0 2 2 1 0 8 28701b44-8746-4f44-aaa8-c7ed65acd720 Shaded Selection 1 100;150;0;0 100;0;150;0 638529253095512389 false Text.ghx 0 272 246 1.25 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 12 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 50;255;255;255 A group of Grasshopper objects ed7c47cb-f775-4fbf-ae52-3c295b74c95c adfd7285-1ed8-4126-882c-05a4f5111dfc 2 90adda87-5a9f-475b-8aef-3f224c8c3df0 Group sheets 2844fec5-142d-4381-bd5d-4cbcef6d6fed Sketch A series of doodles fbb6e16b-9ef5-4814-9618-8b33e8eca767 379 Sketch Sketch 6.238037 -169.93701 121.88642 125.735756 255;0;0;0 0 2 92.11849522163084 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89.19107603489283 -169.6558009362925 90.2938287204397 -169.6558009362925 2 e2d958e8-9f08-44f7-bf47-a684882d0b2a Populate 2D Populate a 2-Dimensional region with points true 290b91ff-ead9-4a6a-aa0a-5457d291d3bd Populate 2D Pop2D 74 88 65 84 106 130 true Rectangle that defines the 2D region for point insertion 641bbea9-597d-4d00-a5fa-1f49c4e40d54 Region R false 0 76 90 15 20 85 100 true 1 1 {0} 0 0 0 1 0 0 0 1 0 0 20 0 10 Number of points to add 1f07dfc9-afc0-44ae-855d-8a646e6b4e77 Count N false 0 76 110 15 20 85 120 true 1 1 {0} 100 Random seed for insertion 6b3e8556-6a35-4c1a-a5b5-8e416fd4fb89 Seed S false 0 76 130 15 20 85 140 true 1 1 {0} 1 1 Optional pre-existing population 7cace6a4-ac4c-4911-9b85-a68ab64b6167 Points P true 0 76 150 15 20 85 160 true 1 Population of inserted points f0e75148-c42d-4276-bb42-83e983edddbe Population P false 0 121 90 16 80 129 130 true a50c4a3b-0177-4c91-8556-db95de6c56c8 Round Round a floating point value. 3bb67571-316d-470f-bc98-5a90bed2f6c2 Round Round 220 138 64 64 249 170 Number to round e859bf3a-f5cf-49a7-afc7-da78380438d0 Number x false fb189207-6adb-46ca-ae8a-de427d3ac776 1 222 140 12 60 229.5 170 Integer nearest to x b789552d-bedf-4bb0-9d1e-8e93b8f28198 Nearest N false 0 264 140 18 20 273 150 First integer smaller than or equal to x 05d6a653-80f7-4746-99a6-cf66a3b0a171 Floor F false 0 264 160 18 20 273 170 First integer larger than or equal to x 4ed6051f-1e3f-4510-9654-44d2710573f6 Ceiling C false 0 264 180 18 20 273 190 9abae6b7-fa1d-448c-9209-4a8155345841 Deconstruct Deconstruct a point into its component parts. a43ba55e-8f29-4323-9522-83a538371569 Deconstruct pDecon 135 185 64 64 165 217 Input point 39aae4bd-c13c-40f8-89e7-9fbe66d80430 Point P false f0e75148-c42d-4276-bb42-83e983edddbe 1 137 187 13 60 145 217 Point {x} component fb189207-6adb-46ca-ae8a-de427d3ac776 X component X false 0 180 187 17 20 188.5 197 Point {y} component 9820b80f-3a94-4cc9-aafa-5da8dbf0ac07 Y component Y false 0 180 207 17 20 188.5 217 Point {z} component 412e1e52-cd54-4f9e-810c-b117d728c571 Z component Z false 0 180 227 17 20 188.5 237 e47a4beb-a459-4915-90a7-a18adc56f33c 69663e7d-f412-4b90-ba83-520c906eaeec Text Text for LaserCutting or Milling 749db219-cce2-4064-ab32-e88fbfc9d5f6 Text Text 466 118 64 84 496 160 true Location and orientation of the text 190784ff-a9ae-4838-a667-edad2af43084 Location L false f0e75148-c42d-4276-bb42-83e983edddbe 1 468 120 13 20 476 130 true Text to display 9591779b-c7f5-4498-9332-75c461380029 Text T false b789552d-bedf-4bb0-9d1e-8e93b8f28198 1 468 140 13 20 476 150 true Size of the text df6ce55f-6f45-4dca-a279-b0bc76de3ee6 Size S false 01bb9685-6cde-4b6b-bb3f-ad09458e954a 1 468 160 13 20 476 170 true 1 1 {0} 1 Font, if nothing is supplied the most optimal is used for bold italic -> FontName True True for bold -> FontName True False 90ae5e19-a0cd-4eb7-880c-3774966d48e2 Font F true 0 468 180 13 20 476 190 true 1 Text as curves 7f0f40dc-df8c-4534-a873-6de716eec151 Curves C false 0 511 120 17 80 519.5 160 true c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 255;255;255;255 A group of Grasshopper objects 290b91ff-ead9-4a6a-aa0a-5457d291d3bd 3bb67571-316d-470f-bc98-5a90bed2f6c2 a43ba55e-8f29-4323-9522-83a538371569 749db219-cce2-4064-ab32-e88fbfc9d5f6 d6b05b03-110f-418f-8faa-2aeec044f65e 5 5926673f-8902-4b70-86a7-f8d8bad821b6 Group 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble false 70.026634 54.72296 442.01883 54.72296 442.01883 73.4339 70.026634 73.4339 A quick note Arial d6b05b03-110f-418f-8faa-2aeec044f65e true Scribble Scribble 20 Single-line text or a text loaded from font. 65.026634 49.72296 381.9922 28.710938 70.026634 54.72296 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 27a45aac-b9a1-49f6-8b41-93ce54ac7a25 Panel false 0 0 calibri False True 300 178 145 26 0 0 0 300.6235 178.41785 255;255;255;255 true true true false false true 2844fec5-142d-4381-bd5d-4cbcef6d6fed Sketch A series of doodles 2b00f1b4-dd73-4607-96e6-77a74fde4bd1 1 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