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- fd38e808-b74a-4ea2-b681-3fccb60a1bcc
- Mesh Join
- Mesh Join
-
935
1057
106
28
-
993
1071
- 1
- Meshes to join
- c9d16009-8bdd-464e-a1d9-ffd487eef353
- Meshes
- Meshes
- false
- 3870698d-0b76-49d9-8e91-03a61f995d0a
- dcc45e65-26d8-4b0f-baf6-d8c7cb9c5145
- 2
-
937
1059
41
24
-
959
1071
- Mesh join result
- e9b7679b-0aad-4bff-a113-1a22aca9c68f
- Mesh
- Mesh
- false
- 0
-
1008
1059
31
24
-
1025
1071
- f12daa2f-4fd5-48c1-8ac3-5dea476912ca
- Mirror
- Mirror an object.
- true
- 80017b88-a9f3-487e-a299-4b8632fc1636
- Mirror
- Mirror
-
1042
1103
138
44
-
1110
1125
- Base geometry
- b6a42ecd-d6d0-45b4-9e24-7f19c3c107a6
- Geometry
- Geometry
- true
- e9b7679b-0aad-4bff-a113-1a22aca9c68f
- 1
-
1044
1105
51
20
-
1071
1115
- Mirror plane
- 2fa3966d-6fb0-4c9f-aa42-d6985ea33b5f
- Plane
- Plane
- false
- 8449b9bb-05c6-4119-954b-5e7a861aa4bf
- 1
-
1044
1125
51
20
-
1071
1135
- 1
- 1
- {0}
-
0
0
0
0
1
0
0
0
1
- Mirrored geometry
- 9b57e9cf-54b5-4e25-8a10-012d04dcb023
- Geometry
- Geometry
- false
- 0
-
1125
1105
53
20
-
1153
1115
- Transformation data
- 21129d58-22f3-4ec6-8853-14c38f44fac2
- Transform
- Transform
- false
- 0
-
1125
1125
53
20
-
1153
1135
- 4bc9dbbf-fec8-4348-a3af-e33e7edc8e7b
- Mesh Join
- Join a set of meshes into a single mesh
- true
- f76ae307-eb15-44b1-9f00-676acdef18dc
- Mesh Join
- Mesh Join
-
1205
1081
106
28
-
1263
1095
- 1
- Meshes to join
- e254c799-4bbb-4c97-b19a-f1fa7ed05ed6
- Meshes
- Meshes
- false
- e9b7679b-0aad-4bff-a113-1a22aca9c68f
- 9b57e9cf-54b5-4e25-8a10-012d04dcb023
- 2
-
1207
1083
41
24
-
1229
1095
- Mesh join result
- 11f25e86-b130-4af1-9150-c29cddb79c44
- Mesh
- Mesh
- false
- 0
-
1278
1083
31
24
-
1295
1095
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- 0cb6d83d-8983-417a-b8b4-642279cb0cfa
- Mesh
- Mesh
- false
- 11f25e86-b130-4af1-9150-c29cddb79c44
- 1
-
444
537
50
24
-
469.2764
549.6935
- 1e936df3-0eea-4246-8549-514cb8862b7a
- Mesh
- Contains a collection of polygon meshes
- true
- 59951cda-97aa-43b3-8e52-4ec153c0bf93
- Mesh
- Mesh
- false
- 00712e81-5411-4f97-b284-1fd762204b66
- 1
-
446
324
50
24
-
471.4276
336.0114
- 691827d2-288a-4067-a97d-4393ec838bd1
- c6c19589-ab63-4b60-8d7c-2c1b6d60fac7
- Import OBJ
- This component imports geometries directly into GH.
- true
- 2bc60229-d386-4f2d-9b66-5c5651b375f9
- 2.4.1.0
- Import OBJ
- Import OBJ
- neutral,N
-
301
319
123
44
-
382
341
- File to be imported
- true
- OBJ (*.obj)|*.obj
- aeddb1f4-e108-41bc-a0b2-fb63fbe03ff9
- File
- File
- false
- 0
-
303
321
64
20
-
344.5
331
- Map Y axis to Z axis. By default false.
- 9a72c830-7a5f-433b-aa5e-0eee922840cc
- MapYtoZ
- MapYtoZ
- false
- 0
-
303
341
64
20
-
344.5
351
- 1
- 1
- {0}
- false
- 1
- Imported geometry
- 00712e81-5411-4f97-b284-1fd762204b66
- Geo
- Geo
- false
- 0
-
397
321
25
40
-
411
341
-
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