0 2 2 0 9 76 56b0c741-29c1-406f-9cf4-d9dd25c66b62 Shaded Selection 1 150;150;0;0 150;0;150;0 633782553223710000 Strip Canopy_Design.ghx 0 -207 43 0.327679962 0 0 0 97 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 3 150;139;240;89 A group of Grasshopper objects c4dfb335-35d8-477a-9d99-d48019d014ac 274bf3b8-41d8-428c-afbb-f38d3c6927e5 c5fead47-eb3e-46dd-b738-2e40a9e61d69 223374fa-7733-4751-9b22-31e74beb6601 1330b280-7785-4362-93aa-107683f811ff 36601055-4e2d-468d-a377-b584f56e3a40 8695d0dd-7de9-4284-adf9-5168e54e9d9a 83e7d83b-81f8-4753-adb0-de15b19b0d4b d2f07636-b285-4342-a89c-87eacc42e461 8fe23c51-da06-4fed-ad5d-f8060b753e9a 71a99bb3-e611-47e3-b502-d499e7483d04 d7a372f4-1516-4ab7-a23f-cc947c4fe998 fa442ef8-2d49-4c5b-adc2-0f77ad950bab 0dc2957e-3a9e-49c9-b02a-4a7cf10ff493 dae4b68a-4e7d-4f8b-8da8-731cc867077b 4d8d89e2-5ac9-4081-9eab-cdd5fd99babe b72036de-7748-41ca-8266-21e800ce2d32 7bb3e277-4da8-47b2-9904-8cbb07887f45 e62c00a1-7607-40a9-9231-2d23170e5890 4feae977-2bdc-4097-a052-4ded7600f09e 20 6b711286-c74d-4378-8ad7-7ffb3cb0feb5 Group Strip manipulation c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 3 150;170;135;255 A group of Grasshopper objects 8d36d0e3-482e-4ec0-bcbb-3c1eb81246ff 15397b21-4ef6-4f02-818a-1924967c27bc e490336c-2484-4466-96a8-c8305f6b58be cbf45ae5-39b2-4f50-b125-86b6e875b218 db60235c-9c4a-49b6-9b9d-bea942219313 8d552640-da87-4dcd-8bdf-85de441c4221 409030df-0fb7-4465-ae21-98d3455ccb4c 0b7a7d57-2d47-4607-a15b-aa4f6e344044 2d76177b-cbe2-4b43-8da6-097c19b92c27 fc63d821-6538-4daf-884c-f93d6c8a4467 078081aa-e906-4ecb-8cbd-3f7cf560039c dad1e9c2-7dcd-4b9d-98ed-2f0ca89bbb72 4375daa5-5034-481a-8d31-bf6484bd78f1 6b3502a0-666d-4124-9f4f-7484b8f008c2 cbdfd209-01e9-43d0-9f04-0693df5afba0 072e20d1-1823-4026-b501-f84966facca4 fb64400a-4e08-4240-8e50-4048e462ea38 d3010af9-a716-41e5-b842-f499dcbd788a 50a97506-ba9e-4e8e-b16f-715e9e15c62b a04bf667-68af-4fc9-a31b-33ce78ff4634 e3d18da5-5ab8-47fe-940d-92a9b9e5d6df a65aca1e-503d-4cb9-8cf7-4bd873e93fe9 c01873c1-7759-4604-840d-0bd5ad1e0e1a 421511df-f35b-4d5a-aadc-9d5bf3dcb7c1 63654979-48f5-4547-ba62-d92415ba248d bb82ce29-300b-4ac0-9ec9-185013b9ce5d 230293fc-fce4-49e6-82ca-5ee28d5b9bfa f36ee4bd-b5a6-4a69-b389-7ff725b4b02f 4844d8ff-e5db-4037-b5c2-9b6d8c519b15 5b453130-f7e4-42f7-8212-ddadf9f11cea ffd73f79-759a-4660-9fd6-1382417a9c25 802e4b28-866e-4cf4-bca6-28ba433bfedf 53284e54-344c-455a-8420-e4db105927af f22be4c7-9d8c-43d8-8cdd-52354957b517 a76d8468-e790-415a-8859-0fd5d4a87a4b 4c723b78-7952-4074-acd4-f34661b310ff 2c77dcb0-ad8a-4c37-94db-4261533e0ed0 65c20183-fabe-4109-b489-b379b23a8f0c 8bfb1a65-8da0-4c16-ad7d-bd5130946cda 172bdead-d81f-42dd-8a6f-a1565bf7c3b2 912690f5-53fd-4d2e-a3d1-985b5b483f3e 22086294-35ef-4ea4-9f9b-ef211b476944 b1bce052-be7c-498e-a07e-4b3c52d0e56b 7437cf87-bb8a-44aa-8586-f475cea0a884 44dfb68e-5c8b-4b63-94cc-1948d4970999 8e97c778-52c9-46f1-bc6f-9a79941e3fa2 ccbfaf81-5174-479b-948c-7ce0d28e3d0d 935f1fe5-c688-45ce-a56b-e77937c78ca7 c7b701b0-cf36-4582-8567-72f9ec408744 a52ae21d-a8f1-4a96-89d1-b23a92ec2060 c60b1c30-5354-4cd9-a2e1-d518ee9a1c62 759d61f6-e639-4af0-b147-077d8fce3770 af3e9863-6463-4384-a1e7-c98e6271ebc6 124fdfa9-27d4-40a4-bb36-5b3c30d88c0c e7d5e89e-6826-4e82-ba66-a14308eaf9a7 f1d9312f-2be6-4935-b960-6d0f3ce23490 3350be92-8a4d-4453-bc05-93b39dc96fba 5bad9c71-1945-483e-94f9-2631c6e040cc 7ff80a03-cac0-4ca7-8366-8931d16f3001 b0d04d04-4db3-43fa-b487-4d8541b8ccd4 f6427f12-2ca5-4770-8560-806066fc0e52 61 5e9971db-0b36-40d6-bc02-38e002320543 Group Strip Generation d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Represents a collection of 3D Curves true ac50839e-a286-4ab4-b002-6b8bee87b80f Curve Crv_1 false true 0 899 1001 69 24 943.547 1013.759 1 1 {0} -1 3d049421-88ba-42d8-bea6-dd7a588d2c41 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Represents a collection of 3D Curves true b998f374-cbdb-4050-82b9-d2a98b823e29 Curve Crv_2 false true 0 899 1025 69 24 943.076 1037.388 1 1 {0} -1 7f292aa1-9c4f-423b-98f5-ba9f6c849aa7 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line Create a line between two points. true 8d36d0e3-482e-4ec0-bcbb-3c1eb81246ff Line Ln 1526 1042 63 44 1557 1064 Line start point 5cce6d4f-3a93-4542-82d9-ce83649bc273 Point A A false 7d361799-fb5d-4b46-abce-9c7b06b6c1f8 1 1528 1044 14 20 1536.5 1054 Line end point b9676e76-cbdc-4dd1-a88e-09be8fe28387 Point B B false 79c2cf20-d2c5-406c-9985-307f02a91e96 1 1528 1064 14 20 1536.5 1074 Line segment 955f4b3b-ac1a-4d42-938a-74545bd121b5 Line L false 0 1572 1044 15 40 1579.5 1064 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide a curve into equal length segments true 15397b21-4ef6-4f02-818a-1924967c27bc Divide Curve Divide 1883 1076 65 64 1915 1108 Curve to divide 3f4ca1a3-8682-47e5-a30e-8615816750f0 Curve C false 3d560ba9-2a5c-4c97-bafa-33011b317cd3 1 1885 1078 15 20 1894 1088 Number of segments 1146ac3c-4af8-4361-a6ce-e0ac8637d26c Number N false 06aca273-5a55-45c0-a300-61c7c9d21e53 1 1885 1098 15 20 1894 1108 1 1 {0} 10 Split segments at kinks 9058cbf7-272f-416e-bca3-4e9fd97f2ea0 Kinks K false 0 1885 1118 15 20 1894 1128 1 1 {0} false 1 Division points e62189f3-d1e8-4f62-b778-19f6b91c535f Points P false 0 1930 1078 16 20 1938 1088 1 Tangent vectors at division points b247db9c-b862-42dc-bc2e-f2bd3da5a2c7 Tangents T false 0 1930 1098 16 20 1938 1108 1 Parameter values at division points 417a0eeb-fad8-481a-93b5-37f6ebb86916 Parameters t false 0 1930 1118 16 20 1938 1128 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 88a6173b-f36d-4675-b6fb-6b6e1d94ac65 Number Slider No_corrogation false 0 1488 1458 209 20 1488.905 1458.305 4 1 1 20 0 0 12 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide a curve into equal length segments true e490336c-2484-4466-96a8-c8305f6b58be Divide Curve Divide 1169 1041 65 64 1201 1073 Curve to divide cb94cf53-0215-4a8f-9409-2dfdec978bdf Curve C false ac50839e-a286-4ab4-b002-6b8bee87b80f 1 1171 1043 15 20 1180 1053 Number of segments eccb8cf0-bb83-48bd-b7f6-498d4b0de799 Number N false ef37862d-bf88-493d-ad5f-60e5d9a86a53 1 1171 1063 15 20 1180 1073 1 1 {0} 10 Split segments at kinks ff72e5a3-32cd-4084-b792-d61ebc0ce589 Kinks K false 0 1171 1083 15 20 1180 1093 1 1 {0} false 1 Division points 7d361799-fb5d-4b46-abce-9c7b06b6c1f8 Points P false 0 1216 1043 16 20 1224 1053 1 Tangent vectors at division points e8821e3d-8772-43dc-8df4-7219cb52ee61 Tangents T false 0 1216 1063 16 20 1224 1073 1 Parameter values at division points a024b932-5821-4305-b2f3-aef94e28a6ca Parameters t false 0 1216 1083 16 20 1224 1093 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide a curve into equal length segments true cbf45ae5-39b2-4f50-b125-86b6e875b218 Divide Curve Divide 1168 1120 65 64 1200 1152 Curve to divide 6551218e-741e-47a6-a275-894afe7012e7 Curve C false b998f374-cbdb-4050-82b9-d2a98b823e29 1 1170 1122 15 20 1179 1132 Number of segments 4eae2720-f26b-4fe7-b0e7-3e7607b73df6 Number N false ef37862d-bf88-493d-ad5f-60e5d9a86a53 1 1170 1142 15 20 1179 1152 1 1 {0} 10 Split segments at kinks 5fbd552f-545a-46ed-82e4-2983638ad0c2 Kinks K false 0 1170 1162 15 20 1179 1172 1 1 {0} false 1 Division points 79c2cf20-d2c5-406c-9985-307f02a91e96 Points P false 0 1215 1122 16 20 1223 1132 1 Tangent vectors at division points 54612368-e812-48da-92b5-05458f2660ff Tangents T false 0 1215 1142 16 20 1223 1152 1 Parameter values at division points ac963d4c-c9c9-44a8-8e12-2449c6712e10 Parameters t false 0 1215 1162 16 20 1223 1172 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 0f74a9b4-7b2a-4240-8e1c-b72caa98978c Number Slider No_strips false 0 885 1457 178 20 885.9108 1457.122 4 1 3 30 0 0 14 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values f83dd751-2d77-40ad-956a-a12554fdc672 Number Slider strip_width false 0 3773 1477 186 20 3773.056 1477.891 4 1 0 1 0 0 0.253 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values d0209fa9-c764-4230-95df-3939a40c9b36 Panel false 0 0 edge curves from site 899 946 69 52 0 0 0 899.7868 946.1479 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values db60235c-9c4a-49b6-9b9d-bea942219313 Panel false 0 0 Generating points of the strip's base curves 2064 973 598 47 0 0 0 2064.4 973.3719 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 8d552640-da87-4dcd-8bdf-85de441c4221 Panel false 0 0 strip edge curves (A) 3124 1050 178 52 0 0 0 3124.68 1050.76 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 409030df-0fb7-4465-ae21-98d3455ccb4c Panel false 0 0 strips corrogation (number of division points _ should be even) 1519 973 429 50 0 0 0 1519.056 973.4702 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 0b7a7d57-2d47-4607-a15b-aa4f6e344044 Panel false 0 0 number of strips (_edge curve division) 1168 971 309 53 0 0 0 1168.2 971.6818 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 2d76177b-cbe2-4b43-8da6-097c19b92c27 Panel false 0 0 strip edge curves (B) 3126 1187 178 52 0 0 0 3126.64 1187.76 255;255;250;90 true true true false true d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch the items in a list into two target lists. true fc63d821-6538-4daf-884c-f93d6c8a4467 Dispatch Dispatch 2060 1090 64 44 2090 1112 1 List to filter 19e5f3c1-e7d3-4ea6-abc4-7234566ecc23 List L false e62189f3-d1e8-4f62-b778-19f6b91c535f 1 2062 1092 13 20 2070 1102 1 Dispatch pattern d499bfd9-291f-4274-b979-bf9ac1ab53eb Dispatch pattern P false 0 2062 1112 13 20 2070 1122 1 2 {0} true false 1 Dispatch target for True values edda3845-199c-4988-9a4a-1c128c8db262 List A A false 0 2105 1092 17 20 2113.5 1102 1 Dispatch target for False values cbb7af2c-d49f-479c-ad66-6a0642889e4e List B B false 0 2105 1112 17 20 2113.5 1122 4fdfe351-6c07-47ce-9fb9-be027fb62186 Shift List Offset all items in a list. true 078081aa-e906-4ecb-8cbd-3f7cf560039c Shift List Shift 1671 1127 66 64 1705 1159 1 List to shift 79582589-972c-4fb4-80ec-09c32323c120 List L false 955f4b3b-ac1a-4d42-938a-74545bd121b5 1 1673 1129 17 20 1683 1139 Shift offset eeb4a19c-3598-4fa9-967f-9983ffbc9ea0 Shift S false 0 1673 1149 17 20 1683 1159 1 1 {0} 1 Wrap values cb4eed62-5bd8-45a1-8246-aa48c2602e05 Wrap W false 0 1673 1169 17 20 1683 1179 1 1 {0} false 1 Shifted list 6fef8434-bae3-41b3-98b4-1423b0a9a318 List L false 0 1720 1129 15 60 1727.5 1159 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide a curve into equal length segments true dad1e9c2-7dcd-4b9d-98ed-2f0ca89bbb72 Divide Curve Divide 1880 1188 65 64 1912 1220 Curve to divide 94574c48-984c-489f-ac21-e722bf2b8c06 Curve C false 6fef8434-bae3-41b3-98b4-1423b0a9a318 1 1882 1190 15 20 1891 1200 Number of segments b50ab307-ea85-4e11-a92d-3b87ae506a5f Number N false 06aca273-5a55-45c0-a300-61c7c9d21e53 1 1882 1210 15 20 1891 1220 1 1 {0} 10 Split segments at kinks 14396116-8a4e-4073-9992-cafc40d243f3 Kinks K false 0 1882 1230 15 20 1891 1240 1 1 {0} false 1 Division points b6233f0e-583f-4b4a-a226-f89489e71149 Points P false 0 1927 1190 16 20 1935 1200 1 Tangent vectors at division points cff4e5a5-8864-462b-97d7-227dc146e3b3 Tangents T false 0 1927 1210 16 20 1935 1220 1 Parameter values at division points 89d0a0a2-d6fc-4251-9e0f-43d4fd10ec55 Parameters t false 0 1927 1230 16 20 1935 1240 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch the items in a list into two target lists. true 4375daa5-5034-481a-8d31-bf6484bd78f1 Dispatch Dispatch 2058 1181 64 44 2088 1203 1 List to filter 38ea697f-855e-46b8-8199-9a3a5e6efbc9 List L false b6233f0e-583f-4b4a-a226-f89489e71149 1 2060 1183 13 20 2068 1193 1 Dispatch pattern d95bb101-1619-4856-9ce3-2294da683899 Dispatch pattern P false 0 2060 1203 13 20 2068 1213 1 2 {0} true false 1 Dispatch target for True values 08b6415a-c0e9-4b57-8578-af30bf7397ae List A A false 0 2103 1183 17 20 2111.5 1193 1 Dispatch target for False values 36cdfd1f-8ca3-4abe-ac82-85b1938ef795 List B B false 0 2103 1203 17 20 2111.5 1213 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line Create a line between two points. true 6b3502a0-666d-4124-9f4f-7484b8f008c2 Line Ln 2173 1137 63 44 2204 1159 Line start point f431d9df-12a8-4935-9a98-8bd62b40b95a Point A A false edda3845-199c-4988-9a4a-1c128c8db262 1 2175 1139 14 20 2183.5 1149 Line end point c91edfa8-1e4b-499d-8aaf-844c531a2e7b Point B B false 08b6415a-c0e9-4b57-8578-af30bf7397ae 1 2175 1159 14 20 2183.5 1169 Line segment acb14c59-219c-46a8-b933-8e4c34ba92d8 Line L false 0 2219 1139 15 40 2226.5 1159 cacb2c64-61b5-46db-825d-c61d5d09cc08 Sort List Sort a list of numeric keys. true 072e20d1-1823-4026-b501-f84966facca4 Sort List Sort 2953 1104 65 44 2984 1126 1 1 2 List of sortable keys Optional list of values to sort synchronously 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 8ec86459-bf01-4409-baee-174d0d2b13d0 true true Keys Values A false true 1 List of sortable keys 9577dc73-a38f-44ec-87f6-67ec41b0914c Keys K false 7b39c62a-613c-4500-81bb-aa76625336b6 1 2955 1106 14 20 2963.5 1116 1 Optional list of values to sort synchronously 67f2efef-d045-4910-bde4-26e20845b991 Values A A true 9f3a58e1-6fd5-4dc3-b455-90b65d27c6a9 1 2955 1126 14 20 2963.5 1136 1 Sorted keys f31f1183-9eef-4196-89a1-474f0ca83e3f List K false 0 2999 1106 17 20 3007.5 1116 1 Synchronous values in A 206042fe-5b8c-444e-a593-576badd6ac3a false Values A A false 0 2999 1126 17 20 3007.5 1136 a50fcd4a-cf42-4c3f-8616-022761e6cc93 Decompose Decompose a vector into its component parts. fb64400a-4e08-4240-8e50-4048e462ea38 Decompose vComp 2809 1047 65 64 2840 1079 Input vector b406949d-f31c-4b32-8ad8-0b40e94c4824 Vector V false 9f3a58e1-6fd5-4dc3-b455-90b65d27c6a9 1 2811 1049 14 60 2819.5 1079 Vector {x} component 7b39c62a-613c-4500-81bb-aa76625336b6 X component X false 0 2855 1049 17 20 2863.5 1059 Vector {y} component 68859d37-e42e-4416-9be3-451da70e847c Y component Y false 0 2855 1069 17 20 2863.5 1079 Vector {z} component fc8d3762-d0aa-453f-9e41-c54889aa816d Z component Z false 0 2855 1089 17 20 2863.5 1099 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Create an interpolated curve through a set of points. true d3010af9-a716-41e5-b842-f499dcbd788a Interpolate IntCrv 3186 1105 67 64 3218 1137 1 Interpolation points 854a0103-6a5e-42f6-8987-c6371d5f6c1d Vertices V false 206042fe-5b8c-444e-a593-576badd6ac3a 1 3188 1107 15 20 3197 1117 Curve degree 1c21c48c-4aab-41d8-ab6b-2978f526ca08 Degree D false 63654979-48f5-4547-ba62-d92415ba248d 1 3188 1127 15 20 3197 1137 1 1 {0} 3 Periodic curve 86fe1155-76cb-4bac-8134-734b48a5b09a Periodic P false 0 3188 1147 15 20 3197 1157 1 1 {0} false Resulting nurbs curve dddb8515-6be9-4954-8989-fb966777e308 Curve C false 0 3233 1107 18 20 3242 1117 Curve length 0622bb47-1500-4dcb-a687-ef3f623e2458 Length L false 0 3233 1127 18 20 3242 1137 Curve domain 0164ccb6-bf5b-4204-8675-97cb655b4521 Domain D false 0 3233 1147 18 20 3242 1157 932b9817-fcc6-4ac3-b5fd-c0e8eeadc53f Cull Nth Cull (remove) every Nth element in a list. true 50a97506-ba9e-4e8e-b16f-715e9e15c62b Cull Nth Cull 1673 1074 64 44 1705 1096 1 List to cull f80e049c-5236-4b51-b315-ef4c49b4bc0c List L false 955f4b3b-ac1a-4d42-938a-74545bd121b5 1 1675 1076 15 20 1684 1086 Cull frequency 9a75b4c7-8b99-4a0b-9596-5997a3152142 Cull frequency N false bb77ca5d-c11f-413d-8175-09f9bb2e335b 1 1675 1096 15 20 1684 1106 1 1 {0} 2 1 Culled list 3d560ba9-2a5c-4c97-bafa-33011b317cd3 List L false 0 1720 1076 15 40 1727.5 1096 0b7d1129-7b88-4322-aad3-56fd1036a8f6 F1 A function of a single variable; {x}. true a04bf667-68af-4fc9-a31b-33ce78ff4634 F1 F(x) 1524 1148 60 44 1553 1170 Expression to solve x+1 b9da819d-fce7-4bce-953f-2a5c96983c31 Function F false 0 1526 1150 12 20 1533.5 1160 Variable #1 97e716f9-a031-43d0-89cf-8b53e2558a8c Variable x x true ef37862d-bf88-493d-ad5f-60e5d9a86a53 1 1526 1170 12 20 1533.5 1180 Expression result bb77ca5d-c11f-413d-8175-09f9bb2e335b Result r false 0 1568 1150 14 40 1575 1170 a50fcd4a-cf42-4c3f-8616-022761e6cc93 Decompose Decompose a vector into its component parts. e3d18da5-5ab8-47fe-940d-92a9b9e5d6df Decompose vComp 2811 1165 65 64 2842 1197 Input vector ddae291c-17b6-4fa4-b9ce-5669ce41253f Vector V false 35cb162f-c7d2-423a-ba6d-73a26307f007 1 2813 1167 14 60 2821.5 1197 Vector {x} component 22e41ef3-4a48-4551-b796-508bea24ca92 X component X false 0 2857 1167 17 20 2865.5 1177 Vector {y} component 5c021ce5-5380-4435-aee2-59c81fdb1529 Y component Y false 0 2857 1187 17 20 2865.5 1197 Vector {z} component 84dc6887-6a98-4012-af39-355898ef931a Z component Z false 0 2857 1207 17 20 2865.5 1217 cacb2c64-61b5-46db-825d-c61d5d09cc08 Sort List Sort a list of numeric keys. true a65aca1e-503d-4cb9-8cf7-4bd873e93fe9 Sort List Sort 2932 1235 65 44 2963 1257 1 1 2 List of sortable keys Optional list of values to sort synchronously 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 8ec86459-bf01-4409-baee-174d0d2b13d0 true true Keys Values A false true 1 List of sortable keys dfc62ca6-1208-4d15-b1cd-c004703e323d Keys K false 22e41ef3-4a48-4551-b796-508bea24ca92 1 2934 1237 14 20 2942.5 1247 1 Optional list of values to sort synchronously 505733f2-19cb-461b-b862-88d75b13e9b7 Values A A true 35cb162f-c7d2-423a-ba6d-73a26307f007 1 2934 1257 14 20 2942.5 1267 1 Sorted keys bcb5c1ca-d4a9-45e6-b758-7f222b6d5837 List K false 0 2978 1237 17 20 2986.5 1247 1 Synchronous values in A fa5d9666-6ae9-479c-b574-72e9dec413ed false Values A A false 0 2978 1257 17 20 2986.5 1267 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Create an interpolated curve through a set of points. true c01873c1-7759-4604-840d-0bd5ad1e0e1a Interpolate IntCrv 3188 1246 67 64 3220 1278 1 Interpolation points f52f9c3c-94d0-4a9d-9988-2b83ae25f1ce Vertices V false fa5d9666-6ae9-479c-b574-72e9dec413ed 1 3190 1248 15 20 3199 1258 Curve degree c4bd4816-20c3-4f4b-88cb-226c0d8b80ed Degree D false 63654979-48f5-4547-ba62-d92415ba248d 1 3190 1268 15 20 3199 1278 1 1 {0} 3 Periodic curve f8e0eee9-34df-45ff-84eb-4e0bc90352d3 Periodic P false 0 3190 1288 15 20 3199 1298 1 1 {0} false Resulting nurbs curve 4e912675-13c5-4a21-833e-12f102c90b40 Curve C false 0 3235 1248 18 20 3244 1258 Curve length 071f225b-8e39-4dd2-a05d-74ece0088f79 Length L false 0 3235 1268 18 20 3244 1278 Curve domain de461e71-daee-44eb-8937-690afa1f24c1 Domain D false 0 3235 1288 18 20 3244 1298 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 421511df-f35b-4d5a-aadc-9d5bf3dcb7c1 Panel false 0 0 Generating strip's base curves 2810 976 494 49 0 0 0 2810.2 976.4 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 63654979-48f5-4547-ba62-d92415ba248d Panel false 0 0 3 2932 1209 52 21 0 0 0 2932.4 1209.4 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values bb82ce29-300b-4ac0-9ec9-185013b9ce5d Panel false 0 0 curve degree 2932 1185 100 21 0 0 0 2932.4 1185.4 255;255;250;90 true true true false true 962034e9-cc27-4394-afc4-5c16e3447cf9 Extrude Extrude curves and surfaces along a vector. true 230293fc-fce4-49e6-82ca-5ee28d5b9bfa Extrude Extr 4316 1260 81 44 4364 1282 Profile curve or surface b61e1c24-d9af-4fad-8177-013010484281 1 Base B false 4e912675-13c5-4a21-833e-12f102c90b40 1 4318 1262 31 20 4343 1272 Extrusion direction a3005171-08cb-461c-b3f2-02c288097864 Direction D false 4e78010e-bc05-465b-8be7-8c0d245890b1 1 4318 1282 31 20 4343 1292 Extrusion result 52e8198f-37fd-4387-9ebc-e345f49031e3 Extrusion E false 0 4379 1262 16 40 4387 1282 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude shortest_list Set the amplitude (length) of a vector. f36ee4bd-b5a6-4a69-b389-7ff725b4b02f Amplitude Amp 4179 1282 65 44 4210 1304 Base vector e0da358d-91a7-4a85-a050-b3459ea29bba Vector V false b28d5a38-c60e-4179-9049-7cf0cc191c4a 1 4181 1284 14 20 4189.5 1294 Amplitude (length) value 65a0e865-8bee-4ac8-b9f4-ca557e568f1d Amplitude A false 42072047-c33e-4271-a755-969c8c58ff53 1 4181 1304 14 20 4189.5 1314 1 1 {0} 1 Resulting vector 4e78010e-bc05-465b-8be7-8c0d245890b1 Vector V false 0 4225 1284 17 40 4233.5 1304 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 4844d8ff-e5db-4037-b5c2-9b6d8c519b15 Panel false 0 0 strips (A) 4214 1058 182 45 0 0 0 4214.4 1058.4 255;255;250;90 true true true false true 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude shortest_list Set the amplitude (length) of a vector. 5b453130-f7e4-42f7-8212-ddadf9f11cea Amplitude Amp 4176 1141 65 44 4207 1163 Base vector 27c449e7-c0f1-41ab-abfc-8cfc496a6867 Vector V false b28d5a38-c60e-4179-9049-7cf0cc191c4a 1 4178 1143 14 20 4186.5 1153 Amplitude (length) value 20e6b7aa-8829-46cd-9067-282a648d732e Amplitude A false 42072047-c33e-4271-a755-969c8c58ff53 1 4178 1163 14 20 4186.5 1173 1 1 {0} 1 Resulting vector 395957c0-9e3e-4b30-b6db-049f34384b68 Vector V false 0 4222 1143 17 40 4230.5 1163 962034e9-cc27-4394-afc4-5c16e3447cf9 Extrude Extrude curves and surfaces along a vector. true ffd73f79-759a-4660-9fd6-1382417a9c25 Extrude Extr 4317 1110 81 44 4365 1132 Profile curve or surface ed474aa1-6e6b-4926-ab94-3f324448f786 1 Base B false dddb8515-6be9-4954-8989-fb966777e308 1 4319 1112 31 20 4344 1122 Extrusion direction 9a8cb2cd-ddab-4c25-a485-5d3c7ef9bdb6 Direction D false 395957c0-9e3e-4b30-b6db-049f34384b68 1 4319 1132 31 20 4344 1142 Extrusion result 5c2c87e2-fb91-4ff9-a80d-514da4958064 Extrusion E false 0 4380 1112 16 40 4388 1132 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 802e4b28-866e-4cf4-bca6-28ba433bfedf Panel false 0 0 strips (B) 4207 1207 186 42 0 0 0 4207.4 1207.4 255;255;250;90 true true true false true d3d195ea-2d59-4ffa-90b1-8b7ff3369f69 Unit Y Unit vector parallel to the world {y} axis. 53284e54-344c-455a-8420-e4db105927af Unit Y Y 3646 1128 63 28 3675 1142 Unit multiplication 418ec149-22b1-4f31-80c6-4cd82f904a7f Factor F false 0 3648 1130 12 24 3655.5 1142 1 1 {0} 1 World {y} vector 115e89a9-93e9-46e0-be7f-e4800d22458f Unit vector V false 0 3690 1130 17 24 3698.5 1142 86866576-6cc0-485a-9cd2-6f7d493f57f7 Merge Merge two streams into one. true 9aaf4dae-8b35-4077-8a67-eeea532b5279 Merge strips 4843 1104 64 44 4874 1126 2 Input stream #1 ea6d1a80-e14c-468e-a580-0bfac9f3a92a Stream A A true 5c2c87e2-fb91-4ff9-a80d-514da4958064 1 4845 1106 14 20 4853.5 1116 2 Input stream #2 41e2a5fe-ca76-4639-8660-420128d64293 Stream B B true 52e8198f-37fd-4387-9ebc-e345f49031e3 1 4845 1126 14 20 4853.5 1136 Merged stream 3e3584d3-d639-49da-87d3-2809ce302519 Stream S false 0 4889 1106 16 40 4897 1126 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values af28001d-43d1-41f4-aa7d-cc79692c1960 Panel false 0 0 Canopy Strips !!!!!!!!!!!!!!!!!!!!!!!!!!!!! 7350 877 339 98 0 0 0 7350.33 877.1005 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values f22be4c7-9d8c-43d8-8cdd-52354957b517 Panel false 0 0 generating strips 4075 973 374 54 0 0 0 4075.8 973.4 255;255;250;90 true true true false true 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values a69bf150-b9fd-45a0-9d48-22b1039a49e3 Number Slider strip_angle false 0 3303 1477 186 20 3303.28 1477.063 4 1 0 45 0 0 0 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values a76d8468-e790-415a-8859-0fd5d4a87a4b Panel false 0 0 Generating vectors for the direction of extrusion 3488 974 467 50 0 0 0 3488.089 974.4344 255;255;250;90 true true true false true 0b7d1129-7b88-4322-aad3-56fd1036a8f6 F1 A function of a single variable; {x}. true 4c723b78-7952-4074-acd4-f34661b310ff F1 F(x) 3649 1195 60 44 3678 1217 Expression to solve Rad(x) ef9e696b-55b6-4cff-8974-5082fc68f963 Function F false 0 3651 1197 12 20 3658.5 1207 Variable #1 7afe50b8-70a1-4685-bb69-f27c43e10788 Variable x x true a69bf150-b9fd-45a0-9d48-22b1039a49e3 1 3651 1217 12 20 3658.5 1227 Expression result 7ef30dcc-faa2-419d-93b8-ab9f3c2e8e29 Result r false 0 3693 1197 14 40 3700 1217 fbac3e32-f100-4292-8692-77240a42fd1a Point Represents a collection of 3D Points true 65c20183-fabe-4109-b489-b379b23a8f0c Point attractor_point false 0 3414 808 50 24 3439.006 820.5753 1 1 {0} e6c172e7-bef6-4ca4-be4b-993f77ffc7a7 -1 0 0 point_object d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Represents a collection of 3D Curves true 8bfb1a65-8da0-4c16-ad7d-bd5130946cda Curve Crv false true 955f4b3b-ac1a-4d42-938a-74545bd121b5 1 3408 845 69 24 3452.262 857.3564 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 172bdead-d81f-42dd-8a6f-a1565bf7c3b2 Panel false 0 0 width of strips ... (height of extrusion) 3385 676 542 51 0 0 0 3385.15 676.6 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values b1bce052-be7c-498e-a07e-4b3c52d0e56b Panel false 0 0 attractor point from rhino 3385 752 206 25 0 0 0 3385.68 752.92 255;255;250;90 true true true false true 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length Measure the length of a list. true 7437cf87-bb8a-44aa-8586-f475cea0a884 List Length Lng 3700 900 61 28 3729 914 1 Base list 95445ab8-6487-4137-a7c8-0548603ae49b List L false 6774f1a0-6a22-4b38-b80b-7153925b4b87 1 3702 902 12 24 3709.5 914 Number of items in L 1597a587-8f4a-46bd-9c4b-b5f3ac1bab91 Length L false 0 3744 902 15 24 3751.5 914 932b9817-fcc6-4ac3-b5fd-c0e8eeadc53f Cull Nth Cull (remove) every Nth element in a list. true 44dfb68e-5c8b-4b63-94cc-1948d4970999 Cull Nth Cull 3794 859 64 44 3826 881 1 List to cull b6d4ef5e-5282-4568-966a-bf74618888cf List L false 6774f1a0-6a22-4b38-b80b-7153925b4b87 1 3796 861 15 20 3805 871 Cull frequency 05e7e0c0-577b-482d-b7a8-da7057aee8b8 Cull frequency N false 1597a587-8f4a-46bd-9c4b-b5f3ac1bab91 1 3796 881 15 20 3805 891 1 1 {0} 2 1 Culled list 2e3e7dce-25e0-4a92-b0d3-c430bba1a7cf List L false 0 3841 861 15 40 3848.5 881 93b8e93d-f932-402c-b435-84be04d87666 Distance Compute Euclidean distance between two point coordinates. true 8e97c778-52c9-46f1-bc6f-9a79941e3fa2 Distance Dist 3884 820 66 44 3915 842 First point be00ecd0-d0ee-4043-b8bf-adf387a79c72 Point A A false 65c20183-fabe-4109-b489-b379b23a8f0c 1 3886 822 14 20 3894.5 832 Second point 5355eabd-07ac-4df2-af64-db47ba852142 Point B B false 2e3e7dce-25e0-4a92-b0d3-c430bba1a7cf 1 3886 842 14 20 3894.5 852 Distance between A and B 2d159f68-38e0-4aed-8101-2186d360ffaa Distance D false 0 3930 822 18 40 3939 842 3e6383e9-af39-427b-801a-19ca916160fa Multiplication Multiply two numbers. ccbfaf81-5174-479b-948c-7ce0d28e3d0d Multiplication Mult 4029 1160 65 44 4060 1182 First number 829b533a-0ace-434a-b52f-48941e44ce7b First number A false 2d159f68-38e0-4aed-8101-2186d360ffaa 1 4031 1162 14 20 4039.5 1172 Second number 8cef7b56-6766-48d8-86a2-d5451b9d9d7f Second number B false f83dd751-2d77-40ad-956a-a12554fdc672 1 4031 1182 14 20 4039.5 1192 Result 42072047-c33e-4271-a755-969c8c58ff53 Result R false 0 4075 1162 17 40 4083.5 1182 dd8134c0-109b-4012-92be-51d843edfff7 Duplicate Data Duplicate data a predefined number of times. true 935f1fe5-c688-45ce-a56b-e77937c78ca7 Duplicate Data Dup 4053 1229 67 64 4085 1261 1 Data to duplicate 8fcf579c-0b15-48c9-8377-f4d7ea8937e4 Data D false 67a848ab-928e-4e0e-8447-54f6228bd4a9 1 4055 1231 15 20 4064 1241 Number of duplicates 4c1ae28c-a035-4a0f-92b3-168e0e9475af Number N false d0f82863-4709-4fb0-ae9d-96d23f83487a 1 4055 1251 15 20 4064 1261 Retain list order 7b9cccb2-f789-4f84-a0d9-6542b36f5525 Order O false 0 4055 1271 15 20 4064 1281 1 1 {0} true 1 Duplicated data b28d5a38-c60e-4179-9049-7cf0cc191c4a Data D false 0 4100 1231 18 60 4109 1261 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length Measure the length of a list. c7b701b0-cf36-4582-8567-72f9ec408744 List Length Lng 3885 911 61 28 3914 925 1 Base list 8d6adc60-b6d5-4651-bad4-a8bf74c53a91 List L false 2e3e7dce-25e0-4a92-b0d3-c430bba1a7cf 1 3887 913 12 24 3894.5 925 Number of items in L d0f82863-4709-4fb0-ae9d-96d23f83487a Length L false 0 3929 913 15 24 3936.5 925 b40f28a2-ba30-4ac2-afe5-a6ece7f985fc Move Translate (move) an object along a vector. true c4dfb335-35d8-477a-9d99-d48019d014ac Move move 6161 1053 83 44 6209 1075 Base geometry aa143da1-2304-4ff3-9f92-64684038aa02 1 Geometry G false bef11bc8-9a8f-4612-a2f9-d0982de9cd99 1 6163 1055 31 20 6188 1065 Translation vector a3a8df37-14ad-4124-b779-9c108bf1090c Translation T false 8493ed96-0277-4ab4-b9d5-e700ca554932 1 6163 1075 31 20 6188 1085 Translated geometry 5ff541b5-c879-4912-9aa4-ce63fb6f72f1 Geometry G false 0 6224 1055 18 40 6233 1075 d3d195ea-2d59-4ffa-90b1-8b7ff3369f69 Unit Y Unit vector parallel to the world {y} axis. 274bf3b8-41d8-428c-afbb-f38d3c6927e5 Unit Y Y 6039 1148 63 28 6068 1162 Unit multiplication 92a851dc-53e3-417a-9c4c-b07ad1c92e7d Factor F false d7a372f4-1516-4ab7-a23f-cc947c4fe998 1 6041 1150 12 24 6048.5 1162 1 1 {0} 1 World {y} vector 8493ed96-0277-4ab4-b9d5-e700ca554932 Unit vector V false 0 6083 1150 17 24 6091.5 1162 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length Measure the length of a list. true c5fead47-eb3e-46dd-b738-2e40a9e61d69 List Length Lng 5366 1238 61 28 5395 1252 1 Base list 2f3eb4fb-0214-4ad9-85eb-840475e6d0bb List L false 3e3584d3-d639-49da-87d3-2809ce302519 1 5368 1240 12 24 5375.5 1252 Number of items in L 27f764f5-ff60-4eec-9962-74e7d262bce1 Length L false 0 5410 1240 15 24 5417.5 1252 9445ca40-cc73-4861-a455-146308676855 Range Create a range of numbers. 223374fa-7733-4751-9b22-31e74beb6601 Range Range 5673 1239 66 44 5705 1261 Domain of numeric range 104a29ff-364f-4f90-b578-6cc71b2e2b66 Domain D false 5f82a979-7a71-4fc2-8e10-442845c67d4c 1 5675 1241 15 20 5684 1251 1 1 {0} 0 1 Number of steps dfad9ce4-1dc0-4911-bad5-e99f95cbca81 Steps N false ae2956c5-ed32-4688-afb7-83c060d61ca7 1 5675 1261 15 20 5684 1271 1 1 {0} 10 1 Range of numbers 2f8d2d27-7ca3-4bcb-bdbc-f7ac08e85f4d Range R false 0 5720 1241 17 40 5728.5 1261 0b7d1129-7b88-4322-aad3-56fd1036a8f6 F1 A function of a single variable; {x}. true 1330b280-7785-4362-93aa-107683f811ff F1 F(x) 5566 1225 60 44 5595 1247 Expression to solve x-1 de119c6d-fece-4648-b49a-95f2caad73c1 Function F false 0 5568 1227 12 20 5575.5 1237 Variable #1 4175a4d7-8e6d-4eff-8b1a-6c268d51edd2 Variable x x true 27f764f5-ff60-4eec-9962-74e7d262bce1 1 5568 1247 12 20 5575.5 1257 Expression result ae2956c5-ed32-4688-afb7-83c060d61ca7 Result r false 0 5610 1227 14 40 5617 1247 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Create a numeric domain (interval) from two numeric extremes. 36601055-4e2d-468d-a377-b584f56e3a40 Domain Int 5565 1323 61 44 5596 1345 Start value of numeric interval 3f5238d9-3771-4230-bb73-af9f80a84de8 Domain start A false ffe9e32d-52a4-421c-b782-8fe3590d5b36 1 5567 1325 14 20 5575.5 1335 End value of numeric interval 17f700a1-3ed4-441d-a956-c00b48f54b7b Domain end B false 71e400c3-2569-4e5f-b885-c900fa770d0c 1 5567 1345 14 20 5575.5 1355 Numeric interval between {A} and {B} 5f82a979-7a71-4fc2-8e10-442845c67d4c Domain I false 0 5611 1325 13 40 5617.5 1345 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values ffe9e32d-52a4-421c-b782-8fe3590d5b36 Number Slider min-overlap false 0 5260 1451 192 20 5260.772 1451.965 4 1 0 5 0 0 0 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 71e400c3-2569-4e5f-b885-c900fa770d0c Number Slider max-overlap false 0 5259 1481 194 20 5259.66 1481.347 4 1 0 5 0 0 2.47 cacb2c64-61b5-46db-825d-c61d5d09cc08 Sort List Sort a list of numeric keys. true 8695d0dd-7de9-4284-adf9-5168e54e9d9a Sort List Sort 5718 1124 81 44 5765 1146 1 1 2 List of sortable keys Optional list of values to sort synchronously 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 8ec86459-bf01-4409-baee-174d0d2b13d0 true true Keys Values A false true 1 List of sortable keys cf4bbcd5-c960-4bcc-bc0f-5dd24be5754a Keys K false 32e648b1-9f6e-4ca9-b3cc-27d18ecf6113 1 5720 1126 30 20 5744.5 1136 1 Optional list of values to sort synchronously ea52a489-588c-4163-9499-3b6684bed8ff 1 Values A A true 3e3584d3-d639-49da-87d3-2809ce302519 1 5720 1146 30 20 5744.5 1156 1 Sorted keys 10d22123-6e4c-4816-a035-5c36298f38bc List K false 0 5780 1126 17 20 5788.5 1136 1 Synchronous values in A bef11bc8-9a8f-4612-a2f9-d0982de9cd99 false Values A A false 0 5780 1146 17 20 5788.5 1156 6aa8da2e-6f25-4585-8b37-aa44609beb46 Bounding Box Solve world oriented geometry bounding boxes. true 83e7d83b-81f8-4753-adb0-de15b19b0d4b Bounding Box BBox 5370 1028 65 44 5402 1050 1 Geometry to contain b7075ebf-1212-4665-a4c2-46155046e53d Content C false 3e3584d3-d639-49da-87d3-2809ce302519 1 5372 1030 15 20 5381 1040 Create a single unified box for all objects 1e14fe67-6818-4f30-8e68-577286beaba8 Union U false 0 5372 1050 15 20 5381 1060 1 1 {0} false 1 World aligned bounding box 86086e29-ba1c-4b06-b654-d32fad690424 Box B false 0 5417 1030 16 40 5425 1050 a10e8cdf-7c7a-4aac-aa70-ddb7010ab231 Box Corners Extract the corners of a box. true d2f07636-b285-4342-a89c-87eacc42e461 Box Corners Box Corners 5494 957 65 164 5524 1039 Base box e40f7a76-e61c-42ff-9bcf-ea13325498e7 Box B false 86086e29-ba1c-4b06-b654-d32fad690424 1 5496 959 13 160 5504 1039 Corner at {x=min, y=min, z=min} 186272cf-a81c-4298-aaf3-e825af59b92d Corner A A false 0 5539 959 18 20 5548 969 Corner at {x=max, y=min, z=min} 2623d514-2e75-4235-9417-68074fa49983 Corner B B false 0 5539 979 18 20 5548 989 Corner at {x=max, y=max, z=min} 381b6cc8-698b-4c47-9617-e8f655d27341 Corner C C false 0 5539 999 18 20 5548 1009 Corner at {x=min, y=max, z=min} 958f2b57-11e5-4323-a100-542a3564baa8 Corner D D false 0 5539 1019 18 20 5548 1029 Corner at {x=min, y=min, z=max} 2f0e5759-c4a3-4baa-9f6b-31607178d6a6 Corner E E false 0 5539 1039 18 20 5548 1049 Corner at {x=max, y=min, z=max} a2633ef1-eb51-4a4c-bdd0-4ceb1b6cbccc Corner F F false 0 5539 1059 18 20 5548 1069 Corner at {x=max, y=max, z=max} 48b2ffa1-de06-4c58-bf8a-316f5beec674 Corner G G false 0 5539 1079 18 20 5548 1089 Corner at {x=min, y=min, z=max} 8af1f0cb-056e-49c2-bd77-d1fa03822d02 Corner H H false 0 5539 1099 18 20 5548 1109 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose a point into its component parts. true 8fe23c51-da06-4fed-ad5d-f8060b753e9a Decompose pComp 5599 1071 64 64 5629 1103 Input point d6429bfe-a17d-4107-92c7-13edb951532d Point P false 8af1f0cb-056e-49c2-bd77-d1fa03822d02 1 5601 1073 13 60 5609 1103 Point {x} component e4c76746-607e-42ae-bb90-88f519c4eb50 X component X false 0 5644 1073 17 20 5652.5 1083 Point {y} component aa5c0035-e31a-4e08-b353-0064fc2db8e2 Y component Y false 0 5644 1093 17 20 5652.5 1103 Point {z} component 32e648b1-9f6e-4ca9-b3cc-27d18ecf6113 Z component Z false 0 5644 1113 17 20 5652.5 1123 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 71a99bb3-e611-47e3-b502-d499e7483d04 Panel false 0 0 shifting strips 5253 897 799 55 0 0 0 5253.738 897.7819 255;255;250;90 true true true false true bc984576-7aa6-491f-a91d-e444c33675a7 Graph Mapper Represents a numeric mapping function Parabolic distribution Parabolic distribution d7a372f4-1516-4ab7-a23f-cc947c4fe998 Graph Mapper Graph false 2f8d2d27-7ca3-4bcb-bdbc-f7ac08e85f4d 1 5819 1178 145 159 5819.136 1178.503 false 0 1 0 1 30d3a94f-e362-43f1-9ce1-2e2dabbf7265 Parabola 0.32233643531799316 0.53836894035339355 0.94550961256027222 0.68663465976715088 55959599-0b44-4333-8427-a73564ea7ffb Rotate Axis Rotate an object around an axis. true fa442ef8-2d49-4c5b-adc2-0f77ad950bab Rotate Axis Rotate 6450 1024 67 64 6482 1056 Base geometry 27cfa4ca-d87f-4ed7-a28c-08f1130021a8 Geometry G false 5ff541b5-c879-4912-9aa4-ce63fb6f72f1 1 6452 1026 15 20 6461 1036 Rotation angle in radians 22c5f715-a2ed-43ab-b12a-5c1ad51bea36 Angle A false a43fd36c-6d8b-42b9-b9e5-b9218da339df 1 6452 1046 15 20 6461 1056 Rotation axis 75830299-bf46-4168-8cb1-632e694eaf6e Axis X false 0dc2957e-3a9e-49c9-b02a-4a7cf10ff493 1 6452 1066 15 20 6461 1076 Rotated geometry 29c6850e-e954-4348-845e-b7978e990272 Geometry G false 0 6497 1026 18 60 6506 1056 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Represents a collection of 3D Curves true 0dc2957e-3a9e-49c9-b02a-4a7cf10ff493 Curve axis_rotation false 0 6173 1114 50 24 6198.788 1126.773 1 1 {0} -1 52a15b3a-36e8-4aed-acb3-18eca6ed79dc 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 9333231c-992b-45cc-9606-898818d7c1c8 Number Slider General canopy rotation false 0 5860 1480 250 20 5860.298 1480.17 4 1 0 45 -45 0 -8.7151 0b7d1129-7b88-4322-aad3-56fd1036a8f6 F1 A function of a single variable; {x}. true dae4b68a-4e7d-4f8b-8da8-731cc867077b F1 F(x) 6301 1277 60 44 6330 1299 Expression to solve Rad(x) ab9eb73b-f349-4418-9efc-c838520c407d Function F false 0 6303 1279 12 20 6310.5 1289 Variable #1 837d871a-8d4e-4c05-bfe0-98c27fa048e8 Variable x x true 9333231c-992b-45cc-9606-898818d7c1c8 1 6303 1299 12 20 6310.5 1309 Expression result a43fd36c-6d8b-42b9-b9e5-b9218da339df Result r false 0 6345 1279 14 40 6352 1299 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 4d8d89e2-5ac9-4081-9eab-cdd5fd99babe Panel false 0 0 General Canopy rotation 6157 900 364 56 0 0 0 6157.738 900.8905 255;255;250;90 true true true false true 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 17e30322-e48b-4273-bb70-586cd9d519b0 Panel false 0 0 EmTech 08/09 Canopy project for AA terrace . . Architectural Association London . . . Zubin Khabazi Revano satria Uttsav Gupta Ittai Frank @ Geometry and Computation group 899 105 895 297 0 0 0 899.2307 105.3225 255;255;250;90 true true true false true b40f28a2-ba30-4ac2-afe5-a6ece7f985fc Move Translate (move) an object along a vector. true b72036de-7748-41ca-8266-21e800ce2d32 Move Move 6698 1010 67 44 6730 1032 Base geometry 1a601840-f22f-48c6-b089-afd0d18f91ee Geometry G false 29c6850e-e954-4348-845e-b7978e990272 1 6700 1012 15 20 6709 1022 Translation vector fdb0422c-43a7-4314-953b-2c9cf0d8d9a0 Translation T false c01aa06b-6572-4f5d-9892-901fcebc027a 1 6700 1032 15 20 6709 1042 Translated geometry f6eb08d7-b304-4bb9-8740-8b8ee481bc16 Geometry G false 0 6745 1012 18 40 6754 1032 d3d195ea-2d59-4ffa-90b1-8b7ff3369f69 Unit Y Unit vector parallel to the world {y} axis. 7bb3e277-4da8-47b2-9904-8cbb07887f45 Unit Y Y 6588 1072 63 28 6617 1086 Unit multiplication d0d5b9e4-02dd-4b89-9833-11a373f5ac96 Factor F false 108c9b8d-2612-47d5-90ff-db8249b9b353 1 6590 1074 12 24 6597.5 1086 1 1 {0} 1 World {y} vector c01aa06b-6572-4f5d-9892-901fcebc027a Unit vector V false 0 6632 1074 17 24 6640.5 1086 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 108c9b8d-2612-47d5-90ff-db8249b9b353 Number Slider General canopy movement false 0 6201 1481 264 20 6201.91 1481.735 4 1 0 1 -1 0 -0.875 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values e62c00a1-7607-40a9-9231-2d23170e5890 Panel false 0 0 General canopy movement 6580 900 186 56 0 0 0 6580.738 900.8905 255;255;250;90 true true true false true d3d195ea-2d59-4ffa-90b1-8b7ff3369f69 Unit Y Unit vector parallel to the world {y} axis. 124fdfa9-27d4-40a4-bb36-5b3c30d88c0c Unit Y Y 2351 1272 63 28 2380 1286 Unit multiplication 22266fc2-4663-40d5-b146-f52c5e4f7235 Factor F false 898bf767-2a4b-4e4f-98df-06a9584dcc0c 1 2353 1274 12 24 2360.5 1286 1 1 {0} 1 World {y} vector 5ee2d971-701f-4cee-80f5-1ddd5e05f4cd Unit vector V false 0 2395 1274 17 24 2403.5 1286 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 898bf767-2a4b-4e4f-98df-06a9584dcc0c Number Slider section_deviation false 0 2099 1478 217 20 2099.42 1478.024 4 1 0 1 0 0 0.092 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 4feae977-2bdc-4097-a052-4ded7600f09e Panel false 0 d7a372f4-1516-4ab7-a23f-cc947c4fe998 1 Double click to edit panel content… 6104 1215 150 91 0 0 0 6104.843 1215.242 255;255;250;90 true true true false true 7f6a9d34-0470-4bb7-aadd-07496bcbe572 Point On Curve Evaluates a curve at a specific location true e7d5e89e-6826-4e82-ba66-a14308eaf9a7 Point On Curve CurvePoint false 0.5 acb14c59-219c-46a8-b933-8e4c34ba92d8 1 2302.2 1143.8 120 20 b6d7ba20-cf74-4191-a756-2216a36e30a7 Rotate Rotate a vector around an axis. f1d9312f-2be6-4935-b960-6d0f3ce23490 Rotate VRot 3817 1152 65 64 3848 1184 Vector to rotate 0a75414e-1544-42eb-9eda-8b82f80583c4 Vector V false 115e89a9-93e9-46e0-be7f-e4800d22458f 1 3819 1154 14 20 3827.5 1164 Rotation axis d7918771-d882-4b0c-b4be-c2467aca77ba Axis X false 668ddc49-6deb-45ce-b850-6f56982cac5a 1 3819 1174 14 20 3827.5 1184 Rotation angle (in radians) 930d7689-f562-47d8-8753-83179bc03493 Angle A false 7ef30dcc-faa2-419d-93b8-ab9f3c2e8e29 1 false 3819 1194 14 20 3827.5 1204 Rotated vector 67a848ab-928e-4e0e-8447-54f6228bd4a9 Vector V false 0 3863 1154 17 60 3871.5 1184 9103c240-a6a9-4223-9b42-dbd19bf38e2b Unit Z Unit vector parallel to the world {z} axis. 3350be92-8a4d-4453-bc05-93b39dc96fba Unit Z Z 3646 1160 63 28 3675 1174 Unit multiplication f4435faa-dfce-4aa0-b977-7f8801c07c62 Factor F false 0 3648 1162 12 24 3655.5 1174 1 1 {0} 1 World {z} vector 668ddc49-6deb-45ce-b850-6f56982cac5a Unit vector V false 0 3690 1162 17 24 3698.5 1174 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble true 2493.386 534.087 2931.089 530.9408 2931.477 584.9057 2493.773 588.0519 A quick note Microsoft Sans Serif c19c80e4-fd71-42f0-8be8-0841b80ede78 false Scribble Scribble 57 Strip Generation 2488.386 525.9408 448.0906 67.11108 2493.386 534.087 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 97465dee-904b-4254-b738-60c43f2facd5 Panel false 0 0 input : 877 1335 160 51 0 0 0 877.9518 1335.635 255;255;250;90 true true true false true 7f6a9d34-0470-4bb7-aadd-07496bcbe572 Point On Curve Evaluates a curve at a specific location true 6774f1a0-6a22-4b38-b80b-7153925b4b87 Point On Curve CurvePoint false 0.5 8bfb1a65-8da0-4c16-ad7d-bd5130946cda 1 3560.8 778.0001 120 20 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and String values 693326e7-7bc4-4573-a3fd-b04f32cab152 Panel false 0 0 Basic strips without manipulation 4796 1055 160 40 0 0 0 255;255;250;90 true true true false true ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 Geometry Represents a collection of 3D Geometry 1473e8c3-9093-4ec5-8671-2819a9dff3b0 Geometry Canopy Strips false f6eb08d7-b304-4bb9-8740-8b8ee481bc16 1 7372 1019 50 24 7397.426 1031.63 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble true 6075.389 600.7728 6558.525 600.0024 6558.61 653.9687 6075.475 654.7391 A quick note Microsoft Sans Serif b8b6f706-03c0-4e9e-9710-7108b54bc221 false Scribble Scribble 57 Strip Manipulation 6070.389 595.0024 493.2212 64.73663 6075.389 600.7728 9df5e896-552d-4c8c-b9ca-4fc147ffa022 Expression Evaluate an expression x/2 5bad9c71-1945-483e-94f9-2631c6e040cc Expression Expression 1064 1221 85 28 1104 1235 1 ba80fd98-91a1-4958-b6a7-a94e40e52bdb 1 8ec86459-bf01-4409-baee-174d0d2b13d0 Expression variable f30627f2-ca88-474d-ab10-7a78c9ae03c3 Variable x x true 0f74a9b4-7b2a-4240-8e1c-b72caa98978c 1 1066 1223 12 24 1073.5 1235 Result of expression ef37862d-bf88-493d-ad5f-60e5d9a86a53 Result R false 0 1130 1223 17 24 1138.5 1235 9df5e896-552d-4c8c-b9ca-4fc147ffa022 Expression Evaluate an expression x*2 5db29a6c-b6d8-4c22-847a-ec758bd564d5 Expression Expression 1712 1318 85 28 1752 1332 1 ba80fd98-91a1-4958-b6a7-a94e40e52bdb 1 8ec86459-bf01-4409-baee-174d0d2b13d0 Expression variable 6915c8f9-b892-44d0-8154-385caefbbe46 Variable x x true 88a6173b-f36d-4675-b6fb-6b6e1d94ac65 1 1714 1320 12 24 1721.5 1332 Result of expression 06aca273-5a55-45c0-a300-61c7c9d21e53 Result R false 0 1778 1320 17 24 1786.5 1332 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Translate (move) an object along a vector. 7ff80a03-cac0-4ca7-8366-8931d16f3001 Move Move 2483 1153 67 44 2515 1175 Base geometry 300a5943-e204-43bc-b05a-8828900755cb Geometry G true e7d5e89e-6826-4e82-ba66-a14308eaf9a7 1 2485 1155 15 20 2494 1165 Translation vector 238e769d-0c24-48d7-acef-52798abeda68 Motion T false 5ee2d971-701f-4cee-80f5-1ddd5e05f4cd 1 2485 1175 15 20 2494 1185 1 1 {0} 0 0 10 Translated geometry 3937d128-2f16-4607-9f4f-e78e755e8b39 Geometry G false 0 2530 1155 18 20 2539 1165 Transformation data 4f0e8e63-6144-4794-82ab-890f7e1bb961 Transform X false 0 2530 1175 18 20 2539 1185 50faccbd-9c92-4175-a5fa-d65e36013db6 Weave Weave a set of input data using a custom pattern. true b0d04d04-4db3-43fa-b487-4d8541b8ccd4 Weave Weave false 2586 1049 67 64 2616 1081 3 2e3ab970-8545-46bb-836c-1c11e5610bce 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 1 Weave pattern of input indices f9cfd062-7ae6-4633-962e-ed446de43ea9 Pattern P false 0 2588 1051 13 20 2596 1061 1 2 {0} 0 1 1 Input stream 0 71391164-50d8-4dc1-a406-1e141a46c0cf false Stream 0 0 false 3937d128-2f16-4607-9f4f-e78e755e8b39 1 2588 1071 13 20 2596 1081 1 Input stream 1 95eb2663-07c6-4443-b012-ca2dfc97bd34 false Stream 1 1 false cbb7af2c-d49f-479c-ad66-6a0642889e4e 1 2588 1091 13 20 2596 1101 1 Weave result 9f3a58e1-6fd5-4dc3-b455-90b65d27c6a9 Weave W false 0 2631 1051 20 60 2641 1081 50faccbd-9c92-4175-a5fa-d65e36013db6 Weave Weave a set of input data using a custom pattern. true f6427f12-2ca5-4770-8560-806066fc0e52 Weave Weave false 2590 1140 67 64 2620 1172 3 2e3ab970-8545-46bb-836c-1c11e5610bce 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 1 Weave pattern of input indices e091c4a2-caa2-4e83-8a1e-ad18815f6d00 Pattern P false 0 2592 1142 13 20 2600 1152 1 2 {0} 0 1 1 Input stream 0 ed87f7f5-b451-4158-bf43-a0cbf8c221a1 false Stream 0 0 false 3937d128-2f16-4607-9f4f-e78e755e8b39 1 2592 1162 13 20 2600 1172 1 Input stream 1 36547fad-07de-4e5d-b0ae-f1f798c429d4 false Stream 1 1 false 36cdfd1f-8ca3-4abe-ac82-85b1938ef795 1 2592 1182 13 20 2600 1192 1 Weave result 35cb162f-c7d2-423a-ba6d-73a26307f007 Weave W false 0 2635 1142 20 60 2645 1172 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