-
0
2
2
-
1
0
7
- b9ba9fd3-fb8b-45e8-b3da-a6fcf1ce9a5c
- Shaded
- 1
-
110;0;40;115
-
255;80;255;175
- 637497000093755367
- 2_5_3_test_kangaroo.ghx
- 0
-
134
-7
- 0.666112244
- 0
- 0
- 2
- Kangaroo2Component, Version=2.5.3.0, Culture=neutral, PublicKeyToken=794d913993c0f82d
- 2.5.3.0
- Daniel Piker
- c2ea695e-1a09-6f42-266d-113498879f60
- Kangaroo2 Components
- 2.5.3
- ShapeDiverForGrasshopper, Version=1.7.0.0, Culture=neutral, PublicKeyToken=null
- 1.7.0.0
- ShapeDiver GmbH
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiver
- 1.7.0.0
- 9
- 4c4e56eb-2f04-43f9-95a3-cc46a14f495a
- Line
- Create a line between two points.
- true
- f933cd71-a284-48b4-a7fd-7691d077bec2
- Line
- Ln
-
476
246
55
44
-
502
268
- Line start point
- ef6bf139-7074-47d5-bcba-1c625d4a95ef
- Start Point
- A
- false
- f443be4f-3e17-4a65-adf1-a3ba4f7231e1
- 1
-
478
248
9
20
-
484
258
- Line end point
- b1eb8b88-d343-44bb-8730-4c4d88ebf1d7
- End Point
- B
- false
- e115c0f9-5b6e-46ef-ad05-db3258b4b29b
- 1
-
478
268
9
20
-
484
278
- Line segment
- 659ca7b1-36b4-47f9-a4b8-5ecc0ce4eaac
- Line
- L
- false
- 0
-
517
248
12
40
-
523
268
- dd8134c0-109b-4012-92be-51d843edfff7
- Duplicate Data
- Duplicate data a predefined number of times.
- true
- dde1f57a-2150-4794-b89e-891ea93f1fcd
- Duplicate Data
- Dup
-
570
234
57
64
-
597
266
- 1
- Data to duplicate
- b59c94e4-c205-46ed-83a3-4767b6c17050
- Data
- D
- false
- 659ca7b1-36b4-47f9-a4b8-5ecc0ce4eaac
- 1
-
572
236
10
20
-
578.5
246
- Number of duplicates
- b5636db6-b043-4fd9-8e3e-0185c0b96069
- Number
- N
- false
- 0
-
572
256
10
20
-
578.5
266
- 1
- 1
- {0}
- 20
- Retain list order
- 7bd0ff3c-b9ab-4d43-9a3e-89738089ebc7
- Order
- O
- false
- 0
-
572
276
10
20
-
578.5
286
- 1
- 1
- {0}
- true
- 1
- Duplicated data
- f441240e-bf75-4acf-b8b8-3965d1f0ef2a
- Data
- D
- false
- 0
-
612
236
13
60
-
618.5
266
- 5b882297-9063-439e-82b9-70961f743c5d
- c2ea695e-1a09-6f42-266d-113498879f60
- removeDuplicateLines
- Removes similar lines from a list.
- true
- 15f34ad7-5a79-41f7-8386-56a371e403f9
- removeDuplicateLines
- dupLn
-
676
256
56
44
-
702
278
- 1
- list of lines to clean
- 0530a8a1-63d1-4893-8929-7d7dcfca329b
- lines
- L
- false
- f441240e-bf75-4acf-b8b8-3965d1f0ef2a
- 1
-
678
258
9
20
-
684
268
- lines with start/endpoints closer than this distance will be combined
- 4c212683-2f7a-47a3-8085-ebb4e2db9006
- tolerance
- t
- true
- 0
-
678
278
9
20
-
684
288
- 1
- 1
- {0}
- 0.01
- 1
- list of unique lines
- 7e7804af-f2d8-4d0d-a867-05e15d4bf5e6
- unique lines
- Q
- false
- 0
-
717
258
13
40
-
723.5
278
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
- 67b290e5-f630-4825-ad70-94c078cac839
- Construct Point
- Pt
-
362
196
59
64
-
388
228
- {x} coordinate
- 20f6a43c-fc6f-43a0-8fa4-6de3ee7e23a9
- X coordinate
- X
- false
- 0
-
364
198
9
20
-
370
208
- 1
- 1
- {0}
- 0
- {y} coordinate
- 631444c1-ff38-4523-836c-3a604561d687
- Y coordinate
- Y
- false
- 0
-
364
218
9
20
-
370
228
- 1
- 1
- {0}
- 0
- {z} coordinate
- 7b8a22e2-f497-4ec4-94df-7ae61738d825
- Z coordinate
- Z
- false
- 0
-
364
238
9
20
-
370
248
- 1
- 1
- {0}
- 0
- Point coordinate
- f443be4f-3e17-4a65-adf1-a3ba4f7231e1
- Point
- Pt
- false
- 0
-
403
198
16
60
-
411
228
- 3581f42a-9592-4549-bd6b-1c0fc39d067b
- Construct Point
- Construct a point from {xyz} coordinates.
- true
- 05ca838d-8267-42f8-ba86-adc47a1b9a82
- Construct Point
- Pt
-
359
305
59
64
-
385
337
- {x} coordinate
- 00fd8996-232b-4677-874e-0b3e9f3c7c95
- X coordinate
- X
- false
- 1306bf1d-628f-4ae2-9aed-a2bb32412a88
- 1
-
361
307
9
20
-
367
317
- 1
- 1
- {0}
- 0
- {y} coordinate
- 55af5f7e-6668-4314-8654-2781bb5e9c96
- Y coordinate
- Y
- false
- 1306bf1d-628f-4ae2-9aed-a2bb32412a88
- 1
-
361
327
9
20
-
367
337
- 1
- 1
- {0}
- 0
- {z} coordinate
- ca4b3047-2be1-4a21-be6f-158c5fe59784
- Z coordinate
- Z
- false
- 0
-
361
347
9
20
-
367
357
- 1
- 1
- {0}
- 0
- Point coordinate
- e115c0f9-5b6e-46ef-ad05-db3258b4b29b
- Point
- Pt
- false
- 0
-
400
307
16
60
-
408
337
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 1306bf1d-628f-4ae2-9aed-a2bb32412a88
- Number Slider
- false
- 0
-
106
318
195
20
-
106.26
318.16
- 3
- 1
- 1
- 10
- 0
- 0
- 5
- 67d76570-f864-485b-bb22-373d1fb1b62c
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiverDisplayGeometry
- Display geometry in ShapeDiver's viewer.
Change the nickname of this component to create a named output, which can be used in ShapeDiver's viewer API.
- ec14a0c5-cf28-4aca-a216-b7d76b55d1a3
- ShapeDiverDisplayGeometry
- SDDisplayGeometry
-
800
288
42
44
-
828
310
- 2
- The geometry to which this material should be assigned
- cd0f8a4d-b7fe-444b-98f2-91c925ce77ce
- Geometry
- G
- true
- 7e7804af-f2d8-4d0d-a867-05e15d4bf5e6
- 1
-
802
290
11
20
-
809
300
- 2
- Connect one of the ShapeDiver material components, or a Grasshopper material component.
- 419a3051-df59-453a-9055-9708042ae409
- ShapeDiverMaterial
- M
- false
- a96a4458-d703-4364-bd34-938faaeb67c4
- 1
-
802
310
11
20
-
809
320
- 9e627dc9-b836-417b-8e34-5f1a8259fc83
- b9116316-c87d-4212-a382-bc40035939bb
- ShapeDiverSimpleMaterial
- Choose from predefined material properties for displaying geometry in the ShapeDiver viewer.
- 91c0dfc0-5981-4d8b-baf3-6c7da18e84ff
- ShapeDiverSimpleMaterial
- SDSimpleMaterial
-
673
364
59
44
-
701
386
- Material color
- 4cb7f374-9b29-430b-8086-dd116d711ca3
- Color
- C
- true
- 51d9bb12-76d1-4f53-ae96-a8ca970c24d4
- 1
-
675
366
11
20
-
682
376
- 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.
- 0ad105bb-a6c6-433e-844f-20b790288dd8
- MaterialIndex
- M
- true
- 0
-
675
386
11
20
-
682
396
- 1
- 1
- {0}
- 1
- 1
- ShapeDiverMaterial, connect this to a ShapeDiverDisplayGeometry or ShapeDiverDisplayExternalGeometry component.
- a96a4458-d703-4364-bd34-938faaeb67c4
- Material
- M
- false
- 0
-
716
366
14
40
-
723
386
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 51d9bb12-76d1-4f53-ae96-a8ca970c24d4
- Colour Swatch
- Swatch
- false
- 0
-
255;55;0;255
-
537
386
86
20
-
537.3687
386.5475
-
iVBORw0KGgoAAAANSUhEUgAAAJYAAABkCAYAAABkW8nwAAAAAXNSR0IArs4c6QAAADhlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAAqACAAQAAAABAAAAlqADAAQAAAABAAAAZAAAAAAGd2knAAAQ4ElEQVR4Ae1ca2xcxRU+633YXr/fjo0T5+GEPJRECQml0B9AKQhaqWkF/YEqUdQ/VC0/CPRv/1L+VIKKIpVGSlVVKkJqVWgjFCgFwqtQFbV5+RUnsbP2On6/1t5nzzd3x76eXa/vdW6cQM5Y63tn7rln7v3mmzNnzsyuj4gy/JEkCHiKQADaMhnhlqeo3uLKfD4fKWIBh5aWllscDnl9LxCIRCJKTZEXykSHIGAiIMQyEZG8JwgIsTyBUZSYCAixTEQk7wkCQixPYBQlJgJCLBMRyXuCgBDLExhFiYmAEMtERPKeICDE8gRGUWIiIMQyEZG8JwgIsTyBUZSYCAixTEQk7wkCQixPYBQlJgJCLBMRyXuCgBDLExhFiYmAEMtERPKeICDE8gRGUWIiIMQyEZG8JwgIsTyBUZSYCAixTEQk7wkCQixPYBQlJgJCLBMRyXuCgBDLExhFiYmAEMtERPKeICDE8gRGUWIisPhNaPPCrZx3+pMD+Cq5pPwICLHy4FJUVER+v3/F37QAn1Kp9IrX86i85YqEWEaTp9MpOnLkB3TgwGGKxxeMq7BQGQoEAtTZeZZee+0PimBiuQyYOCvEsmGCITAYDFFHxw4qL6+i2to68vnghi7/NZ5AIEiJZCp7LW3TIKcaASGWRoKPIFZJcbEaBi/3X2JyVVARhkT+8zG3tO+VSmey1mw54WyqbvlTIZaNAvCtpqanaHx8gu688xsUm5+jmfExtkw+RaqKyioKMNEwXKbYYsnPitnAM06FWAYgIBexKzU9PUlpZs7QUIRKSkopnohTKFRM47FZqq6uYUsGB7+IfayUocHbrLaS+bTezL6dxLFsLZZOp6myspJqa2qor6+XrVOA6usbaW5ujmqqa2l+PkZnTv+XhgYHqbWllZqbN6hruM/rRgahMpnC/hvqLUQ826ut+6lYLBvksFYYBoeGonTwjrsomUxSSWkpW6wQhcNh5azfcehrbKl4Vnj+NF2+fJlK+XoikVCWKxgM2rRZp6s1fD5CgjANDY306KOPU3FxiRp6TcV41omJcXr99T/SzMx0diJhSt24vBArD/YY3mJspaxh0ceN3JL1p+DGY6T0KSKBFPgUs8Mfj8fVJxQKLdOIeFihBH9Njb02IdS/YcMG2rVrL4c2QlReUaEskxXssATxbJNMrL//7S88bE/xc9gU3ASnQixbI8BS1NRUc5ihluNU52jHjp3Zq5bzjgyIhUbVw5C2OCCUnVwgR0fHdnrssR8qUi4b1sACHur8HA97758n6YMP3lVWEPqhd35+nurq6ikSuUIpzuM5cCzygaQZZcGKivw8uYixH4jhcmVWwequnHi2y+GU1ci/8v0rXxFi2bBRVmByikZHR+n2nXtVqEExCQ2n4g2WsJ8b1UqW/dIqQC4MiwsLC6rxN25sp7aNWyjEQyTiY4qU3JAWGYgnAyHq7e1S1gg6QEbcX1JSQhcvXqQj32tVE4ZEPKGqmBi+oohX29pGGSZamuXTHPrIlzAEI97W3r6F68YQbchxFp1iLjZHV64MLD5DPl1rKRNi5UHt1Kl36UJfD4cUdG+HRVhqGBDw6tUol+VaCjQiGhVWB7PHrq5zVF/XQE1NG1T5efbNmptb+FqtIlJsLqbKYVlALJAK56gjzgSFP3fp8kX6zz/eomRvJx36/uNUwoHbjG1JKZ8fh7Lq6mp6+umfU0VFleokeB+Uq9gcLCDXMTR0hZ5//hc0NTVlDf158FhLkRDLQA1g93IDdjMh8vBmURpyaPR8CZYAyz7d3V304ENHFEExTH7xxefKwmzatJWHuQFqYoLt2LFDWaVYLKZIBX0YDtvb22lg4BKTLEV+Juv7H39AFexT3T56lckwSDNMhF27dvNnF7355hvK+ulhGTpg+fbt26+sJwdP6GLPGdrSsZtKK2tpqL+HqmsbqayikkkWUJYL93iZ8iPjZQ1fQl0gzCo+t6O3gvUaHblKxRwHGxsdVtZi774D6rgAZ58tUmQwwkSyLJVWivhYb2+vImXAH6RkKkmt7GdNcLCWysqpkWeM9bX1asg+ffq0CpGA6LBG+oM8rFAikeT7Z2lkfJIyMaJwRZjmE2y1piYpDguWtVy6bq+OQiyvkLTpwVAGC9XevpnOnP0f3cY+UUNDE08KGijJlgSDagPHx+A4D0eHlVUKBu0hRZ8aDuE/+QI+5Z/97KfPKdKoYYyHwQCTNjGdUKSEpdIf/RiaWAjqhpmM5dX1NOMrpdJknJKllRSNXmbnf5727t1HW7duo/fee1eFNuDIF3LmMVyvlOz3CbFWQmmN5SAUGhmO+dmzZ+iJJ55SBNKWBKSCZ6aCDEysFFsjM6HxNm/eTEM8K0zy+ZYt29QqAOTgsEOHP8OTAJyzlcqXYAUxu4X+4egQjUb6qKm8koJVu8g/eIFq65uphGNzgzys4jnLy8tZFylCYxiFtbUTBXXgvZqbm7OTgeW14p6RkZHFQiHWIhTXfqKn9iAV/KRLl/rot6++qIiUr/3RUJgEwB+zJ1ibQY7uV1ZVKz8OeUxKdVLE4jKUr0Qs1Af9uI5Qxf6Dd/P8g1cWFiaorHWTsoKwZmp4VYp9rM/qELgHRMH74NlAMLxPQ0MDvfzyy9TY2MSETfA1a/KC0Mfg4DA9++yz+hFl28wiEtkTgKoJYl6z5wE4Gs6eYGlAKujANSwBdXedt4vknMOfsrbmLF1CQyKG9f77byvH3gqiLl3HGe6ZmZlSs08QzEx4voGBAeru6aIqJugMr33yXTQ0PEw+JhDMEwgRjUaUH2a/H8+uO4cmGI5tbW08w6xgvZdp48advOwVZ4KleVUimLNCsLyr2LXfgucgRDhcRjt37rLFsHKBgFxX93mampxcJBd6NJKdbDg3rVGuttwS3Bfj+NI775zgizZTZYha+nOXkSCmdfz++CvLnslQoTqB7gjmNRAWqwq4jg/IhTBKIhHjGe4kz3rHaffuMH36aYJnt1N8+9KzrjuxLGuw9ADmy9jz/C7qhVAGoDQAONrL8p2jzJRHI+fr3ZBFgsXBwvJTTx21/AiucxErGCdUy8ciLn/ppV/SRx+dWvQ3cK/pk0DnWhPe1wpsrlWDxowDqQXWslHPagkysGDRaFQR7eDBg3Ty5Ch3whDH5yr5GiznwmJbQd+6EguNun377WrhFo0Ofuj30sTRZbgeCgUKgqtBwVFbjEIg9fT08CLzeE4PBilwPyLm27Zt46l+Nz9jmE3/JuWfKJ14MCSuC++hs1ahFXsC+Ddfwozx2p8KGNXwro9hHkpHOXTS1tZCb7wxTS++OE6PPOLj2aVfDYu6pnUjFhoOD/bkkz/hMb9GESZrANgQZGiBGR8MBdW4j9kOGi8cLuIAYIfyAUAelEGPJhS2s8BKILhYVVWlyu1WCnLII8Gkv/DCC3T8+PFF/wG6tD7oCXH9/QP99K0HGyjIyyFxNv2I81g6wSnLl8lkn0ODCNBRl34uXf5VOOLdMQSi08G/AuYg1733bqRnnmnkYO0cbdoU5g47cmOIBZDRMLP8YJNT09ygKbU6j0YJ8uxkcnJcbQXGdD3BX2Jo5ZnL7j08zeaGRRle0E4sEOHcuXOqDMHE++67j8rKyrIksCyYKb9v3z7V1rOzs+qIoVFPqzUp5mbnlJ+FdbbIlX5FWghjm3JjU5O6D7MsK6xgWSoAD+J+1RIwB6GAEbDt7u5WnWfPnj08uYgy9j4Oafh4d0Wc1xsj2Si/hcK6WSw0HGZJY2OjvGmujntBXDUgDAoauJjJhSMaCQ+cYuL1Y79TSWDR6tgbDvqsPVI+tawxMTHB+5Mm7CLLzqH7xIkTChgrZoNdAmnlV+lZII633dbGU+crbLGwB6tcOauQw76ozvNnFaF27tyj6vzss0/4WdPKAmpiLqv0S55B59EdD68yPT1NR48eVZ0536th5NBpXYkFM3rsd7/OPtjS2A9yMU+YQDjCIbBmITiH1cmXtAXD0Z6QNxtZl2FGo/0gyMDq4YNk6cmoTXPwrzAVL8XmvnF+JiY6NvTBaoF8Cf6MjY1xR/Az8DejX2VHZG3n6ExI6JB2jEGulZK9rdaNWPph0AvcJE0KfbTfa5aZeVPW/uL2azgH0YLBgIoelxSXqr1SIFEV71DAbBDntbxLwaI9UX9/fw6BTZ1f1jywwPuapML7FMLQ/r7rTizTmtgfJt+5ltdHu4xZZuYLydqv6XOszdXXY3F3RIGKyHcwyL4TW0H4gvxPmVbUY9XlwXRLV36djuhsqyUTN9yDj7bmq92f7/q6EyvfQ9wsZWgDDIMzs9NUXlapHivDZMMfU8k6ZtvJSYPd6PeCdYHVKZQwA8d6pD2hEzm1TPb77OeFa7VL3gLn6KGdnefp0OF7aH4hxjMdHu6y7637vRoKmYGzszM39VCYTCbogQcepm/yJ4FZNf+xS8iTIja6/AfrjPeNRgfp2LHfqDCCtlwYBq81OCvEsnUY9NKJiTF65ZVfqeg6twVaISfBWgH8axkqcpReh4KtWzt4Vl2m4oalJeXU25ehlmaeDfN7lZfxxIiJVcIWGiTCO+H98V4gmFis69Ag6OGrJd27V5Nzct0Ke2D7TC6LuY25kcFwbTOXNPp8QSbB8lkziKFJjxnw1avDHJiuoj+9HqaPP1mgH/9olrfbZOiOg/zNn0QRzXOIACEe1IMjhkE9c16qyf2ZWKw8mHlJmjzqlxWBVE0ceG3fvM0W5c8SDI3NHB+NlvI1/QUO63Yf76MZm/qCA84jilywOCAGEoK1IFc/727Yv/8wjYzGqefCDCVSvGD8eRHdddjHi8j/Zkm/WnDHt4k+/PCUus+rQK8QSzXFjfsHC3Ho8N30yMNH1IwTS0mKIEwqkIcXJOjPxw5SOlG7zKD5+Xq49Dk6d+FV/mIFb19mIsFR1846LJCfh7ZJ7MBga9fawovIwwv01slaJmmUvvvtBh7+QmrtFFt0EGz2cmgXYt04Ti3WzBygnp5u5UhjyzG+TVPK23eCQT/V12xnq8XNZIyUPJrRFt4H39nHl9hawdLYLS028dXV1fGWlo/UPqrvPLSZNjTNMQGn6dABjs9V8dZoJt4gf6kDQc9r9akWXyZ7IsQyEVnnPMgwMNBP7e0dvB5XbtXOpEA5GrvvYhfNJSp4B2m18sC0p1XE1uzjf/2VbRGi/7l7srDKcOHCBbr//ofV0lUwGKN7vm4ZvWTKWrOFhcIyzPUInaCzsF6eLbS0rDOkUt0SApj65+/j3DRqSLSOtju4PJ3h+FMGTZib0KZYOK6pqc8SR1NySRbkBQFH+StlXqVIJKI6Rf638aoW0eMQAWsJZSVhbv8V0ooXVONiF0ehtT0ohW6si3qdhFheI7pGfXb/aI0qcm6DTi8d8pwKChQsD4IUEJRLgoAbBIRYbtASWccICLEcQyWCbhAQYrlBS2QdIyDEcgyVCLpBQIjlBi2RdYyAEMsxVCLoBgEhlhu0RNYxAkIsx1CJoBsEhFhu0BJZxwgIsRxDJYJuEBBiuUFLZB0jIMRyDJUIukFAiOUGLZF1jIAQyzFUIugGASGWG7RE1jECQizHUImgGwSEWG7QElnHCAixHEMlgm4QEGK5QUtkHSMgxHIMlQi6QUCI5QYtkXWMgBDLMVQi6AYBIZYbtETWMQJCLMdQiaAbBIRYbtASWccICLEcQyWCbhAQYrlBS2QdIyDEcgyVCLpBQIjlBi2RdYyAEMsxVCLoBgH8cpf6RT83N4msIFAIAfwulyJWISG5JgisBYH/A8XY0qg1J1tFAAAAAElFTkSuQmCC