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- {0}
- 29d05884-1da9-46f5-956f-41287f81ca7c
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- cf3faa09-032d-4270-bdfb-20784327a67a
- Number Slider
- Slider
- false
- 0
-
746
628
160
20
-
746.473
628.8878
- 4
- 1
- 1
- 100
- 1
- 0
- 3
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 5343de44-939d-421a-9429-3a2480c46749
- Number Slider
- Slider
- false
- 0
-
745
652
160
20
-
745.873
652.3279
- 4
- 1
- 1
- 100
- 1
- 0
- 16
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 9dab2e93-487b-4884-aa59-cb5e3270e145
- Panel
- false
- 0
- 0
- 0
-
1245
750
160
20
- 0
- 0
- 0
-
1245.713
750.5657
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 8b90c49c-3019-4b67-b9d8-e3c98a48436f
- Panel
- false
- 0
- 0
- 1.5
-
1246
786
160
20
- 0
- 0
- 0
-
1246.113
786.9836
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- 29b2fe66-6e4c-427f-add4-abb609ca6baa
- Geometry
- component
- false
- 0
-
757
678
50
24
-
782.2491
690.0839
- 1
- 1
- {0}
- 65038f43-4c5a-461b-85f4-058f21e6ee47
- Grasshopper.Kernel.Types.GH_Brep
- 0bb3d234-9097-45db-9998-621639c87d3b
- Bounding Box
- Solve oriented geometry bounding boxes.
- true
- 72990c92-2c7c-436b-a48c-651982a56e9e
- Bounding Box
- BBox
-
1438
686
64
44
-
1469
708
- 1
- Geometry to contain
- 63254928-165b-4a05-b9ed-1c4c5c96fb23
- Content
- C
- false
- 29b2fe66-6e4c-427f-add4-abb609ca6baa
- 1
-
1440
688
14
20
-
1448.5
698
- BoundingBox orientation plane
- true
- e5331d7e-6f76-45c5-b886-2aa362afad25
- Plane
- P
- false
- 0
-
1440
708
14
20
-
1448.5
718
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- 1
- Aligned bounding box in world coordinates
- cdbaa1cd-7e5a-4191-b67f-da3715dd3390
- Box
- B
- false
- 0
-
1484
688
16
20
-
1492
698
- 1
- Bounding box in orientation plane coordinates
- true
- fafc607d-c2c8-436f-9130-cf14bdb29640
- Box
- B
- false
- 0
-
1484
708
16
20
-
1492
718
- 5889b68f-fd88-4032-860f-869fb69654dd
- Surface Morph
- Morph geometry into surface UVW coordinates
- 299b02e7-0245-4445-ae88-6788ea19b49f
- Surface Morph
- SrfMorph
-
1870
952
69
124
-
1904
1014
- Geometry to deform
- bb772b53-0aef-42da-b0d3-ce49e76eec98
- Geometry
- G
- false
- abc23515-6686-4a93-aaec-42a7a4d7b16a
- 1
-
1872
954
17
20
-
1882
964
- 1
- 1
- {0}
- Reference box to map from
- 1feaebc3-a06d-4c54-a082-d5524e41ce81
- Reference
- R
- false
- b02ddba0-f206-45b8-befa-d804dad0f468
- 1
-
1872
974
17
20
-
1882
984
- Surface to map onto
- 1048f883-bca2-4c4f-a943-2113bbdea6c1
- Surface
- S
- false
- cce440d6-7a42-45bc-80ae-4d1f744d34fc
- 1
-
1872
994
17
20
-
1882
1004
- Surface space U extents
- dca5ab02-9509-4199-861a-1419423777d0
- U Domain
- U
- false
- b7e95348-fbbd-4561-a7ac-6ea97450efc5
- 1
-
1872
1014
17
20
-
1882
1024
- Surface space V extents
- 7c093ce0-842f-4f4f-9f93-c19c2b93ac6a
- V Domain
- V
- false
- 4d209123-25d8-4e07-b3c7-ec9f2cc5de73
- 1
-
1872
1034
17
20
-
1882
1044
- Surface space W extents
- 60e5c8b5-ff46-4a38-afc6-d41087996e14
- W Domain
- W
- false
- 7adee87b-38f2-48e9-a300-d93b40a8f297
- 1
-
1872
1054
17
20
-
1882
1064
- Deformed geometry
- 56d241e5-c0d6-4652-89fe-8cb6b18506fe
- Geometry
- G
- false
- 0
-
1919
954
18
120
-
1928
1014
- 47c30f9d-b685-4d4d-9b20-5b60e48d5af8
- Deconstruct Domain²
- Deconstruct a two-dimensional domain into four numbers
- fd0c407f-9360-4ce3-94c1-28eeda71eab6
- Deconstruct Domain²
- Int
-
1499
908
68
84
-
1526
950
- Base domain
- a16985a4-eb8c-4a70-9b6e-c9bf7efe609b
- Domain
- I
- false
- 7e231c50-6bef-4dd5-b09a-4612d883cd51
- 1
-
1501
910
10
80
-
1507.5
950
- Lower limit of domain in {u} direction
- acfb08b6-7d91-4ac3-9d53-e2b8300b65f1
- U min
- U0
- false
- 0
-
1541
910
24
20
-
1553
920
- Upper limit of domain in {u} direction
- b0ff6fa4-1fef-49e6-a2af-51e4d35a16cb
- U max
- U1
- false
- 0
-
1541
930
24
20
-
1553
940
- Lower limit of domain in {v} direction
- 4aede119-bdb0-4488-afab-425f1f8543fa
- V min
- V0
- false
- 0
-
1541
950
24
20
-
1553
960
- Upper limit of domain in {v} direction
- 83ef20b0-42b1-43a7-ba66-fa69e071fbf4
- V max
- V1
- false
- 0
-
1541
970
24
20
-
1553
980
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- f448112d-211e-4996-b592-54b9d0eee133
- Construct Domain
- Int
-
1605
905
61
44
-
1636
927
- Start value of numeric domain
- d60548a6-1336-42f4-a9e7-5b3c75fbf6e4
- Domain start
- A
- false
- acfb08b6-7d91-4ac3-9d53-e2b8300b65f1
- 1
-
1607
907
14
20
-
1615.5
917
- End value of numeric domain
- 9e862d8b-f602-4d7b-9965-20bb1b5605b0
- Domain end
- B
- false
- b0ff6fa4-1fef-49e6-a2af-51e4d35a16cb
- 1
-
1607
927
14
20
-
1615.5
937
- Numeric domain between {A} and {B}
- b7e95348-fbbd-4561-a7ac-6ea97450efc5
- Domain
- I
- false
- 0
-
1651
907
13
40
-
1657.5
927
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- b4c5e2ae-be30-4d0c-a11b-75a3a155dbdc
- Construct Domain
- Int
-
1607
952
61
44
-
1638
974
- Start value of numeric domain
- dd8771a5-fb58-4008-bc26-b6307e2de19d
- Domain start
- A
- false
- 4aede119-bdb0-4488-afab-425f1f8543fa
- 1
-
1609
954
14
20
-
1617.5
964
- End value of numeric domain
- f1899b9f-4f77-4a6b-a455-c0c4ee644d00
- Domain end
- B
- false
- 83ef20b0-42b1-43a7-ba66-fa69e071fbf4
- 1
-
1609
974
14
20
-
1617.5
984
- Numeric domain between {A} and {B}
- 4d209123-25d8-4e07-b3c7-ec9f2cc5de73
- Domain
- I
- false
- 0
-
1653
954
13
40
-
1659.5
974
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- eec849f4-0401-4d53-9c39-4c7a85a01b20
- Construct Domain
- height
-
1617
1082
61
44
-
1648
1104
- Start value of numeric domain
- 1e184f67-4562-41b3-a1ec-3530bb13b106
- Domain start
- A
- false
- 50b7328f-52a3-4e25-97df-d4e9e4d8dea0
- 1
-
1619
1084
14
20
-
1627.5
1094
- 1
- 1
- {0}
- 0
- End value of numeric domain
- e726b9d4-9fce-42ce-bba4-95a9fad581cc
- Domain end
- B
- false
- deda4fbf-afe8-4745-89ff-5542a906afaa
- 1
-
1619
1104
14
20
-
1627.5
1114
- 1
- 1
- {0}
- 40
- Numeric domain between {A} and {B}
- 7adee87b-38f2-48e9-a300-d93b40a8f297
- Domain
- I
- false
- 0
-
1663
1084
13
40
-
1669.5
1104
- 6a9ccaab-1b03-484e-bbda-be9c81584a66
- Isotrim
- Extract an isoparametric subset of a surface.
- true
- 2a82d493-0865-420e-b270-02fcb1d75aab
- Isotrim
- SubSrf
-
1500
846
65
44
-
1532
868
- Base surface
- 19f6c363-bad3-40ea-b06c-53b342e47485
- Surface
- S
- false
- 7d461f3d-67ed-4817-adc9-dc635bb96163
- 1
-
1502
848
15
20
-
1511
858
- Domain of subset
- 2d203471-fe5a-408c-969b-cae2b0c79b38
- Domain
- D
- false
- 7e231c50-6bef-4dd5-b09a-4612d883cd51
- 1
-
1502
868
15
20
-
1511
878
- Subset of base surface
- cce440d6-7a42-45bc-80ae-4d1f744d34fc
- Surface
- S
- false
- 0
-
1547
848
16
40
-
1555
868
- 75ac008b-1bc2-4edd-b967-667d628b9d24
- Divide Domain²
- Divides a two-dimensional domain into equal segments.
- 9dea4736-1f08-4db3-9572-be0298966e3b
- Divide Domain²
- Divide
-
1352
917
65
64
-
1384
949
- Base domain
- 83ae7eca-1a71-4329-b6e9-60d0494014f7
- Domain
- I
- false
- 7d461f3d-67ed-4817-adc9-dc635bb96163
- 1
-
1354
919
15
20
-
1363
929
- Number of segments in {u} direction
- 48e81f20-7e87-4c48-815d-7a99096d1b0c
- U Count
- U
- false
- 76543054-d689-49a5-a419-b18ca6725a82
- 1
-
1354
939
15
20
-
1363
949
- 1
- 1
- {0}
- 10
- Number of segments in {v} direction
- f447816f-8563-41ce-9dad-0f950c56eb91
- V Count
- V
- false
- b383beee-21c9-4063-908b-4341f5628cf9
- 1
-
1354
959
15
20
-
1363
969
- 1
- 1
- {0}
- 10
- 1
- Individual segments
- 7e231c50-6bef-4dd5-b09a-4612d883cd51
- Segments
- S
- false
- 0
-
1399
919
16
60
-
1407
949
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- true
- 7d461f3d-67ed-4817-adc9-dc635bb96163
- Surface
- Srf
- false
- 0
-
930
925
50
24
-
955.0427
937.2677
- 1
- 1
- {0}
- e101f931-51c5-4c3e-bb8f-07e7dc3275b3
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 76543054-d689-49a5-a419-b18ca6725a82
- Number Slider
- Slider
- false
- 0
-
911
956
160
20
-
911.5308
956.2154
- 4
- 1
- 1
- 100
- 1
- 0
- 3
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- b383beee-21c9-4063-908b-4341f5628cf9
- Number Slider
- Slider
- false
- 0
-
910
979
160
20
-
910.9307
979.6555
- 4
- 1
- 1
- 100
- 1
- 0
- 16
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 50b7328f-52a3-4e25-97df-d4e9e4d8dea0
- Panel
- false
- 0
- 0
- 0
-
1410
1077
160
20
- 0
- 0
- 0
-
1410.771
1077.893
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- deda4fbf-afe8-4745-89ff-5542a906afaa
- Panel
- false
- 0
- 0
- 1.5
-
1411
1114
160
20
- 0
- 0
- 0
-
1411.171
1114.311
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- abc23515-6686-4a93-aaec-42a7a4d7b16a
- Geometry
- component
- false
- 0
-
922
1005
50
24
-
947.3068
1017.411
- 1
- 1
- {0}
- 65038f43-4c5a-461b-85f4-058f21e6ee47
- Grasshopper.Kernel.Types.GH_Brep
- 0bb3d234-9097-45db-9998-621639c87d3b
- Bounding Box
- Solve oriented geometry bounding boxes.
- true
- 2729af38-d5cc-4430-bac8-fca6b8dc8ea1
- Bounding Box
- BBox
-
1603
1013
64
44
-
1634
1035
- 1
- Geometry to contain
- 5769c6bc-973d-4797-a1b4-cdf53cb82dc6
- Content
- C
- false
- abc23515-6686-4a93-aaec-42a7a4d7b16a
- 1
-
1605
1015
14
20
-
1613.5
1025
- BoundingBox orientation plane
- true
- 81cc569d-694a-44bd-b30f-f79778b3ade2
- Plane
- P
- false
- 0
-
1605
1035
14
20
-
1613.5
1045
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- 1
- Aligned bounding box in world coordinates
- b02ddba0-f206-45b8-befa-d804dad0f468
- Box
- B
- false
- 0
-
1649
1015
16
20
-
1657
1025
- 1
- Bounding box in orientation plane coordinates
- true
- 7e4ea747-b0ea-4ca5-9788-6bcb3ea1df19
- Box
- B
- false
- 0
-
1649
1035
16
20
-
1657
1045
- 5889b68f-fd88-4032-860f-869fb69654dd
- Surface Morph
- Morph geometry into surface UVW coordinates
- ecb3fcb8-e6ce-49e6-b87b-a0a4f2526111
- Surface Morph
- SrfMorph
-
1972
1339
69
124
-
2006
1401
- Geometry to deform
- 58445b2c-2f00-48de-b7e2-a0df15013d85
- Geometry
- G
- false
- 55d3d96a-6e3a-4708-91f5-2bb9e8ae557a
- 1
-
1974
1341
17
20
-
1984
1351
- 1
- 1
- {0}
- Reference box to map from
- 94851261-9f0d-4ebf-b95c-682ab68515e3
- Reference
- R
- false
- 0fdad23c-a9b2-4c27-9433-c4da530ffd0a
- 1
-
1974
1361
17
20
-
1984
1371
- Surface to map onto
- 8b3e6726-ab89-441a-bc36-863818f66d2d
- Surface
- S
- false
- 0994d907-db61-4c4a-b7da-ab8676f34180
- 1
-
1974
1381
17
20
-
1984
1391
- Surface space U extents
- 07ded3b1-f04d-4324-94ad-3e4baa1c213d
- U Domain
- U
- false
- 0ca281fa-9594-45ab-a6f7-29a3a5776a4c
- 1
-
1974
1401
17
20
-
1984
1411
- Surface space V extents
- b9d25bf6-9359-41bf-b315-7d3e34b74446
- V Domain
- V
- false
- d33265da-2b64-4bc1-8bf0-ee4d511f0e07
- 1
-
1974
1421
17
20
-
1984
1431
- Surface space W extents
- 6d2c0f73-5f53-4fa6-a567-f0bc41b03697
- W Domain
- W
- false
- c39d7478-add1-49aa-a4ad-cc8edce2a844
- 1
-
1974
1441
17
20
-
1984
1451
- Deformed geometry
- 736c1389-e3c6-4a2d-9912-c1fe4f132f15
- Geometry
- G
- false
- 0
-
2021
1341
18
120
-
2030
1401
- 47c30f9d-b685-4d4d-9b20-5b60e48d5af8
- Deconstruct Domain²
- Deconstruct a two-dimensional domain into four numbers
- e4f70b90-b406-4a93-97d8-132fc87453a8
- Deconstruct Domain²
- Int
-
1601
1295
68
84
-
1628
1337
- Base domain
- d4ba9341-5873-4361-a543-8a4b489af2a8
- Domain
- I
- false
- b8e33a09-32d4-4c6f-9111-e20cdf9e41fb
- 1
-
1603
1297
10
80
-
1609.5
1337
- Lower limit of domain in {u} direction
- ae2cf0f7-414a-4832-8386-fe83388bfcb8
- U min
- U0
- false
- 0
-
1643
1297
24
20
-
1655
1307
- Upper limit of domain in {u} direction
- 5506d856-1e1a-4a54-b4c9-ceda1290fc9e
- U max
- U1
- false
- 0
-
1643
1317
24
20
-
1655
1327
- Lower limit of domain in {v} direction
- 2a2ccaf4-0a82-4667-8a02-048869bdf5ad
- V min
- V0
- false
- 0
-
1643
1337
24
20
-
1655
1347
- Upper limit of domain in {v} direction
- f37e12e1-6c5a-4898-96cb-8c1b2c69e8a2
- V max
- V1
- false
- 0
-
1643
1357
24
20
-
1655
1367
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- d869a1bf-13e1-45e7-8d85-e9cc91f1f426
- Construct Domain
- Int
-
1707
1292
61
44
-
1738
1314
- Start value of numeric domain
- 08ca5bf1-fe46-4238-b26d-4be8c0015f58
- Domain start
- A
- false
- ae2cf0f7-414a-4832-8386-fe83388bfcb8
- 1
-
1709
1294
14
20
-
1717.5
1304
- End value of numeric domain
- ffd17e3c-f036-4e95-b023-2a39112b083f
- Domain end
- B
- false
- 5506d856-1e1a-4a54-b4c9-ceda1290fc9e
- 1
-
1709
1314
14
20
-
1717.5
1324
- Numeric domain between {A} and {B}
- 0ca281fa-9594-45ab-a6f7-29a3a5776a4c
- Domain
- I
- false
- 0
-
1753
1294
13
40
-
1759.5
1314
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- 8bac88c3-8167-4505-89a9-19c46444e781
- Construct Domain
- Int
-
1709
1339
61
44
-
1740
1361
- Start value of numeric domain
- 6ca9b7ba-ace1-49c0-bb4b-f34438751842
- Domain start
- A
- false
- 2a2ccaf4-0a82-4667-8a02-048869bdf5ad
- 1
-
1711
1341
14
20
-
1719.5
1351
- End value of numeric domain
- 464c8417-124a-4782-a85a-aa98dbe23cfd
- Domain end
- B
- false
- f37e12e1-6c5a-4898-96cb-8c1b2c69e8a2
- 1
-
1711
1361
14
20
-
1719.5
1371
- Numeric domain between {A} and {B}
- d33265da-2b64-4bc1-8bf0-ee4d511f0e07
- Domain
- I
- false
- 0
-
1755
1341
13
40
-
1761.5
1361
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- 38ec69c6-3325-4d8f-a5e2-04ae8c3b12dd
- Construct Domain
- height
-
1719
1469
61
44
-
1750
1491
- Start value of numeric domain
- e0b0fcaa-8166-4529-842f-4788afceec16
- Domain start
- A
- false
- 6b75c821-026e-4dcc-878b-00b9c481d1f3
- 1
-
1721
1471
14
20
-
1729.5
1481
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 56a2ccda-b1e3-425c-bbbc-b92ca3d6d613
- Domain end
- B
- false
- 9c5838cd-634a-4092-abbb-0395a9e2960d
- 1
-
1721
1491
14
20
-
1729.5
1501
- 1
- 1
- {0}
- 40
- Numeric domain between {A} and {B}
- c39d7478-add1-49aa-a4ad-cc8edce2a844
- Domain
- I
- false
- 0
-
1765
1471
13
40
-
1771.5
1491
- 6a9ccaab-1b03-484e-bbda-be9c81584a66
- Isotrim
- Extract an isoparametric subset of a surface.
- true
- 8334dcac-517d-4012-893a-b8485e2d42d4
- Isotrim
- SubSrf
-
1602
1233
65
44
-
1634
1255
- Base surface
- a114ac87-d78a-4ef5-8053-48d62584d646
- Surface
- S
- false
- fde8725e-4f10-45a4-a9f5-19b321649c02
- 1
-
1604
1235
15
20
-
1613
1245
- Domain of subset
- 377caabc-e9e9-4cf9-acfb-a5967beac0d2
- Domain
- D
- false
- b8e33a09-32d4-4c6f-9111-e20cdf9e41fb
- 1
-
1604
1255
15
20
-
1613
1265
- Subset of base surface
- 0994d907-db61-4c4a-b7da-ab8676f34180
- Surface
- S
- false
- 0
-
1649
1235
16
40
-
1657
1255
- 75ac008b-1bc2-4edd-b967-667d628b9d24
- Divide Domain²
- Divides a two-dimensional domain into equal segments.
- f2ed23fa-84dc-4b85-ac22-fa8474f9c966
- Divide Domain²
- Divide
-
1454
1304
65
64
-
1486
1336
- Base domain
- f6d5e3de-39b0-4a18-b6de-b71c4d99f1b8
- Domain
- I
- false
- fde8725e-4f10-45a4-a9f5-19b321649c02
- 1
-
1456
1306
15
20
-
1465
1316
- Number of segments in {u} direction
- ef954415-2524-402f-87ac-6e5963e46d6f
- U Count
- U
- false
- 4ca6c102-5b49-461d-9c5e-44b39cd729d6
- 1
-
1456
1326
15
20
-
1465
1336
- 1
- 1
- {0}
- 10
- Number of segments in {v} direction
- 26034aa4-a613-4f0e-add9-d82381942ef7
- V Count
- V
- false
- b53e7097-0aa2-4eb1-bda5-3bc23e053068
- 1
-
1456
1346
15
20
-
1465
1356
- 1
- 1
- {0}
- 10
- 1
- Individual segments
- b8e33a09-32d4-4c6f-9111-e20cdf9e41fb
- Segments
- S
- false
- 0
-
1501
1306
16
60
-
1509
1336
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- true
- fde8725e-4f10-45a4-a9f5-19b321649c02
- Surface
- Srf
- false
- 0
-
1032
1312
50
24
-
1057.859
1324.799
- 1
- 1
- {0}
- d0310cb6-4a64-40c1-a377-c9fca5abcee2
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 4ca6c102-5b49-461d-9c5e-44b39cd729d6
- Number Slider
- Slider
- false
- 0
-
1014
1343
160
20
-
1014.347
1343.747
- 4
- 1
- 1
- 100
- 1
- 0
- 5
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- b53e7097-0aa2-4eb1-bda5-3bc23e053068
- Number Slider
- Slider
- false
- 0
-
1013
1367
160
20
-
1013.747
1367.187
- 4
- 1
- 1
- 100
- 1
- 0
- 16
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 6b75c821-026e-4dcc-878b-00b9c481d1f3
- Panel
- false
- 0
- 0
- 0
-
1513
1465
160
20
- 0
- 0
- 0
-
1513.587
1465.424
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 9c5838cd-634a-4092-abbb-0395a9e2960d
- Panel
- false
- 0
- 0
- 1.5
-
1513
1501
160
20
- 0
- 0
- 0
-
1513.987
1501.842
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- 55d3d96a-6e3a-4708-91f5-2bb9e8ae557a
- Geometry
- component
- false
- 0
-
1025
1392
50
24
-
1050.123
1404.943
- 1
- 1
- {0}
- 65038f43-4c5a-461b-85f4-058f21e6ee47
- Grasshopper.Kernel.Types.GH_Brep
- 0bb3d234-9097-45db-9998-621639c87d3b
- Bounding Box
- Solve oriented geometry bounding boxes.
- true
- 3430a6b4-3823-46af-aa32-e505a4dd6bd3
- Bounding Box
- BBox
-
1705
1400
64
44
-
1736
1422
- 1
- Geometry to contain
- b6f545c2-8cb7-452f-b709-ae7e011abee8
- Content
- C
- false
- 55d3d96a-6e3a-4708-91f5-2bb9e8ae557a
- 1
-
1707
1402
14
20
-
1715.5
1412
- BoundingBox orientation plane
- true
- 3013e3eb-343e-4945-a679-0199a7d34b86
- Plane
- P
- false
- 0
-
1707
1422
14
20
-
1715.5
1432
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- 1
- Aligned bounding box in world coordinates
- 0fdad23c-a9b2-4c27-9433-c4da530ffd0a
- Box
- B
- false
- 0
-
1751
1402
16
20
-
1759
1412
- 1
- Bounding box in orientation plane coordinates
- true
- cde70eee-dbc9-4ad5-ab1c-1d0039e255f8
- Box
- B
- false
- 0
-
1751
1422
16
20
-
1759
1432
- 5889b68f-fd88-4032-860f-869fb69654dd
- Surface Morph
- Morph geometry into surface UVW coordinates
- 6c85e852-94aa-4422-ac6b-298680d19077
- Surface Morph
- SrfMorph
-
2064
1719
69
124
-
2098
1781
- Geometry to deform
- a558513c-b389-40e8-b211-4c804009409e
- Geometry
- G
- false
- e95adf0b-657c-4102-b5a8-9e05ba53aa3e
- 1
-
2066
1721
17
20
-
2076
1731
- 1
- 1
- {0}
- Reference box to map from
- fe683e4e-10ae-42b7-a8cf-c1685601ee12
- Reference
- R
- false
- be2dd4b4-bc07-41a8-bc82-1b7a7b14490b
- 1
-
2066
1741
17
20
-
2076
1751
- Surface to map onto
- 199d425b-f3b9-4479-844d-112a0931571a
- Surface
- S
- false
- 60a4f108-7f04-4321-b013-ea10bc7940c0
- 1
-
2066
1761
17
20
-
2076
1771
- Surface space U extents
- df9a163f-00c3-482b-88dc-0e1ad0eaedc3
- U Domain
- U
- false
- 896feb49-21d1-4660-957c-38db4de5bfa6
- 1
-
2066
1781
17
20
-
2076
1791
- Surface space V extents
- 51ff484f-b736-4932-862e-2b7356171bfe
- V Domain
- V
- false
- 803ca2a1-ea47-4a24-a367-1eba45463a27
- 1
-
2066
1801
17
20
-
2076
1811
- Surface space W extents
- b77b86d0-2907-4b9c-b062-7b455a746c47
- W Domain
- W
- false
- 8dfa7ff8-86f2-4190-93c2-7a835d4d489d
- 1
-
2066
1821
17
20
-
2076
1831
- Deformed geometry
- 5b3acf59-d67c-4ce4-9c35-d8de9515b8fd
- Geometry
- G
- false
- 0
-
2113
1721
18
120
-
2122
1781
- 47c30f9d-b685-4d4d-9b20-5b60e48d5af8
- Deconstruct Domain²
- Deconstruct a two-dimensional domain into four numbers
- 2205afd8-e033-4118-92b4-cae20390d1bc
- Deconstruct Domain²
- Int
-
1693
1675
68
84
-
1720
1717
- Base domain
- c350575a-9c51-45cb-8156-614d8a6dacef
- Domain
- I
- false
- 968f12c5-2ce1-4eae-b197-72005cf724ea
- 1
-
1695
1677
10
80
-
1701.5
1717
- Lower limit of domain in {u} direction
- 5c902582-4a38-4f13-87d6-2c13a7601576
- U min
- U0
- false
- 0
-
1735
1677
24
20
-
1747
1687
- Upper limit of domain in {u} direction
- bb96d19a-34e6-471f-8c6c-5b59b896b52c
- U max
- U1
- false
- 0
-
1735
1697
24
20
-
1747
1707
- Lower limit of domain in {v} direction
- c0aac6df-8fc6-4c3b-b27d-6fb45b1f3c57
- V min
- V0
- false
- 0
-
1735
1717
24
20
-
1747
1727
- Upper limit of domain in {v} direction
- bc5357b5-a7a7-48d0-841d-49aae65e24b0
- V max
- V1
- false
- 0
-
1735
1737
24
20
-
1747
1747
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- 2f5667a3-d975-4bf0-af93-03f319f89d19
- Construct Domain
- Int
-
1799
1672
61
44
-
1830
1694
- Start value of numeric domain
- 39e9bc41-110e-47d2-b19f-ba1d519e1585
- Domain start
- A
- false
- 5c902582-4a38-4f13-87d6-2c13a7601576
- 1
-
1801
1674
14
20
-
1809.5
1684
- End value of numeric domain
- e8cca1c3-70d0-4a1a-8b93-21460c8fde6a
- Domain end
- B
- false
- bb96d19a-34e6-471f-8c6c-5b59b896b52c
- 1
-
1801
1694
14
20
-
1809.5
1704
- Numeric domain between {A} and {B}
- 896feb49-21d1-4660-957c-38db4de5bfa6
- Domain
- I
- false
- 0
-
1845
1674
13
40
-
1851.5
1694
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- 12d0d149-70d5-4f9d-af71-2007a08c620c
- Construct Domain
- Int
-
1801
1719
61
44
-
1832
1741
- Start value of numeric domain
- 0426fd3c-cac0-46fa-8fb1-9f6867bee8ff
- Domain start
- A
- false
- c0aac6df-8fc6-4c3b-b27d-6fb45b1f3c57
- 1
-
1803
1721
14
20
-
1811.5
1731
- End value of numeric domain
- f2287490-adef-4524-aa6b-5262a352d2aa
- Domain end
- B
- false
- bc5357b5-a7a7-48d0-841d-49aae65e24b0
- 1
-
1803
1741
14
20
-
1811.5
1751
- Numeric domain between {A} and {B}
- 803ca2a1-ea47-4a24-a367-1eba45463a27
- Domain
- I
- false
- 0
-
1847
1721
13
40
-
1853.5
1741
- d1a28e95-cf96-4936-bf34-8bf142d731bf
- Construct Domain
- Create a numeric domain from two numeric extremes.
- ced1d8d8-fc88-4eaf-abd6-742ed50e0bdc
- Construct Domain
- height
-
1811
1849
61
44
-
1842
1871
- Start value of numeric domain
- f2227375-8a7b-4502-96ec-1600322b7323
- Domain start
- A
- false
- 9db6518b-8bb6-4f75-9540-9cd73cb5b8e7
- 1
-
1813
1851
14
20
-
1821.5
1861
- 1
- 1
- {0}
- 0
- End value of numeric domain
- 3fde6843-0663-4749-9745-e50920eea921
- Domain end
- B
- false
- cabd25d6-404b-4fea-b86b-8dbd0e33677c
- 1
-
1813
1871
14
20
-
1821.5
1881
- 1
- 1
- {0}
- 40
- Numeric domain between {A} and {B}
- 8dfa7ff8-86f2-4190-93c2-7a835d4d489d
- Domain
- I
- false
- 0
-
1857
1851
13
40
-
1863.5
1871
- 6a9ccaab-1b03-484e-bbda-be9c81584a66
- Isotrim
- Extract an isoparametric subset of a surface.
- true
- fdac1412-0a29-4245-b08f-f33e05a41db1
- Isotrim
- SubSrf
-
1694
1613
65
44
-
1726
1635
- Base surface
- 8803f5bd-3943-45bf-a43e-1bb1330a3215
- Surface
- S
- false
- 5bb62419-b7c1-4f36-ba6c-442eb96729b5
- 1
-
1696
1615
15
20
-
1705
1625
- Domain of subset
- c5f0f5a6-d116-45bd-b805-e448a4568c24
- Domain
- D
- false
- 968f12c5-2ce1-4eae-b197-72005cf724ea
- 1
-
1696
1635
15
20
-
1705
1645
- Subset of base surface
- 60a4f108-7f04-4321-b013-ea10bc7940c0
- Surface
- S
- false
- 0
-
1741
1615
16
40
-
1749
1635
- 75ac008b-1bc2-4edd-b967-667d628b9d24
- Divide Domain²
- Divides a two-dimensional domain into equal segments.
- 1b60952e-9cbd-46c4-a056-be5c0d6590a8
- Divide Domain²
- Divide
-
1546
1684
65
64
-
1578
1716
- Base domain
- a23ba495-e928-4414-b4bd-2f1fb1ff8dc7
- Domain
- I
- false
- 5bb62419-b7c1-4f36-ba6c-442eb96729b5
- 1
-
1548
1686
15
20
-
1557
1696
- Number of segments in {u} direction
- 051b9c2d-5fa8-4181-8a6b-55ab4479c59e
- U Count
- U
- false
- 682fc15e-631d-4afb-82dd-c5906b8ef53a
- 1
-
1548
1706
15
20
-
1557
1716
- 1
- 1
- {0}
- 10
- Number of segments in {v} direction
- bda26ab9-46f9-4da8-a494-aeb2a8694ef2
- V Count
- V
- false
- daa86ed5-9f54-4469-ba25-18105d54087b
- 1
-
1548
1726
15
20
-
1557
1736
- 1
- 1
- {0}
- 10
- 1
- Individual segments
- 968f12c5-2ce1-4eae-b197-72005cf724ea
- Segments
- S
- false
- 0
-
1593
1686
16
60
-
1601
1716
- deaf8653-5528-4286-807c-3de8b8dad781
- Surface
- Contains a collection of generic surfaces
- true
- 5bb62419-b7c1-4f36-ba6c-442eb96729b5
- Surface
- Srf
- false
- 0
-
1124
1692
50
24
-
1149.129
1704.578
- 1
- 1
- {0}
- 65aa1a96-c9e0-4284-a33e-c53409fe84f4
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 682fc15e-631d-4afb-82dd-c5906b8ef53a
- Number Slider
- Slider
- false
- 0
-
1105
1723
160
20
-
1105.617
1723.525
- 4
- 1
- 1
- 100
- 1
- 0
- 5
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- daa86ed5-9f54-4469-ba25-18105d54087b
- Number Slider
- Slider
- false
- 0
-
1105
1746
160
20
-
1105.017
1746.965
- 4
- 1
- 1
- 100
- 1
- 0
- 16
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 9db6518b-8bb6-4f75-9540-9cd73cb5b8e7
- Panel
- false
- 0
- 0
- 0
-
1604
1845
160
20
- 0
- 0
- 0
-
1604.857
1845.203
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- cabd25d6-404b-4fea-b86b-8dbd0e33677c
- Panel
- false
- 0
- 0
- 1.5
-
1605
1881
160
20
- 0
- 0
- 0
-
1605.257
1881.621
-
255;255;255;255
- false
- false
- false
- false
- false
- true
- Courier New
- 6.4
- ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278
- Geometry
- Contains a collection of generic geometry
- true
- e95adf0b-657c-4102-b5a8-9e05ba53aa3e
- Geometry
- component
- false
- 0
-
1116
1772
50
24
-
1141.393
1784.721
- 1
- 1
- {0}
- 65038f43-4c5a-461b-85f4-058f21e6ee47
- Grasshopper.Kernel.Types.GH_Brep
- 0bb3d234-9097-45db-9998-621639c87d3b
- Bounding Box
- Solve oriented geometry bounding boxes.
- true
- c7682b6a-07ed-4620-8837-e509a559389d
- Bounding Box
- BBox
-
1797
1780
64
44
-
1828
1802
- 1
- Geometry to contain
- 96cc336f-a525-42be-b566-d5a38187e443
- Content
- C
- false
- e95adf0b-657c-4102-b5a8-9e05ba53aa3e
- 1
-
1799
1782
14
20
-
1807.5
1792
- BoundingBox orientation plane
- true
- 3abdced4-cd6f-4fab-974f-5669cd7af13e
- Plane
- P
- false
- 0
-
1799
1802
14
20
-
1807.5
1812
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- 1
- Aligned bounding box in world coordinates
- be2dd4b4-bc07-41a8-bc82-1b7a7b14490b
- Box
- B
- false
- 0
-
1843
1782
16
20
-
1851
1792
- 1
- Bounding box in orientation plane coordinates
- true
- 5d688170-4c86-4d17-8eb3-5b43a20b5008
- Box
- B
- false
- 0
-
1843
1802
16
20
-
1851
1812
-
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