3/T3+dW/+bPtV89z8qX7//Of/uf/+H/8X7/1P/7s+uXx/TffZdiPn/Inv/W/Xtd3/+i76/mTvKq/8Ju/t/3i+vHv//rf/fbbf/HLP75+fn9+53d/7+/8w9/+oz/+1z/9xz5Y3vDzyB9f71/98U//3re//pqX3/jxzfqM//zrVeSP87Xzz1/6w+37P7qen/yb/vU/+PO/75f95v/+7be/yB/+xeen/trf/ov/xFv4bx710/zJf/eYn/7j47t/uP3pt7/+80XxPPx/+f7bX3/333+mf7L9/NfXH277z5+v+l/y4vzz27/7yz/45hff/fyb+0+bpuv3bes+7dTPn6G7l8/WXc1nOa/juOdp687mzx/0346b92VbPsd6HZ+hmdrP2t375773beraeWyusR7Xn+u8H59uGBrPW5rPetzXpx2vtr+WfbiWtR439ON5HJ/2XjbPa+7PNk/DZ7jmq2/74dj6vR433W3Tr59xue7PcBzNZ5+W8zNO231Ox7Ce91aPW5a9X4fPcU8+53Jun21c+s8w7Od6Dsu9Hi/vZT/Wee0+97l6L8vpVfbN8dmHdb2We+z3vf6c7bB21zJ9zn30vOPcvZdz/izXNN1edNec9XtpvYHhWD5egu939cNnufvxMx7D0e990+/Ty7ilP/f89NRfn+G8Rx+xmfOx1/Fepmu7Xsatdztv12e8J29jXjfPm7dPf5zDvTXDvI9TPW4bp/O4PnfTey/XZb2s0/hpt2X29O46rpf3cq3NuN6fdj58v+boLM2u/VztOvdz2yxN15bjuma599G6tjI+wzRMn3XoOv9v3u5xOadu6etxw9mZ4M+1bdNnuOf5s01WXH/NU99d7dl0XT0uL2SwPpvN+pzG9mPSes+brJhr77aXfdRN0zFusy902H/rNny29rZcz+Fa23np1/Xlc5qjq18+7T501lm+2mg/NPtydYeZOM6lHrf3y734fkP2w91en7Uf9s84bPe69UO7XS/P2/ujX9bP0nZL9lH/2Q4rp93ndjr6o5mOet67Y56z9byd9TNss1fSHr7k3AzttbXXcsz1uFs0ONbP9Mz73B6fdT6yPfZ7OZf9mtt6ffbt0hxr44OtPuc0J57Nw6cfrNB+7Q/fsxw39OLZfHzuYbYfrm747I032zVX24xmfRjrODFcTd8tuy2U93KP02cZzd86XqZubLZ2rN/n2Dbt4UVcfeah9WH31nI9Oqu67U9L6ajH9dPQt+3n3O7EicarnKbl09z9cQiFR3vU+8Gav3bxc2k34+798r+uzfe7rdx9u6e2/n7j0Y291Xw+32+4j8/Wt6ttvHVjl+A7vDzvvMbOPHgD9t/e7x8bavuYg/lu9ra5+noepn7aj3b/yDuj9WKcuDR+um6779ZWHKZ6XU9j591sn+s+zd/R3Z99a/K8rpdZNmPreZiEieGcPs3Zet7eLJ+l2azU/j7ue+3Hcb/qcec+nxLXtfWn9zJdlrRx2z76kMt5Li/7dj5bE+in+2STdRUHx6b5TMds64rY51p/Pw9r/e7PNNgUFvMu7lp2gsTSjvu+nVv9ORdfbGn6j0UqW3q55l266OZtaCzBcV3Oetzuvfft554HcWkYxcGj7+WHY1ia6RI/6/W57Oe0XaLKKlQPjcUthhm3W0Vd1+zjXOOC5Wivebk/zXifX/nPmvSv7drvR9+141TnB6jDNNkFzel9mi3rzCR2s23ZyDmyTj1uhzQszb5vxevZJK79dHx6yXa+72vt9no/bN3e9Nv5Obs789dJ7bdpWW33bmr6+2xexsEskzwmiyQ/WNdLI6/s7dD27TQ1+1XnlW257ITjY6eZh2bwqBOIMae+a/DMWMdPmK7fu/1znK15nzfrbJ4lzwY4WdZzXl/wxCYJWNpZzeJSZwUI/MOnG71POXfqrjrOb0fXtR0A0TeCYSPO++AmcT6XZW7Oox9enneauUGcNyPGZZ0JgZ+zufZhHuDP8WXcdd6HH2xvg4dVSLLjug/cuU7rdvfzy/q0qtZjlL3G4J6xO33Ea/qMY3v2/TwaXMelve2a+RZfptZ7AXY+0tP0adtpP5dxlGPqfbt3N9QivghgwbtwVu81rc09zr7uPm/159ytxFUo67cHR2a/JwIv3dbOfl+/TfV+D7rtBri8bcXr0eClFZzWYbi2YVqH83wZt9p0fnDahlacsHLWFUI/j8XDz3Ga53qcBWjupRTwQLxWSWyL8L2v13jYGbc3VY8DjIbbfjh3OGs6x89yDCccKZFN235YQfW4se8nAWUfdvN+AmnbbFsB88nAS2dV1OPuaQbRJARJcBjh3aW/fdMAlH306V/w4Ln7gWNTMIgqcJ08PfeNvNkuy30MoPdQjzulV9Bzm4LnZ3h3W+HrxXKZFVxZay/jtrOz/451SDxTUolSVmono3R2ExxWj7v7dr4HOKvz04tKYoO8Pqf64bgEVdG1HHe1y7DugGOz2X9za2lCPw8cXU9Icu3reb/avZmM6599NAtq6720lp3E0s5Db3Jfxt3myZSPg7gk66XOacx7e0yy7w0d1OPssCNQos2s7TLFtqSYu9Ztu3dVzl3Hz6vz2taklOBk6SclgGLgtNBmkze8jZv3ubHOTlkw+UheGSGnZV/v+xA2RO963HJIuT7YeIvXyhNTbkcJ4jbDvdmHL99PhOytlyXofzDXidfqDnh3a2DEeXj5nBLPDWet+XSDjWpntOrbHSbZ1J/7XefN61Z2WWdtQPawiPPrantsrYypPjjHro7ztyh/ye8Cpn20ykcK5SCuZfbwFVCo5/0eumH34ncrCp5QJC29FXffneKvt7u2ej8Apv3mCyn6whe0pm4Eem8Iq71ELAVUPW4XT0Sxzh71XsSXdW/UVd7zbs7Hc3kZd6/LMZ1wz2zR9OK17ygOWpfDfp/j3ZV4olVASDs2wGlTWC/qB1MAJ4sD8+hTLG/j9msXqmVk8UU2s9+t1FWgaEWsae7K/NcCPkpRz5uh+AFGsj4bi1Q4bU7V3HqV+1Z5OiyTEgfr4n02s3kHeEOKWNjXNgEz5bh2PFtF0Ke3K8TB1OF7P33E3itTaleWcbdtvcftOAGIoOprBZGn81QkSZjzuEid9ec00/2sgB633ecEU9XTyKKzaXuF/7GMS/05u0VJg7LpDll9OJV++Bd4UNkxL7ZfP5brs1WrTO2VwnSzrpVgH5W0x+/deita9qkv467N4C8V0KG8zIOZtH6Oj9m74WvVWs2jGLf017R+gAq4YDlXocxkKAfbqZ0toq7ct8DitiabQHepV6bus8NlcPIJz1rU51bmo1bC2VfVPu7KexmEJDVDHxpuFIQv/Fr9PiXbrssunx9c4A0JN4OyfDMf63GMTRmXzJL/WC8+XOo/+HPD1nwuUb5fpq03sBw32Crdcn0aeESdetoKTXCrFbbck7R01/Pn1V+dkHs+2fLG19m3wtS1YbM6r3St5wHUWbJv1Ycp4pU4mxX0sVbOSf5TQ5RxolVCr42tvp2p42avct1nMLYdLfgDf3DU8zAmnICCtrv4smFQl+lZNF2Lj5TFxjpOjKfq/cAq9at5v5Epdh6+AB5VMvuoL/sIXEVI2H9yq/0ulO22z+e+js1zt21ry/q9nbptvxVEyxm8m9C59MDPhsO8G1UxxFSPwwUlkagem6/9t6EO0JOS6TL3w7KVOASJ5EWqFuWCxHk7Y93hCQnMCp2G5XqJn+jdBY2EoNuTpwWLvQFijuvoUFn9jHUtx83quGbBu+2zed9t+vXagMJ1XlphEQKtP+fcYa3Co1yjcQeqdZ1TDKgqlFv3PVz1e5lHKxs6xpj6fqvUByHAPZvMAEqqBOp1rWi7b1X7bf7tP5XLgvC1KSzqgCnxvB7nYwl5fnp7cE9mRFnQi6S3LaLqrPffDJ4+/MQ+hY9UecJkiiR6wLQ1TXNO9X6Qza9k53bbvReUu7jkzU6yEgDWDmNbf79FjakIVL+LKupZqWgzD+fcGWeFrjUuz7jlgI4fEQL0l9Em72UXHmXGG6Fd4ol2gQBwAgp9b2MISR8cj59oUZJzpySp49kiL2SX9z3Sx/4LbzNa3KokhMA1Sm31uLVXb4Y3DS+1ojS8f5E0NK09ixat47wk4qsh2lJUD3Kv3xCwPAOCar+tb+p9a7baZAULZP7CkcJZMsXerut8TgJNOW6FGWYBbBMYjJuzpNUrFjVtRREvgdTj7DIY5zPDVQHZ4ryS3WJTB+Dfr6Xm9dsVO4Ds+pweLL+n7r/EpbY79hN0Q+vU329ru60TMPe9ET/R7igNyoe03e17cnxf74dNVaMm9bzwYFC9lXMunxsv3zWWmmqwHkeW6Wy9a0weCwhV7+M1lr471z2YuY67m7rxNNsD1CTOC2p+1q+RlIgkHXz9Nk79Z7aVxKn6lAD0iiRd/GczTC19ph6n0FY7fObpMg/jZL9bYtI9ZL4flJ6hjmfbpfJflo+vlzyGAdhPNKpE1AnhyIaab1X9SZC+ED1PXDoFw7ULiTZbtmQuckA9D1jZ69rtP4RR8rR1dmUe7gsF4TsKW+W4ozvGE6GUAPaVNzf1FPpnsljaVj1Wx12kwiIcfUTRVCmg7jaF0RRXkXXhwOs4cewivQCmLI7+oOLZbLwPaE04M4svuozU0FuKiCjz7Hko/f0cz8/VwQW+8rq9xKWTMgos4oVNHTADh3S7bbWEaFAedW29XrC742HCFPjm4ZBXYCt1TtuQSybF48v+O5duJFcAgILhQI3Ba4hL++r9inQ7Wvtl3ElwXeG61H8N8CO8Cb7XbI13EYLrvHKStnyej3UVHhrC24AIywBBgVcc0a7lOIiPnOx5d3j2i+ioAlcuYUxbEkizvODWi1psrwMQ0Y/EWXjCtlKtSJvXsOI76nGkQkuf7pu8GeUKU+r1KuLBIRrEC271/fu8/Yl6KtpGr7IL0FuWGEpmVxnU4/axFblsgCee5XMirdH8uBeh9xBH63F+Kz1SnA8vvMhMyxUm+zxRDKKrEPcybptWS+x46v5UEmvKXYSU0h6KoRyW4+4eFYEI9uuj3654lDAA99pK1RLcWPPJ7b2NBw77czRIepQE/tN8ClOedHW97Vy/T+/DSyNwTKIY1d24VR3QiGPj2o3i1svnvOceMf5RX9pHV/Qc8tanU/N257Uue60jGHfLOecHGegt3sFnrcgm4F4IsnMb13J94gGB/aiv0sFX3S+tyO+kh2VTbJK763GdMqizQEYQywNQL1lnpLYWVOqa4S5xlr+AbA8J/cw4HKrnSRJe59H6gnSZ93G7emzd4mcgt3he1ueBldltyqvef0hvjLlCqhO6zIOdCBPKK2ACjkXyvJqXcaK1PD0iihIH6aJBlIfvq9Q5mAjK9UIhatsdoXTsl/2Aw7GuIyvc53zQue6lxiFdVBQSEjTwuELEazVLRDJhHL279TWuMw58gf4BMfnPN6IfeXK4VjD42ETDetxA4VVydHCa+UM2QDqWj/JOzZistLyMw6liv2ZIJ/p7JCC8hpxyJPQCXuX6FP7vq2cI6Qks4mf4JSSk8oWkl22s3i7H+YLXJXFNYKF5MIlb6kYq1AhHARht/T5h+buh9w/U0ejh4u4mj2ExFVXESJ6al3FxdNgPk29FwcmrtFwXZIBVRx6r8W4nPx5qqrDk0WUk692eBSsltlOUP44yHxGoZH9T0D58iGlWSfgN1LKhtVD3eaz3H3Vw2GPQWM3asB2PdBvepqdfShWYh3rcgkkACRQL8QWFMiWqyO+DUixJta7DOyztCbRD1fEvoRfkP1937DHNwj7irX4eKmoQLMRPbP6QTWg/DOxajfW3XfS68WWcEljCAxzFQanSug5JQbxQ2tn2W71e8E7sVD3+xVa3PED5Fv6U9gQYoqfFWo9TPvVhXWQucQkjjZ63b7GEXF2K2Fp/T8EFlsPlY+aPRwFDjB9Eod+jQqZFBJbjgJd7gc8udI39kPr9VofbkrQHVh8seD1uBU2hFsk6+8jnpMcJi8QqUQoxPd1v44hNcN0eH8RsnYmaQDbARxYEvOp81FmDSBe4AKFgvYTh74Fldq7T2uVqetkPSkOcM8AyQ1fyGCoE6uTT2U+lRVBF/T7hooYcat+mbrTqfE75Ycb+LYkuc1/nB6V2M4AgnVUanTK+Gc/jG6FyUan7rZ53SqSahd7YBy9tSK3Fak79DpSQRc+7jhPThFgEdPxweAY67N7FtLEzD3DRRIN4GUftCdQdoYFhAeVJOT4s4iJExYT7rcedvAeyHso5IpInS14WKUB3qVbOtcaD3STeygh0kuQVoU1p6/sxY6yodqiwr/PmjFEN2qF9P/zZD/mWXHzNoJTyvl4v0hWkNJl3b0NhhmJ4ZMRjkXeJpWBwPa7PzoN2+rzPMAfKPuF0xBCSZdTp9TqbJ+oRgmdvpGjoUb6d+T+5U6grA4m7r+PSzK9im8f/Gd8Ta89+CGoCNUOK8Il1rccRzp6CfYppCqyyXsjj9uCN5Fhgu5fnoZ2vWDzIgMG7qccwOKoOVoFJkbS+fD9V9yqP4bUMvgQnRG/EUZ48OJKwXudpe49pIXxI5gH8lccsH+SYguISQWp/K5fNxIqkMJ2SH5BK4hKZbUKeYjo4C4f6vSzyx4CNEits3sv87Why61o1HcFtaOp9tEDhsxS2htWV//A9FyYtPNd9M2ch7cpxqwQm5X7oS+EL7PwNlMGHdJSoFaVc69PGCVqAP7EvOnPqMRY+ZchyNSBatJ563Erik8JgenFemLLO7CM76KYNev5d7yPTLpQA/uy+4hnlal8CYpp1sv1YQ2t+viOaeqcSLOel9+kNLYvtqNKMCuvjvODyRD0eQQHaVhc/vRcCmeLYEs/WpLGU46yLjT00rGd8F97LqkCT7vO1KUQ8U/W4RT6CB4k/ibuUiH2iO02CRWMT8hO/PE+Ba20QVOJ/QWxYAUDTQXbeYC/Lr14vR3NfISCZ1KID+X4Qs2XengxmpDXbvh7X3cck3/JKhL+WsTcMQ+yEFJ5biHmJE0Ady0aybOpUy9/zsuIugY7ZEX1dz/vJbR2pH3hN/Z5X+eBkr6gjHCv763nH6OJps2+BZdyXJ/PfeJ/n6JcA3FO9rs9tYezwAhNa/Jj547URFi9FD6XVXnkZt4KsditnavgJkQ1LbxLHTSy0lPoahzyvG+vis0Yfy6NIBOpbC8yOn3lOynGXhBmDBiE6rK6XSv04+ZDOBo40RS/409o82P0kvOTpSfFBj+HLG9Ebt/IBzVKPg1BGCWgiSyfp2rcpHlEh2E9F/1HzWR3bNn8dIe0MD82YLkT4pnALBHrQymrdCVMCMl4xyqSKFhxSB9CZ7+vszpatueZpu5s1J74S7gzrc8JIk2zjA4whTR2Ap67H8bsZi3g2a7T4SB2QoVy7jfN1KJjq98IIiYjyOYnm0bni70ldNQs7OR9AFa7G9SThXehS6HfhX6wcDhv1w9bPoA39o8a7xslzkf5IN/EPRi+G7NU4PF5Eibbm9Xs+KuWMFw+pxJ9svyMsPJ6/OtQ+H8jLuH2hNKn7ZWe4Tspc9sd2jAf1Daa53H90vp3xma7WxedP3IHPbP9rvcQnHslzKHFrT4A/LrPWX830dW7i0d+JeCoxRCx/Xj2OpHgIYMrE7FsR46uCPO7xgJ1VvfX7BPsUgAdiCHh9+JcV/YwGn+mw7YXXKNcLk5XtBrVAvdFzHmlMOoRYcQDjiIUv860ylUE16iRCM88z7wck02CHR4bAGHjrcYpUhY5VEr0xL8dKZhtXBZCwLMFaD+glakSELRv2C46Mz1H6vcRjCp0IMpd5BS9gCVKNLnVn9Bz8J2suHyCuXh7b3uZPIqOH2Ec0GbgHRWT/9B+sNCTSXMigMs73PQfCLEUfYa3RfPIYikGZ1WNCkGvix8u4HBCIbpj8QGCEd6UnWbTluiLPrPV66ceLHj7yqabOCW+6phjANjIhUYiapowvkBTnCzZ/DZQYonwYS/RQ3KrsV2aP+n3GIhUBfLifelrqw1esZESqoZUr9NT7j60O+bsieOJ3o+bBE3APfoxHwbzISfU4ADmGcnYw8842je8hlrRENbn6zDy9jGMhAIy7O/6lMXgC4Y2GQ96KSojF+n2O68rXrU59sjpbK559WmIj5baMk2Op3+convfxn7WiNAIk+TY0cSt/y1TeS72PplbSo/ZyuYrzQ/Q/+RL9wxGkzEFe1Ots4iq+bRwsjXm4UzdGbkEbyYPErPtlXU9Q6hqDogcm7or4AqEycpKJlXVmox4HkM/RKR/cavtEl4lIpjxfKGWMWPU4ficeJ28/uhqUYx8NF5juCwD1zFMv4+K/tkpuyzh+ffNns8acLlyDL/JxOY55ocdgIE7yXg64XL2CHuHv4JGbexG0HreoVC6Gl4jpsQsaJ9P7okTRzb/X9aZx3FQ5RyQpp24MTwQmcEHgx1hq3uLEDNbhK9UBwWfcKSKpvLJdaKl2XFoVfDkOyd7MqatktPgEvE+1tCTRYR/YRomK9TieDAxwson9J6fjvVPW7XiqdbrAojouYXiotHyjPnD0aSsgYWOBdvG+qOiajzQOPlVAx4gevIRPtoXAX4YZBAB758v3O09UHV1mjm7BlJXniS9Nv23cvPSAeh7sau879V/w2SZ0qqAbNvX+4i9HInUlrpPBTYMpx19bZ1yRIiI8EZRPPyLt1LpTD+WY8RBDcSMsqAm2QbYd4pCUyKPc1XGCmrWLoHY5tpR/Ql7JCRibmbEEJmLvqsexPCev2G2JZ74af09MPnwDK6YBC1qPU1nySkE7yWPic3RY5e7AI8eh1GBL6nFsKzKZOAHcoVviG/Wa+C1W5KRAv9X7FmpgK4EL2uhVs8nggiaP79xPswJ27+rnbXSOCCr8Q9aZ8sx7wTQhpRS4C8WjqfELUJBU/oFwxE8W9ew/vgS1FjmVnrPV73OzTsTeZOfnPKxPHHGb7ZyRESF51D6rHlpkyQM8LtQSZzJ8BiPiURAQhM75LZ7h3NoeWp0gv5zvsF5sPfBQIMMNtkB6PQ7frNYGIFI/HDn6QD6PufIW5yfCycvzcpaNoeDmjbQfUEuJRUTHCXkAnMFS5bg9B2qiNz6HII7UHVRGchKzulpkFkjqcVseKe5i4qPDWnEHEpQRjKRj/+0vuIcpb86RF0aL+GltwiVmVSK5z2tDK3JfxinxPWV84m7mgcVDnmZjAbSObZvquHuQI7NvKXGPHyU8kYonfnQvtB1Yk+px8q0vYYGEj2RClG8PugyDK0FuO+6X94JcE84Qgg+fbJ+aB8+bcqBLurjbpo7XZ2sHYrFm+E/8FOxXDpzYxrGUcg4urB7HDjLaON3jrwtzwMhuH/HhYNlVR7UuYxwGzA/ecnvivCHDs/ORpoyg6OF6nWFYwwV+qWnyUfxueaktxsYGbt9w66ne5A3GM8TPMGBQGbblafYzE3jMS81r0BVhTlBXaZk6B7gjbfZ8SGjeODdUx+W4C1Zs8OzHkCIiQQ3r3n1YFVB8V8tOU79PEzxx4OVFRC8WfK08dgqTCiBYTTUPlnEoZTwYLc7gnBOOEyanOzBrLM/1eXvjIn56Cq9LzpN4L7N9pEyZWefUMvX5AONYY8JHAtieh5qHd2OHoZyRV5W49ftMNwG2QcAjPvhU8lAnOfCY176RWJQC9TgxRaLD82EhWYDxZ3dsJhtowSze83zV4+Zsd0Buiu4r10ZHMJMCRdtmBmu/TX9jLYXpj30afWz0XsI0XS2jt5qzw1DU4/YDzyBRxuQ6rCD5nsOYbOfLSIekUtf7/UFvfjDm0sQJ0ExMwi+JpzbRSACtxlldB/0IDyZl+VbAjyqy+ZxIkVXBwr9bfs6hoccsiCj6fM5FUv6BOWUPh6U35m+7Mr6gyMi3CYGQTHCrcQhC82Byou0uNS8s/a8qWXGJsyY+K7g1uq9ZAa1ZYdhqy3GpbwZ5Gi2bvBlF4WCTxQ17Kbe3XddjxqmQxE+MVHgGZAqjZeqja2JZpPbXfJbFa4dyp8Y4lLyZugONI9lQ/3iT7MF6HJ4oRnsRPr5tH9G/kucwI6ZVUVLnaZW+bzgovCH46NrymBkQhjH7Xub+Ur/bM2Q16ywAzn4gWUBKeJS2oQLlqEJ97pMDE+KJ8Pr4P9UuGUd2XoSJS75nBq/HqawAOHgi53q48/AvNn2T4x1j1kxffz/CGpQkoZ/Jt1ze8VmBT5cCvVP52vL1OAG3Z1mTI5avedgJUZGvqE537Bz197MGH9bT/MUPhgIjo2YyYu5RDPi/epzKkpbyHNj0OZP/JuFmlliuaBPSTT1ONGgUpk0sscP91B2W69VLRKg35F09f5K55ZK+HJn3/impYk5PPUIjGNYaJ/PUTMeIUDKLqTvi2GmFN0GVBtRBfbXf1DhIzH6AUX2/VWW9zd6LKMHJMqpZ2zKPYQjgM/wgGJl+FyaDpupjb7g7RdXxcq7VOD+Wcy+jwUNKlfUIyTtdsxBju5/1PlKanqluwOych41ProsvqJmxqawwbe37NW7pVAqAY/jIDUJf7A+MGJR2yeDs6vU47q91XT/so49vNAz/vee8Gt4Nn9XW50XtgMCw5/RQfPB4MHFwwmtw7FlJ+1XXVVxPHNjYjGbPOdNJXbUEBjH9HiRRckJbr5cxx6BFW68FSoo5KGZfMK/fQb6bvF3vh6lZutTFbGjR+0kWMC7+Bf8QpeBQtNTjRgDHB8MCxz/BJGIcHlN1LlxjkF7mT3Q9eLHUt74knBVdZsO30m5RHVBd7dcYJlaxbD3QIfiMxXFhuaJvNug+NMd51/Nu+6iA78/0+JPRC5h6O4pPmp3Tb/BvL+Mg6PHRG59zWabgAiuthoPnJKpnvd8lR0DAfsAMRT/KuescSuCtI9wfat+XcQuuTWBY5i88SIKN+YLQQiY5vbHar88wmAMgowQUvXGWrPHQJuO+5MywWl0dd61qmIHwg9eKf5CvuZ0eJ+GWvc7G8fI8hlrcfc6/Z/eQLPDz7EW3/XfxCwuw5TicMUsNnw6aIjxtzi3hhccRsTZSTeeXvAmxTCsciTlOHARiGBhzPA8WzVkKRHs9rmOrgsrGZFnZSX2rWPR6FzWxYDcsJf4EqDcvI91pckjgsVyEdifSNQDsRiGr1+cy9gAv9LEEv5Cr4aWAJn48tBTOuO47MhDxbCUvImALcaACSdMn4vMMRAoZ9flwq1ptGMFWgoxv1OdMhIrcGMdsc9T1g3GUUxtu4CbL+rRU2M4SByUyLAN2qhy3AkacQTkVEH5p45fKOZSTew42IHm/7CN8FnRlnREqggfTykO8hr5obIC3YFePozwxz3iV8VmxCVmfPuygFANmsEhnPe/rMCthxfkmPAq+OpW8shxRso6sU2fdJwOWMtkBuDZwzl3nCIrfQOhgGw7rUetj8jCNnQvs2uIPYW6039PP42KNZPTwJy/Pg6dogD5Y5uF8+r/ID7iXIAPcaO1LV9kgfKJro7GjB8hj3Akpxlm7xMLzBYfwnfvyMeLleShruJXIwqA3mRQe8ppXhCBUvl58K2M9pzrMnzCV9lh3SBFVSz2OQZcHKf7k4B5LLATeB6bh2JLg51r/Q0U2FyZQXskivZ5+T8/xw0nJSMaYX3Bdehu0Ocp8cSPAreE1YgY82I9XSuRLfyJ/4Td68R1hwKbwG57+YBvyJYP4D1+e148H0y0UiKUb0hlp6TAHjb2OEUE1vX3O/lRypHCzVEylR8Wcd2MKLsLjsNf+zyh3dHosz5r8vscnsEq/8RzAwlTxlzpulz5wUowr+ZxU95x/6NRH18KAEUxYx0HZLlMhkeSl0hS8SggBjg+RwCJS863G8ZHYR9vDa+Tc4A4oSYcrJxtPDedMOe6Q0qNWzAjZ9HvKURnPW1KMSRR8C/V6OSTonKq6xvDlseBucZp7H9ykQOR81XUjwjiRCxB/fEGHTH/YxoynY9x9vnX9PGAeZJrhs5wPgKaDB9MhIKczgVNUQD2ubR+jzP3wUlRc/ItyCaYjfM3cMfV52MF399/thzqAUxsfYn3OAgWkKNK94IJzFcm4uXLMOP0LVHS+MrvBqUi9poHQ9zIu50eC65I3U6eKEOzfw4TXsF4YU+px5OiwEvSx4CzSCo43O2NSjVxjQ4gox8HQy0WnROlFPyJ1rJvHt5Sj655R9S/7j9MQuy2AhYoceMCibwb30BW4gq691mWMU3YZgj7Nuo7DJCKnWWc9HGWdoY6f12iS8NBAUnibdMRi4iNH7F2yUbZJPQ6Qftan5RY9NR0QnnO0CCbC4MXWUI9bL3QCwSiHrOjhECWmXHnd5VBWuJF6/uQh2j0AkZaF3ksyNtpPWcXyu+3zVPfd4siiI+CXVC05V4DcVxI/h4IAZcF+7er8cHtt6X6lNp5+4N1kWovG5FBvEXh1XFKRPCoOViR+oliTUwleB9fhpjzCar6Mu6TA8HzhP7f0KR2tuOcwV+M1nbWuTbKPbtCEn4hpw2ACJDom3T93pkkbuB5nj12PBCt5DgcwgmOyfOAroZMNssZZojWmhdSBPX18CfZffDPEk937EXtrfdo4RDJ345zT8sMZXS2K+kq+xIC23nY57yOej834h+40OHP5HRBMuz4zToQF0Opx6JAeJYW8DG/6+InyTdmMAoXzPetxwkIa08ieiX62golswRlmNwbLhe5Yj4MjojpA5MZdgujDS00ro2YyAABej2NnOFKAXfFdNDkanmOLlgKbJM2fS6scZ/qoqPGJ53yHTSdP+7BdkyqV3dVKq8dxFDGAxkCbOid9tyJXo3/IkBP+5WW9tDnAfjyGl/jI0m+UYePDoUMcmHH8tb9ubMF+HqdQROE/c34zpHJKcF+NSluf9x2ZONXqcbGnnl5liiWHSqJc9aA+Lr1+HtjJtuYpMdFLTEpUQSXbmA+J47tryn3rF5KuEQQyQ9i2WH4ZoekW89kJWsPLeaCRanH1rG5rqnZ4Am5N0xLmK9vpkOHqfiyjINGJJHGhmD9RIcw5vxudOG+aHFt/zmGCwO1WOyh+ovhtcFl8clRtQWQlK9bjyN/EBr6gZC+uz5zTl5SIo7azj1n3lxrZMghv8eXJ6vjrnIN+TMMSdMPWstd+Rd4TFR7AAvbk3IT16XPKY6n8MBxEqPp5Y9uNPioCOX2JdwgPnmDTi3bEgEZFqePL2Pp+cWGm9S6+PBArh7OAHxZIrua6jy70aFkwrkxbzvGlLl49K22KbUAcxNt7wescnOSfe805vsnnhJOF4Vm2uU6yY51X8AKhkKhiXl76CEbvl7HJucqqdgEq6/iilpYFzIOVGBc03putDjwUO0FaL7jEZ+NkC5w5by/Lf/maH5+O8ia+Kbz3S15R5NuBaSiVrhNeLdxj33JbcpSoCeXjetxIME+VOeecImEED51zwkgpQbAP9V2PY+jmMbMfgl/Ax5xMePhIlincMCNgPQ5/wvOrwFRtDDm0lsZn7LytaWQBVueV42b1YYQ7lmLrOifl9jNOUP7GCwtORqnfC2+I0j4EctyiHd57nyGSNCfn2dsYD+t9K1/KA4QKCDXzENxK9GCqBJX8CvpuOQ5ftRMLPsBq/FkoqXRbTvtDRMrI/lPzu0xtsSXY6nP8n2n+s2T/rS2lXOHCTV3vI+GIm6RhwMw5TNJIWqPwE9mPNEdlY80zjIDRqRb7YEyz3/M8nFlEVa6ma2BirdcLZ87JLJbGbPHdPyc9RPyjVVHBhFNb97fht6WsKDm4T3LuM601JogEi7qHW2NrrveD9cxSQti6kt93U64UW/E2aZezSlUv+AUZRMfEo8g/PmebI0v2A9q243PAbtd1wEg55wlnKDipHLAkv+kRO1prsffeFS9OPe6CNJ8DJIm7nZVK8CL/0x7CMbE61vtIuJNZp+SxxIkwr2li7gXtssx1M5CU4/zWNH5PN8ac9421IHaRjgFGJDx34Lsel07HWMH7DC5IK1UR5QoNcKWrLtK13kcMiaCE+iiuiQEhkb6apkXBzFSGpa51hJHpgWSFXX/OH805SkIK5VO9qaWCLy6oHhfiLY1i0hQX35p+OqnosCvqD/byl3nnOKH3wVlZmozf4THTv9WapdJQE2s+hHEMF9w9bMaDQ6Jr84mvjc13Yhtezl1zCXJIABD8Uen3m3NEOSY5dzljCqkJq/U44SyQwGL0OSebIiwI+WM9yJczEfPlc8YnqEo5EgJxFfLf014HUzHuvgEUXY9jrYi0wnf56O/mL8dOJcIOkm1xB3U84/OUW6PeBc1hyeNYtek7UkevKMaCv4w7p8YCaQ8khRebfiXKkK3bwCgLHuSux9HPT3FpacMP0vBToqZde4zLnAeUknocOMUMSeDP/LUUvS1kCpMRsRFEoSiV47gqpwB/da7VhS5MPzK4TmxkXOMVqM/3j+cwRgULKxg+hNNVLrHs4CE81xmNqB4H3KA+EF/h9XG2vin4FK6fNdlqq8+FIKwwDXh9Ts/4vcOIpd9oz9CdhhlxVtbjfBCazcc7ffxuEN7sc7YoDdbDhkxXj8v5Iw9V56QvMdoZAuKAQrmZmSleiPpzEsvXE0FwJkTg+dI/+emkbArSrgvWr8eJtcRa6+U5v5JzpjPR/6DyeEkUq/o+DdXola7F5i9xd0yfBTppwIhKS6Y4636V3HfUZKzSkVb+qrb0rU8ZQuknUYtodV+/dBVDlIUNNvkDkCCPkSOoueQ/oBeOqcdhkQj7udIkukXWJ89WjsemnL5Na/0+b/krEFJCCA+dowjtinYANNhXpf76Ho7x7sEGPyg4ZFzOgTXq8HmXABdgRJVcj4vc5yOeyqLwL5F8cyyMS048tO5e9p9SxquObyZ9wVOqBLJmWnaSB79I3Y96vBk9Q7mFYE3fpiBKosCq+gdfkA81z4D7BMhBF+sx/RylPtZr/4tQ3h84BP95GUeJRGXRj+LXt1LBY+Ug+0cOGF9j7W8Vy+zM6Mw53a2YtcQ6sJkpr/VesO1rOQ+i8pTeYzZ4fAIgs3lARqfpdwDD4V3X46zPg/HP/Ad/Km2xHIIM4zL+JmfhS35wIlMKXL19FN9aOjVQJNAA67rw5i3InzIOKh+470AeD0nfScXxvmB6N2jJu8wZ8HK9qM8hSZ8TQxo+K/xgik5ZhdGxn3zhEi+lqdGZOgAYN+/JaCQcPAPgzbjMO1X3QZ74yxYhSF0V/2eb/mfp9J3O0JTIUAL1/HX7Q3jhicL38B3RH+Dra1W/qsKv1+fldiC7PDy+50V/P7MdbV4pBYyuz7+naoxFyxeK/kA2j56KZ0fbtlAJx1Q9LvcUWKOffs6+pcGh3OQHBis7b0Rk1ud2BQlGb/g6Bx3ii4U/I0N1OcBy5ihmjZdwx5C7apGCFjyY/RCzPzBEfjpYWOs6DpPAM+EHpwYZ9lQg6WDG9tHYJSDCWfdvRSbwyURHRzBmHD5LKo1icvsThUjNMyCRYOEQuiewxdWCb10h+47Gk6q/Q4vX45iNZgGMxy74mhmQrq6MvET7ddlni6AchypFoeX0V4L2bTMxjNBzmmnmAPEbax8Lli7tcGPURmIPsfbQG5n6MH7j0QGTNS9lnMzJt51GmtFXUgcAoYzKNG5P5Aurx7HvzXSuXoGSc0txiigLRPkJ+5N2e3X8HHaVkwJlCpthgXuziEFgZMfiMZWCy+U4/Esu1FJvphu4wI7pJZY0abOKbFBX1/Flau/BtPFfp74dwpffxMrTnE+5LKyp77OZwj75LkmwwQWYkf02icCPVHYAInV+nwQfUDfGuOf8dCiNHK5jmWRIIcZxRtTjfA+CQbo/Rj96+iDzCZgakAlRtNa+32k6+Inwn20X1+6V+jb29oM3SSpLsfbyPBIAsTwH91J3pI8gkie+QxWs6Oq9lePmJtd70O0h/pzftFJXxc5o9z3tgsbah2sc6fq5DSN9dNO0hIIMicasmIHQYj1ObZO+oY+piOvqh5s1ZAY4I8xUfQ/ARChQeQzy5nMvRvB8r2gRX9IcqYGY6veCxuoyjoIW3z1Kf89JpC1naH0Gv6nOmwvlE9sFRcSlEUVvjfPUa+Lz8Em6+vw0GJZjKuo4ExicbP+lQ4DyjBAEl7NB1uOWSNd0tafPl8UFSgC9/OOt2hYqrP0a03Kq0Kkx0xq/VKgQeDf9Q3KifGFZqPv2TgsaJX2UurTWR1Xgr3PeKScdU3F17cu8y3Mkf7j8qR9ys9Ta7NKhdclhxg5R96mZ0u0ToZxzn8955lAa8cndF715Gd/65U0rykMtR/fNeRKUe/zCFqn0zq/ht9bnneyvWQ0fnzGygd7x6EChxfw+f94OtY6Ok+s7ACd6avrr2/l8AmS9lfUTTQv01vkWJrjTOlmUkVewbNHjzB+fHN5uleTr97JhNlK1Y1us6ymtcNMRGX1G60R6KKzrcahgwQlBF36QWJ+WP3HQ9Jb8Yjpe4vV2Kd9tIdRqfEG5CcJUx6+PWUJWnbXfjU7LsagEV3qFB0vr61zqdsTYy2LUq8TrcT3nV4SKKfom14T46c3CpFyM9ookV49TWDHJJDHHX0cE3OLX7xqF0yzTo/vKcUfP2a1OhTTTZzbxmtTp+11p1gyg1fwSk3EsWtBjmikNXep3Wzj3PqpZITAmtHqchPJ028oq8aTcq2eR5jhZTmXysNXrM43tnqhim0bHi98NElVFChx2i3DwMm5hFQfEGXV/qAPElVxuQk/AvlwvuE4iJz1Ewst5oOyMZX8YOAsMzOK6qfOter9rWACxKU9f1PRjkek9M0EDp7LWcZDFsw+k88a9z5BvDy5f6QhwwUQKqsehP7v0TZty6u/xyfGBWXZ4Cd5D2mfNQ08YT7RU+Pk8r8s5mx2MBZWURkxP/HAv4/jiEENHmu2h2VNvxuasosNUtewzL89j3grPxzYjvqAdzDsehWeEvxyUoteU4/jRp1kB1hAOcl7GvmV9i40Go4gJkj7rcR1XhjgBnKfPV+5hFEDTXufg/LAfah+ScUeTI4rp/xpfOmr+ucSR8AnTYzenet7jKzcZNkDOKeYQyx64ve8YYxJmO9XxjBkOdZGDwc+9ZTH15b45sBltwCwOnpVxd26ZvuKP5ECwj2wC+y/2vnQhaAbop9Z959Z+9aHoXDn3uXCiCdKWHf6lxTvhiLuXcQRQn061mvtsQCU2TMm6yfFP8+6XvoxT8x1ptOUtDrOPuOVzcue2LHYUvq58n0x00Hx2j0BhnJS5Wz/ihHqQl6p/4TGN88bSlU8gzHtJP85cvorNslp7JsiX78fu5u9Ttc8/vM+0E0nnlwkSZaMr1/Xsb9GA8RfEdxjGCIKNAgyoUxI6WKQety05ISCPYTOGRj29ZTKQ3ksMEoSMcn0+NKAaN40HzPvzhgCzFFfYzf7A1ZZxMLvsSN8KyXL+anKDcUCH2syxHEjDZbwmuHEqyeq44/j1FYGJ75EVOgaFnu28fp4PSVBGYD2+Q4xu7g3M9QV9HOC526qM8wh/TmvUPEE5+CWhmqUTncbilY41Q+37RSN52UIuJPjgzzCF/vVCZwGS8kytF88m2UrZGHPCQ/NGhld87PQxbrHI1rq9cUwLUITo+/SHNi52A2QVK8dmr9RxQnU0Hnv6eB45JBdwIG8Hcc20ANY+Luty3GCjrflqS94LH2yUY/oY4lCRhd+tdeb0rLIeFXy5XTK3UsQiFxINz4W6mPCV9Th1dPecf8g54c6mx4MJ+306a7Fr8KXU4+Y4a3Jvdc5pzKlTw4zcuejlkse8mpdxnFjP/TLpX56roNcz7WpvS7MHbJq6nw5XJJ/VGmMcSM4PnXuaLDY1lW9nmbE3vYyzq0H5nn0lPnGhmi8STXUDu8hYcno97qA2hp94zn2GUvTjZmRLc8Uc+Rnbl3GIaOqPeixx1+dEnwi+PjtWEXaq8bzigvEJlXVtzznv+MhYvcgK8CCTAJaifp+cmqBmLlB8mlnfEMme5vyUf3pCIEwdP0f0Yed9Xk18eWTJ9CFHL+faUd4eWKPe7/aB6Go/YHbic4xjx+YVk/ilyAHMh/W4aOweZdeH9845t8hz3XW0M8q4I3DX47DHc7qWx/Xpc+bKOWQKW9m8c7CmzWk5TqG3pEHz9NSpPGSfZ7miMNMDEhCp+1nNrDgjrTYH/uLXSL25PK/3hKJCutZ86yzAWkqi39PvSYGrjgO7wIVBZXFSTev1ObeXJZ2Dz8+5M/w8fkmZJW1L7bN3Xa9PCPcx7N5Rm9QrtnoOkfVwLj9NrnOv3yeqkgZ6fZpcxYD/xNfZsHwlEyKuz+nd9XWcLRqVMee1c291SELldc7xde1W+wCNS1u4+Jrj858wOGubc7t9w2BA6WTIrccxgoX9ArTnH/qQP81t4QxCBJmr9i8RwIGb3OYcaySF2IzkBAw3995zYLX3SzxTPbRc3amGcx9tzselra7yDyVODqfm1eOsUH6x8Nepq3LeML50drRcF8U+UfuoI9gkNqn/Hn7XV7PQHx09LQoAqJf3ufhb/tfwRPG7xRE4tV/XbuXi6+albygRTByKJbaJ//NO3lQ44D+7NIpQqdX8ksltehJE8HX6K8YH36NRcdjyJ4JJvVOPm9fMr6fkPFf6kC8JixwsV25wosfWuGfdOgZFuCBSXNq2pD5a8OxXpJ4YQuv3wkaN4qXnKLmzPr2hDX130EVnPqNW/V+PS28RpQNzTZJuzmGiCcALFDG+CrlVj9vSkUWIv9jC4xfOzUR4dqvPSkC/ws/1uPFeE/iYw3O+Mfg6l6UdO0IyMyu91eNQIOpfvFTudWZCVK/IvD4wD83QS6T1+twvNkGP4jEX54ktVvhzuRDIo+Rtr1qvEo6kP7inXcIrLvIDfGb+rIMc806/snrcaCWSqtINM30WlIyLOofzmv4LpQje9bgoQaJt7qfLfbTb1w1KY/p9o+KSr+txOReZe02ap95Ux21KUOmps75ZfbqX9XKcPdCOh8YpRn/IvfGxR6e/1XnJTy845BCU042jVX+lb6H42eZSaAYm+Cd3UdV5hdaoUs1R3+AzFJV4ls175NyxTLbXfSTms4kGjTDjy0x9ZL1YsXh2nm1Tiy6q1yfg4JfCZ8+9Xiiq+AT4yBRIq4KO4lHvdyEL25Vud+Gl0tKWb812xGxd0v2h9q3HkSXj1+cOiA6Uz8kmlTqcc6tFhdb3I1DdwFNq9v306+qEMr7K7Fssn+lburovBx7hQPDgP71Zcf7hs1RYS7Mw6g0W7wvu4S701XI+JzzYGudN/POjQgbVgJKrdZI5OAX3wpCVPAZTwi/qWwtFCdFhNV72A1OXBZzboMJH7pgm/J6vu7U8A5NcddSf86baIN4ivOY8QhR81UCCGscW7mavzw3aJ5QJVW2fW48GidnzJDMyMxJ1T9uHch5ymuZMg0NG5qfJYqwatiP0metm08KmfB6CDjMjMDBV5f6H+BlyXTr6emU4GfeXPqwLHlJM55tp06/E7/f9KDvIo4Vvu2HrLtcnQJ0DGcGR4V8QWPA8Z7RleTyxgK+iHiefXIRs3yrxE9MEGue8UxoEzr5v7YNQhbNn+GDpWOb7MYnQA9Jv+zmuvNoTJf6kZh07xVXWyzlTdH5wgXC6S8JXw3521PPQnupfqSh9y4Jbvc8tbf5w4UpHpU7dB2QBVq4lFINyNeds0q95T/+lhq2Wpqqcqcehj58DosqP6B0iIiI8RVlPyhEka1+JcbY0KwrPraAmC32t6wDP5eD4Jm/X42J3s8sZ99KfQap97v0QIm7CPVhb9wfzUYSY52h/un8kAkckzv3MOY6GkXxZL/IJn4v32QQnX3bietv5LMQxsU1WeplXltCASow04My5M0tlE+i9JjAUoYysLPklHlY8tdV1Eu4SB7MCQjvYQEresenvMr+LIuriXFAQSM5nlRsnweanmf0ZM26taxt3w6j8invyGJZcvn1uLsdt3VIa0FWOAxlsskg58TmKUllnhzi/ojdOmb/20/q1DL4KfQTHcz9z+kj4ksd9idWXTF3XOcYt3NN5EelnzF0LRwrayg1ypeIC1fcyDp0V9fy5fzMd+uEJ4rZCAJ7gZql1GVuBVGCrYzpTd6CWSJv0leema9FeTVaPu/wIV4FAmvMr6Rva4CPVkoA5rE4jehmHNI7F6rkVDxcptfuwE6GZ05JKUPe5zLUDsIN6bEzejMNL9AYOICDiFfGpPqePjIU10liIdS/6be7PSb2iel32CVqq+0Ai8a1AebN/fLh39M20GWPxo/ABBwzT9bjnPP6Ug7MP3o3vngh/rsrAnZLQ1bxprgltAgVXWCJ96EKxpz9RbhNj0Rzv+p7zReEkSjKiP/3PksIwoeiKp+0GjLi8xOupnax5RJRPFdU9nZ/UHXw9UrhA8dK3UHCm1ArVssjjq4x/6dFTCRO36AOev42boxvyeyaepS5OZ9UDX0whUx0tdfyckAlspRZI9M3HN8oNpCzwPNkCwK/3+4Q7tNc/CrPof2FGcplDQE3g2fiiPxiHeCMFdIcsxF+u3mQsw0OPfYcCtD3r/Uf4fZ4nB6ZvttS+w0gpki6ONGmi7j/IXMMZZQiZN/ynklFwD+l6JzmcXGIvzyN0XUIS3sQ6C+W2R/lgY+DxULtudR+CxY62lrLEsN3ItDiqH2ZkOfk0UQk1D70g7BCL/HXt4//kuIpYgZYOXeWVvdzTpOzHtOZ+tSY+HXRNnO3Ll96h+M8hlnoc3SiU97E85wbjgx/hia4XAnseQUGxHgevhpVXJabOESJW5F5sV01z5aKtug5YFAKM5Gkg8PBgj3PDDm7IyMpbdqL6XGREer8ZEWxB5T4Un5ORL4xDhyCM9FnvWzTtQgT7WMHp9xv8MqbtEPuqqh8qqu9tMe4UuASwp69YLqvgz1F3sKwCUujomn9ZfEHfT1x67g9v4mgR4IS3OCQQT7BIPY7OuOKJWOLiFwZ+tiPn1bgcWhw0baJenygPlFW6OTy+kuipS/wvDM233EYlqPdf2BZ6VtjnzPvw6Ag5LEWn42VZX/rrK07ST2c1f/H95n+hD3J/45KwFJPu/DJO1a/KTPOO3P8QPdXOvwneuQz6WGvdnmzN9KWqxTxm36a/VCIigpaPqREFa/5zWXvfP7dgtsnTUfDxQzM5ycCNHEfWqcfxeV8gndURvBv8OUqCjd91mEQuunqdMSeqWZ6+DuHnv/rzdbFvMITtbDC1vmnaZ/ShgKKKyOln/K5CXBzs7n7iogNv6nHbxb2VW1rDh0xTTuLaVtRELqOtFYPrOJju4SjCFBrpaooiIjed+CUGM34Fqly9XlaZH3XM4BbeW6mvMiMGxcMJytMf674AglDabhKM0rTkxz6J8vt82pW9erDuP2HcwMD3XEyYcy85qdqTA9GQzcjT3q5Dvf82QSJHi1Vt6T+fcwXqSMlFomZhZXOo15mXR9wSiHIJErFPCptDb9kkkijna33OdJEp7V183RK+lbzqyfgQEIpNB70FcNXjLNDcb5h7UcJL5cgnUplwDHCzzU11v1j82swcIDHnyjI8Sk7ei/gxj3PNoPVfcMHeqBPSte7pt5abPOjuSC356IZI+JdeximM0uLZt0w9nSG5DFXsT+s3cmx9/j2X7uChD98vvPeac9dREPcYiUFSNeTL8xjWl8Eun/I+LXGVUnxIIE9uZdtEp3oc21euEFM8Pv1p04dcusfv8WmxdSqWynG5NykNNVi2n8v1xLPcfIYsTqtHzPfbOOpteA1kfnQ8kXTJvQoepQo9T1NRz58k/dw3eC3xv5Btc4IXbN5OW1o1zfhdj5vFIpBgTAvrYU+/rpTlbCMXPx8i9QWfHQoO6jwjenweuYzYsJAG9HEFFntB/f1kP64hhVQO1w1pkon6ShEB4/FchFmpx+3eX7o/KuOTV3IP+HM5qTCD4PVpX56nxotRGxhJfRRrcpjJy36ksIDQb+O4xHM7oVyX8zmYnw2FkEuJcsU7VF6fX6HojwB8Dral3pzSSvy5JoouiqalUdd+hiV9XALge+p+9JznvDY8kX6LitxYdcpx6Z/73Dq9pi/4cz9JLsm77HcaoKq+Pr+y8FZAoLnXJFW012felbsEr0b1By7V/d2Mu337XKyV/JAjrftufcJKKlQ8w4uOADu0sIZxYFPirpm8YlfuFQEYwIXUXY8DwoiRucXm6XMZPYfOfKAfeEOiCNR5jPg+igbWWcBydDVwcMXX4bLa9M+qeeiM41vBsuYI0dDnnCIhwEqFJa5nDst5EF1UxWE9iW+pN4M/xxwD5VCmiZ70jHqc3Pzcf5TuiOlOlj5RMd2ktQaW6eXeXOOwfBZID+7EDyZv5l5E2lGvJFNF1P2Q1iYNEqcc6EifYNmVLiOeRTTOnXTklXIeVs5le0kdh3DOJb8YRgS9JB8hKv3e6v42Uu3tnUetT78gMk10mSiyimUls+KqnD9JJCfvcstE8LWPl3vHB/YiEj6DSHqZ1OPiywPg2XviI3v8phTE1D5pecq1Nb6MCwmypTFi1otkprixHyRF9ivQrsat4CdvjiUtmpg/WkT6ldBXDoVjRwFUW5Xj6EsTVvUj91hniLDwtMQLwICvtgNuyvXJ5zJMufhtC2UznPHNWDAPrWmFHujUMr6E7p5QVwjB+EPiXwIVpNFDtQliYtDqcSCnCmDjV8y96uhCfBYG4G7Sz/fo0Cn15xym8wokZ0rOfW52/uNP3nAaOFDApK7j1oH/wetnDA/JO+U87CVo05xU/sIEnqkeRynHIALiub9xBZVyQe8jcjIZy25139BV3WV/e4BVlfMkVtwV53fu8NtBKdXoy7gd84n46kAJeMm43G+/g2c2yjZ7cfU45CBnCeEn/RW7nD96bP9gFsENCq3PQa9KjQYjJKGnH2eaney5X03GbFUUBz9S/TzbCEAi9PY5Hx6xK3ddxUdGxw2FU9eba9qmTrlv4umznkOAnIvsIntvjbNEHbXvfgVSG0ae4MjocbmHCjet7r9ORQd3TN0/i/x+5pLU9L+OTy5HndIcR65Jl3VFZ80Lr1Nnj8u3/AWpx0TSPSIEUvKwqS4x42VcLyNHKpbpU/+FwXmSIH2BY/26ap8jNqpjH4GXwI/4exI/iQIAMt6VN+HFF2TcYH+ne2D0ADap+GK7517uiZkBQrtexl1N0FV355zGlvO3l/fSC2Wx6qlmXj4nN0oufEBwP/qfVJQ2lECWUGeTAJov42bVYT5d+vAc6SfXyzDYLcuok1auetzMd6KWSwkeX/MRHyeeD3d2zZtPvNd9VaItrbEKxwAVv2JaC0ujIwOd2kmMaeo4Py8pxEXbpz4i8+a+EMs8pp/VZlYKlOOQdThL6Ioyl9MgnofVSnuBiweZtaTuy7F6e2Drlroj/etMnWL4uS6BGRoXNNT6JvJx2DcCP0X0OTdvHlgcP+1TOJINj5f4EjeWUOl56VPTKo32RBocSWsjwnW1bpFGsrAKNECNTb4NpS8CJ4EdQjmFrH4e+y5OlTEupwyffmuUVz4Pul4uFFN0vjzvyqkRAo4NkHpFPsolZDn4197dxmhV55X4kkfjzinnG2W89Nl7bF65y3vGPtXzEC9c7ul9SgBPioIY3ygTNiSLoaj7nORylz4LBOyJeCGUUZ0Vj1IfU9ktbr18zlwXkKOwKcUUnpZ0eKn0ZVKnXrZ8/V6OJvc7jYDx/vAanpd2KT1fb6f4PfdaVxNXkXK5ZZf79+tLqq+VWVY4vIwPrfs1Z7rbHAx+jtTxfyo1aUrK600abMgl9blk5Kr6IfeVD7m/Q5SRb+NPDgE6MnOLrvW4GIOwCzJd5j3n8Xwl69oWSodaddrLOBOF6jkfFEgkTWfV+FFyXQ0RBbNRjjtJL/Ya1JK4iz72PtU5YcoJEJcqr44THG1NK8tCDjnH7lErrpyJMBfSjg1+rX4e7VpujF4VsevKieGbX1iBDPGxor74k41Ln0k85pT7WqnLZjL+XctWvE5bsvpzSir0B/Mwp+/ro/dzEWW5Wi9406uuG70EQDMvnmwX/1L6gEBqgS8RfnMEoh43Q+5pAGjph7+WmdJWIvYrIhufQH0PsXGwPvSR/qLhbR4eM6CQm+Ha2DxfcM+F3Q7U7Z/7KXt1KotD7nkVkCDoCW1RjrvRNunT1vcxFcXU53OiQ9X1bY/+4ampxzE05PRzWgdkHB39uZE4F173HDt4i3ocA5naNvpY+gunT3BO6qx3+jZ5mixXj5OQlGR0rvAhLIjqMRkUqBGNFS1M6/W4FQ2Wi4RyGPOrD6tCIJcPwOdy9/iyPhUlBDmAjDCQ4JR7LVVKagN0X59bVur1khYTT2mbI8JAc3yAwk08MyiSjqmvnj9+UgSU/ZBL2a0s+zYnbgBrlgTMwYtfY+VBOtPnklkp/TFTj6W9FYMAnMxt5YXW4+6Ra6gNb+r7Bbwyinh8n4LFP1P7No7wh29l3sv6zFHf6Hh2Oreb93nU9+Cgd68A4nQ1Td0PZ7F3gE+hzmTA3K9ej2tVARkXU/uQSxl4MuFBgKDLHTrWfD1uZPNQx00RVYGmx+cffSydzJjWWNrrcVFRRBXCXeqAdCAZInNLZunqYr2U87c1uRFyY6gTLHOrTPrkp+2sxcJBcbL0vTxPQHtuN7BykjfTl5gNIy8zhggeifp5aXg8otz6XHUd9wn8mePbaYhrNkHvcn0iQEKAin6I2Zy3UKdmkU4D+9x1Y7ZrHR0NO/Mz0sfGnJ/OuQmO0JyYSv8TM/HiPzOOr0rppz5K32ylCnyIbGA27cyCjFHPe5ubZ0hAfVRUPxr9lghPWGVzxSxiHepxSD4yZuJn/AXyGDTXB7dyo8DQx9W+jJv5P1PQ9jlXIGjnWIf0pHhXV/i7cj8oLhH7gL/iPz7HnHcarU90D7EDR8mWWY+bwHlUSBM33rBCMmuHFFGe0qcpsmvt1+dqlqoTiJanj/zXvZ3WS25LBkJHIls9Lm34khAwe9GdSCu5IbjlX7Eb4dY6vmA5FXrpijIGl/fxGYsAbJaKg+5qUYcl3lWssammEVUuixnI7ul/nTab/bbjQP3SMr9vPc4s1am1Hx4svsM0uaEU3wsRyH5/ed4oAn71iw2/61VuuQzcxOV4n6Vd9zsEdJpxiwViBFlz+0L08LRfO0wdVfilj25ugM1RPwEs+nuYwv1MWIS08VL7DjnX49BeyOoPrT1+MHF3HTF+cpTKBzoFKMpxUoedlm6h8b+gtuBBO+NWQNBLwdCX94JyYWlc0ngu/S4gbbpT2gedcmE69NTniIyDpVQN4HzO9aR/XZNrt6AtGsNl9l/GTRN514ZTtuWeXgg2oipvUKzuPOYv+1aaSy6zutI8OyaRndHG43PfLHPB+bJeciV6ovuUo7dMV6Em8j5z9KmdBJE6/xm3KC/SAJfk9OgyBJrk90wMx8ZLP1XsEO9K+trGukQ+Tb9RddyJ7Es0hbPquJtzxIA5vif8IG+tekzRQsPaIbDnztJ6HAdo/Etbum2J8/2XEjGab4zFOXW1b43gt+Zysg9lM3Vqn/t6vE8QGWWuiPV66nGic051YKDTvwfltqHNBKf+uWKGd61+L5NlnQsp8frRG+Mb3QPOGXWIovZV7Q+haIgwgBz6OPdUxLe9rkDFNfeJV6PtW49jC8oBCx8u9yrE4Zy268IUr2Q87WMdd4mRz3mLdKdK3S9UT95LujwvjCNsHi+fk64RtvvCXX2dR0eQBNTnwonc+1j3WUB5oyDiUwWYoz/knH4On9kjzDD5CnU+mk5GZPk2oST30YbhQKNe4AtrKG9vff5owwoAYdb10zdG7pLpM5O2I+8EJqg+x04F2oGPHGgM7gkIZewJDTc19GDlX92ndIu/I2gAoftcvqP0y0ky/o4eh9RB2S/Pm0Fi/Gfzdc9WqN3cc0BMJwzSHLuX/Zf+TBBFLnTK98vN8zH13YwMyndeldpXuWG9vTRGBMAxatPTjxqvYaFMLD7sRvX+W3qzG5c+xJjnWTmmLThkQYSlfe/L88RbBWkuLH7u17aDc1hxyEF0lr70Yq3HgSGwDyAQHjo+MnWxeZ9Hu4g7pqvvScvpcHwCvMRLK6/kBEUfhwJ6KdQf1uPlfTJ0pTv+RZSMTqnuEJI+ML4KYodC+zqeqWJVQb4VT3POIwjxqSBtL+stPbtevl+66kHmeNPgwbScZPNCgzNuUSR2i67Gu4HXk9JhMo+5fyXntXO4B0NL4iQp1nW4Qe2S/p9TLtMUJ6IbAnfcRNQ2lcDQvIy7uzO7tce1fvmMUbRpgh3v52m11LzpllsNlhjHttyPnvuBFHZ8HpJfw3SiHK33+9bOt41kNWed5QYQOIkdlNbRwIL7WfdR2hJ4n4a0afo05App3GyaaGGjb7bRvvYnG5crTHK/ffh55Zv5S7BIM/8RhHnDSzaSCI+PzGWo1OHwBRHz8MRK24MLoN7vNkQuXaCPPfe4pxUED4PtiNc8vZu+5icQnHeXc8lHus7zh0gpadt2DcwfFCE1xMs8+M0xAtErE+dBJf6p1FWQ8iofsqjU4+zznHpIb64vXXSPPqamTvc6roz6fsptbx4uz0+HNx0VgWZOXawCwX/TFV7yCm8vZmLgT07/kDTBhiRiOr0uoQXZVesIxh1XFmQuckpXKZFGnSUOpkUbF0+3vYxjHMJhftotdcAYP1+S7ozGYXPocltDPY4xYRLA7iZVHzua/MfG1jON8iNNTKw1rjssLfw9HwSwDIuqsHI8z4NVFeOOo3oZh/eM0UIiePp52HpKMfMHIQv4DXtsPU6GeEqO3OaV27pyPmD7TA/BNNi6dX9FhlaYKI3x6dtffXvRnvCStxJrtYhTx7ODyWpimJiePuSL4hFVpcyCyE8UM0Wu/n58isg8X4jwm/vxguuAu5PfToIRZF7qaUWsDcpfMOXcBAJE3Z/7KQnh0ARq+CWe4WlR3z5nruS2g3JVj21MdrjDhO2co/U4bp4kWNhWPHuujjOlbHPEsVAQkEE57sKYqNK9z/jZczPKnrYutNSxg717kuDLOHE9tyGmm4MA9dyIqvwUwxfM8PjS11bZkE7i6SsdXI58TouTix3UvmUyxqfU+/YOQYQfPCPmPXiXX2pOO1BWo5utob4nbbtnXH5at7bBdWQ7PEPa9fXpeE+9FmFexllgABlv5fmj30YxcMImGyIMM1zHCdVvK83Kf+Gh0xFSFOOL5XCMYSPHuetx+2jd55RozqPHrLoqWcledK5Ig6q6epyFzTnLMJh+h8/8YWf5Lm6G9WPhIqjXZ+6ODe8N4ySe5ehY7rOhKqAJ5aOX+ylzI48UZyHnUm/rM/d2ojlyVXJae+Yy1HqcSMkwhmB97mFMhzjxO9c2UeY7zEzd1z3y2NU9hhdipfrPvE/ZR/PCeJheyLWvhCnBsk5DzNxea9/CPQG9JxmDmYIKXetOxnFkJlGmqQ5GEY4knn9my/0mMDQ+bTkODJxbGyDHQLLO/IY4RdS2ogv9lgpWj1PZ89ExGu7puxw950AX7tu2sUoBKfW5Hi8diBDdc6tUxK7Hlx79fc6BhON8OR9n9RKY7CM8WvZtoEROmJ8cwIvPgKQv91FOlpli2Vm4j25PXznTlucgfMXwRRx/GWf95/4Ohpz4vePTybEUnsrG6qQzjy/jbqXzc6A49cpjzQppx5G74DR6ubMch3/i9DRhU87j5d45n1W5e3s0z2W6rtXj7LZ0O0BApg9BOkqkjkvrFwKtKry+pzBX553phvNcWcYAbAvl8ItdFPyKNRxfxnl9z9WbR/j5NIWIoQntN6AMOLjRJPW457h9bgdNd+6ICUt4qebcOUY3vov63kCLUJkogM1pqcnRKp61mJgV8mXQwqXXuADnfIyWb/rCZX1ymCy0YmXdEbNdhMr6cyo6QLEBERVfHutDzmnEH0nFOoW6l3PsUYTByIs+Fl306Vjapj/YSAkazniUXsYhQ0SGALn068IzJMSDlao56aIRoMpxSIbVGhT4Um9GL2axzf3FuagIkrlqfWUfer69x+JhlcCpOSGSrxvmU7DOJSf1OARmwxhwMS5+nefKvQGplDabT6aayji/D+j/uC3SMzf9yNIJDRPjFZ/wMi9VXa+gh0bBDuDMrZtDE0slK3uWAfcLew/Cthw3tjHL5CqiJE8iDh4sHbTNHqZkpDHU72Uc2+lQtZ/ksPDQqR882Sq3vOWnq8YvQCMaERAXaJOs09chN9Y3PmFc6tten6uTNQ+m51wY/uDy1HG5p0LIkYfHq5/rfsZsKE9ViUh8zili7pacgEEnih8d11DtS98nEjGCEKCOyYBKb33Sq6YICPzJ5qJeZ3Kc/em93NGdUqqgUYNEhynAdejqftvIVfYzcUIFl3s0/T+5M+UEpE/a61/ORe6LcpMJJH6i6GqxvuQ87L6vmM2dGv6Sb2MyAxyehWxx5z6G3NgrsqhuJUd+oXpclFalCtkg54hy70CrDkg3Y6WRMPMyf1AACyA+pH3Oc1kB7HXSqJJRWmFof4mfC5TCnCZb5p5sXmY4xJvdaVidKAzT1/kBH9L2rOX09+f+cOusTbl7AnTqKoa+l3GSkcmwexLPcOfmIbICIkjWVhrWOqXXzUCG4ImLKX1YxaU0KfJW8KeXmq4+/2cc5T0HtGPWURf7pmmendtKc9p4mq4ah+T2FWZARGniGTbQFACTZGvyJlOYZFaPY9AiehOIoxtG+Qew8CE5vEmXoZDVeCIX6FGoCL1pqoq/Al2i/HeGzSRvFGg9TqGZ2zCY7IJD4gzLoRKP4pGlDaK1ynGyyNXlQpktcTeiBxLLtlK/MEhMxKV6HggzFwnJPsrz2tSptJUHjsqftOr6fOq+N01ah+Y8evBL/Nfpt33lsNO808Be8IvoTGzFD4YMY5N5+Kw0PyeayX0L9aoeR3zZg5PTukeyCCTvctkPtRGUwsa9jBsRBQECzXNPoefJm7kfne1NDRRfUTnusFeeq2iz2BR74nzKl9EiYr3uE+zqcVypJp5/N379UBrqjvRn2GFKiIvYUo+T/Sya3OP36Lfpo2vlIDAtzlzSXvODCP+eJS73BoY0QI7kntBcyqBoHM8u15XW4y4K0HPhUcBWxGYzmktDYEp+PR7zGk+oR7wb49bnPuHwWS0ShitoYzBr+v3leaeai8mOMJm+/IBq7v2w6dtZTOTBsqDKcd6z+tBC5tFOfZT7x2yKJgakXDM51fdw7IoTET33MOb74cq/fBDdmMZT7ND4zXocX0muxkP959x8blqLTkIGsKKvHE+q93vOrtq6+LP4dOyBXLljWhCH2RLd+JI3fRKZ3NvI4WSce0pGQS2XLVy57+yq/abGeWm3gigWVWsGc2cKlOVYrs7A6wW/oIXxjiFKg3fjUMBrwHXp17fnLPDb58RPIJgQStFFJUp1Fbop7STHsLQI0Hoch11SSpej/TgcqZad5NPKSmmyfskT1bgclJ22NMxKKytA1X5IPx11aC7s6cCz62Uc228uNs8tIbZA7jVBNjSbCg6zTLsq9xGlLpZwhOdznrnJud3YKcQ4EA0saWuezzh2YlWf9537FG29JdcCYOogJRXPWu93Fqt0DPTBnltJ2twXGV8XsVGFYOHSxetx4kjOA5GjU2/iwVgAcnkZx7cvz8VUP4++wPeAn7ebfD+V2ZIV1zbpxElRv2t/uTzFWWdhiVvxQURK5WYmV6PqkYfIhvq95LYi0ysx53k7Ey+/TS73osalhrV763FhNUJgpauNsB4fS/zXSuQll7M0tT/5UN9ionOR3nO/ffgX+5it5Wle16FTSjx4dKjYHBijLscngNIgW+TeMpljZR5AEtbj2HsPgi3zjHH3Gd8TJDPGimk3Mmu9PM+WNjYHdRPn8bRPhzEsgnih9B/rukqs3vBJkaqiigkouVeW/S0WbkbGbql5G3aOCULFfwaCPPFsixNUgsFzmZJ5qz8n/6NXaaI5nONfoqvRuumN6JSN0Qq2q8cJs7APYeTpE6zCYkHN/faUd0Zsgb6MS0d/y1W+n5cQPJ9+a3OurbBR0ksoV8GV42gy3oC648r59/jdCKR+DfWdr5dHr66rDqlSfs3Bk5zLom58VjkxGTvNCzJLZZxXMrYUOYDlKQJ5V8yf/UCdUzBPOVJZ4gkepGlX46S7V87Dpk9wDumQQ+Fgzm+203rcyYtuK+Su1Ph3c8VyJkNCnS014+v3CZX3dvbnSBfVtNHMvZ0W94VHWUk08F05blTHCQi5N/fpW597r8SJ3jxMOTmuPK7HraxmuUdsiN6PvjNOkdtCFkShkI71POQiqgioZNysa4hk4T1KM0hfdmFtuOv3OTEmpHsE3P70HwQFWZ1zKcNhqw/k1no/qGt5CWJlyPzFB0GCtW+ZK2F61WvtZzBOWLbfcYS5Dyz3M6OjPmpOzBMd48V/bRzfXtZ1Ti8gK8QzymXa5NzH6sur5upxhPQ0tIk5Ci6Ir4vHDW698J8BUXU9rfijrDwW+NTT5EDz3g2fA1+QMzPt/BJ3FY0441xsEL34io6gEAh5Q447crqo3n8SgdSBlU+rpyGOuViPhZsRM71j4Wud+UAvCPERsp97tlBgW2z/HbII19CS1kocYtHHn0YPzxE+8RM+Sx8Xph8RacH31vxnTukLtHRmmkjqI/VY2upaOS2ZGada91c8ZrZNdKx6M/4zgh/+hbzK74a2gX3ml7g7o19yBRV9N3FXJiTp5pzicaTZ/Qg1leN4ns/0aeueey0RN/JRTuKefJqsO5zi9TwsgwWWllRpXsjVGj389iVnvplo7MqWety6M7S39m3qqj79ElLkkoPP52liQT0uDcRywdnTny/9rJTu0gykSxj3n7GOZ35fx3SSK3eee+rVVWhB8ZMPTtVqoS9v4/DsCqk592WFSVOmgvd7x165pd1Jnaf5pG6e0TQIyqaPBSL9IBovq1eMzy/n6g5y05WWAGx9qeOSH64kMxZHHmt1QN1n1jgGLdYCqCl904xb1uCQqZWnMVPkunKcQmhq4U/G2dRV6SQCPKYv8UL/QwG+zB/tqMNIePs5Z8NkCgGBM7lrIopGt9S6xUGc5tIV50Wv1HHwy9Rl2eV0Q7qS1ffUG3c1aUzTPfdIh0lbEBYxSW62Q0Tj+r1suRUxRybaPC+t5HZc6+duFSSiCwdv/TysLKsUHLnkdAaU43NK2zzi3HpMiRiDelx6pipx2jRRHtRg1kvu1RN4J2r/xWdej1N42T5pkZF4Jik9vub79AFxb3JvHT8Ri5w9/QMAw+/aRxSgNBHZ5mVnba/7qhiXOATFk1Pil6JzfR1myF2ADda39pcfuAKhgI/luT81Nx6s2cZybs8EMeMc6zogDqUYV/qQvNJtjm6mHeGh2sxRMHR/PQ5QmbzKmU859ZG8mXu92ARYOZA5L/31088ZjctP2+f+zTRZtLLAe0UMm5+VVN9PYhwbs8SciynCQ0e38FLhz9jxAYpanz4AO4JkUlh8efFZ7axA+Jc07kWld7XOhfO3nMI+yxTibuL8idcg/SFb07K7Pu+bE/Xq0jSqiH/icdpJs58V9UIvHTt5vhxHWJxy0DMXpqZPVOJZDtPyN3QMNMyvdVyKUtBE5fCEnAfKSVzr5WwVqrkw+OV+ZuOeOKlqACGZ0KOn5pzUkWt0Gqmi9q1JRkPj5UWoj5inmEM7NHj27jn4mXY19TisZe4NRJWH76Eb2rfo13A9klV31TyRnMm7kosUOO2++g8+vidxEwGvOCTolOOu9NCnVqhIn/6mOWIqfPvO2bUz/bd+L3hVrtL0/YFWeYZznzewJXrLSAgPX74e54WT/PGY0RszBPGavnD8DULWiV+sxzEb0eTiQsm9EV9+YREDgTubRLNbr0+giivq+WDPvS3pgxz5GMlO8qfi1v0qD5jn6PNKCIjhB+Gsx9wM9PgY98pg8DJuV4TltsfwS6uMptqXRjHQaDzEVH2u9aCPCAltACceJVuP9y8OBQZwvpIFL/cyLr2u8C92TNan+naP/e1CnG7cHkPdH4WnQwQR+BRDuec8+qYw9pzou1UQksfLONOE0opRLXUOKL/E38P/SZmmrql963GDAAh1Mt/mXHIqwVsRgSnwObtT5Cjj4Mk0cwvpn/s5z5UmWiKKsD8N59DKt2eNy9Pl+mIATWO9JE+QYMc3iS/HRES3nWod4fQGuTX5X2Ktw+/aD+koKNlSWO1NsKkex91reQGq8WMqskK5RWxWg8tiES/qceTPTME2RL8dkdhpFEd25rrAesPn9ffDv8SDjj8Tch+dBNrmj8SfPAaDseazhCVon3U3ZUb6yOeeXivHSklpSHiqfaPglIIRL9yi36I35mqnHKNfJSjm1qWp75s4u1WADYC3AOLvyX1nFNIJrRYRIbb1l3H3heNOg6fca5KrvGeOiFv+4kFqyWZlHEyTSDUl3i3kFMYMzxD6FWLmWFONceOU49BZdwOC3Fd0pzAHCrPYkvhvpCTW3xIvMdjcvRhivUQneW78CWmgFlnZOK5YCOtxERxFFR7QrM+nvwa+bmI1FZU6r7mMu2e/jspfPFhOUebCHJkp99Rb2KDezr5Ur7Nems79D5GH0/cOA+BbRl5t9sna9XvLcSKtzxoXe/q++jVh+HM9g9ngDPKq38ZRTdNfCuwN+Zb4iewTqSE7iYVxtB4HtT7AP7dIRWNLv9G8JtMKGErv9Xphoc0dlB8RPlHMkoZB4x+EzjHgcUXX4xBS7Bb4nvhbByQFnTlN4dFLkCsW9+VzrtOYA1X0Q6uL2TfnKeUVeXi+BxxaXY8Zh0KS+mTdJ+7SV4JD5GFL5cpdKWXePCHMKThrTpOwBw+uY+6zwYpiC3mZal9l1FagT36n3uQ+vuiNKolOOdbjvM1ivd/HGKysSjvt6YeUeA1Wpvku2SLaY70+cUjiS+4zffpIiMBWGDiqgDhG4jtzTD1OzZz78XIwOOenf+hQNc4dQSeNAWofrmo6DorJ+8y9GLYwfj6IEv8cfgx2eh1HM00/ztznndbsnh/mAGvgbaaHRj1OQtnTYiiHoekWudcSg3MZ1XvogrWrxx2jBEtHCMUw7KQVTjRhqrVqAAv+l3pdMwFCKgo+BrT0ybf/eJdSIafTPzNx3Z9BFpJATLmCJn6iUJ9dHB/qNLtItfqyH9COKzoqt/fFZ+y9rDyxJmPf4SH6Q+07PHMBxG6DI9kSPy0aNGRI85wgM0PcEPU4lXZDQpjbx7xtU6xt6umbYrrmBGB9bjDX5DxddKJNBS/hB3NtUwDkhLqn49bzDscrxRHPuS0C6IjzTX3EwdmisCe1xcvnxG6HgOzSMobfDW+T45UMZEFMYMr88rycXR/4Gbrw7GmtT4/Ped+Dr8g4zth63Jh7NiP4pY+EBJTOZGHgbAUwYZJq6nFcm3nxbOE5r01MkCpTRKTzGzzKLFCOw2kQ+COcp0+GAJN+8PjIvE9Wj+l62e80Ing394WEF76EzvjDFf9NGyRCZag/p2hyRU+VA+13JWZ4ffMAzzDpcPDUeqq9goGxQJSy8TXHPz9GPm4413jysO/157RXYs2g/4X3jmIChkSOV37AIZ2w9TJOcrTB4a3nVFUoGy/VOlPJsOoc68vzGHVGCRbjnT6X4jUl9fCajiEXs+H3X56ngFqhQNWCcbk0ZEkfOvIsiuxiAKj9isbJc4FK4kz6jmTrWaR4+bQLz+at4wtElEOM8krWWVaOuqOPL72LoBiRux7H4bKav7yekAbxmwL1DYhuP3QwWj3vuWz48uma3BqQQ7xpNXqw3/gYe+61retG75mfLt1C0fnpSxXd0PyhjaZuZDdn/KrHbXObBhDDoztR/Fhp1bdLLrkhyWFhy3qM4/m84tc4xpwPePo135InsVkWG9lg6r62ucIJ9CEcYC2/7p9e6QryAwNn2+YoRh3PkHncOLndILvcLuVb8yWlUq9G0CGy1+MINgvV6OS2jt4Y/8TTxzOIb8rCrtdnqpmoAONzLhnHKMTH3q6elxGt3LqPZ9LOkdvRsuCS358+POSrJu55KgQVqR43ymPP7XY5f5urYZccAmT66ZU51PDaL5WeACPekX70+MFyNWVOMAFL1nuOTL7UVcy0selGdQi/BDFzwNkPEDmFfFcj1+/l7ghqIIhqNvsofZSYLT4yLecBN9lU+9bS1pZF0tt/eNMtvqcpzf1ocRs6kg2i3rdsM+xuOVKXfRTlY0nbkyn+4WkUfWrehozix0gdAX5hT3J0jE+A0o9IoeOdL3Ger2TL/ZtwmHpzsK4pYsoslfThF9oTL+PwGl5/uo1E186+jd6Ph0QdsuLy+1XjBD4yWvDLc28ENkV9JGPTT9I/bU57nnrc0LSTJTY/9//lyAQ7SvwMCvD5PrgKy/lTbTSmduebCdrJ1WM8N8L+ePYnArQBYepxYH+OVvG7Zb+jQtZcYrUT/m5eOZiizO+cxJiXXKiWS8SRO3S8HGtfr8l7Du6p6zj1SDoSpxFO3I3p38oK1Hs8JiveX3C4HNeyGuY2ZzKlcafJT0giQ3mrM9dwv9XfT/SRAgCPJqfCc4LXylHH7cdq6VG3az/7xUY7QGK57yXnJsKELiaRRe7eBbZU5m/jlHjp1pQ+yDmvRumUZq4O3Z8j23XfA4Cz9XPpfxZclw4yiH7LTtHYfZnB6/fJb7OEr+NBeHQu9V/u/Whzb/2hCBRt6nHKHJk8twUGVef+xgsS5TK5MA9JOWW8JvRiruPbZo8KbyNe80EDr7gtlij608s8BIEqbKgUDx+pfogj/hJZUOIWbe0TUB7S9NUrHhW+QB7bA4Po4Dse4bLGyzghTvJTSSS5wyQ42ZJOm1uYVKmWlkr1uYKM4zPOBfPPubr0AUkleI3HdTYjtF7f50ZjblOumejoHRHz9kMwHHvsWJxiV83zMdQo1H0h/H7mPY6rXHfIu813kJ7b9T3Zl5Qzc9DmYt6QG7Y6phyNswAZPZL2pa8mQpxwK6Dw8zxk+/ZVb7Y3GyH3d64dqsdFKbGFKN85Hy61c6rlRNitMqZ1qZPKceAjv0T83um3Fp5WdQMm4GwgRMv65X3ad9IKnja3K8OD8VFL1t1k+YlVmI46TqQPNIklLbMfn0f6T8Tus3BDofWljjLOXzHVxFCQi10iij/n+9FbGJTxpA8cNZ4XCAi4PqLsGV5KvqXe0f+aCbOEFB3P+vshflH4K0Ipumhu2GOPswwEHQIRraXuUxM7TsMHqQrL+ZwgtXVNk5vR2omP2rzW49i/5pxrxVL4nOL1luaMQI3KPzP/EneVNl1uk7XPch4vfo000SJnp7ui6WhfPqfdIAcihlL/HWlFzQcG3sscPeOM1FmOQzRj4Z/ubKkDBAu035Q272iL8Uj/onpcz0xlCPY75zfT777BVCxwpJUeTq6Og0o1OA7OkmAEGUtsZ0hTRNj1+DpJpo5LyGaUQYvwzHmEmMV3wV0Q7VDfgi4xvh6nwtgUKPFfGhd9JboFI++K2Zdzan0llzQ9R0UJN8FZmfcgC+4iYqNcjAkox/HBMZrFfZtNMSs57IA9ckuu2x2Ju/Xzppx4TSrKZRUmK/kWnzUOTxbLebz6vai3O5qjhSWU+Sl1ahiV2HCROB2cXOJBW/1U6AdVx3+2pdWFd8jmxXFKK2FqqeML1U0dzFjcp3/Blf7QUVp4eyBBAAYdV4+jkgR6nlP6zys0LBV8uXWZe2Lum2pTj7uneFIJ4MGf8QU9908zu6nLmACul7gbCbMLb2rXfPVr3gLX2pu8dyGaOTlfxqHs/n/2vgS+qSr7Py1daKEUKaAI6BNE2VqSljat4M+26Qot7dCyFBDJ8kIjaRKzQMsyFFkUBXFA2VxAVKCC+4KsoriNG+igoywOKvoDV4RBcJnx9z0vSZu8d1+Stqng//PvfDrUvHdf3j3n3nPP+Z7vPTdNnQzDJpy7Az9Z2CECtw15e1hfdnyLWaDWE/GPiC50Hjvy2oTAaen0OSUoekiDMdsh0hAOXDGAz0L1uuAhwCWlnUEgtQAIwhLIbqcaCugU0ocDQ+eEIiIQzBuohFkI/nSgp7HbURl92uLNC/XSYfEzofNkyoODIgBoi30+EI/sjXCAFIJ8isNpSwiR07V6+M86KF9mHx/cG0xROEjqDMrjUWYV04D8l3TAdZhHmQa2XaJIjSjNKuF8Q2JcZRHdh+qRwZilGmXOqefBIwCOQQkjUHTgRxJzA+QuYL74G4KWkydgQGgO/ieIhMS/Bg5GhzmA/U27bJQwGjLfRz1HSIzOCPXLsW7yGD5YMgwIlxFxyfjJtCFBC+9KSVRvoehvFrx6ooOCnZSOJZyNM2AJoPeilCjFOXSiJgAU4EsUASCBmQXDzW6XhiwK8lXINsN+giNF9gx4Mh24k6XDIsXep8/rwUEBOkNeJ/FKKD4SNmMaQD+DC4UUisz3YQ4Q5Z68XsqL0jm94J8h2wkHHwgZaNnsdpTJguNI1fHo/EY6wgHBABW5pNqR4Pux/QIDvE/a7wvsg3BaPTHDKO5H38CPhP8pYycMiBPItGDAoX8wpZi3Qp6LDkBCLgO0A3a7DEToPHiHFBLDt4Af6T63U0e8MDpWWOb7sBgR9IJgnfiRxH+Biwv+RAYPvwLQKTsu5nEN7BUszLiDSFrEM8a4xlpLFVIQ3rPrciAsQWIf9hr+ItWZxZJJlbPoUBustllYctn4IPiTSuhKqHIoLEoY1wBZk7Eawm9Lh/Vk161HCpq2YdL5CEK8QvUclRBTGhhlWjqPVuZcBXgvSBEBF85QCn4y5dWQbkIcgFUePh1AP/a8xYyjqUsb/ghvhQeERAdwRSzTBjUdfsHG58EvA+eEzv0AM5rIZOS6IIgA/gDWj5YO5WGPMx6Tk8d8AMmG8jLwYGFpqQ4rmgH8BBVHph3ImuloQnlcSo5iiAnMMPAjkBxDqkUGnzACncfIxjgjUqaS+JFUURBBQLo2My0jVe77jCA4GkHMQbBB45rO8aPtAohCiR4I5gh7/x+PiaKj6AbgJeWrgNyB3UBMUCUyMmngl+uZ4wzTGWwNEMMBgFCdL6pUpCd/EOQQjE/AfOz6n2gHFiTiRjosh3hBhAsjLavDiDaChJQBY89uB1ajHvOICiBQvhFDWjiZFtYTOUcVsj06mXZIvNH5Fpg0mLdAsgFnYAUFyQALPVxRNk8V0SEInOmZQiExGi/w8JAKBAygB2qIHLlMfQ0jcCJQLjDOYNjd/EEtSCHEcwQBmfZ3DJXpH5BvQKQIMEGaGmqkc4zoOAEkTAwqZJJAg5PpH1VrwVTXC2RjqgALrEg4UZP2zSGMYPP5aJjRYZKIH2h/cRbtUBZ4XQYghOlwnmXq2xhV6jThyE70k/JAdM6ywV1/Aq4pFY1j20GjClEpudZKOhID+D+QJipLgHUWqGEq4BA2XmBU6RGjUKEf+I00j9CE6qkCgkWWDpZOhjeDdlisEIcDpaF918T8xkSmumJIsKhUwNbY35cKgdLGRJh56A+ZLcgFMCqwECWmmBpeNnu8pKowKGhXuIH0DugLSBMsIuUdtLBpCCLY8kwF+5qoPWoqLQUwghAjxMUqoPbATLFwsvNV4FgBQATlUI/UDcWbQl1bOjRZCe8EiQnIld0OYVUGHI8M4Txa6JLyQPCXkDUDVUGpBHmG3Q6OMm3tRxRF+3oA2ukoiauE85MmVDbXsec7qGmqDKSckNQU4hW9mzeKdAVmcpYK/B+mXYItQGSBoQJsn+rbwL4I+zuQtQC5ADAtaDHMdmkqoyoTAXumlvwQKpFIx6BQJ+GfgduExBW7HR1EBLsLpJz8HqpfB5tEzoE6M5UOaVay3xNDOQ0+BbI45CfTDrRMpCxAD8M8AoEXMTkT/zQiOQxgXU/Ed4H3S+erISlAc5ZmLaVi2e2ADtDBIpgVtP+B6hYSMoLchV5LB90gLcVuR+sAUBBEl8SzokoiFAxQDEdZJ6p8wm6HrK+BAj6qkjCUB5ScBcpSsgpRblZ6JjJLbF460g9QL5WsQD6I4hWogB6jh4kCYg7rz95HZEzPwkJHJVFp9zpIhrTVF2aK6AOIs5GdlrHXyGcgkaaEw5JOXhLxbejQa9BswJ4AaU3HritmpLocUDIS0hjNSKESToTBjYUWOAoS0DLnCmGNpA2ztBuZ+ChwOymPANwN4Rbiaj5Npr6wULA4C9YBPFWKw2lfHQBJ0O2AKiOrkJ7F9kPQDmlCWhowTAhngL+rBs6uBjEdRDSMaja/wIjwJp0KNcGxEM6dQ5yDgJCKUoM1ogTpy2iUaYfcK9BEMBeIZwWXjlKvWC4MWfCckRhi8zWM8HoyMNAwQIg3o0ckSCciAs7GTNBhMUpnxzlGtRIzCHpANo/qjdJ+rkzB+YFRJcxCJTM+1RkG2hlJ50lRPo7yDxTpAl5GsgopPThF7HZqRKkYXVhc6ZxJCBWxDfhEWG+VQEfAl2PPWzUdrIv8mJpSlMD1sW5qsfLqtfgfAjPkyNjyVCNdhB4BzyJ2MdxHvCfsLlhXOmQp6WQvtn3JTEPCkQo0YwZTXVTMW7i4BDLRqYgYZuz6RMZM0BaodHI6bQajqviY71jHeDpYB59RmU52u0wVcDI6f0yoz0A8HTouCLYM+SMQe2VwaGNWupIOnk1GlE/eI+YfVepAnAOaMXAucMzYegCBhJZAxH9UJxgsPdqxj3CQ8pSYm3L1e4xaJSJHUD+RS6B1DPkOHR1ap0cGMZNOZJfh74JopBbqLqthYYmVhfEJAiCdN4gECvjYIFey2wHphKaJX0D72GF8M5HCS8b6DYJWehawaLb+gA0CTydCD/F7qOQkmEW0jQIvqUtHqMTmM2C2gFCM2UOF4SmfSvYFIzUdjjlcWZBU2Lw1cIAykCjRJxNQRjgf7UsmvgbgW6qjh3CaPY/Ay4LfSoWkKU6lJHUWHXsArySNNgYRxMtuh+iZzklD2En+ElyezEzoPQN9S0dYDvYcex4B+IUThlmH4JLOtSRmOxgD+CNDiZQEpjvbTtDZEOkABLWZxDMmjySTDu1Jp31uSJJQcRF2O4DJmTC5UBoluzBvYc/Ak6OqsbQDFyC8TDukjKm+KUG04AERQgz4HJgp4GGMH52MH6lHRoBOaRVIb1SMHvlwKrYAfwCvgMWYjU+Ala5WE28GdpZ4SIhTYacpz4XMmBqsLr3MvNWTwwjgOY2nfA4GFngCdJhKKhYVpJ3UMrw1uJAY/pg9sJqUpyR+OZXvgkEcCl8DIQh73yBomCo1ckcYyMJ5yUge4g/EqZkYAwiqYB3Z84FOk0IKFPOB6uylARyGRwLaACwGZjGwX7nvA/wCkQsHBVL+lvgvMPbu4x3S4CWy+exEdgfklZ5MR3yQXSK+BoI5AKZ6eL90Lilb7wYeYT4CfTWRySBPtCOmubtcKlZULAPMdnwqXApE+waQrQnPov1xMKcCpA+UClwktv4owUIFMamSBvGQ4L+kEuIOHJJKaWPtl/k+JK4hbdrQSDgYPBLMAAw7gw52EBxPJKnZ7WgBQ14bqX2Kw+lcYAP8HoKBkLgA+YJdd4u2k2TQEbbwjgnPoq1xVBaSmN5IfBIYy55/WD1gfeAICOeEUsV1nVJNYBjCfsTE2kw1268DmoBcCfxdQC2075rq9oLEy4MipELqE+JhjzM6UII22AOfou+jryK+ImjQSiqXgC7ItAOVOI3skoHy2iB2UD054uHSOXfgdQIZZrfTgSAAlA4YNuHQYCRplZSuBokRTl6qSu2zvveqqNba+DzTdN6ekqNzWM0uJ19pNfN2rcXNQoihuzw/PXxvtkw1y9/Z1+fOPJPDSffgX5tZW1du5/Umh8lqoTbtPPd3873fqnfV8BZnsaC9eFy9Og0AEqB0waGio2EITaItVXDHECVi3CEj2t3nEYVmp3Esb/d+Cz0jmj5L7e17k13rcFRbbTbeLrq3vSpFmaLEUukrndG8WevEX7J9vtT35mqTxSp6aufMlFRVCsgDmZkpKvDSVL6dHmMxOSvqHE6+xlcsvgL3PE1j57VOdyDnedXULHrbS6W3Vmins24cZ7LzRUK3U+jPsSZ+hiNlusp7o6JjYVFOiUln19pNvMM7UKij0Rqry+L0vh99Euu+r46aRXneOSbH5ay22r2Pu3y0VcfbnVypfhTPm7lruByHw6o3oQ+OSLeG43xk6P2JGqWt4b2P6OCjqVipUNOUKXA0lGkpKhWE6n0leumL7JUiL75XIkVeZK9Er3ORvVI0vYrnaZ3xnXyNzlxX4DKbfZ88xufJRXX4v0KrVWOtsVktsGWOwZzny65XpaRhKqYoB3Mal9npsvPXW3iX0641D+bKXTqzST+Sr6u0TuMt11vwDYner5OaKPdjRCKKbzIDPiLpwy149OEhr2se7KQq/+arS1/2E0nvgC8uFlKM+4svyeONJtgsXCnT3czrnY2WojdJ2f2Zn72gz2Pcn5McaTIIc7RwTHGe9z339/7m5E/LS0sXPLGyT/KUs9P83jOq1Dqdj9NYLU6tycILPSbF0G+HPN6ht5ts9Dre2wdWwko7YLN5rn8NWg7gtBbOKnw/pzVbLVM5LTcd/2G1p8QUmUCFFlrSK0V0LLa4l6xCl6lRhhXOFYbDrzSM2LF1c/Sk/pMnSd+t/SiTfprk0/gcp9Nu0mFdFUQU6R3auRCOQfior/BBbp5CodYoFLW5CoUyN7rcNN0qyO5Kuri3GFdLNR1sWru25iaTxeYShEiDMkKm/wm5WgfPTeWtNbzTXsfskqpA79r1L2f+PLUrev/qI0/4dal9oaeppFsRhe3LhK/SmhtF1qHC6rLreT+N00+Iva+n3meh97fnKBTrc0S9X5+Hqxq/3tOXxnqGEav3Xbzax2ceNTNFcDzlx7fXnYjPu7/h3eP7Pjuq9BNBTKmV2ksFUCkRgCLGLQD6k5776C+9f9h/sn/+suGz/vNV7SspLPlENFM+pQHlM07TqZymKnwIizNP62zEziMkS7ewoOeSE1PtOxWlN0WVa53V3l63m6WcE1UMD4XaCH2mx7hlS/ekMWyv++fq7I5u1VldzhBGblLjzDUEHr+9ro7KGFJYXXb/sp3v/HT2eGnLx6+ileN3b0mg8XtslDB+/YQQEZIQjFZ7jXsMG6BRphCu7Px5zzuP3lGw8N4tOzuMXfWOnxDiGp8ilcL4tpFCaUApjNN41oAIuTXAeeZQ1VW7Jo+49dYxUb/OPOlvlOJKML45GoT+C0GM52mJZPTKBAEXWwx8rW8nWFLuNxojxMRP57EYOGwITIwmPWfC4zmj3VqDD834vtDWh3Pbjwz5etktpQ2fq1OXFp25T+a9pYsEfRrqIlEF4T6L3yVYJOrFi0T9rbiyT5NQTsOMd/J2rxWI8bhU8cVkOv20S7+xwsfFBnoG9aTK8OZdES/F5e34/tLShEFJB7zXIzzXbduvS8lfuLNgvrnXJV9qO7znvR7pub748L1v89oXNPfnjIvcNfFHdQe3QiTWpb1HUbJf7H5foTveW4Rpk6PX8w6H76NYuo0TFkBSIFNf97419LApsrRo/uryc5rX7ro0tlRrs5ksU/3sn5+iSIfSaVQSdC1Y0G3i/B7H1xXM+9a6c8jZ9ltauRYoJkLNz+H3FGuWKW7Gle0aH9EFWyrjaQByJpouTEHdtLn/zsSFJ0etn3pTJ+7wSLOfUKKFaSaViimoVFbPuHFhSvK/slck1PasvOnRceGQyp6AUtl3YVZIi6sGUYu3ET3KRzn0nzEBlNNjnF1rcyuHc1qF0czphJ4zdXVq9Jirb0nqmbt2/3H9xLre+/0HMD1LqqpxYV8HBF28GVAX714QXcTqrEBvtE2W3GOaGk1MbAB70lGYJ1onN8t07Rym9P9669+fOe16RLP51Ko1M88uvyG21OXU6sxNWQ5/dTCXA9bMaa1zfbvHYGRDHTbJqnGnMDU8y3Kk3LJ85bUL7/9l8bpR60b8c3xkl47+bkZ7BJwCpicNz6JkpNmtFMriybnRa82cwdM+pJV2gfbpVxUrzxQ+2T62T4M2exr7VSSSbZczJDdEiWW3z1PsvRLuio0ZjCXmKbL75YmDsUBjp4cwdjCBqaMGRKTufy2GAcwefndFTr+Hd+/Jmf/czbf9a3ax1q+HETnSQZMT1Nz+RT0/4oOTE/JX/5r032vrX7umleZ2LySUzUFC9awpvjce8uvjJ6GIIBLqLZLQDJOz2i0mh9XOllJ85rWJoycdz9mws3L0hhHOJ/2llCuVUm5QKaU0tOveSzsxe82S1zPPvHrv7eGQUr+AUro2r1mx0eWV1Txn5x2AjjirkcMU4rwDnikj+1/adT7UYbdmfd8Bw+cafq3zj29HCw+SCmp0+EODLj7jhZPMqK6CnDw2yOuXSmzQL6+aN0wdn1C2cE+fHWci376nHfC5kCCu7nhJrb6a84+pHKFbq8meBzj9gzL8YzfBF6Vxq22MVTkH1jT6qAmL49zrDCAoA+fJg3D6RowttAAj64rLF3fYmzXqvsiopef7x6hD6aFEtYnu+xpvC1F9x5ZBdSW5cujUClxdntscgzjZG52TnBqlmsKV263C9NdyY0aXcP0deDnL1AFwgDg9efN1Vhc3Q+uWbmMrjq9FsIPB2qiBFKYAd77kmjLl8Zn582+7p2L7rds2tgIuEJmNd3759m1l1Jsjn+o9/IeejzXMbKXZ4O6GPCtzZeJo5d9wdbaftIVoqnnRkVI0UoQh7BnkVsGuCE8OItKn263elR5/Xe6yI/3U+we8tSNk8CE4gjb56VHXTPvfg8VPrW+4Z/DR+K/CIdPlAWW6MbdZprif21q5Vyq36ABY+VsIB1tsb84s6bxt7nNlSy7JKd62csSdFw64yr7XZ6hJ7HL5SkFoHrscJecbjoiuf+vYu6ayh1I7lw+6elGNf3eEXAK+VGpt28n5At4mnHOGVSLRkIzl4XeWf5Bffn3+zpjq/clbbznFfiUpGENXQo1yboVwboDzbIb4jkkw2YVMxL6Zs7QnY5YK6wbehNlv57C146N7DRmx+MjLw2cVJvzbr9/xjU9ztGRGDvtr3FMbv5lTdPd/b/70uqfePtPKGZlN8suB/GwYenslM3K+IL9mzchLm8aNn9iYkhLblxBHSBvAptxtHkHUswTB3S4IwjMHo+Xm4A9HHx8+6Iq4khV3d1pWe27KOn+UppS3T2XkzuRQh97C/ViEdS5E3eRoEvzMYTXmtTWOkCbgHX3aF5yeOb9o1zfj7njpzrdOMd5HIlv3x6F6lDd7EmYbWS6JolaQmhQL9dodBhYa2QIsVHw9XFhnPNtOyCksIa9JP5yKqZDzqwZt3NNhb962Y2MbHu83voyFdwYGLGKEL1FJ1BaZp5ImBEW2o92i19cc+J+KnE1vTOow9+F/XtJa2zHNk2/plctYzTmbkG8RYaCtEWkqU6RvdH39hfjrbitYd7Lg+UMDMwtbKtJUhkhTg4pUnPgJh0hLA4p0nEYOLwtRponugJMMSg1NdaZUxcvMhQpZFbM8Y4wZsirm+JrlGDmzfEdO4oDv+ZuzGw6km1Z3e76L/ypTAeyL50aNkVrm9jISHOBu0kRlELxPi9WS7LKYhGDIqKWEbIhuUvSKyb//e+mUkY+t++5168jyLezXk0i78UqoCGRZnqL+PQ+54YBYlNnjcPVEuMkNDz4zbM6iQedKnlHOvzd19jcrLxy5QVGO/u2XS4tyo3H1oITcECgpEC/0HiCChT2D1h9TfXbkxjUlWyPeXJw/d9Nx/7W3nNpJ+10e/glE/f4kYL8/vSBpgGhBdHRLkecT+Z9TN4R63VeDgisRQINX0gTCSuGZrYRvzKqdA+wT5FhZj/VV43eXu7Z8nr/79a+XOeIf/NlPrbHuKTk+JIdVtJLkP9lt6yfbErLXltU9m9C+84utTcWR3r8IqPcTFzoV10TcPXWDr+LatUBxdcEUt+jlbbN+KufyG64zVXXvbD3IUlyVVHFVF0Rx3wVU3OmLVXFRLVDczGCKO195vk/HKfZRa9d22Lq+MKWSpbgJUsVNCKo4MSwfDsWdC6i43y4mxTUrqk8U5ByECnb33cOeVXaZV7jh9M99u94wUHkBEbUJPqt9kdjXmTIJbuORNqKCiYOsC0gFE6RwIqAUznqd51g55zlqpuL+Tw4cL3rg4fseyt1VWuDP5K5w6QDzCJM3dGTjMr+0s6PpESG5ywdmn1hQWPD7iK27LV8mHUp4XfaFGMnn5JCTzx0hun8QLsbMtSQJbtOfFtgImAMuMNnBb7GCg06JMoxVXw0xNTJt0mTXG7VPlNRnTLO8svLQlhZkysVx9e7K7Bci9hzM3hA14uVbnL0OtTYHTOo8qJHLAXcSfGQGXUtOSFdU8HorpNMcKV1j2vVlQ8TwnBWWNzbpNm/eFDRTrgkqpeTMl78aGNFQ9OCwhsnrOy84Fg4pfRpQSl9I0IdARrNbE9QQTDrLk46+VF9WnP1SzpnJr3VcvOyC5ci7+4wUaY78MkFCHpvZ/k/A06n6547F93XNz7ljzhW2Ia+NLwk/T0fRFzL5WM5U1g90j5q24+ncn33nXz/aeEPJvTHFQwaf2/x4GHg64sHY2o0DfT0xOHNe1fcTxlQb83Q+/TFv45oNXPGjQ4YPPJnS6cow8HSu/HDLQ92rYov+dv+PX5YfmZUWDil9EVBKJzRtytNR3Pe/P48b+1DOlrrkwgzHZU9fKBtUn+wzXiQ2qH6IICePDYqTs0EWblj6l7sjyxqSnn2xYcbB7X6d6Zw/XWt20basCpcdwRgfOvipbmxqtrrdN+EBnM1Oi6HTBCIO6JlabpZr+hykSa12g8mCu0ODQhMaDi4enZiW8+wth+onftBjZOCXlugilu6osBtDlfMDkPEE/K5mIaICW/M22eQxk50qYIIeiTA7+P35p3btnXxgxCMzBuwaV5LqPw1j5foVUSEdY51G8zav+2maycu5CLMLz6qH9flP9h3GpPvOHXtibWsn6YMQyiT8nmeFFNkbccUlMWWBRNZTNE7IqvEePYc0ZPbc8kzqb+0iRu0YfH3dog9fmyrCWa0mi3TORrqmB7Vu+87O37DxoZSC1UvHPZ1//app4RDcbYEEV7+iedYtQeibwIWGCJmyWTJ+RO61g7/KXzK7e8VPO/e9FYps2gKD3uEZNExkJJs2DBibF413GkWBuDlg50cNWh6pVUzM3lQ67813jb/7kxFj3A+Q9n5U2/TeFrD3M/17HxkMixjTBJkFFIGtVvPt3BOukkUuzaqnV56t8g+VfZ4ilcOYtpHDrQHlcJu/HNoFk8PYEOVweuvU2GFl7TSPTsjkfvmhfrK/HMYGksPYtpHDkoBy+Ju/HKKCWYICWgcCSmA4323tzpu+Lr2vd+3WOT/mfehvCYT20r4XtE3fVwbs+31ez0Yw1CzPZuC/56Uvv7c4f/e0Xon7HoiZ5deXRDgy4Au4kJUV7Fvoe9UHNLXUcjbBtgr7D2fV1s30XaFCzOp2yTo79+nUq8runH/Vq/xzVz0c8C2lK1S5M1SRjsXSMR+Cm83ajqhwCgsLK/ySQ+c6URKsqbvMzq19ZGYE93xtwaLYig3m6VU7/TrXcbxP85akwpYmfzj3+ZjORY+N/ahi5B5T19YC8+MhgwVygYViCq4uvniAef8cZkRQZdUFVdbSRz7bqYk8PGLztrg1rx0qed5fWVUBlRU8/bUpunr+2+8njHgpq+b9b67uvyYcyroroLJWXKzKCraPsBMlu4Io68YdaU9FrHmjcOuLq+YdffLcUH9lTQiorAnht9ekjdUBtfHAxaSNZjnQnd0OdBCFiOOAkOKLcmf4VVHvsWKrWRsI9y4QJoZn6ewgt3Ru+2rH2t6/LMlbHjdi3pih43P8HaE8ArXdy1Loy2ayT6vGhRO/Vs7kdDTtr+GgmVA32eRNuuWnpB96F61vd//aU3FVv8u+pUTwMTbhaqgxGeG8BR7yuHTpJCzK2CzksoOQQXDLgNmz7Y/dfjLzucsKl/xdF70vrXpoSwMykQ0Wx3mtjVU/RM+LPKRwyVDL/kQarwWbaknuqeb2LDwjgp09/dX2ib0iIWfJdeZv77RvzfZX/fim1n9E/lRx0iMHtvUjksboZmaRPXKoCyaHQ2nHLF9+f3jkwuNT3j9We7lIDlWB5FDVNnKYFFAOxmZGsB45zAwmh9+6bli6K/vqwocnRvUaxk9+wF8OEwLJYULbyMEWUA4zvSa4o5wJ3pKyfexV75/T3PMP88enjn79sV+P4scKlXy48VUTpBY4RkaY17jLETaW0vIPW5q3v7H4nf9J//GbmOKVa7ndaSWFkXJvJ00Y4VqoufXBeW6za2OZ3b1peXJmV86v6up5r+DmJdrab92LH3fJffChnzUfvjLQ3DrzIqbXi2xXa7OxJCZZ67M3BVdH/1nDlkaNBTWER5POdHv5DY2m4UDWys/2n7ihdYZQpDGxlQ2HxiYF1JjxYtVYZKgaC2qyP1g937L97wOKdnS66uNtt06obZ3JFmlMXN0jHBqzBdTYzD9vfONRWaO7zFSXuEieP0zufsQfAYvuzfAxd6ckqsgUtr40y9lK8PTfzFumOquZne/z18N1/xnyWP7SH8vPV34wY65/50uEhiFVmwpH540BO+/yehYJcp7FocV97j7Sf2T+6oMvnn+sb353/7W73GU2syDRGK9noTFbHbzDWWYx1zUOcaa7ITzJG+kJRRemU5liZx0l2Ru3qofkbgxPGmCwLI0re3yfcupbqx5eI/fK0j3CdC1Ut414fKc9dROkBds+x9UezQrzupZ7u+7gtXZ9teBwMfv34lsjRy59YVD2jl7TJ1f+p/TbizPeU1Ac/JNn/7lk9GUTtydeNqkb4ibqpKZaE9VIVNigPnb1rG3Pdd3U9/2c0s0vPPbCt9X/MLaCRNy2qXBBaj00gaTWv3lRck/3uEIya2LhjZzePR9pmE0sv5EdJSoGXbNowa6CeXPiqqJ+uH6On6wSPBOa+8PyvALX2DuOpKvpt7ga3TwTrvTWred0vHMGz0My5TcKBVwIXALl5GZP9g8WDWIqZItJTCYVc+DcLaQSymsbCSVqAkmoR/MiaXSYytK5xwyz9xm/F+Z/2f10dn2io2xYkio2pNKBxW3T9b4Bu57sXeI6/QmIlc+bHtm36eORRQ/e1P36aVfXPxV+YqXAQf8xIAf9t7YkVrqK/jJ79QcHcm7Xj73nydcmKMNArAx3aS+S0OmAhOVzzdrU2QJipWVfp79o/vXRyE3/UGyOO75mW0uIla31HkkMvwUSw15F3h8ZxXhftH1lnY337XxfnzL3KSN5u4U3p9A9jpTCopuKLU5+Km9n1OpsU9anmMZ6QZnnpwMyz3/zGshEOQM5alvBe39XvKqpn9BjmOnrEf67jzqVoismmxnGrnkbdnr6mckav6eEZCzPRMfpDrb/uWzXY698NjXDvi3Qa0l9/Zx9q0Imo7+jUWT3lisaqTisoZKI/y/v23HXzUbU668lplYGGj7qqDHMLdj+0w8f3aN95/sWGHgx3XTv24tGda3UlS3p+1rle9sH72mtj/0uFEbqZCPu70PZXF4L9u00R0r17/Y+fv7nadnPLFvxsXKaq1sLDLxYSodGT049X/BC4aq70qafP5JzIhxS6hNQSv3ymrNv5zKfEiHBBSSuanqhDKjiM5/BIq0V8qUgJI8B7SxnQLt/vjSvy3X7NQ+lf/HSk2/OyPMPqSqqebORK+JNU6udosqVcZ6nXaJxOZzWGoZUEUQLl+Sf2Mlzg0hW/je1oMy6uPh5gE5JFCW63FKlRcgpbfYrinqqpv8qDPbeHI96LmmRejq4X1Uo1B0O5fg+T0Y1vre0pK67uAC7bH8kevG72BZaUeyGVp7w1UqXFmml3ZjRJeHQBj1HRgt06WIpcCouQyqRhTQkpA/bRINULNbmq8EkOQ3+d+EzjySlROW+MOmytRttpY8G0WD8H6XBVtT3fE9x+JX1+6tynj30zl2fblxnaKkiRGu3uGxoiGu3rJ7WYcFyivXUtUUzLSI3HPNMIaOisG2EFu9absFG6LDMjqMakdS7tUjq0YIhDofk3U+SEb/7Yst2nYmRb8b7S+tAuj9uE8lfIZZ89xZJPr7c6hBOv+PGh0P8Po+T0YHPHS1lzou57XIdkujD91qbOGG0h+ARX6Vc2kqlVIVXKVVBlVLVUoa8mMMu16EASqlqG6UsFSvlsj/LytACKFWMDrchlBrQPHkx90ah92jZTCjV1nriprDMhKbHyc2EpjvChBCJ4Ry5/kknhs+1NpkYPeA2Peero8tbpKNEj39ZLbwq1y8cihI/U0Zb4tvChVeJwaWA/ZWeTSG+oS20l01g1TFf7fVskfY6NUYHBhiXsChP9EgZ3YnuCpfqnp0R88W8eXtytx68xv5oRFrPQJ2VaE58vU0U1w6K+9hXcb3+ZJmIk1MTrLPi5hVveuqX8p9vGnO6zTIR9SBt1XtDDGkmIlsoZ/L/MxFurbwSbSnc0jdl5NMFsQN+UNzRkrO2xBi7uJhLazH2rEC1sRTDhJosbZyJGJQ47c3K6VcVPzzg177nledqw5CJEFuccEjpREApfdesCmLNy0SIS7FesEyExmewSDMR+YKQ/g8AAP//AwA=
- Contains a cluster of Grasshopper components
- true
- 84ea7d49-7c88-40f1-8ebb-e75aab51f663
- Cluster
- Position object
- false
- 12
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- bae52efc-ee03-466b-ae1d-3f4cf09f6221
- c806c4bb-9e6a-4cc8-ab89-8e4a411c2815
- c8faf174-c6fe-4a90-bbd6-5323889d6ea1
- e69a72d2-27dd-4630-840a-bc9f21bfb1a8
- f5d83c95-863c-46e9-8a04-63629ce6f537
- e6c1382d-012a-48a9-9e3b-a95ea01084e0
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- 835b1584-e419-469f-81ec-6fbb2ff508ab
- e30677b3-8181-42be-acd4-2672a501331b
- 836805a7-d1cb-4a0d-bf39-6dd1eb242899
- 4e86cbc0-5414-4f62-8c23-c554ceb92cbe
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- cbecfacc-0430-4bc8-b01d-3cef1baaa97a
- 325e52da-46f8-47b6-978e-3376f8dc41e8
- c2db00ce-cfa0-4159-b3da-cc8edea69f64
- 855d7798-2d2e-40df-930d-781b545fa557
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-
11212
3051
184
224
-
11365
3163
- 11
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- abf9c670-5462-4cd8-acb3-f1ab0256dbf3
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Geometry to transform. Provide a URL (string) in case you want to transform external geometry.
- bae52efc-ee03-466b-ae1d-3f4cf09f6221
- Geometry
- URL
- true
- 6f00863f-651d-4502-a74e-ca61f9a150e2
- 1
-
11214
3053
139
20
-
11283.5
3063
- Contains a collection of rectangles
- true
- 691b851a-731d-4796-abbc-36ca43b4dfb4
- Rectangle
- Shelf Geometry
- true
- 9bf32266-1c11-4821-9ef6-6d4a72531bb1
- 1
- 2
-
11214
3073
139
20
-
11283.5
3083
- {x} coordinate
- f5d83c95-863c-46e9-8a04-63629ce6f537
- X coordinate
- Position X
- true
- 8d5bca55-de5d-4423-a62d-8bc90ea3185f
- 1
-
11214
3093
139
20
-
11283.5
3103
- 1
- 1
- {0}
- 0
- {y} coordinate
- 5b016d9d-9a57-447e-ac28-2d1452b2dae2
- Y coordinate
- Position Y
- true
- ee5a06f2-8c4d-479c-828b-7f2ca17c54f1
- 1
-
11214
3113
139
20
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11283.5
3123
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11214
3133
139
20
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11283.5
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11214
3153
139
20
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11283.5
3163
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11214
3173
139
20
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11283.5
3183
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11214
3193
139
20
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11283.5
3203
- Second item for multiplication
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11214
3213
139
20
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11283.5
3223
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11214
3233
139
20
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11283.5
3243
- Second item for multiplication
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11214
3253
139
20
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11283.5
3263
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11377
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17
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11385.5
3163
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
- Contains a cluster of Grasshopper components
- true
- 8bdb61a0-c2f3-4259-9cd1-94811ab59c9b
- Cluster
- Position object
- false
- 12
- 026f8a8b-fad9-4292-8813-9a2c3cdd9e3a
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- 91a5062f-4d8e-4a37-ad1a-95c6cfc0d3e8
- 96db8ce4-6bdd-458a-8a7f-3ac2c72e5b34
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- f6fa2d9b-e035-4d42-919b-576334632a8d
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- e6c1382d-012a-48a9-9e3b-a95ea01084e0
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11219
3338
184
224
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11372
3450
- 11
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- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Geometry to transform. Provide a URL (string) in case you want to transform external geometry.
- 69045148-fdae-4e12-bc78-41fdec2fc0f4
- Geometry
- URL
- true
- ab32d82b-5c73-4433-af51-f4720f22d801
- 1
-
11221
3340
139
20
-
11290.5
3350
- Contains a collection of rectangles
- true
- 3bc12235-d5ac-40ce-b45c-97f1afc569f8
- Rectangle
- Shelf Geometry
- true
- 9bf32266-1c11-4821-9ef6-6d4a72531bb1
- 1
- 2
-
11221
3360
139
20
-
11290.5
3370
- {x} coordinate
- fd02e473-3697-4d42-8def-a0e35faddce8
- X coordinate
- Position X
- true
- 12021c23-8f4b-4250-b61b-597d9747e976
- 1
-
11221
3380
139
20
-
11290.5
3390
- 1
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- {0}
- 0
- {y} coordinate
- 91a5062f-4d8e-4a37-ad1a-95c6cfc0d3e8
- Y coordinate
- Position Y
- true
- 4a29e3de-86b3-4c80-9a4e-24f510e536b0
- 1
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11221
3400
139
20
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11290.5
3410
- 1
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- Contains a collection of floating point numbers
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- Number
- Shelves Z
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11221
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139
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- Item index
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- Index
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11221
3440
139
20
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11290.5
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- 1
- 1
- {0}
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- Contains a collection of floating point numbers
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- Number
- Tolerance (distance)
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11221
3460
139
20
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11290.5
3470
- Contains a collection of floating point numbers
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- Number
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11221
3480
139
20
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11290.5
3490
- Second item for multiplication
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- Object width %
- Width %
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- e12a2463-98b0-484e-9279-6817e7096f03
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11221
3500
139
20
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11290.5
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- Contains a collection of floating point numbers
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- Number
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- 1
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-
11221
3520
139
20
-
11290.5
3530
- Second item for multiplication
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- B
- Height %
- true
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- 1
-
11221
3540
139
20
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11290.5
3550
- Object with attached transformations.
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- Geometry
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11384
3340
17
220
-
11392.5
3450
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
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- Number Slider
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- 0
-
10780
3217
313
20
-
10780.423
3217.9011
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- Number Slider
- Numeric slider for single values
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- Number Slider
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- 0
-
10782
3505
315
20
-
10782.423
3505.012
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- 1
- 0.4
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- Series
- Create a series of numbers.
- true
- 56a1356d-bc99-4c7b-b79a-d4b6acf2e84d
- Series
- Series
-
8902
1214
60
64
-
8933
1246
- First number in the series
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- Start
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- 1
-
8904
1216
17
20
-
8912.5
1226
- 1
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- {0}
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- Step size for each successive number
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- Step
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- false
- 98fcff14-6369-4144-b14a-d044d0b0be4f
- 1
-
8904
1236
17
20
-
8912.5
1246
- 1
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- {0}
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- Number of values in the series
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- Count
- C
- false
- 13ee4481-7f84-4559-92ba-b10e95e41bd2
- 1
-
8904
1256
17
20
-
8912.5
1266
- 1
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- {0}
- 10
- 1
- Series of numbers
- db2d2b9b-79f9-434e-a4fa-60698acb4a29
- Series
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- 0
-
8945
1216
15
60
-
8952.5
1246
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
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- Division
- A/B
-
8511
1150
60
44
-
8541
1172
- Item to divide (dividend)
- 593e815d-f574-4961-9083-e49342c57e7e
- A
- A
- false
- e10a676d-ed66-44de-bd1b-e300dd221d76
- 1
-
8513
1152
16
20
-
8521
1162
- Item to divide with (divisor)
- 078b3ccf-439f-471b-a70b-ed701dc8b1c1
- B
- B
- false
- 8a4cc2f0-6862-4714-b6bc-df385e5cfb30
- 1
-
8513
1172
16
20
-
8521
1182
- The result of the Division
- ec438ad3-902f-4cff-955f-ba56d431f4f5
- Result
- R
- false
- 0
-
8553
1152
16
40
-
8561
1172
- a50c4a3b-0177-4c91-8556-db95de6c56c8
- Round
- Round a floating point value.
- true
- 5a6017e5-f616-4116-921e-dd7aa24b312d
- Round
- Round
-
8593
1140
75
64
-
8621
1172
- Number to round
- e541fb1e-6313-4715-9047-1123a9caee6e
- Number
- x
- false
- ec438ad3-902f-4cff-955f-ba56d431f4f5
- 1
-
8595
1142
14
60
-
8602
1172
- Integer nearest to x
- 13ee4481-7f84-4559-92ba-b10e95e41bd2
- x-1
- Nearest
- N
- false
- 0
-
8633
1142
33
20
-
8649.5
1152
- First integer smaller than or equal to x
- bc1fc422-ae95-452a-b4f3-0279fba0f646
- Floor
- F
- false
- 0
-
8633
1162
33
20
-
8649.5
1172
- First integer larger than or equal to x
- c22817a3-2b34-446e-9200-515bc0102015
- Ceiling
- C
- false
- 0
-
8633
1182
33
20
-
8649.5
1192
- a0d62394-a118-422d-abb3-6af115c75b25
- Addition
- Mathematical addition
- true
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- Addition
- A+B
-
8798
1270
60
44
-
8828
1292
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First item for addition
- ada58165-598a-43d2-a8b1-d20bbf2e609a
- A
- A
- true
- 98fcff14-6369-4144-b14a-d044d0b0be4f
- 1
-
8800
1272
16
20
-
8808
1282
- Second item for addition
- b8db2952-29f1-4834-a633-7f74b176b52f
- B
- B
- true
- b5b1a891-7aae-4bd2-b741-bf354da00bf3
- 1
-
8800
1292
16
20
-
8808
1302
- Result of addition
- 101d19f3-2a3b-4aeb-a1f4-e1f377c1ebbd
- Result
- R
- false
- 0
-
8840
1272
16
40
-
8848
1292
- 9103c240-a6a9-4223-9b42-dbd19bf38e2b
- Unit Z
- Unit vector parallel to the world {z} axis.
- true
- 15398605-6aaf-49ba-be42-ae1d31a162cf
- Unit Z
- Z
-
8990
1232
58
28
-
9018
1246
- Unit multiplication
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- Factor
- F
- false
- db2d2b9b-79f9-434e-a4fa-60698acb4a29
- 1
-
8992
1234
14
24
-
8999
1246
- 1
- 1
- {0}
- 1
- World {z} vector
- 6cee4007-14b1-4a43-9a1e-b37ac74ed8b7
- Unit vector
- V
- false
- 0
-
9030
1234
16
24
-
9038
1246
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- d6e2d34a-4bfb-4d85-a2e2-fa71c507276b
- Move
- Move
-
9100
1268
62
44
-
9131
1290
- Base geometry
- a63f7af2-282c-481d-ab9e-46653ee6ea0e
- Geometry
- G
- true
- 0
-
9102
1270
17
20
-
9110.5
1280
- Translation vector
- 91a7a8d0-3723-4a1f-bdbb-0a7e5b82893a
- Motion
- T
- false
- 6cee4007-14b1-4a43-9a1e-b37ac74ed8b7
- 1
-
9102
1290
17
20
-
9110.5
1300
- 1
- 1
- {0}
-
0
0
10
- Translated geometry
- fd8bd157-149c-4e84-9815-e86623b78f3d
- Geometry
- G
- false
- 0
-
9143
1270
17
20
-
9151.5
1280
- Transformation data
- 1e2e2f95-6600-4c6c-8d4a-f0f3f6604e54
- Transform
- X
- false
- 0
-
9143
1290
17
20
-
9151.5
1300
- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
100;63;191;191
- A group of Grasshopper objects
- 56a1356d-bc99-4c7b-b79a-d4b6acf2e84d
- 96ee8283-5538-447f-a32c-319f663d1443
- 5a6017e5-f616-4116-921e-dd7aa24b312d
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- 15398605-6aaf-49ba-be42-ae1d31a162cf
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- 1cc37a22-5ae4-4c52-bd5d-e2577ac29a55
- 05a26b1c-f8f0-4611-9567-3a4fc973f69e
- 560cfdfc-0dae-4c80-9fb3-852988ec6850
- ee47dcc3-cd2b-4568-a0e1-3042a47fd940
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- fce48ce4-94ad-4919-bfc8-baed171d05e2
- 550d5a54-595b-4815-8693-d048f32b8ea4
- 172730ab-2294-480a-b916-3c5d88e89e59
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- 2d3dbb01-4a5e-4bff-b621-6dcf3bd6ef9a
- 2bfbe11d-e3c9-451a-8162-e704d9157b05
- b5b1a891-7aae-4bd2-b741-bf354da00bf3
- c4ba791f-2583-4da3-afef-20bb6a25d0e6
- 521e4ff3-90ad-45d2-869b-3a8440de7333
- 30
- 143ac253-6028-4f93-b979-4ed70e5fc136
- Group
- Shelf Transformations
- 28f40e48-e739-4211-91bd-f4aefa5965f8
- Transform
- Contains a collection of three-dimensional transformations
- 2
- 550d5a54-595b-4815-8693-d048f32b8ea4
- Transform
- ShelvesXForm
- false
- 1e2e2f95-6600-4c6c-8d4a-f0f3f6604e54
- 1
-
9372
1289
50
24
-
9397.66
1301.076
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 6a966896-194f-4d79-91ab-145427a7a45a
- Number
- ShelvesHeight
- false
- 6cee4007-14b1-4a43-9a1e-b37ac74ed8b7
- 1
-
9371
1234
50
24
-
9396.66
1246.52
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- 2d3dbb01-4a5e-4bff-b621-6dcf3bd6ef9a
- Division
- A/B
-
8708
1224
60
44
-
8738
1246
- Item to divide (dividend)
- 65c4078c-4cae-4195-9b66-524d77b6f1c2
- A
- A
- false
- cd3cd566-0ccf-4b76-a90b-ed3dc3065728
- 1
-
8710
1226
16
20
-
8718
1236
- Item to divide with (divisor)
- f012c0ba-ce74-4da9-ab24-bbc6054ae4fd
- B
- B
- false
- 13ee4481-7f84-4559-92ba-b10e95e41bd2
- 1
-
8710
1246
16
20
-
8718
1256
- The result of the Division
- 98fcff14-6369-4144-b14a-d044d0b0be4f
- Result
- R
- false
- 0
-
8750
1226
16
40
-
8758
1246
- 9c007a04-d0d9-48e4-9da3-9ba142bc4d46
- Subtraction
- Mathematical subtraction
- true
- 2bfbe11d-e3c9-451a-8162-e704d9157b05
- Subtraction
- A-B
-
8511
1214
60
44
-
8541
1236
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- First operand for subtraction
- c222c5de-d107-4608-9dc7-ba108c7c29a9
- A
- A
- true
- e10a676d-ed66-44de-bd1b-e300dd221d76
- 1
-
8513
1216
16
20
-
8521
1226
- Second operand for subtraction
- a18c44bf-a61a-4ea4-9c2a-a68e30843b8c
- B
- B
- true
- 8a4cc2f0-6862-4714-b6bc-df385e5cfb30
- 1
-
8513
1236
16
20
-
8521
1246
- Result of subtraction
- cd3cd566-0ccf-4b76-a90b-ed3dc3065728
- Result
- R
- false
- 0
-
8553
1216
16
40
-
8561
1236
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- b5b1a891-7aae-4bd2-b741-bf354da00bf3
- Relay
- false
- 2ee0d5ea-c95d-4831-89f0-1c8b6f32e314
- 1
-
8511
1294
40
16
-
8531
1302
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- c4ba791f-2583-4da3-afef-20bb6a25d0e6
- Number
- Actual Distance Between Shelves
- false
- 521e4ff3-90ad-45d2-869b-3a8440de7333
- 1
-
9373
1175
50
24
-
9398.033
1187.3767
- b6236720-8d88-4289-93c3-ac4c99f9b97b
- Relay
- 2
- A wire relay object
- 521e4ff3-90ad-45d2-869b-3a8440de7333
- Relay
- false
- 98fcff14-6369-4144-b14a-d044d0b0be4f
- 1
-
8902
1178
40
16
-
8922
1186
- b6cd465d-f8f4-4545-be6f-da3a6d9ab9c7
- b9116316-c87d-4212-a382-bc40035939bb
- Tolerance Settings
- Defines tolerances for solutions computed by ShapeDiver. Add this to your Grasshopper model if you are using operations sensitive to tolerance settings.
- 293289eb-fdb3-4aaf-ade0-5a33e87f201f
- Tolerance Settings
- Tolerance
-
26
-103
77
84
-
89
-61
- The absolute tolerance to be used when computing solutions on ShapeDiver
- 5f92d311-d1e6-441e-bc94-88b3ac201491
- Absolute tolerance
- A
- true
- 0
-
28
-101
49
20
-
52.5
-91
- 1
- 1
- {0}
- 0.001
- The relative tolerance (%) to be used when computing solutions on ShapeDiver
- c480edb8-f64a-4606-be5c-65c36f7249b8
- Relative tolerance
- R
- true
- 0
-
28
-81
49
20
-
52.5
-71
- 1
- 1
- {0}
- 1
- The angle tolerance in degrees to be used when computing solutions on ShapeDiver
- 4b21571b-ccff-446d-8971-0d4c58805c4a
- Angle tolerance
- D
- true
- 0
-
28
-61
49
20
-
52.5
-51
- 1
- 1
- {0}
- 1
- The unit system identifier code to be used when computing solutions on ShapeDiver (2..millimeter, 3..centimeter, 4..meter, 8..inches)
- b3501630-f8ec-41ac-b6d6-46b413945f2e
- Unit system
- U
- true
- 0
-
28
-41
49
20
-
52.5
-31
- 1
- 1
- {0}
- 3
- 80e55fc2-933b-4bfb-a353-12358786dba8
- Offset Curve Loose
- Offset the control-points of a curve with a specified distance.
- true
- e49c48c1-4e81-45c8-9485-8ba38a8aa01d
- Offset Curve Loose
- Offset (L)
-
1949
1696
61
64
-
1980
1728
- Curve to offset
- e5b44341-af05-4e74-9730-d1935c167957
- Curve
- C
- false
- 8f22f51d-6fa4-4019-8929-39b2e9abd09b
- 1
-
1951
1698
17
20
-
1959.5
1708
- Offset distance
- 33e18356-4398-41f1-b588-b81aa43088f4
- Distance
- D
- false
- cb896334-fb86-48bc-8f60-417657184445
- 1
-
1951
1718
17
20
-
1959.5
1728
- 1
- 1
- {0}
- 1
- Optional Plane for offset operation
- 2f96d6a1-856d-480c-ba3b-908a41563891
- Plane
- P
- true
- 0
-
1951
1738
17
20
-
1959.5
1748
- Resulting offset
- ace06063-a5fa-46a7-b190-471c9b8c3e97
- Curve
- C
- false
- 0
-
1992
1698
16
60
-
2000
1728
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- c1026ed9-ec45-43d2-bd23-0e7e69440735
- Negative
- Neg
-
1720
2040
56
28
-
1748
2054
- Input value
- fe90a3b0-7d4b-49ee-8b8c-4f0a99d5c75e
- Value
- x
- false
- 182b137a-a071-4804-bd6a-c62ed70f7684
- 1
-
1722
2042
14
24
-
1729
2054
- Output value
- cb896334-fb86-48bc-8f60-417657184445
- Result
- y
- false
- 0
-
1760
2042
14
24
-
1767
2054
- 2956d989-3599-476f-bc92-1d847aff98b6
- Curve To Polyline
- Convert a curve to a polyline.
- true
- d13e2d18-fc71-45bb-90b6-b444015c6ff8
- Curve To Polyline
- ToPoly
-
2037
1716
82
104
-
2090
1768
- Curve to simplify
- 63884546-b093-4a8d-844c-6451559dc7df
- Curve
- C
- false
- ace06063-a5fa-46a7-b190-471c9b8c3e97
- 1
-
2039
1718
39
20
-
2058.5
1728
- Deviation tolerance
- 648ad88c-d89d-4032-aad7-1d459d0876fc
- Tolerance (distance)
- Td
- false
- 0
-
2039
1738
39
20
-
2058.5
1748
- 1
- 1
- {0}
- 0
- Angle tolerance in radians
- f2ba8105-2d0e-43e9-8e73-7487570c02e0
- Tolerance (angle)
- Ta
- false
- 0
- false
-
2039
1758
39
20
-
2058.5
1768
- 1
- 1
- {0}
- 0
- Optional minimum allowed segment length
- 733c8d32-1643-42ff-999d-15cc242d4299
- MinEdge
- E-
- true
- 0
-
2039
1778
39
20
-
2058.5
1788
- Optional maximum allowed segment length
- 24ce4929-f304-443c-871d-9cd89c61b5f9
- MaxEdge
- E+
- true
- 0
-
2039
1798
39
20
-
2058.5
1808
- Converted curve
- 9a151c42-628c-4350-a236-e8f0aff2c16f
- Polyline
- P
- false
- 0
-
2102
1718
15
50
-
2109.5
1743
- Number of polyline segments
- cffcbc1a-7416-4002-8179-ae6a0ae29324
- Segments
- S
- false
- 0
-
2102
1768
15
50
-
2109.5
1793
- 071c3940-a12d-4b77-bb23-42b5d3314a0d
- Clean Tree
- Removed all null and invalid items from a data tree.
- true
- df538cac-6c12-47a1-a3c5-44e759a4b3d5
- Clean Tree
- Clean
-
11190
971
72
84
-
11233
1013
- 4
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- cb95db89-6165-43b6-9c41-5702bc5bf137
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- Remove null items from the tree.
- 32182af3-548a-4e69-9cb4-f4a3bccb42ba
- Remove Nulls
- N
- false
- 0
-
11192
973
29
20
-
11206.5
983
- 1
- 1
- {0}
- true
- Remove invalid items from the tree.
- a6d0c250-2661-424e-8cc2-e40d2e400d67
- Remove Invalid
- X
- false
- 0
-
11192
993
29
20
-
11206.5
1003
- 1
- 1
- {0}
- true
- Remove empty branches from the tree.
- e67c9eda-c89c-4bad-99f1-451ea4b2ffca
- Remove Empty
- E
- false
- 0
-
11192
1013
29
20
-
11206.5
1023
- 1
- 1
- {0}
- true
- 2
- Data tree to clean
- ea209426-3501-43f6-8ec2-abc6de80b1d0
- Tree
- T
- false
- bc2514be-0dc3-4721-b4e4-f4ca7e7a33cc
- 1
-
11192
1033
29
20
-
11206.5
1043
- 2
- Spotless data tree
- 35897bcb-ec31-4fb6-8415-626cd414394c
- Tree
- T
- false
- 0
-
11245
973
15
80
-
11252.5
1013
- a3371040-e552-4bc8-b0ff-10a840258e88
- Negative
- Compute the negative of a value.
- true
- 1929a8de-a8b9-4e5f-a171-4ef921227eae
- Negative
- Neg
-
11160
717
56
28
-
11188
731
- Input value
- 39d08c72-eb67-4368-8949-48308757d54e
- Value
- x
- false
- 0f42368f-52d9-4816-9173-20b25611951f
- 1
-
11162
719
14
24
-
11169
731
- Output value
- a04945d4-8ac6-4842-afdf-78fb5b659c03
- Result
- y
- false
- 0
-
11200
719
14
24
-
11207
731
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- e30fc8e5-1d4e-4ff3-88b2-698293bea545
- List Item
- Item
-
12392
549
71
64
-
12437
581
- 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
- be240d47-72d4-4071-b92a-d7368a4a43fc
- List
- L
- false
- bf132ff4-94e4-4ba4-beeb-1d89392989fa
- 1
-
12394
551
31
20
-
12409.5
561
- Item index
- 975a4c0c-2ec8-42f8-9885-1324c02a8783
- Index
- i
- false
- 95083fa3-ca52-4911-b943-62396fc7f3e4
- 1
-
12394
571
31
20
-
12409.5
581
- 1
- 2
- {0}
- 0
- 3
- Wrap index to list bounds
- 28a8c89d-4800-4a88-a0f0-2cddfa229670
- Wrap
- W
- false
- 0
-
12394
591
31
20
-
12409.5
601
- 1
- 1
- {0}
- true
- Item at {i'}
- 364bed4a-c684-4404-a4bd-45761f771193
- false
- Item
- i
- false
- 0
-
12449
551
12
60
-
12455
581
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- 0575c075-004e-4760-9941-0db0e99473f0
- Mesh Join
- MJoin
-
13160
713
82
28
-
13193
727
- 1
- Meshes to join
- 82155fd7-edf0-484f-a289-167f7a8bd4de
- Meshes
- M
- false
- d9c12cd4-7581-4186-b0f6-4204585bb2d7
- 1
-
13162
715
19
24
-
13171.5
727
- Mesh join result
- ecdfbd64-dddf-44fa-a378-3e534be46cd3
- 2
- Mesh
- M
- false
- 0
-
13205
715
35
24
-
13222.5
727
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- dd6d73fc-0dbc-44d9-be85-36f6a6dc5324
- Trim Tree
- Trim
-
11929
657
77
44
-
11977
679
- 2
- Data tree to flatten
- 69f07af5-f51e-4827-8f07-4822d3bf60ab
- Tree
- T
- false
- b5953415-7eab-478a-9e4d-432db6a78800
- 1
-
11931
659
34
20
-
11948
669
- Number of outermost branches to merge
- 4af9a41c-5783-48f9-85cc-b5509f94a1af
- Depth
- D
- false
- 0
-
11931
679
34
20
-
11948
689
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 8cb33bdf-c512-421d-aa38-a22fb09edc18
- Tree
- T
- false
- 0
-
11989
659
15
40
-
11996.5
679
- d8b1e7ac-cd31-4748-b262-e07e53068afc
- Split Tree
- Split a data tree into two parts using path masks.
- true
- 919f3ef6-a412-4cde-9879-64a1027a4e70
- Split Tree
- Split
-
12291
664
80
44
-
12340
686
- 2
- Tree to split
- 737e8e4d-ba21-4912-a805-72f0687fe1b2
- Data
- D
- false
- 17d0de22-23ff-474c-af72-98f6f8f9020a
- 1
-
12293
666
35
20
-
12310.5
676
- 1
- Splitting masks
- 7cf39f9d-d1ac-4473-b172-c541e11f555c
- 1
- Masks
- M
- false
- 415d528a-0463-4514-bee8-e1b2f9525b97
- 1
-
12293
686
35
20
-
12310.5
696
- 1
- 2
- {0}
- false
- {1}
- false
- {1;?}
- 2
- Positive set of data (all branches that match any of the masks)
- bf132ff4-94e4-4ba4-beeb-1d89392989fa
- Positive
- P
- false
- 0
-
12352
666
17
20
-
12360.5
676
- 2
- Negative set of data (all branches that do not match any of the masks
- true
- e2e07ac4-0323-4e8c-9da4-a1b140350550
- Negative
- N
- false
- 0
-
12352
686
17
20
-
12360.5
696
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- fbdbf30e-f201-4f36-86d0-1d11f0748e28
- List Length
- Lng
-
12405
713
72
28
-
12433
727
- 1
- Base list
- 15f93314-e442-482b-8f45-28f4a5b4a969
- List
- L
- false
- e2e07ac4-0323-4e8c-9da4-a1b140350550
- 1
-
12407
715
14
24
-
12414
727
- Number of items in L
- 488dfbb9-fac7-47fd-97a4-cc3688a20157
- x-1
- Length
- L
- false
- 0
-
12445
715
30
24
-
12460
727
- e2039b07-d3f3-40f8-af88-d74fed238727
- Insert Items
- Insert a collection of items into a list.
- true
- 1fe5b7de-4879-4116-82d0-8e1b16115bee
- Insert Items
- Ins
-
12496
715
78
84
-
12546
757
- 1
- List to modify
- 553b3700-04c2-4ec8-b37f-441e4aeba8d5
- List
- L
- false
- 488dfbb9-fac7-47fd-97a4-cc3688a20157
- 1
-
12498
717
36
20
-
12516
727
- 1
- Items to insert. If no items are supplied, nulls will be inserted.
- f4c9183f-814b-48a5-9476-656ef147115f
- Item
- I
- true
- 0
-
12498
737
36
20
-
12516
747
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 0
- 1
- Insertion index for each item
- 04f9cc31-f7ef-4fb5-a55a-72eac0314d81
- Indices
- i
- false
- 0
-
12498
757
36
20
-
12516
767
- 1
- 1
- {0}
- 0
- If true, indices will be wrapped
- ff4fcbe4-df09-491a-8e5c-736cca92d240
- Wrap
- W
- false
- 0
-
12498
777
36
20
-
12516
787
- 1
- 1
- {0}
- true
- 1
- List with inserted values
- 2d04a6aa-94f4-4718-a5aa-225618d217a0
- List
- L
- false
- 0
-
12558
717
14
80
-
12565
757
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 5a201fb2-95e8-4caf-a34d-782a15008839
- Merge
- Merge
-
11944
559
84
44
-
11998
581
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- cbf955da-077e-4ba3-b4e1-9d0e7cc7f5cf
- false
- Data 1
- D1
- true
- 0
-
11946
561
40
20
-
11966
571
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 0
- 2
- Data stream 2
- 123fb46d-391a-4602-98e8-7694298cf650
- false
- Data 2
- D2
- true
- d8f81750-8ced-4a45-a571-c7e4298cfcb3
- 1
-
11946
581
40
20
-
11966
591
- 2
- Result of merge
- 95083fa3-ca52-4911-b943-62396fc7f3e4
- Result
- R
- false
- 0
-
12010
561
16
40
-
12018
581
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- 49517117-3bf6-4451-8892-126ef4d83c82
- List Length
- Lng
-
11837
577
72
28
-
11865
591
- 1
- Base list
- b667eda5-049e-4b70-9cd7-74d29d2b6a86
- List
- L
- false
- 927faa93-0760-40f2-bf31-284323baddcc
- 1
-
11839
579
14
24
-
11846
591
- Number of items in L
- d8f81750-8ced-4a45-a571-c7e4298cfcb3
- x-2
- Length
- L
- false
- 0
-
11877
579
30
24
-
11892
591
- 59daf374-bc21-4a5e-8282-5504fb7ae9ae
- List Item
- 0
- Retrieve a specific item from a list.
- true
- 338e5a20-f407-4485-a140-4009733b16d0
- List Item
- Item
-
12692
684
71
64
-
12737
716
- 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
- e024fefa-0960-46c2-b883-c3e369b88eee
- List
- L
- false
- e2e07ac4-0323-4e8c-9da4-a1b140350550
- 1
-
12694
686
31
20
-
12709.5
696
- Item index
- 9b6fde72-bfdb-44e1-8354-012f44dd05a0
- Index
- i
- false
- 72ca6d4d-6ae8-4e6c-a04f-73483d045fb0
- 1
-
12694
706
31
20
-
12709.5
716
- 1
- 2
- {0}
- 0
- 3
- Wrap index to list bounds
- 6512ee40-a719-4dd3-b20a-81e59d8c384f
- Wrap
- W
- false
- 0
-
12694
726
31
20
-
12709.5
736
- 1
- 1
- {0}
- true
- Item at {i'}
- b75ffbd4-d588-4be7-ad60-8391543bcb0a
- false
- Item
- i
- false
- 0
-
12749
686
12
60
-
12755
716
- be298882-28c9-45b1-980d-7192a531c9a9
- Polyline Collapse
- Collapse short segments in a polyline curve.
- true
- 517efe74-babd-46e6-ad37-db97b908a06c
- Polyline Collapse
- PCol
-
12162
664
76
44
-
12206
686
- Polyline curve
- 3fe80e7d-8371-4203-88b5-8a12dfa11876
- Polyline
- P
- false
- 8cb33bdf-c512-421d-aa38-a22fb09edc18
- 1
-
12164
666
30
20
-
12179
676
- Segment length tolerance
- 52eb5da0-1ed6-4f24-8ad4-462692f1cffc
- Tolerance
- t
- false
- 0
-
12164
686
30
20
-
12179
696
- 1
- 1
- {0}
- 1
- Resulting polyline
- 17d0de22-23ff-474c-af72-98f6f8f9020a
- Polyline
- Pl
- false
- 0
-
12218
666
18
20
-
12227
676
- Number of segments that were collapsed
- c9e356bb-b73f-4a2e-85b3-6f4d92d61e72
- Count
- N
- false
- 0
-
12218
686
18
20
-
12227
696
- e9eb1dcf-92f6-4d4d-84ae-96222d60f56b
- Move
- Translate (move) an object along a vector.
- true
- c3eb6335-199f-46d4-935d-8f3d664eeca0
- Move
- Move
-
12496
569
62
44
-
12527
591
- Base geometry
- 5e87064f-bf00-4f5e-8057-a5ced0e23681
- Geometry
- G
- true
- 364bed4a-c684-4404-a4bd-45761f771193
- 1
-
12498
571
17
20
-
12506.5
581
- Translation vector
- 43659c91-a0ae-4fdd-a534-087cc3004402
- Motion
- T
- false
- 0
-
12498
591
17
20
-
12506.5
601
- 1
- 2
- {0}
-
0
3.5
0
-
-0
-3.5
-0
- Translated geometry
- d630f3fd-7c82-4d3a-ae33-bf63ea76c410
- Geometry
- G
- false
- 0
-
12539
571
17
20
-
12547.5
581
- Transformation data
- 4abaf8e6-47d6-4f27-abd1-5b1c6da86828
- Transform
- X
- false
- 0
-
12539
591
17
20
-
12547.5
601
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 54c14596-79a7-468a-acf1-2f378d4a91a1
- Merge
- Merge
-
12879
635
67
44
-
12916
657
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- d27872fe-6110-4868-873f-8ce9c0d0a16d
- false
- Data 1
- D1
- true
- d630f3fd-7c82-4d3a-ae33-bf63ea76c410
- 1
-
12881
637
23
20
-
12892.5
647
- 2
- Data stream 2
- f818c9e0-0e3b-4ec9-823e-040319aaafd8
- false
- Data 2
- D2
- true
- b75ffbd4-d588-4be7-ad60-8391543bcb0a
- 1
-
12881
657
23
20
-
12892.5
667
- 2
- Result of merge
- 6732716c-d133-463b-98ac-a2867f7d8cf0
- Result
- R
- false
- 0
-
12928
637
16
40
-
12936
657
- 3cadddef-1e2b-4c09-9390-0e8f78f7609f
- Merge
- Merge a bunch of data streams
- true
- 6b99693c-6af7-4aaf-b3fb-18289cb5b52b
- Merge
- Merge
-
14153
735
84
64
-
14207
767
- 3
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data stream 1
- c2425659-0bea-48e5-ba13-ea425111b584
- false
- Data 1
- D1
- true
- 955898ae-ac34-4820-8d2a-4bd1058332dd
- 1
-
14155
737
40
20
-
14175
747
- 2
- Data stream 2
- 02204989-d743-4bf2-8f7b-0c8bb4ca0199
- false
- Data 2
- D2
- true
- 6b78b284-1600-4049-93c4-b326733e9b58
- 1
-
14155
757
40
20
-
14175
767
- 2
- Data stream 3
- 530bf83b-ca0a-4739-bf4c-e8bce826af9f
- false
- Data 3
- D3
- true
- 0
-
14155
777
40
20
-
14175
787
- 2
- Result of merge
- 6a444f55-4cbd-4b2d-b7de-76fe7bddadc0
- Result
- R
- false
- 0
-
14219
737
16
60
-
14227
767
- d8b1e7ac-cd31-4748-b262-e07e53068afc
- Split Tree
- Split a data tree into two parts using path masks.
- true
- 49c46af7-e977-41f4-a7c1-594bc37b7056
- Split Tree
- Split
-
14269
756
122
44
-
14344
778
- 2
- Tree to split
- 1722275d-0449-4f3a-ac14-8d91f1558930
- Data
- D
- false
- 6a444f55-4cbd-4b2d-b7de-76fe7bddadc0
- 1
-
14271
758
61
20
-
14301.5
768
- 1
- Splitting masks
- 128333f2-ded6-440e-8e5a-1db5c22a9b88
- 1
- Masks
- M
- false
- 0
-
14271
778
61
20
-
14301.5
788
- 1
- 1
- {0}
- false
- {1;?}
- 2
- Positive set of data (all branches that match any of the masks)
- 657eca2d-92e0-418e-9d00-64ac1cbe156a
- Positive
- P
- false
- 0
-
14356
758
33
20
-
14372.5
768
- 2
- Negative set of data (all branches that do not match any of the masks
- true
- 2d4f0910-f06b-4719-8ed8-37d18cb98b33
- Negative
- N
- false
- true
- 0
-
14356
778
33
20
-
14372.5
788
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- fc081c1f-0371-4ac8-a56d-aa142f5771c4
- Mesh
- doorsMesh
- false
- a768e634-99a5-48c4-aab1-9e9bb3c297bd
- 1
-
14776
837
50
24
-
14801.921
849.277
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- fe00b92f-2c0e-494a-826f-924321841574
- Mesh Join
- MJoin
-
14540
648
66
28
-
14573
662
- 1
- Meshes to join
- f05eb5ca-b34c-4b0b-bf37-ea744bd0434f
- Meshes
- M
- false
- 6f994ff2-2173-4d91-8807-eb17ad3c253d
- 1
-
14542
650
19
24
-
14551.5
662
- Mesh join result
- df12d489-1e03-4fbf-aced-b666270e3a5a
- Mesh
- M
- false
- 0
-
14585
650
19
24
-
14594.5
662
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 2
- 23e4881b-cdc8-4020-9d7a-136bdcc48a17
- Mesh
- frontDrawersMesh
- false
- 5fe5fed4-6d1c-4daa-a5c1-e6c9e2569327
- 1
-
14776
660
50
24
-
14801.921
672.8397
- d8b1e7ac-cd31-4748-b262-e07e53068afc
- Split Tree
- Split a data tree into two parts using path masks.
- true
- c348da5c-ee1f-4a3c-830a-4bac7ee7ae34
- Split Tree
- Split
-
12200
977
80
44
-
12249
999
- 2
- Tree to split
- 252c1114-8653-4867-b107-57c218b416b8
- Data
- D
- false
- f24100d5-54d4-4cf1-b102-ea28d609f711
- 1
-
12202
979
35
20
-
12219.5
989
- 1
- Splitting masks
- cc58499a-fc75-4a6e-bd0d-dd0a6a52b57e
- 1
- Masks
- M
- false
- 415d528a-0463-4514-bee8-e1b2f9525b97
- 1
-
12202
999
35
20
-
12219.5
1009
- 1
- 2
- {0}
- false
- {1}
- false
- {1;?}
- 2
- Positive set of data (all branches that match any of the masks)
- eb94aa32-2f0e-4b86-9784-03a14de64c22
- Positive
- P
- false
- 0
-
12261
979
17
20
-
12269.5
989
- 2
- Negative set of data (all branches that do not match any of the masks
- true
- 6f939768-88ea-4398-9e44-cff9357394d1
- Negative
- N
- false
- 0
-
12261
999
17
20
-
12269.5
1009
- 41aa4112-9c9b-42f4-847e-503b9d90e4c7
- Flip Matrix
- Flip a matrix-like data tree by swapping rows and columns.
- true
- c19b9837-fe53-4122-9554-eb817fbdb2ee
- Flip Matrix
- Flip
-
12571
813
62
28
-
12602
827
- 2
- Data matrix to flip
- 51fe0e55-77b1-4287-98c6-d339c468f753
- Data
- D
- false
- 6d0acae5-a401-4107-9aea-ff1222908289
- 1
-
12573
815
17
24
-
12581.5
827
- 2
- Flipped data matrix
- 56b4efbf-070a-443d-8f08-101e2a8c4ee7
- Data
- D
- false
- 0
-
12614
815
17
24
-
12622.5
827
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- Create a polyline connecting a number of points.
- true
- 1394cf3c-cf31-4077-b99b-f53f0e01b6dd
- PolyLine
- PLine
-
12660
815
90
44
-
12702
837
- 1
- Polyline vertex points
- 2a1c0b55-ed57-4683-b61f-7e5697f2d231
- Vertices
- V
- false
- 56b4efbf-070a-443d-8f08-101e2a8c4ee7
- 1
-
12662
817
28
20
-
12676
827
- Close polyline
- c0339a4e-0513-4692-a25a-8352da401fb1
- Closed
- C
- false
- 0
-
12662
837
28
20
-
12676
847
- 1
- 1
- {0}
- false
- Resulting polyline
- 1d33a469-14d4-4f70-b3f6-9ed865217001
- 1
- Polyline
- Pl
- false
- 0
-
12714
817
34
40
-
12731
837
- 5a93246d-2595-4c28-bc2d-90657634f92a
- Partition List
- Partition a list into sub-lists
- true
- 72e595e7-0c3e-45d8-a93d-790a98baf2b7
- Partition List
- Partition
-
12813
894
92
44
-
12859
916
- 1
- List to partition
- 889aa08c-fc24-4da6-8d85-f34107ef6c9e
- List
- L
- false
- 1d33a469-14d4-4f70-b3f6-9ed865217001
- 1
-
12815
896
32
20
-
12831
906
- 1
- Size of partitions
- 911ef120-018d-4af5-9e4f-65304accfa4a
- Size
- S
- false
- 0
-
12815
916
32
20
-
12831
926
- 1
- 1
- {0}
- 2
- 2
- List chunks
- 3f825d36-3404-4b11-b22a-54edf0d58bae
- Chunks
- C
- false
- true
- 0
-
12871
896
32
40
-
12887
916
- 9ab93e1a-ebdf-4090-9296-b000cff7b202
- Split List
- Split a list into separate parts.
- true
- a78817d2-6b40-4b49-b783-14cbf34b7a9c
- Split List
- Split
-
12496
815
58
44
-
12524
837
- 1
- Base list
- 917160e5-01e4-4821-bcb8-4c79d9c6985d
- List
- L
- false
- a02d4cec-bc73-4638-ae47-5df5dc65df83
- 1
-
12498
817
14
20
-
12505
827
- Splitting index
- 06d212fb-e95f-401b-860d-d6514b98a3b9
- Index
- i
- false
- 2b22913e-3083-49ad-9084-8b07b5effaea
- 1
-
12498
837
14
20
-
12505
847
- 1
- Items to the left of (i)
- 6d0acae5-a401-4107-9aea-ff1222908289
- List A
- A
- false
- 0
-
12536
817
16
20
-
12544
827
- 1
- Items to the right of and including (i)
- ccabb58b-caea-4076-bf64-e4bdde7a39b1
- List B
- B
- false
- 0
-
12536
837
16
20
-
12544
847
- 1817fd29-20ae-4503-b542-f0fb651e67d7
- List Length
- Measure the length of a list.
- true
- a39cffcd-8713-4928-a5d0-90f2534dbcd8
- List Length
- Lng
-
12401
839
72
28
-
12429
853
- 1
- Base list
- 3ab6e2fc-7abc-4392-b447-48a8cf1d34cd
- List
- L
- false
- a02d4cec-bc73-4638-ae47-5df5dc65df83
- 1
-
12403
841
14
24
-
12410
853
- Number of items in L
- 2b22913e-3083-49ad-9084-8b07b5effaea
- x-1
- Length
- L
- false
- 0
-
12441
841
30
24
-
12456
853
- 4fdfe351-6c07-47ce-9fb9-be027fb62186
- Shift List
- Offset all items in a list.
- true
- fa2b913a-176f-4a6c-a16f-1d0455873fd0
- Shift List
- Shift
-
12813
825
78
64
-
12863
857
- 1
- List to shift
- 226d4c58-09ab-4889-9049-8c3a22dc2cf4
- List
- L
- false
- 1d33a469-14d4-4f70-b3f6-9ed865217001
- 1
-
12815
827
36
20
-
12833
837
- Shift offset
- a8515bb3-f15b-460d-bfb3-71d672e3a9cb
- Shift
- S
- false
- 0
-
12815
847
36
20
-
12833
857
- 1
- 1
- {0}
- 1
- Wrap values
- 84340806-a4bf-4029-8a8e-163420758c8e
- Wrap
- W
- false
- 0
-
12815
867
36
20
-
12833
877
- 1
- 1
- {0}
- true
- 1
- Shifted list
- f6fdbd5e-4469-415b-8278-8cf798612ca9
- List
- L
- false
- 0
-
12875
827
14
60
-
12882
857
- 5a93246d-2595-4c28-bc2d-90657634f92a
- Partition List
- Partition a list into sub-lists
- true
- ea7c82fa-11d8-4939-bc76-6ebd9a68d591
- Partition List
- Partition
-
12908
845
92
44
-
12954
867
- 1
- List to partition
- 9fea850b-c2e4-477b-885c-f2131100dc85
- List
- L
- false
- f6fdbd5e-4469-415b-8278-8cf798612ca9
- 1
-
12910
847
32
20
-
12926
857
- 1
- Size of partitions
- cfcfb4d7-c7d0-42db-83d2-c29000ac944f
- Size
- S
- false
- 0
-
12910
867
32
20
-
12926
877
- 1
- 1
- {0}
- 2
- 2
- List chunks
- e9b09022-b29f-4af4-a613-bd4d81072c17
- Chunks
- C
- false
- true
- 0
-
12966
847
32
40
-
12982
867
- c40dc145-9e36-4a69-ac1a-6d825c654993
- Repeat Data
- Repeat a pattern until it reaches a certain length.
- true
- 8807d9eb-b658-42e0-9b6a-2b26d3a6f555
- Repeat Data
- Repeat
-
13476
944
92
44
-
13521
966
- 1
- Pattern to repeat
- ef324b91-6454-4b04-abc1-2d771f8d5a57
- Data
- D
- false
- 927ea137-9be4-4a0d-b8a2-3b66eb7b7d39
- 1
-
13478
946
31
20
-
13493.5
956
- Length of final pattern
- b8f51777-b6c7-409d-bd50-d0f9c13b8068
- Length
- L
- false
- 0
-
13478
966
31
20
-
13493.5
976
- 1
- 1
- {0}
- 2
- 1
- Repeated data
- de193318-4d72-4f54-b25b-ec35d328bda3
- 1
- Data
- D
- false
- 0
-
13533
946
33
40
-
13549.5
966
- 4fdfe351-6c07-47ce-9fb9-be027fb62186
- Shift List
- Offset all items in a list.
- true
- bac4995d-dd4d-4dfb-a1c3-3f6fb8bf5411
- Shift List
- Shift
-
13572
954
78
64
-
13622
986
- 1
- List to shift
- 2ef4c826-4e66-4729-b5b6-d4277cb10206
- List
- L
- false
- de193318-4d72-4f54-b25b-ec35d328bda3
- 1
-
13574
956
36
20
-
13592
966
- Shift offset
- eab547d1-8acc-44ba-9c5c-8d1c9618a0c7
- Shift
- S
- false
- 0
-
13574
976
36
20
-
13592
986
- 1
- 1
- {0}
- 1
- Wrap values
- 5a96b8b4-8ec9-4feb-a77e-77500456100d
- Wrap
- W
- false
- 0
-
13574
996
36
20
-
13592
1006
- 1
- 1
- {0}
- true
- 1
- Shifted list
- 2acd8853-2ac9-4d1e-9f3a-4f87f4929241
- List
- L
- false
- 0
-
13634
956
14
60
-
13641
986
- 5a93246d-2595-4c28-bc2d-90657634f92a
- Partition List
- Partition a list into sub-lists
- true
- 38f317ae-e550-4267-84c1-a45ff03bf330
- Partition List
- Partition
-
13652
974
92
44
-
13698
996
- 1
- List to partition
- 80942143-638c-4c05-b33c-c337bc471af8
- List
- L
- false
- 2acd8853-2ac9-4d1e-9f3a-4f87f4929241
- 1
-
13654
976
32
20
-
13670
986
- 1
- Size of partitions
- dd68772a-42bc-48c2-910d-c95fe7b48cde
- Size
- S
- false
- 0
-
13654
996
32
20
-
13670
1006
- 1
- 1
- {0}
- 2
- 2
- List chunks
- 94ac7dd2-8acd-4baa-8981-14e10323318c
- Chunks
- C
- false
- true
- 0
-
13710
976
32
40
-
13726
996
- e2039b07-d3f3-40f8-af88-d74fed238727
- Insert Items
- Insert a collection of items into a list.
- true
- 38c049ee-34f5-453f-8453-53f06e5eb85c
- Insert Items
- Ins
-
13764
855
89
84
-
13809
897
- 1
- List to modify
- 077419cc-3898-4d9a-a052-084ca7322be4
- List
- L
- false
- e9b09022-b29f-4af4-a613-bd4d81072c17
- 1
-
13766
857
31
20
-
13781.5
867
- 1
- Items to insert. If no items are supplied, nulls will be inserted.
- 76c50f71-e6c8-4dd1-a80c-8027fb7408a6
- Item
- I
- true
- 94ac7dd2-8acd-4baa-8981-14e10323318c
- 1
-
13766
877
31
20
-
13781.5
887
- 1
- Insertion index for each item
- ba5434d6-0523-4d32-b425-92758595f19e
- Indices
- i
- false
- 0
-
13766
897
31
20
-
13781.5
907
- 1
- 2
- {0}
- 0
- 2
- If true, indices will be wrapped
- 1324fdb0-44c8-4a27-9f16-99641492a1da
- Wrap
- W
- false
- 0
-
13766
917
31
20
-
13781.5
927
- 1
- 1
- {0}
- true
- 1
- List with inserted values
- acc98cfe-eca7-4141-a206-d726d78366f3
- List
- L
- false
- true
- 0
-
13821
857
30
80
-
13836
897
- afb96615-c59a-45c9-9cac-e27acb1c7ca0
- Explode
- Explode a curve into smaller segments.
- true
- c1266707-2ca4-4c5e-a54e-39d8b2cede0c
- Explode
- Explode
-
12913
904
88
44
-
12955
926
- Curve to explode
- 0b5088e6-aeb1-4114-b2fa-f9296ff8c7e7
- Curve
- C
- false
- 3f825d36-3404-4b11-b22a-54edf0d58bae
- 1
-
12915
906
28
20
-
12929
916
- Recursive decomposition until all segments are atomic
- 00f88c56-0c2a-4e65-a301-85cb9a3a343c
- Recursive
- R
- false
- 0
-
12915
926
28
20
-
12929
936
- 1
- 1
- {0}
- true
- 1
- Exploded segments that make up the base curve
- d7db9640-2a7e-4148-8c7e-46590303590b
- Segments
- S
- false
- 0
-
12967
906
32
20
-
12983
916
- 1
- Vertices of the exploded segments
- b9d186af-970a-4233-8ff4-2eefa647cd96
- 2
- Vertices
- V
- false
- 0
-
12967
926
32
20
-
12983
936
- 5b850221-b527-4bd6-8c62-e94168cd6efa
- Mass Addition
- Perform mass addition of a list of items
- true
- fea62783-35f8-4ebe-b33f-e56c56e8d0e0
- Mass Addition
- MA
-
13160
914
59
44
-
13186
936
- 1
- Input values for mass addition.
- 30a2e216-3605-41ad-8718-0a2ff12e816e
- Input
- I
- false
- 9cf75144-d86a-4aef-bae5-cae34cb83393
- 1
-
13162
916
12
40
-
13168
936
- Result of mass addition
- 10ee75b7-5293-40dc-bb33-3c8ede3590c7
- Result
- R
- false
- 0
-
13198
916
19
20
-
13207.5
926
- 1
- List of partial results
- e31434a0-5459-4dc6-9449-0d009d719539
- Partial Results
- Pr
- false
- 0
-
13198
936
19
20
-
13207.5
946
- 9c85271f-89fa-4e9f-9f4a-d75802120ccc
- Division
- Mathematical division
- true
- 37969b3d-f9dd-43f5-a6f3-e9214ec90c81
- Division
- A/B
-
13229
914
76
44
-
13275
936
- Item to divide (dividend)
- 4cd9a497-3ae9-4618-abe6-2d4ed862574b
- A
- A
- false
- 10ee75b7-5293-40dc-bb33-3c8ede3590c7
- 1
-
13231
916
32
20
-
13247
926
- Item to divide with (divisor)
- 376b4299-f68d-4480-9066-b462a2e13db8
- B
- B
- false
- 0
-
13231
936
32
20
-
13247
946
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 2
- The result of the Division
- a7b62d6b-e455-433f-96ee-61d06e75cf2e
- Result
- R
- false
- 0
-
13287
916
16
40
-
13295
936
- f9b89a46-bc5d-4f7a-9a6f-134f93ac3af9
- Path Mapper
- 2
- Perform lexical operations on data trees.
- 9cf75144-d86a-4aef-bae5-cae34cb83393
- Path Mapper
- Path Mapper
- true
- b9d186af-970a-4233-8ff4-2eefa647cd96
- 1
- 1
- {A;B;C}
- {A;C}
-
13025.097
921.62317
125
40
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 45b5aac4-c89f-4058-84c0-60765065414c
- Trim Tree
- Trim
-
13309
924
77
44
-
13357
946
- 2
- Data tree to flatten
- 20e63127-c0d7-4953-a452-22f74dee2c2f
- Tree
- T
- false
- a7b62d6b-e455-433f-96ee-61d06e75cf2e
- 1
-
13311
926
34
20
-
13328
936
- Number of outermost branches to merge
- 91e80e42-810a-4d9e-b35f-f604d457cb26
- Depth
- D
- false
- 0
-
13311
946
34
20
-
13328
956
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 4f078462-999b-406d-872d-3b1eece2fc18
- Tree
- T
- false
- 0
-
13369
926
15
40
-
13376.5
946
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- Create a polyline connecting a number of points.
- true
- 34c41a1f-3520-4eb8-8feb-702a159eab8d
- PolyLine
- PLine
-
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74
44
-
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- 1
- Polyline vertex points
- f6d2a262-3631-488a-9aff-a6fb55c3074c
- Vertices
- V
- false
- 4f078462-999b-406d-872d-3b1eece2fc18
- 1
-
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28
20
-
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- Close polyline
- f6bc3c6c-3a34-4b0b-851b-27327c67ab75
- Closed
- C
- false
- 0
-
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956
28
20
-
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- 1
- 1
- {0}
- false
- Resulting polyline
- 927ea137-9be4-4a0d-b8a2-3b66eb7b7d39
- Polyline
- Pl
- false
- 0
-
13447
936
18
40
-
13456
956
- c9785b8e-2f30-4f90-8ee3-cca710f82402
- Entwine
- Flatten and combine a collection of data streams
- false
- true
- d68e1667-5c56-4d22-b844-12f40ad002ac
- Entwine
- Entwine
-
13905
1050
73
44
-
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- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 1
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Data to entwine
- fd4b1d71-08eb-4586-9d0c-a85f89924e06
- false
- Branch {0;x}
- {0;x}
- true
- 4221b8dd-bd9a-4261-bd27-c59499a9a4bc
- 1
-
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1052
29
20
-
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1062
- 2
- Data to entwine
- be461b5d-25ec-4bcc-922c-4aadabb8cb59
- false
- Branch {1;x}
- {1;x}
- true
- acc98cfe-eca7-4141-a206-d726d78366f3
- 1
-
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1072
29
20
-
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- Entwined result
- 5806ef88-0366-4ad8-98a0-c96182393ae4
- Result
- R
- false
- 0
-
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16
40
-
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- 71fcc052-6add-4d70-8d97-cfb37ea9d169
- Stream Gate
- Redirects a stream into specific outputs.
- true
- 3f5ee53a-3e09-45e3-bdfe-837d602448ea
- Stream Gate
- Gate
-
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650
60
44
-
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- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Input stream
- 0eb6fe6c-8c71-438f-92c8-54e0b25ec9c4
- Stream
- S
- false
- 2d4f0910-f06b-4719-8ed8-37d18cb98b33
- 1
-
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652
17
20
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- Gate index of output stream
- 5660cccc-8a1f-4474-b6ed-174b73f474f9
- Gate
- G
- false
- 1a7f4917-04e4-446e-89fc-1d3f0031655c
- 1
-
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17
20
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- 1
- 1
- {0}
- 0
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- Output for Gate index 0
- 6f994ff2-2173-4d91-8807-eb17ad3c253d
- false
- Target 0
- 0
- false
- 0
-
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15
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- 2
- Output for Gate index 1
- fda84076-4fbc-4010-ad54-8d431cdee45e
- false
- Target 1
- 1
- false
- 0
-
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15
20
-
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- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- d85ff599-6bf0-46ac-8edc-6914e6a80bf2
- Number
- corners
- false
- 1ab93c51-045b-42ec-90dd-e458b4e59c24
- 1
-
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1086
50
24
-
11606.105
1098.9952
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 927faa93-0760-40f2-bf31-284323baddcc
- Number
- corners
- false
- d85ff599-6bf0-46ac-8edc-6914e6a80bf2
- 1
- 2
-
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50
24
-
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592.55774
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 1a7f4917-04e4-446e-89fc-1d3f0031655c
- Boolean
- Drawers remove
- false
- 4e18fb6d-c5ea-48d1-b729-263960b422bd
- 1
- 2
-
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50
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-
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- c552a431-af5b-46a9-a8a4-0fcbc27ef596
- Group
- 1
-
150;255;255;255
- A group of Grasshopper objects
- 7a5f9b0d-774f-4468-ad33-cbe59dc06bcd
- e30fc8e5-1d4e-4ff3-88b2-698293bea545
- 1954a779-aeca-487f-8607-cb24ca7d8133
- 0575c075-004e-4760-9941-0db0e99473f0
- dd6d73fc-0dbc-44d9-be85-36f6a6dc5324
- 06db7dfe-ea3d-446e-a7a9-ab5a688dd893
- 919f3ef6-a412-4cde-9879-64a1027a4e70
- fbdbf30e-f201-4f36-86d0-1d11f0748e28
- 1fe5b7de-4879-4116-82d0-8e1b16115bee
- 5a201fb2-95e8-4caf-a34d-782a15008839
- 49517117-3bf6-4451-8892-126ef4d83c82
- 338e5a20-f407-4485-a140-4009733b16d0
- 517efe74-babd-46e6-ad37-db97b908a06c
- c3eb6335-199f-46d4-935d-8f3d664eeca0
- 54c14596-79a7-468a-acf1-2f378d4a91a1
- 6b99693c-6af7-4aaf-b3fb-18289cb5b52b
- fd417751-3ac1-4b72-ac15-e843269daf35
- 49c46af7-e977-41f4-a7c1-594bc37b7056
- fc081c1f-0371-4ac8-a56d-aa142f5771c4
- fe00b92f-2c0e-494a-826f-924321841574
- 23e4881b-cdc8-4020-9d7a-136bdcc48a17
- c348da5c-ee1f-4a3c-830a-4bac7ee7ae34
- 9ff56d81-071d-4327-b81e-03c5c0000613
- c19b9837-fe53-4122-9554-eb817fbdb2ee
- 1394cf3c-cf31-4077-b99b-f53f0e01b6dd
- 72e595e7-0c3e-45d8-a93d-790a98baf2b7
- a78817d2-6b40-4b49-b783-14cbf34b7a9c
- a39cffcd-8713-4928-a5d0-90f2534dbcd8
- fa2b913a-176f-4a6c-a16f-1d0455873fd0
- ea7c82fa-11d8-4939-bc76-6ebd9a68d591
- 8807d9eb-b658-42e0-9b6a-2b26d3a6f555
- bac4995d-dd4d-4dfb-a1c3-3f6fb8bf5411
- 38f317ae-e550-4267-84c1-a45ff03bf330
- 38c049ee-34f5-453f-8453-53f06e5eb85c
- c1266707-2ca4-4c5e-a54e-39d8b2cede0c
- fea62783-35f8-4ebe-b33f-e56c56e8d0e0
- 37969b3d-f9dd-43f5-a6f3-e9214ec90c81
- 9cf75144-d86a-4aef-bae5-cae34cb83393
- 45b5aac4-c89f-4058-84c0-60765065414c
- 34c41a1f-3520-4eb8-8feb-702a159eab8d
- d68e1667-5c56-4d22-b844-12f40ad002ac
- 3f5ee53a-3e09-45e3-bdfe-837d602448ea
- c712e259-69c7-4700-b8f9-15fd3e865b8b
- 96ddd285-9bb1-4b2e-bb0b-6519c92a3e63
- f477e2e0-09e8-45c6-8383-a81cae3a4a71
- 9eb19efd-0395-4c6c-b8f1-5b8d7c4ce808
- a8d7c046-7710-4947-b920-e892a30bd900
- 927faa93-0760-40f2-bf31-284323baddcc
- 1a7f4917-04e4-446e-89fc-1d3f0031655c
- 948e1a44-95c5-4800-883a-75f92aea9b7b
- 89d8ad45-5280-47d6-9d9d-c5aed1dcb4a5
- 9daef8c8-fd7f-41a9-954b-6be17d31fef9
- 52
- a96f6dce-fd4b-4bc7-94bc-f4c8d0440c8b
- Group
- Doors mesh
- cb95db89-6165-43b6-9c41-5702bc5bf137
- Boolean
- Contains a collection of boolean values
- 948e1a44-95c5-4800-883a-75f92aea9b7b
- Boolean
- Door
- false
- 4365cfa3-989a-4462-8825-ee7cf92195ae
- 1
- 2
-
11745
530
50
24
-
11770.612
542.5326
- 71fcc052-6add-4d70-8d97-cfb37ea9d169
- Stream Gate
- Redirects a stream into specific outputs.
- true
- 59052f6e-4dd8-46bc-a857-71dbbf473733
- Stream Gate
- Gate
-
14461
756
60
44
-
14492
778
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2e3ab970-8545-46bb-836c-1c11e5610bce
- 2
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 8ec86459-bf01-4409-baee-174d0d2b13d0
- 2
- Input stream
- 61f56dfb-c258-433c-afda-3bffe42ad67a
- Stream
- S
- false
- 657eca2d-92e0-418e-9d00-64ac1cbe156a
- 1
-
14463
758
17
20
-
14471.5
768
- Gate index of output stream
- b8d77666-48c2-421b-a1f6-74f80246c988
- Gate
- G
- false
- 948e1a44-95c5-4800-883a-75f92aea9b7b
- 1
-
14463
778
17
20
-
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- 1
- 1
- {0}
- 0
- 2
- Output for Gate index 0
- c3aefca5-6e12-43fe-a439-0baf4ce2e4e8
- false
- Target 0
- 0
- false
- 0
-
14504
758
15
20
-
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- 2
- Output for Gate index 1
- e286ac4a-390a-450e-b8d0-03612b2537fe
- false
- Target 1
- 1
- false
- 0
-
14504
778
15
20
-
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- f5cabf49-ac03-40f0-9aa2-5071f93e8a19
- b9116316-c87d-4212-a382-bc40035939bb
- Loft Mesh
- Create a lofted mesh through a set of polylines.
- true
- 89d8ad45-5280-47d6-9d9d-c5aed1dcb4a5
- Loft Mesh
- LoftMesh
-
14011
1050
82
84
-
14060
1092
- 1
- A set of polyline curves used to create a mesh loft.
- 8bd6810d-9f76-4745-89d1-9dbcdaaa45a0
- Polylines
- P
- false
- 5806ef88-0366-4ad8-98a0-c96182393ae4
- 1
-
14013
1052
35
20
-
14030.5
1062
- Compute texture coordinates and store them in the resulting mesh.
- 366f035a-75de-4642-9de8-eb18d905dd73
- Compute UV
- UV
- true
- 0
-
14013
1072
35
20
-
14030.5
1082
- 1
- 1
- {0}
- true
- 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.
- 97a7955b-acfa-405e-932c-d76f2a22b2d0
- Isometric UV
- I
- false
- 0
-
14013
1092
35
20
-
14030.5
1102
- 1
- 1
- {0}
- true
- Size of the UV space.
- 49ae0f8c-0dc7-4a78-9a38-f5d551c1b10a
- UV Size
- S
- false
- 9daef8c8-fd7f-41a9-954b-6be17d31fef9
- 1
-
14013
1112
35
20
-
14030.5
1122
- 1
- 1
- {0}
- 1
- 1
- Lofted mesh.
- 6b78b284-1600-4049-93c4-b326733e9b58
- Mesh
- M
- false
- 0
-
14072
1052
19
80
-
14081.5
1092
- 11116819-728f-4fbe-8c78-1c7da3db55d6
- b9116316-c87d-4212-a382-bc40035939bb
- Mesh Patch
- Construct a mesh patch from a variety of input geometry.
- true
- 7367a0ff-e413-4a4e-be49-b426de909dbd
- Mesh Patch
- MeshPatch
-
12976
645
168
164
-
13111
727
- Outer boundary curve. If provided, this will become the outer boundary of the resulting mesh. Any of the inputs that are completely outside of the outer boundary will be ignored and have no impact on the result. If any of the input intersects the outer boundary the result will be unpredictable and is likely to not include the entire outer boundary.
- 97588114-a960-409f-8a42-db8ee78e1d63
- Outer Boundary
- B
- true
- 6732716c-d133-463b-98ac-a2867f7d8cf0
- 1
-
12978
647
121
20
-
13038.5
657
- Maximum angle (in radians) between unit tangents and adjacent vertices. Used to divide curve inputs that cannot otherwise be represented as a polyline.
- d0de68bc-d802-473f-8237-092a2b20430c
- Angle Tolerance
- A
- false
- 0
-
12978
667
121
20
-
13038.5
677
- 1
- 1
- {0}
- 0.1
- Optional initial surface where 3d inputs will be pulled to make a 2d representation used by the function that generates the mesh. Providing a surface can be helpful when it is similar in shape to the pattern of the input. The pulled 2d points will be a better representation of the 3d points. If all of the inputs are more or less coplanar to start with, providing a surface has no real benefit.
- f85880bb-c2e8-4292-8652-0b7980564640
- Pullback Surface
- S
- true
- 0
-
12978
687
121
20
-
13038.5
697
- 1
- Optional curves used to create holes in the output mesh. If hole boundaries are the only input then the result may be null if Trimback is set to false (see comments for trimback) because the resulting mesh could be invalid.
- d3c58ec9-c1d5-4db9-bb73-0ba201b78890
- Hole Boundaries
- H
- true
- 0
-
12978
707
121
20
-
13038.5
717
- 1
- Optional curves used to create faces on both sides of the edge. If there are only input points (see Points input), there is no way to guarantee a triangulation that will create an edge between two particular points. Adding a line, or polyline, to inner curves that includes points from the Points input will help guide the triangulation.
- effb2db9-fe12-4fa7-8280-0157a8d79b91
- Inner Curves
- C
- true
- 0
-
12978
727
121
20
-
13038.5
737
- 1
- Optional points used to generate the mesh. If the Outer Boundary is not empty, points outside of that boundary after it has been pulled to the pullback Surface (or the best plane through the inputs if no surface is provided) will be ignored.
- 549c7524-b9bb-42e3-ba49-e513fa8ce5f2
- Points
- P
- true
- 0
-
12978
747
121
20
-
13038.5
757
- Only used when an Outer Boundary has not been provided. When that is the case, the function uses the perimeter of the surface as the outer boundary instead. If true, any face of the resulting triangulated mesh that contains a vertex of the perimeter boundary will be removed.
- db146e56-831d-477c-9d8d-b43991bec983
- Trimback
- T
- true
- 0
-
12978
767
121
20
-
13038.5
777
- 1
- 1
- {0}
- false
- Only used when a outerBoundary has not been provided. When that is the case, division becomes the number of divisions each side of the surface's perimeter will be divided into to create an outer boundary to work with.
- 76651d9a-424b-4d0b-8b0b-5a85a49067ba
- Divisions
- D
- true
- 0
-
12978
787
121
20
-
13038.5
797
- 1
- 1
- {0}
- 1
- 1
- Mesh patch on success, null on failure
- d9c12cd4-7581-4186-b0f6-4204585bb2d7
- Mesh
- M
- false
- 0
-
13123
647
19
160
-
13132.5
727
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 3b4a003a-10e0-4e55-a0fb-a72522f60de8
- Trim Tree
- Trim
-
13248
715
77
44
-
13296
737
- 2
- Data tree to flatten
- 3d94c6cb-66bb-46cc-831e-46e0af558687
- Tree
- T
- false
- ecdfbd64-dddf-44fa-a378-3e534be46cd3
- 1
-
13250
717
34
20
-
13267
727
- Number of outermost branches to merge
- 46365a4f-1ed6-491a-8264-cdcd0e8a674c
- Depth
- D
- false
- 0
-
13250
737
34
20
-
13267
747
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 955898ae-ac34-4820-8d2a-4bd1058332dd
- Tree
- T
- false
- 0
-
13308
717
15
40
-
13315.5
737
- 70d8167a-1f4e-4871-bb7c-442234b87010
- 1976f957-acc8-0a74-9a92-f068bcbc9d09
- Shift Paths
- Shift paths safely...will flatten data trees with fewer elements than shifts specified
- true
- 9b575e39-491b-48ee-9b20-375543b8e3b0
- Shift Paths
- Shift
-
14650
650
79
44
-
14698
672
- 2
- Data to modify
- 42a6575e-4796-4c35-b203-4baa3495f5f5
- Data
- D
- false
- df12d489-1e03-4fbf-aced-b666270e3a5a
- 1
-
14652
652
34
20
-
14669
662
- Offset to apply to each branch
- 0b5cf9a6-f297-4ec7-9165-5dba40043a31
- Offset
- O
- false
- 0
-
14652
672
34
20
-
14669
682
- 1
- 1
- {0}
- 0
- 2
- Modified data
- 5fe5fed4-6d1c-4daa-a5c1-e6c9e2569327
- Data
- D
- false
- 0
-
14710
652
17
40
-
14718.5
672
- 5f93ac5d-4470-4389-b121-9ec6e41290c5
- 1c9de8a1-315f-4c56-af06-8f69fee80a7a
- Rebuild Mesh
- Rebuild a mesh with options for recomputing normals, removing unused faces and vertices, combining duplicate vertices, unifying normals, flipping normals, and welding vertices within proximity of eachother.
- true
- 51d1e5bc-6a6b-4c95-821b-8309a9321b1f
- Rebuild Mesh
- RebMsh
-
14648
776
80
144
-
14698
848
- Mesh to rebuild
- 380be116-78c7-4edb-a11c-ffc73f56b6c2
- 1
- Mesh
- M
- false
- e286ac4a-390a-450e-b8d0-03612b2537fe
- 1
-
14650
778
36
20
-
14668
788
- Recompute the mesh vertex and face normals
- e69c8762-0e52-4b3a-b4cc-6958010ba67d
- Rebuild Normals
- R
- false
- 0
-
14650
798
36
20
-
14668
808
- 1
- 1
- {0}
- false
- Remove unused vertices and faces from the mesh
- 96b78d3a-8b6e-454d-9a75-09736f4bca1d
- Cull Unused
- C
- false
- 0
-
14650
818
36
20
-
14668
828
- 1
- 1
- {0}
- true
- Fix inconsistencies in the mesh vertex and face normals
- d97c8644-0598-4edb-8804-dacf96318d47
- Unify Normals
- U
- false
- 0
-
14650
838
36
20
-
14668
848
- 1
- 1
- {0}
- false
- Reverse the mesh vertex and face normals
- a04def6d-6ed2-4a2f-a5d7-cc37fbdfacbb
- Flip Normals
- F
- false
- 0
-
14650
858
36
20
-
14668
868
- 1
- 1
- {0}
- false
- Merge duplicate mesh vertices
- 7297e176-8de0-4c39-8163-d458358390bd
- Identical Combine
- I
- false
- 0
-
14650
878
36
20
-
14668
888
- 1
- 1
- {0}
- false
- Weld mesh vertices that are within a specified proximity of eachother
(0.0 = No weld, Number greater than 0 = Weld vertices within proximity of the number)
- 295cbce3-af23-42e5-9fb5-ee22197d79d6
- Weld Vertices
- W
- false
- 0
-
14650
898
36
20
-
14668
908
- 1
- 1
- {0}
- 0
- Resulting rebuilt mesh
- a768e634-99a5-48c4-aab1-9e9bb3c297bd
- Rebuilt
- R
- false
- 0
-
14710
778
16
140
-
14718
848
- 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312
- Number
- Contains a collection of floating point numbers
- 9daef8c8-fd7f-41a9-954b-6be17d31fef9
- Number
- Textures size
- false
- 302321d9-0b14-4bc4-b37a-903307209ca7
- 1
- 2
-
11746
1114
50
24
-
11771.166
1126.8175
- 1a38d325-98de-455c-93f1-bca431bc1243
- Offset Curve
- Offset a curve with a specified distance.
- true
- f6e568cf-445e-4fb9-9c86-02c295bee874
- Offset Curve
- Offset
-
11241
699
108
84
-
11319
741
- Curve to offset
- 992b954f-ebda-4af1-b48d-cef290d9724c
- 2
- Curve
- C
- false
- 35897bcb-ec31-4fb6-8415-626cd414394c
- 1
-
11243
701
64
20
-
11275
711
- Offset distance
- 8461d519-fd37-4041-8755-44b8f6a00030
- 2
- Distance
- D
- false
- a04945d4-8ac6-4842-afdf-78fb5b659c03
- 1
-
11243
721
64
20
-
11275
731
- 1
- 1
- {0}
- 1
- Plane for offset operation
- 3e781988-1183-4e57-b912-43562e3a07f1
- Plane
- P
- true
- 0
-
11243
741
64
20
-
11275
751
- Corner type flag. Possible values:
none = 0
sharp = 1
round = 2
smooth = 3
chamfer = 4
- 073efceb-afc9-4733-b9e3-83852733ab98
- Corners
- C
- false
- 0
-
11243
761
64
20
-
11275
771
- 1
- 1
- {0}
- 1
- 1
- Resulting offsets
- 2f8a4ab3-3b58-40ac-b21a-60f88ef1123b
- Curve
- C
- false
- 0
-
11331
701
16
80
-
11339
741
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- ded04995-2ff0-40e4-a4e7-199f17e52eff
- Trim Tree
- Trim
-
11372
729
77
44
-
11420
751
- 2
- Data tree to flatten
- 487144ba-c580-4904-9fae-ffb64ea04c0e
- Tree
- T
- false
- 2f8a4ab3-3b58-40ac-b21a-60f88ef1123b
- 1
-
11374
731
34
20
-
11391
741
- Number of outermost branches to merge
- 0ad324a6-4a78-4729-9e85-414f0d035909
- Depth
- D
- false
- 0
-
11374
751
34
20
-
11391
761
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- d71279f9-a0ef-44a3-92f6-1952e10a61f0
- Tree
- T
- false
- 0
-
11432
731
15
40
-
11439.5
751
- afb96615-c59a-45c9-9cac-e27acb1c7ca0
- Explode
- Explode a curve into smaller segments.
- true
- 8e132f6b-d84f-4200-a6dc-66e92cbb8c92
- Explode
- Explode
-
11372
1001
72
44
-
11414
1023
- Curve to explode
- 32835bf2-9a7a-4ff2-857c-5be24ebe889e
- Curve
- C
- false
- 35897bcb-ec31-4fb6-8415-626cd414394c
- 1
-
11374
1003
28
20
-
11388
1013
- Recursive decomposition until all segments are atomic
- 54addcc6-5f05-4286-8c5c-5210cf18e8ac
- Recursive
- R
- false
- 0
-
11374
1023
28
20
-
11388
1033
- 1
- 1
- {0}
- true
- 1
- Exploded segments that make up the base curve
- 211f739f-4576-4b35-aaf1-419e45a1b69f
- Segments
- S
- false
- 0
-
11426
1003
16
20
-
11434
1013
- 1
- Vertices of the exploded segments
- b9a34b5f-9ddb-4ace-8025-8b6ccc12af59
- Vertices
- V
- false
- 0
-
11426
1023
16
20
-
11434
1033
- 2dc44b22-b1dd-460a-a704-6462d6e91096
- Curve Closest Point
- Find the closest point on a curve.
- true
- efba3902-e5ff-430e-ba07-3975b16c003b
- Curve Closest Point
- Crv CP
-
11487
704
61
64
-
11517
736
- Point to project onto curve
- 446f8c65-c844-44cc-8bb7-2696bbcc1eb9
- Point
- P
- false
- b9a34b5f-9ddb-4ace-8025-8b6ccc12af59
- 1
-
11489
706
16
30
-
11497
721
- Curve to project onto
- dc7ffa27-c5ac-4f78-bb6a-01229eb999e8
- Curve
- C
- false
- d71279f9-a0ef-44a3-92f6-1952e10a61f0
- 1
-
11489
736
16
30
-
11497
751
- Point on the curve closest to the base point
- 8e8fbdc8-6abb-43b3-b119-ae93345f419f
- Point
- P
- false
- 0
-
11529
706
17
20
-
11537.5
716
- Parameter on curve domain of closest point
- f471d011-8b8a-46bb-9927-f8b8d81a4e4c
- Parameter
- t
- false
- 0
-
11529
726
17
20
-
11537.5
736
- Distance between base point and curve
- ba7180f4-5240-402b-828f-a395a4edfb3c
- Distance
- D
- false
- 0
-
11529
746
17
20
-
11537.5
756
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
- true
- 70577c46-5a52-40db-bf94-d4bbc8fb0c27
- Point
- Door outline offset
- false
- 8e8fbdc8-6abb-43b3-b119-ae93345f419f
- 1
-
11579
704
50
24
-
11604.756
716.7312
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
- true
- a02d4cec-bc73-4638-ae47-5df5dc65df83
- Point
- Pt
- false
- eb94aa32-2f0e-4b86-9784-03a14de64c22
- 1
-
12310
816
50
24
-
12335.929
828.01575
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- Create a polyline connecting a number of points.
- true
- 2a2dfffc-4de3-4713-9d1a-ad3b561ab450
- PolyLine
- PLine
-
13540
1030
74
44
-
13582
1052
- 1
- Polyline vertex points
- f54f5b0b-1e4d-44e0-89f6-990395709754
- Vertices
- V
- false
- 6f939768-88ea-4398-9e44-cff9357394d1
- 1
-
13542
1032
28
20
-
13556
1042
- Close polyline
- edc9bde1-bea4-4d03-b526-8a8a7e4020fe
- Closed
- C
- false
- 0
-
13542
1052
28
20
-
13556
1062
- 1
- 1
- {0}
- false
- Resulting polyline
- 99e67998-4b59-41e5-b848-b6f20d736876
- Polyline
- Pl
- false
- 0
-
13594
1032
18
40
-
13603
1052
- 1177d6ee-3993-4226-9558-52b7fd63e1e3
- Trim Tree
- Reduce the complexity of a tree by merging the outermost branches.
- true
- 866900b2-aed1-48ea-9b00-d768a734bd3b
- Trim Tree
- Trim
-
13652
1040
93
44
-
13700
1062
- 2
- Data tree to flatten
- 39150bd1-e12a-4e3c-b72f-a6775862bc43
- Tree
- T
- false
- 99e67998-4b59-41e5-b848-b6f20d736876
- 1
-
13654
1042
34
20
-
13671
1052
- Number of outermost branches to merge
- 313bbb70-0a57-4859-8e29-28c368ca34f0
- Depth
- D
- false
- 0
-
13654
1062
34
20
-
13671
1072
- 1
- 1
- {0}
- 1
- 2
- Trimmed data tree
- 4221b8dd-bd9a-4261-bd27-c59499a9a4bc
- Tree
- T
- false
- true
- 0
-
13712
1042
31
40
-
13727.5
1062
- eeafc956-268e-461d-8e73-ee05c6f72c01
- Stream Filter
- Filters a collection of input streams
- true
- f0c0f1ad-3266-4c81-867e-a9b625c97a19
- Stream Filter
- Filter
-
12031
647
86
64
-
12076
679
- 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
- d2644796-7898-4b7f-8849-d4320d3e7177
- Gate
- G
- false
- 1a7f4917-04e4-446e-89fc-1d3f0031655c
- 1
-
12033
649
31
20
-
12048.5
659
- 1
- 1
- {0}
- 0
- 2
- Input stream at index 0
- a0c42484-9d8d-42ae-8c6c-23c80692ab8f
- false
- Stream 0
- 0
- true
- 8cb33bdf-c512-421d-aa38-a22fb09edc18
- 1
-
12033
669
31
20
-
12048.5
679
- 2
- Input stream at index 1
- 49b1a65b-7249-487c-b843-982f8331756c
- 1
- false
- Stream 1
- 1
- true
- b5953415-7eab-478a-9e4d-432db6a78800
- 1
-
12033
689
31
20
-
12048.5
699
- 2
- Filtered stream
- 6f9ec806-f11b-486a-8a7a-f42148d1ff4c
- false
- Stream
- S(0)
- false
- 0
-
12088
649
27
60
-
12101.5
679
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
- true
- f24100d5-54d4-4cf1-b102-ea28d609f711
- Point
- Door outline offset
- false
- 70577c46-5a52-40db-bf94-d4bbc8fb0c27
- 1
-
11745
702
50
24
-
11770.558
714.2157
- 71b5b089-500a-4ea6-81c5-2f960441a0e8
- PolyLine
- Create a polyline connecting a number of points.
- true
- 58d92aca-e719-4f09-b3b9-2dcd4f5ae492
- PolyLine
- PLine
-
11835
647
74
44
-
11877
669
- 1
- Polyline vertex points
- f3b2fe3d-90fa-4a72-b8eb-70a0882ea741
- Vertices
- V
- false
- f24100d5-54d4-4cf1-b102-ea28d609f711
- 1
-
11837
649
28
20
-
11851
659
- Close polyline
- be9f816d-eb38-4d30-9a90-a6da195c2534
- Closed
- C
- false
- 0
-
11837
669
28
20
-
11851
679
- 1
- 1
- {0}
- false
- Resulting polyline
- b5953415-7eab-478a-9e4d-432db6a78800
- Polyline
- Pl
- false
- 0
-
11889
649
18
40
-
11898
669
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 415d528a-0463-4514-bee8-e1b2f9525b97
- Panel
- false
- 0
- 0
- {1}
{1;*}
-
11899
971
75
78
- 0
- 0
- 0
-
11899.196
971.6891
-
150;255;255;255
- true
- true
- false
- false
- false
- true
- 5d4e1eeb-482e-42a7-aa2f-e5deb8a1018e
- Suirify
- 2
- Suire-style simplification of data trees.
- 72ca6d4d-6ae8-4e6c-a04f-73483d045fb0
- Suirify
- Suirify
- false
- 2d04a6aa-94f4-4718-a5aa-225618d217a0
- 1
-
12608
749
32
17
-
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