0 2 2 1 0 8 28701b44-8746-4f44-aaa8-c7ed65acd720 Shaded Selection 1 100;150;0;0 100;0;150;0 638529253095512389 false sheets.ghx 0 -277 211 1.25 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 23 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 6f82b7ba-0a34-431c-b29d-f09823026aec 0 Sketch Sketch 0 0 1 1 255;0;0;0 0 3 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true 83dd9148-f1ba-435c-ae53-a5ec3c2d8015 Curve Crv false 0 42 4 50 20 67.05507 14.088055 1 2 {0} -1 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 5 00000000-0000-0000-0000-000000000000 -1 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 5 00000000-0000-0000-0000-000000000000 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true 96f16da4-b041-434e-857c-65217d3e20f4 Curve Crv false 0 41 27 50 20 66.89772 37.43066 1 3 {0} -1 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 5 00000000-0000-0000-0000-000000000000 -1 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 5 00000000-0000-0000-0000-000000000000 -1 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 5 00000000-0000-0000-0000-000000000000 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true 29836f89-d58a-43da-a8f0-98085ecfa7d9 Curve Crv false 0 41 54 50 20 66.89778 64.76396 1 1 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFhmw4Xruqfm5qSVFlXoB+TmVOZl5qc6lRWWpLEAF7GUQC7kSi5IzMstSjVNyOfMLUvPySouSillSEksSQYo4ODiYQG4VUGdgMAI5vEmYh5MZyOAHEaVAm5h+1TMxZEI99vs/E4MI1I/Prlz3c395WXD/UwaBZkalD35zdt/+A5Q3hKoV4AQSDWzLNqyPmODwgGnnjJIP0xygehlaZmmFCt2a6HAoYlrJzseT4eJ7k1ivqayd5lCyw8lVyBEhrhBzifOT5gyHDp7eRdITp8DFU45z52xqnemQMPExz1PRGXDxJ0dNMjxjpzlc0ou2qH40Ey7uy/nj+bfnExwyxLdH/imcCxdvO637+Gxgn0MmC8f1tZdmw8VxuR/kt2D1UzwZU+cfWPCmlmuv3pwDN1xeVTMETj/w91qFqlLo1AMbX0XZ9fZPPCDoNzvB/Vb3ga7PM8xMF9ce4FPRkc+QKjkAswIU0iG3g+r/1zM1wMznhjFGwSigCgAAAAD//wMA 5 00000000-0000-0000-0000-000000000000 c9785b8e-2f30-4f90-8ee3-cca710f82402 Entwine Flatten and combine a collection of data streams true true 5acdc667-09dc-4ad4-bf0c-2d42b2709b16 Entwine Entwine 108 9 79 65 153 42 3 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 2 Data to entwine 58d80a87-98a7-4e00-a1fc-c6395092d6f6 false Branch {0;0} {0;0} true 83dd9148-f1ba-435c-ae53-a5ec3c2d8015 1 110 11 28 20 125.5 21.166668 2 Data to entwine 1cf2ba48-942e-4e2c-89fc-0bd544400b94 false Branch {0;1} {0;1} true 96f16da4-b041-434e-857c-65217d3e20f4 1 110 31 28 20 125.5 41.5 2 Data to entwine 8e78d84a-0d41-4950-9e9b-a44235193e3c false Branch {0;2} {0;2} true 29836f89-d58a-43da-a8f0-98085ecfa7d9 1 110 51 28 21 125.5 61.833336 Entwined result f63c5dc4-5519-454b-bf02-0319ba366968 Result R false 0 168 11 17 61 176.5 41.5 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves 5c771139-b719-4d16-89aa-efd4b52623ba Curve Crv false 0 214 151 50 20 239.3984 161.9854 1 1 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFkmw4Xruqfm5qSVFlXp+pUVJxc6lRWWpLEBZ9jKIbVyJRckZmWWpxim5nPkFqXl5IFUsKYkliSBFHBwcTCCHCqgzMBiBXN0kzMPJDGTwgwhLoDVMv+qZGHShvvr9n4lBBOpBScH1cYHcVwT3/2MQaGZU+uAlVSn+Byj/FSovADIBBEDms0LZCPDBHkMIIr4fXQSPXgcIxQGlBRww1aKDSKhaXOKE5HGDmmNXS//XMzXA+NwE3TIKRhgAAAAA//8DAA== 5 00000000-0000-0000-0000-000000000000 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 74d697bf-462d-4abd-8ab3-37ff2441bb91 Panel false 0 0 -100 214 176 50 20 0 0 0 214.87231 176.16145 255;255;255;255 true true true false false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 972182ab-a01d-4108-baaf-c58c4d7d37ea Panel false 0 0 100 214 210 50 20 0 0 0 214.87231 210.04146 255;255;255;255 true true true false false true c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 50;255;255;255 A group of Grasshopper objects 97b788c7-01d1-419d-b0b6-31927d1b3998 5c771139-b719-4d16-89aa-efd4b52623ba 74d697bf-462d-4abd-8ab3-37ff2441bb91 972182ab-a01d-4108-baaf-c58c4d7d37ea d6302a62-2c95-412f-a0bc-13285aa3f3f8 50e39191-ae58-4fa5-8c15-b967e8d75814 6fd83766-82bc-46aa-8786-df9d19fa6d96 f9d84f31-e38b-4d07-a13a-8c099dae9e20 8 99ec8f84-4636-440b-b060-41f27be301df Group d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves 9a04947f-f86c-40cd-83ec-1e8586c379d2 Curve Crv false f63c5dc4-5519-454b-bf02-0319ba366968 1 218 25 50 20 243.77672 35.12487 1 1 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFkmw4Xruqfm5qSVFlXp+pUVJxc6lRWWpLEBZ9jKIbVyJRckZmWWpxim5nPkFqXl5IFUsKYkliSBFHBwcTCCHCqgzMBiBXN0kzMPJDGTwgwhLoDVMv+qZGHShvvr9n4lBBOpBScH1cYHcVwT3/2MQaGZU+uAlVSn+Byj/FSovADIBBEDms0LZCPDBHkMIIr4fXQSPXgcIxQGlBRww1aIBh/lQtTjEHfpxyOMQRwLLCzSi/tczNcD43IQ0jIKRBgAAAAD//wMA 5 00000000-0000-0000-0000-000000000000 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values bbdba4c0-2bd5-45eb-9596-b48e90b20778 Number Slider false 0 218 45 160 20 218.77672 45.12487 3 1 1 100 10 0 10 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 2e2352a5-17b8-46ce-b2f2-26a7f0134227 Number Slider false 0 218 65 160 20 218.77672 65.12487 3 1 1 20 1 0 20 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values d38c7716-ec27-4833-9377-6048d94093c8 Number Slider false 0 218 85 166 20 218.77672 85.12487 3 1 1 1000 1 0 20 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 50;255;255;255 A group of Grasshopper objects 2c89b974-39cc-4b1b-8cae-2225867bc3f2 9a04947f-f86c-40cd-83ec-1e8586c379d2 bbdba4c0-2bd5-45eb-9596-b48e90b20778 2e2352a5-17b8-46ce-b2f2-26a7f0134227 d38c7716-ec27-4833-9377-6048d94093c8 0059ff72-a370-4dd7-9d38-e0e13622e7e6 698599c0-c3e2-49a8-bd4d-0defcdbf8998 589604d6-cd19-4cac-a07f-f2392fd542fd 8 edd7b4ff-870d-4123-ad8d-575aee144150 Group 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble false 169.91441 -147.03575 460.90076 -147.03575 460.90076 -105.50255 169.91441 -105.50255 A quick note Arial c8dc0a7a-0a52-4c2e-9db6-932006346642 true Scribble Scribble 20 Support with a coffee or beer: https://ko-fi.com/petrasvestartas 164.91441 -152.03575 300.98633 51.533203 169.91441 -147.03575 2844fec5-142d-4381-bd5d-4cbcef6d6fed Sketch A series of doodles 1266148d-f50f-4168-97e1-6b9cacfe2506 379 Sketch Sketch 18.708641 -155.06642 121.88642 125.735756 255;0;0;0 0 2 104.58909916450193 -108.80807792903943 120.71620504872999 -101.60081307397377 137.1274574314366 -55.86044518455856 121.76124369921399 -29.330668847533616 104.2042661855935 -39.50023318438707 87.05765649290288 -81.0787006534606 104.58909916450193 -108.80807792903943 7 71.36069727992162 -138.36951396803397 74.07433893369671 -122.18563011080823 111.68308960955483 -106.23816985799795 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132.60421537815455 -140.41021072633157 2 76.28112577854517 -141.03521072633157 131.30676054417017 -141.03521072633157 2 77.4348428195608 -141.66021072633157 130.00945829807642 -141.66021072633157 2 78.58855986057642 -142.28521072633157 128.71200346409205 -142.28521072633157 2 79.74212431370142 -142.91021072633157 127.4147012179983 -142.91021072633157 2 80.89584135471705 -143.53521072633157 126.11724638401392 -143.53521072633157 2 82.04940580784205 -144.16021072633157 124.81994413792017 -144.16021072633157 2 83.20312284885767 -144.78521072633157 123.5224893039358 -144.78521072633157 2 84.3568398898733 -145.41021072633157 122.22518705784205 -145.41021072633157 2 85.5104043429983 -146.03521072633157 120.92773222385767 -146.03521072633157 2 86.66412138401392 -146.66021072633157 119.63042997776392 -146.66021072633157 2 87.81783842502955 -147.28521072633157 118.33297514377955 -147.28521072633157 2 88.97140287815455 -147.91021072633157 117.0356728976858 -147.91021072633157 2 90.12511991917017 -148.53521072633157 115.73821806370142 -148.53521072633157 2 91.27868437229517 -149.16021072633157 114.44091581760767 -149.16021072633157 2 92.4324014133108 -149.78521072633157 113.1434609836233 -149.78521072633157 2 93.58611845432642 -150.41021072633157 111.84615873752955 -150.41021072633157 2 94.73968290745142 -151.03521072633157 110.54870390354517 -151.03521072633157 2 95.89339994846705 -151.66021072633157 109.25140165745142 -151.66021072633157 2 97.04696440159205 -152.28521072633157 107.95394682346705 -152.28521072633157 2 98.20068144260767 -152.91021072633157 106.6566445773733 -152.91021072633157 2 99.3543984836233 -153.53521072633157 105.35918974338892 -153.53521072633157 2 100.5079629367483 -154.16021072633157 104.06188749729517 -154.16021072633157 2 101.66167997776392 -154.78521072633157 102.7644326633108 -154.78521072633157 2 d5a8325a-5bf3-45a2-1c32-1a54a0d1a10e 69663e7d-f412-4b90-ba83-520c906eaeec Geometry Prepares parts for nesting: separates outlines (with holes) from attached attributes; optional simplify, convex hull and copies. 6fd83766-82bc-46aa-8786-df9d19fa6d96 Geometry Geometry 414 154 147 124 486 216 6 ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 cb95db89-6165-43b6-9c41-5702bc5bf137 2e3ab970-8545-46bb-836c-1c11e5610bce 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 2 8ec86459-bf01-4409-baee-174d0d2b13d0 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 2 Closed curves OR planar surfaces (cast per type internally). If geometries have holes, create a data-tree first. Place each element into indivdual branch. Otherwise the algoritm will try to order polylines by checking possible holes. feaa0cc6-e733-4d65-ba3f-15b04b1bfb1b Outlines Outlines false 5c771139-b719-4d16-89aa-efd4b52623ba 1 416 156 55 20 445 166 segment divisions 0 = KEEP ALL vertices (no simplification - best for nesting fine outlines) x>0 divides by distance x<0 max 3 points per sub-segment (merges colinear within 10deg) c6ed3873-d59e-4407-b176-57f30ed245d2 Simplify Simplify true 74d697bf-462d-4abd-8ab3-37ff2441bb91 1 416 176 55 20 445 186 1 1 {0} -100 Replace each outline with its convex hull c72a2089-fcdc-4276-a4e6-3c48e61b8af7 Hull Hull true 0 416 196 55 20 445 206 1 1 {0} false 1 Number of copies per part e6afeca7-3b26-42f1-b3fe-0d91e2d4ba37 Copies Copies true 972182ab-a01d-4108-baaf-c58c4d7d37ea 1 416 216 55 20 445 226 Clearance offset for NESTING only (model units; 0 = OFF, fast). Parts: outer grows / holes shrink so placed parts keep this gap. The ORIGINAL curves are still what get placed/output. fa80e9f5-9509-4bd5-a2c6-44f8339c4640 Offset Offset true f9d84f31-e38b-4d07-a13a-8c099dae9e20 1 416 236 55 20 445 246 1 1 {0} 0 2 Additional geometry: points, lines, surfaces, meshes... Use data-tree, one list of additional geometry per branch.. db515621-8d25-4f4d-bd0c-547253f06d14 Attributes Attributes true 0 416 256 55 20 445 266 1 Prepared parts ready for nesting 3fb2cc4c-9744-43ba-a821-6a95c1bb38d5 Geometry Geometry false 0 501 156 58 60 530 186 2 Outline border curves per part 57884555-cb69-4e35-9269-44b23af2aa20 Borders Borders false 0 501 216 58 60 530 246 11e19ce6-e1a3-47b1-9a91-ecc987d1dfca 69663e7d-f412-4b90-ba83-520c906eaeec Sheets Defines the sheets to nest onto (with optional holes) from closed polylines; supports gap, rows and copies. 698599c0-c3e2-49a8-bd4d-0defcdbf8998 Sheets Sheets 421 23 137 104 488 75 5 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 2 8ec86459-bf01-4409-baee-174d0d2b13d0 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 2 Closed sheet polylines, with optional holes. 53087105-bcee-4fd4-ae36-2f80c3955ad3 Polylines Polylines false 9a04947f-f86c-40cd-83ec-1e8586c379d2 1 423 25 50 20 449.5 35 1 Gap between sheets. 6e21dcb0-bbc5-4a69-937b-0636199cac50 Gap Gap true bbdba4c0-2bd5-45eb-9596-b48e90b20778 1 423 45 50 20 449.5 55 1 1 {0} 0.1 1 Number of sheets per row before partitioning. 6bba9400-d226-45a0-8713-a49dc81424b6 Rows Rows true 2e2352a5-17b8-46ce-b2f2-26a7f0134227 1 423 65 50 20 449.5 75 Number of copies of the same sheet. b535a13d-2abb-4b69-bfae-52c942b8d55d Copies Copies true d38c7716-ec27-4833-9377-6048d94093c8 1 423 85 50 20 449.5 95 Inward MARGIN for nesting (model units; 0 = OFF, fast). Parts keep this setback from the sheet edge; any sheet holes grow by it. dafb6ecd-da9c-4a6f-92ad-549cb4fc1fd7 Offset Offset true 589604d6-cd19-4cac-a07f-f2392fd542fd 1 423 105 50 20 449.5 115 1 1 {0} 0 OpenNest nest_sheets data type. a168981f-c314-428e-be8a-de84e5437f4b Sheets Sheets false 0 503 25 53 50 529.5 50 2 Generated sheet outline polylines. 741d6521-ff83-4243-b8ef-4a7f53af1eec Polylines Polylines false 0 503 75 53 50 529.5 100 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 589604d6-cd19-4cac-a07f-f2392fd542fd Number Slider false 0 218 112 190 20 218.21666 112.725945 3 1 1 1000 1 0 3 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values f9d84f31-e38b-4d07-a13a-8c099dae9e20 Number Slider false 0 214 229 166 20 214.62025 229.60277 3 1 1 1000 1 0 20 55f51cca-4e86-4498-8fce-38abbe131c8c 69663e7d-f412-4b90-ba83-520c906eaeec OpenNest2 Nests parts onto sheets with the no-fit-polygon genetic solver, keeping each part's attributes. Feed it the Sheets and Geometry components. af38bcc4-b5c4-4ac9-abaa-7a9da3a20121 OpenNest2 OpenNest2 1 1 MecSoft_Font-1 1 10 8 1 10 30 0 false 621 68 162 168 693 140 From OpenNest tab, use component Sheets. 1a62ee3b-a508-4a44-9dcf-f88f4f3275d2 Sheets Sheets false a168981f-c314-428e-be8a-de84e5437f4b 1 623 70 55 35 652 87.5 From OpenNest tab, use component Geometry. 593561be-ff4b-46ce-a88e-544065c2c72b Geometry Geometry false 3fb2cc4c-9744-43ba-a821-6a95c1bb38d5 1 623 105 55 35 652 122.5 GA generations to evolve. Each generation evaluates the whole population and keeps the best, so the result improves over generations. ~10-40 typical (a live orange preview tightens as it runs; press ESC to stop and keep the best). Pair with the 'population' option (default 10). a4818fe7-77ca-4d7e-868e-6f3a09b76ce4 Iterations Iterations true 0 623 140 55 35 652 157.5 1 1 {0} 10 Wire a Boolean Toggle. TRUE = solve now and re-solve when an input changes (background thread, live preview); FALSE = hold the last result. (Options are still edited on the component body; ESC also stops a running solve.) 2b297233-3d2b-4615-a332-99d321683446 Run Run true 619b0d4a-96ae-46ab-9220-45944316a09d 1 623 175 55 35 652 192.5 1 1 {0} false 2 Polylines representing sheets. true e454c8d5-5f6b-47c3-967e-9ed56caa9d5f Sheets Sheets false 0 708 70 73 20 744.5 80 2 Placed part outline curves. true f87d6536-8f8f-42eb-826d-7f730f92a88a Borders Borders false 0 708 90 73 20 744.5 100 2 All placed geometry, grouped per sheet. true 1b5d304a-e2fe-45a4-a010-6863acde82bb All Geo All Geometry false 0 708 110 73 20 744.5 120 2 Move/rotate transform placing each part. d4164a16-2fdb-4b95-b8ad-246cd0dca4d3 Transforms Transforms false 0 708 130 73 20 744.5 140 2 Sheet index each part landed on. c0f3d45d-28e2-4f97-a274-30584181d31b Sheet Id Sheet Id false 0 708 150 73 20 744.5 160 2 Sheet-number labels as text curves. true 23dee78b-85dd-4aab-8f61-ed820702acdf Sheet Txt Sheet Txt false 0 708 170 73 20 744.5 180 2 Attribute geometry carried with each part. true f78cfd69-74f2-4abf-812f-add780d82485 Attributes Attributes false 0 708 190 73 20 744.5 200 2e78987b-9dfb-42a2-8b76-3923ac8bd91a Boolean Toggle Boolean (true/false) toggle 619b0d4a-96ae-46ab-9220-45944316a09d Boolean Toggle Toggle false 0 false 468 307 104 22 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