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42b49ec9-91ad-4421-9c93-24e06c5322c5 true 1015 348 983 316 65 64 Curve C Curve to divide 8c8b2d88-6da4-4260-a7b6-3d3701173ad6 false 1 9b7046c1-d29d-4e9c-8dfa-1c88128ed16a 994 328 985 318 15 20 Count N Number of segments 05847848-65e3-4218-9f4b-4a97f63a5b58 false 1 72f08268-4f29-4d1a-835c-d418c239acd1 1 994 348 985 338 15 20 10 Kinks K Split segments at kinks 9ac86df6-43a7-49dd-a5bd-19f97ebeb7e1 false 0 1 false 994 368 985 358 15 20 false Points P Division points 2f31fbed-55d6-48ee-84e3-622080cddb1e false 0 1038 328 1030 318 16 20 Tangents T Tangent vectors at division points f49441f6-cf75-4e52-ab81-e616ec3fbb81 false 0 1038 348 1030 338 16 20 Parameters t Parameter values at division points 178d4b3f-bf45-49c9-b141-ff1a0b8e0e37 false 0 1038 368 1030 358 16 20 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line Line Ln Create a line between two points. 9430d786-433d-4f4a-b0f7-198d3fb79f52 1126 378 1095 356 63 44 Start Point A Line start point fd5e1645-6d8f-4386-9144-53de24bee8b9 false 1 2f31fbed-55d6-48ee-84e3-622080cddb1e 1105.5 368 1097 358 14 20 End Point B Line end point 0c29b51c-4223-4f1c-8981-553be93ade5a false 1 db7c98de-f1e3-474b-9dd1-e49b6b640e33 1105.5 388 1097 378 14 20 Line L Line segment 1825978a-d974-4b33-8be0-a64369f8f2b3 false 0 1148.5 378 1141 358 15 40 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface base surface Represents a collection of 3D Surfaces 74423730-a507-4498-913d-c0c1e9949c45 true false 0 1 137.9092 190.8548 99 180 77 20 00000000-0000-0000-0000-000000000000 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 f91778ca-2700-42fc-8ee6-74049a2292b5 Geometry Cache false Geometry Cache base surface Bake or Load geometry to and from the Rhino document 119ed6af-e582-4337-97a1-9734eda12075 true false 1 74423730-a507-4498-913d-c0c1e9949c45 203.0693 152.2548 203 152 100 26 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider a Numeric slider for single values d03b7a08-d2cc-4939-8c99-c223191d44f0 false 0 19.8975 -125.4883 19 -126 160 20 3.393 0 5 3 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider b Numeric slider for single values 2c3bba97-28a2-4030-b292-67865c4ec16b false 0 20.01749 -96.67497 20 -97 160 20 1.79 0 5 3 0 1 9445ca40-cc73-4861-a455-146308676855 Range Range u Create a range of numbers. cae8dff6-4a3e-47c6-9e9b-abf6192ce0f1 319 -200 287 -222 66 44 Domain D Domain of numeric range b1384be5-9982-4b7e-b649-f651601438b7 false 1 6558312a-84be-4c4a-b469-2f1d6c7211e6 1 298 -210 289 -220 15 20 -1 1 Steps N Number of steps 5d42c386-5b86-4d7e-9dc2-8840be5dcb01 false 1 7415b18f-1134-43c5-b9c6-e6ccb85f11bd 1 298 -190 289 -200 15 20 10 Range R Range of numbers a4f4ffaf-94bc-4834-8134-02be555d7d2d false 0 342.5 -200 334 -220 17 40 9445ca40-cc73-4861-a455-146308676855 Range Range v Create a range of numbers. 5cb12d95-61a1-4f5e-8abc-096acd6da262 319 -151 287 -173 66 44 Domain D Domain of numeric range db6e5b76-1f1c-47ec-a83f-33e0700646d9 false 1 6558312a-84be-4c4a-b469-2f1d6c7211e6 1 298 -161 289 -171 15 20 -1 1 Steps N Number of steps 0d13e14f-e583-42c8-b69e-5d7dd2fe4c9b false 1 7415b18f-1134-43c5-b9c6-e6ccb85f11bd 1 298 -141 289 -151 15 20 10 Range R Range of numbers 99338847-c1a3-496c-9a34-91428f3112a6 false 0 342.5 -151 334 -171 17 40 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 383d83ae-54bb-4719-8f5c-6e715a228aeb true cross_reference 432 -159 385 -201 100 84 X component X {x} component 51549be0-5a90-4884-a805-c8381a8edceb 2 false 1 a4f4ffaf-94bc-4834-8134-02be555d7d2d 1 411.5 -189 387 -199 30 20 0 Y component Y {y} component d6758356-c1e1-4984-a0e6-7c1e4974cd95 false 1 99338847-c1a3-496c-9a34-91428f3112a6 1 411.5 -169 387 -179 30 20 0 Z component Z {z} component f45fb537-5f90-4053-b263-685139d5e8d5 false 0 1 411.5 -149 387 -159 30 20 0 Plane P Coordinate system for point db849437-4caa-4d39-bce9-3f09a3ce5732 false 1 d17a94d3-9700-4be0-8190-da32e2efbee3 1 411.5 -129 387 -139 30 20 2 -1 0 0.894427190999916 0.447213595499958 0 -0.436564125065399 0.873128250130799 0.216930457818656 Point Pt Point coordinate 44e229e8-404b-4774-b1ac-dafcc674fce1 true false 0 457 -159 447 -199 36 80 2280dde4-9fa2-4b4a-ae2f-37d554861367 Square Square Sqr Compute the square of a value ed386d55-6861-4065-9d78-91c71c5e9543 634 -217 605 -235 61 36 Value x Input value 30978c6a-6ab8-46da-8101-1c4b378bd9d8 false 1 de5f8778-11ab-4943-8815-23d650d30460 614.5 -217 607 -233 12 32 Result y Output value 2bfdce55-5487-4a95-ad4e-ceb2db7e3d60 false 0 656.5 -217 649 -233 15 32 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division c1ff5536-1fe3-403c-910c-f252f4e07e7b 729 -192 698 -214 65 44 A A Item to divide (dividend) 8f26951a-7ad9-443f-89fa-3cc9aa3e02dd false 1 2bfdce55-5487-4a95-ad4e-ceb2db7e3d60 708.5 -202 700 -212 14 20 B B Item to divide with (divisor) 8e757c43-cb22-4480-8ef6-4112b003132d false 1 c6153ce6-52f7-4c3f-91fb-346e9b2f6446 708.5 -182 700 -192 14 20 Result R The result of the Division 3599687c-280c-4414-bd65-c4b99418b048 false 0 752.5 -192 744 -212 17 40 2280dde4-9fa2-4b4a-ae2f-37d554861367 Square Square Sqr Compute the square of a value 9b863bab-2486-4af8-a09a-8c3a5bc3a8e4 634 -174 605 -192 61 36 Value x Input value 81551351-4f20-4a71-950d-f05e7cabb46f false 1 d03b7a08-d2cc-4939-8c99-c223191d44f0 614.5 -174 607 -190 12 32 Result y Output value c6153ce6-52f7-4c3f-91fb-346e9b2f6446 false 0 656.5 -174 649 -190 15 32 2280dde4-9fa2-4b4a-ae2f-37d554861367 Square Square Sqr Compute the square of a value 6fa1b560-5bda-48f7-8301-894d78220683 634 -112 605 -130 61 36 Value x Input value 6acf3e89-8e4c-4d03-9524-0fd1e14c679f false 1 42bdc438-27a1-4fbb-bff8-7d7864be923b 614.5 -112 607 -128 12 32 Result y Output value 588a226f-7688-402b-b792-bccad196f32d false 0 656.5 -112 649 -128 15 32 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division 677a37ee-0b0b-414a-9e6c-8b957d3123fe 731 -87 700 -109 65 44 A A Item to divide (dividend) 75f766ff-abd9-4aeb-a5c7-40505ebc42a4 false 1 588a226f-7688-402b-b792-bccad196f32d 710.5 -97 702 -107 14 20 B B Item to divide with (divisor) 306f9d69-deed-430d-a9d5-3ac01a1ebe2e false 1 b44263f1-60ed-4650-877a-e046ce383152 710.5 -77 702 -87 14 20 Result R The result of the Division e262d9f4-4472-4028-b3d8-a50198a99c1a false 0 754.5 -87 746 -107 17 40 2280dde4-9fa2-4b4a-ae2f-37d554861367 Square Square Sqr Compute the square of a value fd18ce17-1b90-4ef6-a48b-a71c2b2bfdec 634 -69 605 -87 61 36 Value x Input value aab8d8a0-1e1c-4bf8-9eef-c93b2863bdee false 1 2c3bba97-28a2-4030-b292-67865c4ec16b 614.5 -69 607 -85 12 32 Result y Output value b44263f1-60ed-4650-877a-e046ce383152 false 0 656.5 -69 649 -85 15 32 670fcdba-da07-4eb4-b1c1-bfa0729d767d Decompose Decompose pComp Decompose a point into its component parts. 36fdd3ce-903f-4694-838d-0ea84e31ff7e true 534 -142 504 -174 64 64 Point P Input point ace1ba1a-5b93-4043-aae7-22342344eb4b false 1 44e229e8-404b-4774-b1ac-dafcc674fce1 514 -157 506 -172 13 30 Plane P Local coordinate system c3c1bd65-579d-456e-b880-5dc027df6307 false 0 1 514 -127 506 -142 13 30 0 0 0 1 0 0 0 1 0 X component X Point {x} component de5f8778-11ab-4943-8815-23d650d30460 false 0 557.5 -162 549 -172 17 20 Y component Y Point {y} component 42bdc438-27a1-4fbb-bff8-7d7864be923b false 0 557.5 -142 549 -152 17 20 Z component Z Point {z} component c0a2eb40-0c6f-4a81-b6e1-dfe0b03c8704 false 0 557.5 -122 549 -132 17 20 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 8705375e-ebf4-4aec-98ef-4135bc54bc05 true 953 -134 922 -176 68 84 X component X {x} component 25deb9bc-45f1-4edd-a82c-791f2bd7e264 false 1 de5f8778-11ab-4943-8815-23d650d30460 1 932.5 -164 924 -174 14 20 0 Y component Y {y} component 7087b208-200a-4b46-8d5b-7a937216e204 false 1 42bdc438-27a1-4fbb-bff8-7d7864be923b 1 932.5 -144 924 -154 14 20 0 Z component Z {z} component dd950693-5cb2-4ebb-a98f-47cc3d29fb3a false 1 68a6c6b9-3b9b-4b08-a923-0bf9ff60909a 1 932.5 -124 924 -134 14 20 0 Plane P Coordinate system for point 62a7dc83-6aa3-4efb-a6a3-ef5441e97447 false 0 1 932.5 -104 924 -114 14 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 29742b4b-e7ee-4ad2-a473-2087d1d05485 false 0 978 -134 968 -174 20 80 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider n Numeric slider for single values 7415b18f-1134-43c5-b9c6-e6ccb85f11bd false 0 20.0975 -155.2883 20 -156 160 20 45 0 100 0 0 1 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. cd1a75a8-6e63-42d5-a45f-ab08d3415380 232 -194 201 -217 61 45 Domain start A Start value of numeric domain 3a625cb3-a3b8-4304-8330-49818b712e04 false 1 f9cacf50-a59a-4d2b-8822-5c93b23aba20 211.5 -204.75 203 -215 14 20 Domain end B End value of numeric domain d16eb817-22d3-4901-8a36-1ec8b7ff753b false 1 73bad92a-a065-4239-9916-5ae9998f718d 211.5 -184.25 203 -195 14 21 Domain I Numeric domain between {A} and {B} 6558312a-84be-4c4a-b469-2f1d6c7211e6 false 0 253.5 -194.5 247 -215 13 41 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider dy Numeric slider for single values 73bad92a-a065-4239-9916-5ae9998f718d false 0 19.7855 -184.531 19 -185 160 20 1.35639 -10 10 5 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider dx Numeric slider for single values f9cacf50-a59a-4d2b-8822-5c93b23aba20 false 0 20.28949 -214.091 20 -215 160 20 -4.31791 -10 10 5 0 1 2c56ab33-c7cc-4129-886c-d5856b714010 Subtraction Subtraction A-B Mathematical subtraction c320e576-6c8c-4ba1-b073-96603c6bf766 838 -113 807 -135 65 44 A A Item to subtract from (minuend) 8e4c8d21-7e24-4c86-96c8-eaa84823cf4e false 1 3599687c-280c-4414-bd65-c4b99418b048 817.5 -123 809 -133 14 20 B B Item to subtract (subtrahend) d5b48802-8fa4-4784-a953-51840685bcf5 false 1 e262d9f4-4472-4028-b3d8-a50198a99c1a 817.5 -103 809 -113 14 20 Result R The result of the Subtraction 68a6c6b9-3b9b-4b08-a923-0bf9ff60909a false 0 861.5 -113 853 -133 17 40 4b04a1e1-cddf-405d-a7db-335aaa940541 Surface From Points Surface From Points SrfGrid Create a nurbs surface from a grid of points. 592ef577-c5f5-4e2c-a4d1-50bef9a6bb70 true 1091 -79 1043 -111 81 64 Points P Grid of points fbceaeef-45d0-400a-a1de-8155be976d96 1 1 false 1 29742b4b-e7ee-4ad2-a473-2087d1d05485 1070 -99 1045 -109 31 20 U+1 U Count U Number of points in {u} direction 69647a88-06ca-4503-a0c9-b244711b98d8 false 1 7415b18f-1134-43c5-b9c6-e6ccb85f11bd 1070 -79 1045 -89 31 20 Interpolate I Interpolate samples 25dc549b-bc9e-4ab6-9bdf-441f56c655db false 0 1 false 1070 -59 1045 -69 31 20 false Surface S Resulting surface fecb6e9a-ce7c-4c8a-a5c0-cdc34817c969 false 0 1114 -79 1106 -109 16 60 17b7152b-d30d-4d50-b9ef-c9fe25576fc2 XY Plane XY Plane XY World XY plane. 1b9153e5-4c74-4bd3-beaf-f53a00fe184d true 218 25 186 9 65 31 Origin O Origin of plane d287c511-b324-40e3-ae55-b5f826fce044 false 0 1 197 24.5 188 11 15 27 0 0 0 Plane P World XY plane 70c0bd0b-c5cc-4886-8da8-93a3ea2ee6d5 false 0 241 24.5 233 11 16 27 a4cd2751-414d-42ec-8916-476ebf62d7fe Radians Radians Rad Convert an angle specified in degrees to radians f11a2692-c058-4ef2-a0ab-0ebabef80390 206 70 174 50 66 39 Degrees D Angle in degrees 05c8f54c-9634-470d-8c34-295230d76cf8 false 1 d3016d88-19fb-427c-8073-d95e0c2f7aa0 185 69.5 176 52 15 35 Radians R Angle in radians f8061e8e-1cd3-4a55-9ed6-260f50c856e6 false 0 229.5 69.5 221 52 17 35 f6f14b09-6497-4564-8403-09e4eb5a6b82 Rotate Plane Rotate Plane PRot Perform plane rotation around plane z-axis efb62bcc-7c93-4ec5-8de6-0da4946c9149 true 303 44 272 21 64 45 Plane P Plane to rotate da715d59-d27d-436f-b839-90f11a35848e false 1 70c0bd0b-c5cc-4886-8da8-93a3ea2ee6d5 282.5 33.25 274 23 14 20 Angle A Rotation (counter clockwise) around plane z-axis in radians d1eff507-7ae9-4279-a80a-cb4587af1521 false 1 f8061e8e-1cd3-4a55-9ed6-260f50c856e6 1 282.5 53.75 274 43 14 21 1 Plane P Rotated plane d17a94d3-9700-4be0-8190-da32e2efbee3 false 0 326 43.5 318 23 16 41 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider drunnk Numeric slider for single values d3016d88-19fb-427c-8073-d95e0c2f7aa0 false 0 5.913498 -26.88297 5 -27 167 20 true 360 0 360 5 0 1 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. 53864f1a-5e8d-4fff-9b3d-7fb73c7853dc true 1093 -158 1062 -183 67 49 Vertices V Polyline vertex points 41922d8e-a420-450d-8386-f2d9b5f1e5fb 1 false 1 29742b4b-e7ee-4ad2-a473-2087d1d05485 1072.5 -169.75 1064 -181 14 22 Closed C Close polyline e09a3a0f-43cb-49dd-819d-04d7c041d813 false 0 1 false 1072.5 -147.25 1064 -159 14 23 false Polyline Pl Resulting polyline f0e463cc-ed3c-4896-91fc-7b3150116b17 false 0 1117.5 -158.5 1108 -181 19 45 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. 8a8c3ed1-a62c-4556-a971-3818610e4be9 true 1095 -227 1064 -252 67 49 Vertices V Polyline vertex points 430ee621-190a-4705-9552-c2f65563d374 1 false 1 2ec4c928-36b4-4790-a0bd-7df3180e7c30 1074.5 -238.75 1066 -250 14 22 Closed C Close polyline 90c91950-c162-4f7c-a82f-cb94b9d72450 false 0 1 false 1074.5 -216.25 1066 -228 14 23 false Polyline Pl Resulting polyline 6f6d8c9f-5284-4734-a4af-f76ee4712bf0 false 0 1119.5 -227.5 1110 -250 19 45 41aa4112-9c9b-42f4-847e-503b9d90e4c7 Flip Matrix Flip Matrix Flip Flip a data matrix by swapping rows and columns. a9475f95-7cbf-407b-8c79-c17bb37d0542 true 994 -224 962 -243 67 37 Data D Data matrix to flip 4fd1b7fb-92bc-4cee-88fa-8d6ccf614084 2 false 1 29742b4b-e7ee-4ad2-a473-2087d1d05485 973 -224.5 964 -241 15 33 Data D Flipped data matrix 2ec4c928-36b4-4790-a0bd-7df3180e7c30 false 0 1018 -224.5 1009 -241 18 33