0 2 2 1 0 8 c1f46f62-14a5-4965-a0b1-5c4c6563c201 Shaded Selection 1 100;150;0;0 100;0;150;0 639162675949008481 false opennest2.ghx 0 58 242 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 15 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 01cdcbbb-50b9-4b54-bcab-e2b93d44f35a Number Slider false 0 44 104 166 20 44.30751 104.22778 3 1 1 10 0 0 1 c9785b8e-2f30-4f90-8ee3-cca710f82402 Entwine Flatten and combine a collection of data streams true 1ad34acc-52c1-4ddf-bfa4-59432ffb96ce Entwine Entwine 120 151 79 104 165 203 5 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 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 01b04302-35db-4400-99cc-bf5c9b0a2d33 false Branch {0;0} {0;0} true dbdc51fb-ccf6-431a-be01-da227ff3bc04 1 122 153 28 20 137.5 163 2 Data to entwine 4bc07f45-7bff-4f0a-b0eb-d080440c08f7 false Branch {0;1} {0;1} true 1425bf9b-2a4d-47b8-b434-ddd810678fdd 1 122 173 28 20 137.5 183 2 Data to entwine 716e587b-d67d-44c9-a371-79f1aad71304 false Branch {0;2} {0;2} true 5ac455a1-f475-4a1b-aff8-0211fa2faccb 1 122 193 28 20 137.5 203 2 Data to entwine fdbddf9a-6630-4ff1-b77d-14ba7dab7e28 false Branch {0;3} {0;3} true 3468554c-8c0e-43bf-bfaa-98f49013fff3 1 122 213 28 20 137.5 223 2 Data to entwine 8db818ae-64fa-4552-bf55-7daf1e4cd5ba false Branch {0;4} {0;4} true 4c1da6ac-4e15-4133-bd52-0c592a726fcf 1 122 233 28 20 137.5 243 Entwined result 2c6e0a1e-b448-4358-8f7d-09bf236bbdee Result R false 0 180 153 17 100 188.5 203 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true dbdc51fb-ccf6-431a-be01-da227ff3bc04 Curve Crv false 0 50 154 50 20 75.766205 164.62868 1 2 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFhmw4Xruqfm5qSVFlXoB+TmVOZl5qc6lRWWpLEAF7GUQC7kSi5IzMstSjVNyOfMLUvPySouSillSEksSQYo4ODiYQG4VUGdgMAI5vEmYh5MZyOAHEV+BmOlXPRPDS6i/fv9nYhCBsp9due7n/vKy4P6nDALNjEof/Obsvv0HKL8RKi/ACiTWlTs91pDsdhDTDvU74tZ5ACrH4MnN4euiuASnuH8zw2GvynK4OMwcXOLo5oDshoHdt/I0vmyd5bBzec75xr0LHMRElzyullgH5W9wAPm0bH/go//1TA0wPdxI+gkDAAAAAP//AwA= 5 00000000-0000-0000-0000-000000000000 -1 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YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFhmw4Xruqfm5qSVFlXoB+TmVOZl5qc6lRWWpLEAF7GUQC7kSi5IzMstSjVNyOfMLUvPySouSillSEksSQYo4ODiYQG4VUGdgMAI5vEmYh5MZyOAHEV+BmOlXPRPDS6i/fv9nYhCBsp9due7n/vKy4P6nDALNjEof/Obsvv0HKL8RKi/ACiRun7r6hodrmUP+soVreN61HYDKMXwQzNlcV7gSp7jYGZ4Q1/UtcHGYObjE0c0B2Q0DKyw2mfRZVztEvb39VGZnvQOjsHtvaFUvlN/vAPKplv3DB//rmRpgeriR9BMGAAAAAP//AwA= 5 00000000-0000-0000-0000-000000000000 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true 3468554c-8c0e-43bf-bfaa-98f49013fff3 Curve Crv false 0 50 215 50 20 75.42551 225.0021 1 1 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFhmw4Xruqfm5qSVFlXoB+TmVOZl5qc6lRWWpLEAF7GUQC7kSi5IzMstSjVNyOfMLUvPySouSillSEksSQYo4ODiYQG4VUGdgMAI5vEmYh5MZyOAHEV+BmOlXPRPDS6i/fv9nYhCBsp9due7n/vKy4P6nDALNjEof/Obsvv0HKL8RKi/ACiQCO56xMUWudHjZUq69XKnpAFSOQULp+xXZotU4xc0WMZl6Lq2Gi8PMwSWObg7IbhiwONdScO9EgcMV08JJjzMqHdiYqhkfSrRC+Z0OIJ9OaLn94389UwNMDzeSfsIAAAAA//8DAA== 5 00000000-0000-0000-0000-000000000000 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values e6ee7a90-160f-4a3b-b064-c576a56aaa99 Panel false 0 0 1 25 25 25 4 47 277 158 112 0 0 0 47.536713 277.63568 255;255;255;255 true true false false false true d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves true 4c1da6ac-4e15-4133-bd52-0c592a726fcf Curve Crv false 0 49 233 50 20 74.78305 243.24084 1 1 {0} -1 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 5 00000000-0000-0000-0000-000000000000 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves 208bcc41-7787-4e21-8aa2-c53b2bb2fd22 Curve Crv false 0 45 45 50 20 70.54874 55.31505 1 1 {0} -1 YmBkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erYWesaGekZmhkZmeobGJsaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFhmw4Xruqfm5qSVFlXoB+TmVOZl5qc6lRWWpLEAF7GUQC7kSi5IzMstSjVNyOfMLUvPySouSillSEksSQYo4ODiYQG4VUGdgMAI5vEmYh5MZyOAHEV+BmOlXPRPDS6i/fv9nYhCBsp9due7n/vKy4P6nDALNjEof/Obsvv0HKL8RKi/ACiQy7/QliYcuc9BVE3Qz9Y05AJVjEA4r4Klx3IZTPC8tJl3ff7YDTBxmDi5xdHNAdsPA3vOB2x7oLnMQdpPg+hi9yeGTrmPqw6K9UP4hB5BPy+SuOf+vZ2qA6eFG0k8YAAAAAP//AwA= 5 00000000-0000-0000-0000-000000000000 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 d5385ccc-4c6b-463a-a87f-f70360bb5d6a 379 Sketch Sketch 36.238037 -139.93701 121.88642 125.735756 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-115.28080093629251 2 60.17770933567408 -115.90580093629251 69.78464292942408 -115.90580093629251 2 61.16830992161158 -116.53080093629251 68.2705132907522 -116.53080093629251 2 62.15891050754908 -117.15580093629251 66.75638365208033 -117.15580093629251 2 63.149663681377206 -117.78080093629251 65.24225401340846 -117.78080093629251 2 128.21726011692408 -91.53080093629251 129.99323057590846 -91.53080093629251 2 126.74326109348658 -92.15580093629251 131.14938902317408 -92.15580093629251 2 125.26926207004908 -92.78080093629251 132.3055474704397 -92.78080093629251 2 123.7954156345022 -93.40580093629251 133.46170591770533 -93.40580093629251 2 122.3214166110647 -94.03080093629251 134.61786436497096 -94.03080093629251 2 120.84757017551783 -94.65580093629251 135.7741754001272 -94.65580093629251 2 119.37357115208033 -95.28080093629251 136.93033384739283 -95.28080093629251 2 117.89972471653346 -95.90580093629251 138.08649229465846 -95.90580093629251 2 116.42572569309596 -96.53080093629251 139.24265074192408 -96.53080093629251 2 114.95187925754908 -97.15580093629251 140.3988091891897 -97.15580093629251 2 113.47788023411158 -97.78080093629251 141.55496763645533 -97.78080093629251 2 112.00388121067408 -98.40580093629251 142.71127867161158 -98.40580093629251 2 110.5300347751272 -99.03080093629251 143.8674371188772 -99.03080093629251 2 109.0560357516897 -99.65580093629251 145.02359556614283 -99.65580093629251 2 107.58218931614283 -100.28080093629251 146.17975401340846 -100.28080093629251 2 106.10819029270533 -100.90580093629251 147.33591246067408 -100.90580093629251 2 104.63434385715846 -101.53080093629251 148.4920709079397 -101.53080093629251 2 103.16034483372096 -102.15580093629251 149.64822935520533 -102.15580093629251 2 101.68634581028346 -102.78080093629251 150.80454039036158 -102.78080093629251 2 100.21249937473658 -103.40580093629251 151.9606988376272 -103.40580093629251 2 98.73850035129908 -104.03080093629251 153.11685728489283 -104.03080093629251 2 97.2646539157522 -104.65580093629251 154.27301573215846 -104.65580093629251 2 95.7906548923147 -105.28080093629251 155.42917417942408 -105.28080093629251 2 94.31680845676783 -105.90580093629251 156.5853326266897 -105.90580093629251 2 92.84280943333033 -106.53080093629251 157.74149107395533 -106.53080093629251 2 91.58701109348658 -107.15580093629251 158.0239312595022 -107.15580093629251 2 91.4821832126272 -107.78080093629251 157.87347959934596 -107.78080093629251 2 91.37750791965846 -108.40580093629251 157.7230279391897 -108.40580093629251 2 91.27268003879908 -109.03080093629251 157.57257627903346 -109.03080093629251 2 91.1678521579397 -109.65580093629251 157.4221246188772 -109.65580093629251 2 91.06302427708033 -110.28080093629251 157.27182554661158 -110.28080093629251 2 90.95819639622096 -110.90580093629251 157.12137388645533 -110.90580093629251 2 90.8535211032522 -111.53080093629251 156.97092222629908 -111.53080093629251 2 90.74869322239283 -112.15580093629251 156.82047056614283 -112.15580093629251 2 90.64386534153346 -112.78080093629251 156.67001890598658 -112.78080093629251 2 90.53903746067408 -113.40580093629251 156.51971983372096 -113.40580093629251 2 90.4342095798147 -114.03080093629251 156.3692681735647 -114.03080093629251 2 90.32953428684596 -114.65580093629251 156.21881651340846 -114.65580093629251 2 90.22470640598658 -115.28080093629251 156.0683648532522 -115.28080093629251 2 90.1198785251272 -115.90580093629251 155.91791319309596 -115.90580093629251 2 90.01505064426783 -116.53080093629251 155.76761412083033 -116.53080093629251 2 89.91022276340846 -117.15580093629251 155.61716246067408 -117.15580093629251 2 89.8055474704397 -117.78080093629251 155.46671080051783 -117.78080093629251 2 89.70071958958033 -118.40580093629251 155.31625914036158 -118.40580093629251 2 89.59589170872096 -119.03080093629251 155.16580748020533 -119.03080093629251 2 89.49106382786158 -119.65580093629251 155.0155084079397 -119.65580093629251 2 89.3862359470022 -120.28080093629251 154.86505674778346 -120.28080093629251 2 89.28156065403346 -120.90580093629251 154.7146050876272 -120.90580093629251 2 89.17673277317408 -121.53080093629251 154.56415342747096 -121.53080093629251 2 89.0719048923147 -122.15580093629251 154.4137017673147 -122.15580093629251 2 88.96707701145533 -122.78080093629251 154.26340269504908 -122.78080093629251 2 89.19595884739283 -123.40580093629251 154.02567076145533 -123.40580093629251 2 90.34967588840846 -124.03080093629251 152.72836851536158 -124.03080093629251 2 91.50324034153346 -124.65580093629251 151.4309136813772 -124.65580093629251 2 92.65695738254908 -125.28080093629251 150.13361143528346 -125.28080093629251 2 93.81052183567408 -125.90580093629251 148.83615660129908 -125.90580093629251 2 94.9642388766897 -126.53080093629251 147.53885435520533 -126.53080093629251 2 96.11795591770533 -127.15580093629251 146.24139952122096 -127.15580093629251 2 97.27152037083033 -127.78080093629251 144.9440972751272 -127.78080093629251 2 98.42523741184596 -128.4058009362925 143.64664244114283 -128.4058009362925 2 99.57880186497096 -129.0308009362925 142.34934019504908 -129.0308009362925 2 100.73251890598658 -129.6558009362925 141.0518853610647 -129.6558009362925 2 101.8862359470022 -130.2808009362925 139.75458311497096 -130.2808009362925 2 103.0398004001272 -130.9058009362925 138.45712828098658 -130.9058009362925 2 104.19351744114283 -131.5308009362925 137.15982603489283 -131.5308009362925 2 105.34723448215846 -132.1558009362925 135.86237120090846 -132.1558009362925 2 106.50079893528346 -132.7808009362925 134.5650689548147 -132.7808009362925 2 107.65451597629908 -133.4058009362925 133.26761412083033 -133.4058009362925 2 108.80808042942408 -134.0308009362925 131.97031187473658 -134.0308009362925 2 109.9617974704397 -134.6558009362925 130.6728570407522 -134.6558009362925 2 111.11551451145533 -135.2808009362925 129.37555479465846 -135.2808009362925 2 112.26907896458033 -135.9058009362925 128.07809996067408 -135.9058009362925 2 113.42279600559596 -136.5308009362925 126.78079771458033 -136.5308009362925 2 114.57636045872096 -137.1558009362925 125.48334288059596 -137.1558009362925 2 115.73007749973658 -137.7808009362925 124.1860406345022 -137.7808009362925 2 116.8837945407522 -138.4058009362925 122.88858580051783 -138.4058009362925 2 118.0373589938772 -139.0308009362925 121.59128355442408 -139.0308009362925 2 119.19107603489283 -139.6558009362925 120.2938287204397 -139.6558009362925 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. c48efedf-ee48-49fb-bf10-85cdc1b7caa5 Geometry Geometry 283 182 147 124 355 244 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. 3af0b57f-af8d-42e0-9b69-e11ca05ed7b0 Outlines Outlines false 2c6e0a1e-b448-4358-8f7d-09bf236bbdee 1 285 184 55 20 314 194 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) 72efaa09-87bb-4ca0-bd11-8a8ad9273ea1 Simplify Simplify true 0 285 204 55 20 314 214 1 1 {0} -100 Replace each outline with its convex hull ee94e368-39af-4dbc-9acd-46954d34e180 Hull Hull true 0 285 224 55 20 314 234 1 1 {0} false 1 Number of copies per part 7bf3f964-0eab-4367-a499-262b1da7aad1 Copies Copies true e6ee7a90-160f-4a3b-b064-c576a56aaa99 1 285 244 55 20 314 254 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. e515d8ed-3019-4000-8d7e-7f7bc3e0acd7 Offset Offset true 0 285 264 55 20 314 274 1 1 {0} 0 2 Additional geometry: points, lines, surfaces, meshes... Use data-tree, one list of additional geometry per branch.. c0c5b937-85a9-4bc0-96f4-c5b332710042 Attributes Attributes true 0 285 284 55 20 314 294 1 Prepared parts ready for nesting 193c3298-4403-47f6-9f4b-93651d7ddbaa Geometry Geometry false 0 370 184 58 60 399 214 2 Outline border curves per part db51c5d4-4b1d-46f0-b0df-3921a014441b Borders Borders false 0 370 244 58 60 399 274 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. 9af739e6-abfc-43d3-b77d-80ffea82f858 Sheets Sheets 279 43 137 104 346 95 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. bb8ae8bd-5d53-40a9-a8ed-49b7b939de4f Polylines Polylines false 208bcc41-7787-4e21-8aa2-c53b2bb2fd22 1 281 45 50 20 307.5 55 1 Gap between sheets. 2a14d34a-1239-4d2f-9ccf-4921c9f48b07 Gap Gap true 0 281 65 50 20 307.5 75 1 1 {0} 0.1 1 Number of sheets per row before partitioning. 953a65f7-0918-42e5-bdd3-993a793cb709 Rows Rows true 0 281 85 50 20 307.5 95 Number of copies of the same sheet. 1f8ddbe0-8aa9-4bb2-b6da-0a6f63868a6b Copies Copies true 01cdcbbb-50b9-4b54-bcab-e2b93d44f35a 1 281 105 50 20 307.5 115 Inward MARGIN for nesting (model units; 0 = OFF, fast). Parts keep this setback from the sheet edge; any sheet holes grow by it. 0b362b74-bad0-4154-85be-e6a5fded7104 Offset Offset true 0 281 125 50 20 307.5 135 1 1 {0} 0 OpenNest nest_sheets data type. f5271734-bf25-4d89-81ec-99c7ccc03123 Sheets Sheets false 0 361 45 53 50 387.5 70 2 Generated sheet outline polylines. 5f2fe588-610d-49ee-9524-0472806f49cf Polylines Polylines false 0 361 95 53 50 387.5 120 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. da40c974-1939-4061-b49e-5a307a436eae OpenNest2 OpenNest2 1 1 MecSoft_Font-1 1 10 8 1 10 30 0 false 527 68 162 168 599 140 true From OpenNest tab, use component Sheets. 0d59db9b-8caf-4e55-8587-ad3c4f460751 Sheets Sheets false f5271734-bf25-4d89-81ec-99c7ccc03123 1 529 70 55 35 558 87.5 true From OpenNest tab, use component Geometry. 7ba47e7d-c36e-4d40-a0bf-759495503893 Geometry Geometry false 193c3298-4403-47f6-9f4b-93651d7ddbaa 1 529 105 55 35 558 122.5 true 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). 8bd347d2-8fe1-4245-8b35-dd6f6a7f6f53 Iterations Iterations true 0 529 140 55 35 558 157.5 true 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.) ff5c8511-1f78-4e09-9fea-364b56545bcb Run Run true a14ef670-c0ba-444e-997e-40a8225b2c2d 1 529 175 55 35 558 192.5 true 1 1 {0} false 2 Polylines representing sheets. true 6777b99e-9f5f-4a85-86d3-0f210760b57c Sheets Sheets false 0 614 70 73 20 650.5 80 true 2 Placed part outline curves. true 6f76fd82-f638-4df1-971f-e4b36a84b49b Borders Borders false 0 614 90 73 20 650.5 100 true 2 All placed geometry, grouped per sheet. true 3281af02-a351-43cf-aa95-c4edf5bfc108 All Geo All Geometry false 0 614 110 73 20 650.5 120 true 2 Move/rotate transform placing each part. d20b0687-a78c-4ed8-a158-b500e6a8969d Transforms Transforms false 0 614 130 73 20 650.5 140 true 2 Sheet index each part landed on. a89ed9e4-44dd-404f-80e4-b576250400fc Sheet Id Sheet Id false 0 614 150 73 20 650.5 160 true 2 Sheet-number labels as text curves. true f00a9aa2-06fb-4763-a00a-c69e7eb67102 Sheet Txt Sheet Txt false 0 614 170 73 20 650.5 180 true 2 Attribute geometry carried with each part. true 255eb749-920f-4f71-aea6-6cc7716eb895 Attributes Attributes false 0 614 190 73 20 650.5 200 true 2e78987b-9dfb-42a2-8b76-3923ac8bd91a Boolean Toggle Boolean (true/false) toggle a14ef670-c0ba-444e-997e-40a8225b2c2d Boolean Toggle Toggle false 0 true 317 325 104 22 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