0 2 2 1 0 8 c1f46f62-14a5-4965-a0b1-5c4c6563c201 Shaded 1 100;150;0;0 100;0;150;0 639162675949008481 false Transform_Object.ghx 0 417 252 2.0354161 0 0 4 Robert McNeel & Associates 00000000-0000-0000-0000-000000000000 Grasshopper 8.31.26126.13431 Robert McNeel & Associates 00000000-0000-0000-0000-000000000000 Grasshopper 8.31.26126.13431 Robert McNeel & Associates 00000000-0000-0000-0000-000000000000 Grasshopper 8.31.26126.13431 opennest_2, Version=2.12.0.0, Culture=neutral, PublicKeyToken=null 2.12.0.0 Petras Vestartas 69663e7d-f412-4b90-ba83-520c906eaeec opennest_2 Info 2.12.0.0 8 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble false 187.4438 -131.90634 478.4301 -131.90634 478.4301 -90.37314 187.4438 -90.37314 A quick note Arial 043c6326-0f13-4bd5-8891-14d03b440149 true Scribble Scribble 20 Support with a coffee or beer: https://ko-fi.com/petrasvestartas 182.4438 -136.90634 300.98633 51.533203 187.4438 -131.90634 2844fec5-142d-4381-bd5d-4cbcef6d6fed Sketch A series of doodles 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object 531e770f-ebd8-490b-8ca5-783ca9954b92 Transform Transform false 38b31d7a-1d75-447d-af3e-c3b94a4fc68f 1 388 65 56 20 417.5 75 true Set to true to apply the transform d6ad7aa7-a005-4d77-a112-7c4fca512367 Run Run false d60d4985-0461-49d9-9388-7a2d74ea1b0a 1 388 85 56 20 417.5 95 true e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Translate (move) an object along a vector. d846bfea-bd68-4232-b474-b508f27a6a49 Move Move 283 62 67 50 315 87 Base geometry d6fe2900-7cb7-4e2b-a9e7-8775ef897b1d Geometry G true 0 285 64 15 23 294 75.5 Translation vector cf518c13-5798-40b9-84ea-5801385cd880 Motion T false 52aba44c-e3ae-4534-a4c6-47f1dbfc1d12 1 285 87 15 23 294 98.5 1 1 {0} 0 0 10 Translated geometry f3e1aa26-7e63-4763-9e18-bc82271db4de Geometry G false 0 330 64 18 23 339 75.5 Transformation data 38b31d7a-1d75-447d-af3e-c3b94a4fc68f Transform X false 0 330 87 18 23 339 98.5 9103c240-a6a9-4223-9b42-dbd19bf38e2b Unit Z Unit vector parallel to the world {z} axis. 6bd04781-2002-4b51-bc56-456214cbeaee Unit Z Z 206 84 63 28 235 98 Unit multiplication b937d690-6755-408f-a8ca-ae2eb8b0724e Factor F false b0a6811e-dd55-4086-bbeb-42dc5cac2b83 1 208 86 12 24 215.5 98 1 1 {0} 1 World {z} vector 52aba44c-e3ae-4534-a4c6-47f1dbfc1d12 Unit vector V false 0 250 86 17 24 258.5 98 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values b0a6811e-dd55-4086-bbeb-42dc5cac2b83 Number Slider false 0 27 88 163 20 27.450218 88.35851 3 1 1 10 0 0 10 2e78987b-9dfb-42a2-8b76-3923ac8bd91a Boolean Toggle Boolean (true/false) toggle d60d4985-0461-49d9-9388-7a2d74ea1b0a Boolean Toggle Toggle false 0 true 233 121 104 22 faf6e3bb-4c84-4cbf-bd88-6d6a0db5667a Guid Contains a collection of Globally Unique Identifiers 503b7bd4-79d4-492f-afe0-10cb914ff301 Guid ID false 0 280 31 50 20 305.76202 41.616 1 1 {0} cde83ab8-5be0-404b-b375-3ff7b20f1651 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