0 2 2 1 0 8 28701b44-8746-4f44-aaa8-c7ed65acd720 Shaded 1 100;150;0;0 100;0;150;0 638529253095512389 false Bounding_Box_Edges.ghx 0 225 286 1.4705882 0 0 3 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 9 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 -123.67866813900037 108.2456011058589 -116.4714032839347 124.6568534885655 -70.7310353945195 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