0 2 1 634673381121119545 0 8 66 90737996-1d05-49ef-86ef-44186fc45f9b 70;199;10;0 100;0;150;0 Shaded 2012_03_14-curve-man.ghx 634672791013390841 0 50 61 0.512 0 31 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve base curve Represents a collection of 3D Curves 2785de20-62d8-4b4e-b4de-b677d555daf8 true false 0 4 261.9602 218.3102 225 208 72 20 30e94833-070f-4331-a30d-e02d02438fc7 -1 80317e36-cf01-4a37-a942-f4c954509b1f -1 f4222e6c-e3b0-473a-a09e-f38a5cdb796a -1 d09acaa1-b5e0-48fc-8856-b81c22da8c63 -1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider divide Numeric slider for single values 728015c8-6a93-4c2e-b970-148973471e82 false 0 282.5602 329.7101 282 329 162 20 26 2 30 3 3 1 69f3e5ee-4770-44b3-8851-ae10ae555398 Perp Frame Perp Frame PFrame Solve the perpendicular (zero-twisting) frame at a specified curve parameter. a391ffdf-499d-48fb-a8eb-96de4d0542ce true 628 226 561 193 100 66 Curve C Curve to evaluate d8f8b97f-aa92-4c4c-b795-ee0dd08c5452 2 false 1 2785de20-62d8-4b4e-b4de-b677d555daf8 true 607.5 210.5 563 195 50 31 Parameter t Parameter on curve domain to evaluate 4bf98e84-3032-4a13-ac49-86f156f22eeb false 1 33f2ef21-78a4-4af4-af88-b56cdbe788b5 607.5 241.5 563 226 50 31 Frame F Perpendicular curve frame at {t} b3e33339-9b37-44af-86cd-785c8fccc0bd false 0 651 226 643 195 16 62 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. 9387a739-7c50-45ee-82ce-2bf5343fad70 533 323 501 294 66 58 Domain D Domain of numeric range b8bfc7c9-8e43-4f4a-b50a-9a9f309c4ca2 false 0 1 512 309.5 503 296 15 27 0 1 Steps N Number of steps 441f76c5-e7ab-49de-bfed-4c7b0303dd33 false 1 728015c8-6a93-4c2e-b970-148973471e82 1 512 336.5 503 323 15 27 10 Range R Range of numbers 33f2ef21-78a4-4af4-af88-b56cdbe788b5 false 0 556.5 323 548 296 17 54 d93100b6-d50b-40b2-831a-814659dc38e3 Rectangle Rectangle Rectangle Create a rectangle on a plane edc182a7-f376-4126-a481-8e9a911f5acb true 826 351 795 309 65 84 Plane P Rectangle base plane 7e9f148b-edf0-4b2e-bac4-cbf84d37082b false 1 6798f7d5-5fb3-40c3-9b7a-5bdeb4ad7c29 1 805.5 321 797 311 14 20 0 0 0 1 0 0 0 1 0 X Size X Dimensions of rectangle in plane X direction. 83ef28a1-a3cb-4832-a13f-a58da84fdb4f false 1 d6024955-d3cb-4851-bd03-58d3710ece4c 1 805.5 341 797 331 14 20 -2 2 Y Size Y Dimensions of rectangle in plane y direction. bb4579f4-72e5-40b1-9ae7-1a718670fb4d false 1 d6024955-d3cb-4851-bd03-58d3710ece4c 1 805.5 361 797 351 14 20 -2 2 Radius R Rectangle corner fillet radius c7067819-8816-4c49-a4f1-c0334a52ed07 false 0 1 805.5 381 797 371 14 20 0 Rectangle R Rectangle 7438e972-5601-4fc6-9a7e-acc2548773f3 false 0 849.5 331 841 311 17 40 Length L Length of rectangle curve 4d520ff3-9ea3-460f-ba9d-8495ecf6d78c false 0 849.5 371 841 351 17 40 424eb433-2b3a-4859-beaf-804d8af0afd7 Control Points Control Points CP Extract the nurbs control points and knots of a curve. bb370dba-d680-4eeb-bf0d-58505fb1ccf9 true 915 282 884 250 68 64 Curve C Curve to evaluate 86daf8b5-ebd0-4024-be81-b63c5a4041ad false 1 7438e972-5601-4fc6-9a7e-acc2548773f3 894.5 282 886 252 14 60 Points P Control points of the Nurbs-form. 70ae7dcb-062d-449e-b64d-456699b4973f false 0 940 262 930 252 20 20 Weights W Weights of control points. dd3cdf55-2819-49f8-a224-f163cbd0cd4d false 0 940 282 930 272 20 20 Knots K Knot vector of Nurbs-form. a7713b91-9c23-4240-90f0-e9699abedb5b false 0 940 302 930 292 20 20 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. 8770246b-16ee-4039-8229-f6567e81a423 true 715 259 685 222 64 74 List L List to filter ce9274c5-9184-4573-bf61-8509e1d69b0d 1 false 1 b3e33339-9b37-44af-86cd-785c8fccc0bd 695 241.5 687 224 13 35 Dispatch pattern P Dispatch pattern b58a9b66-c326-4dcc-8b69-439fcf4fbfa4 1 false 0 2 false 695 276.5 687 259 13 35 true false List A A Dispatch target for True values befb9d75-c6f4-44de-aacd-7b406568544e false 0 738.5 241.5 730 224 17 35 List B B Dispatch target for False values 6798f7d5-5fb3-40c3-9b7a-5bdeb4ad7c29 false 0 738.5 276.5 730 259 17 35 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 24111090-a31b-41ff-9b97-8c6d80d89faf true true false 1 befb9d75-c6f4-44de-aacd-7b406568544e 860.1601 138.4101 816 128 69 20 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 68f8fccc-9efe-494b-9baa-68cd41211466 true 1173 264 1139 232 83 64 List L Base list 99d89c7d-03d1-4356-ba0b-84e8fc223474 1 false 1 70ae7dcb-062d-449e-b64d-456699b4973f 1151 244 1141 234 17 20 Index i Item index 09a964d0-a633-4961-af89-d71fa5dccb51 false 0 1 1151 264 1141 254 17 20 1 Wrap W Wrap index to list bounds 8e899b81-fd31-4de4-9372-1867a414f83e false 0 1 false 1151 284 1141 274 17 20 false Element E Item at {i'} 6aee22a7-b649-4d5a-a73e-df6422ecebb0 true false 0 1196 264 1188 234 32 60 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. daca4413-02de-4d73-849b-becdf90a235c true 1348 292 1316 260 67 64 Vertices V Interpolation points 5ae80205-db7b-4a2f-bf22-a989d06894cd 1 false 3 c6c35401-ecea-47de-8046-bbe57fdc7f16 6aee22a7-b649-4d5a-a73e-df6422ecebb0 a36ea4be-3301-415c-89b7-9b03e592c31b 1327 272 1318 262 15 20 Degree D Curve degree 5d25cbd3-d1d7-4a65-a2ef-5bd38ba1a2cc false 0 1 1327 292 1318 282 15 20 3 Periodic P Periodic curve b668ae1f-c073-46ce-a366-b725b5287c9d false 0 1 false 1327 312 1318 302 15 20 false Curve C Resulting nurbs curve 2b994de3-9bd8-49b2-aca3-c23bbab76b35 false 0 1372 272 1363 262 18 20 Length L Curve length 12d973e8-e08d-4f55-be2d-895c10072f75 false 0 1372 292 1363 282 18 20 Domain D Curve domain ce676a58-14b4-4b09-b7db-5a8c547c4d0f false 0 1372 312 1363 302 18 20 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. 503c81b2-53a6-468f-83c5-cec9acebd08e true 957 148 926 122 67 52 Vertices V Polyline vertex points 2a61cd44-e7a1-4568-be10-b95fe2b850f2 1 false 1 24111090-a31b-41ff-9b97-8c6d80d89faf 936.5 136 928 124 14 24 Closed C Close polyline d89bf442-53fe-4ea7-a9d2-45be2701c0e6 false 0 1 false 936.5 160 928 148 14 24 false Polyline Pl Resulting polyline 608695ad-66a1-4094-97f6-fc5fa5bfef7a false 0 981.5 148 972 124 19 48 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 97d0ee7f-d7ba-49eb-a9a2-09ba0790860a 1543 432 1513 403 63 58 Edges E Edge curves 136a5130-7571-4e88-a4c8-fb3f66dd156e 1 false 2 30360072-8b11-4fde-8a52-bfa2c7d516d2 86ede69d-6cab-446d-8189-b341e31801f4 1523 432 1515 405 13 54 Surfaces S Resulting planar surfaces ad27404f-3da7-443f-9c53-e77ad4c48455 false 0 1566 432 1558 405 16 54 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points End Points End Extract the end points of a curve. 01b18ebf-8c3d-44cf-afe0-2a7b5b3bb4aa true 1179 115 1148 93 100 44 Curve C Curve to evaluate d5e01382-4df0-4183-abb3-29df9557109e false 1 86ede69d-6cab-446d-8189-b341e31801f4 1158.5 115 1150 95 14 40 Start S Curve start point c6c35401-ecea-47de-8046-bbe57fdc7f16 2 true false 0 1202 105 1194 95 52 20 End E Curve end point a36ea4be-3301-415c-89b7-9b03e592c31b 2 true false 0 1202 125 1194 115 52 20 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. f3801e07-3baf-4590-937e-9c8236d8fe10 true 1044 163 1013 128 101 69 Curve C Curve to explode 42f3766f-6d91-4342-9938-9333ff7443af false 1 608695ad-66a1-4094-97f6-fc5fa5bfef7a 1023.5 146.25 1015 130 14 32 Recursive R Recursive decomposition until all segments are atomic 1ff6c5ef-24bc-4787-b5e2-59800c4a5f79 false 0 1 false 1023.5 178.75 1015 162 14 33 true Segments S Exploded segments that make up the base curve 86ede69d-6cab-446d-8189-b341e31801f4 2 true false 0 1067.5 146.25 1059 130 53 32 Vertices V Vertices of the exploded segments 22b7ab7f-7cdb-4cc9-a600-8e5130659b36 false 0 1067.5 178.75 1059 162 53 33 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 97059473-0b6d-4896-9fb1-27e09299403b true 1173 358 1139 326 83 64 List L Base list e1c2af1e-c3f6-42ea-98ad-da8f8548aac5 1 false 1 70ae7dcb-062d-449e-b64d-456699b4973f 1151 338 1141 328 17 20 Index i Item index 4b675929-cbcf-4b64-9dfa-13dd7fced148 false 0 1 1151 358 1141 348 17 20 2 Wrap W Wrap index to list bounds c05af4af-d7e6-4713-89c1-0823a2d34eab false 0 1 false 1151 378 1141 368 17 20 false Element E Item at {i'} 63953808-ea5c-46d9-a5ca-5b11453922ea true false 0 1196 358 1188 328 32 60 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 06cbd8fb-b2d1-412a-9965-bbc5b749efc5 true 1348 386 1316 354 67 64 Vertices V Interpolation points 4bb58618-3f9f-48e3-b7af-059f7c638880 1 false 3 c6c35401-ecea-47de-8046-bbe57fdc7f16 63953808-ea5c-46d9-a5ca-5b11453922ea a36ea4be-3301-415c-89b7-9b03e592c31b 1327 366 1318 356 15 20 Degree D Curve degree 9662bbaf-4d05-454c-9998-7449b8f79874 false 0 1 1327 386 1318 376 15 20 3 Periodic P Periodic curve 93a6c2da-11cc-4242-b7e3-b77c3eb2f4ed false 0 1 false 1327 406 1318 396 15 20 false Curve C Resulting nurbs curve a008746b-8a28-4cac-bb6b-f8d11ccda59d false 0 1372 366 1363 356 18 20 Length L Curve length a03611ef-d62c-4726-945d-dcabb720ca77 false 0 1372 386 1363 376 18 20 Domain D Curve domain f2195e0d-5890-479a-aa70-27902bebc652 false 0 1372 406 1363 396 18 20 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. e3f8e328-b089-46fd-b3e6-e749fc3cae62 true 1543 272 1513 243 63 58 Edges E Edge curves 399c32d5-1638-4bd9-928c-6cdbe6a40cc4 1 false 2 86ede69d-6cab-446d-8189-b341e31801f4 a008746b-8a28-4cac-bb6b-f8d11ccda59d 1523 272 1515 245 13 54 Surfaces S Resulting planar surfaces 9bda1bfb-0fbb-4841-9d59-2212567118b9 false 0 1566 272 1558 245 16 54 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. f4c42609-4ec7-41c9-ae3d-13f8f6a81958 true 1173 452 1139 420 83 64 List L Base list fd520f45-5549-4d86-886a-9f826a367e1b 1 false 1 70ae7dcb-062d-449e-b64d-456699b4973f 1151 432 1141 422 17 20 Index i Item index 22c0c937-bc11-47be-aa1a-be36c04ac3d3 false 0 1 1151 452 1141 442 17 20 3 Wrap W Wrap index to list bounds 2717c488-5d95-4787-8777-0a7df9d85af5 false 0 1 false 1151 472 1141 462 17 20 false Element E Item at {i'} c7c88514-3940-4e39-a04f-c274d183d190 true false 0 1196 452 1188 422 32 60 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. c9a8e5ac-2826-4c72-8052-1ddcb2bc7169 true 1348 480 1316 448 67 64 Vertices V Interpolation points f5c04063-b766-446c-b10d-88425410e657 1 false 3 c6c35401-ecea-47de-8046-bbe57fdc7f16 c7c88514-3940-4e39-a04f-c274d183d190 a36ea4be-3301-415c-89b7-9b03e592c31b 1327 460 1318 450 15 20 Degree D Curve degree 1a2b9f02-7ac3-4c28-a0a9-23e19d817a9b false 0 1 1327 480 1318 470 15 20 3 Periodic P Periodic curve 69606fef-b081-40ae-930b-b329c9578af0 false 0 1 false 1327 500 1318 490 15 20 false Curve C Resulting nurbs curve 30360072-8b11-4fde-8a52-bfa2c7d516d2 false 0 1372 460 1363 450 18 20 Length L Curve length 31c14970-5b06-4260-9d2d-008d632a3db7 false 0 1372 480 1363 470 18 20 Domain D Curve domain 9c02581a-62c8-42f1-a61e-1d304d75ab7e false 0 1372 500 1363 490 18 20 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 87db6a52-4df3-4122-8c6a-e30cf619b0ac true 1173 546 1139 514 83 64 List L Base list 4903833c-f506-48a9-8280-dbea437db0f8 1 false 1 70ae7dcb-062d-449e-b64d-456699b4973f 1151 526 1141 516 17 20 Index i Item index 297babfc-61bc-402e-b629-b832e34ce5fa false 0 1 1151 546 1141 536 17 20 0 Wrap W Wrap index to list bounds 6703203d-d26b-476c-bf9b-24ac74ab0ed7 false 0 1 false 1151 566 1141 556 17 20 false Element E Item at {i'} 97a6c22d-dab7-4cde-ab17-922bff8ff715 true false 0 1196 546 1188 516 32 60 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 63886ba2-8758-400f-ad28-ceb4b7366eb4 true 1348 574 1316 542 67 64 Vertices V Interpolation points 51232cde-4aeb-4e9e-b024-a0b3746e1e75 1 false 3 c6c35401-ecea-47de-8046-bbe57fdc7f16 97a6c22d-dab7-4cde-ab17-922bff8ff715 a36ea4be-3301-415c-89b7-9b03e592c31b 1327 554 1318 544 15 20 Degree D Curve degree 78d49c28-7386-4e88-bd39-76267bb23440 false 0 1 1327 574 1318 564 15 20 3 Periodic P Periodic curve 257f7c00-2b59-414f-9811-b81035ee79a1 false 0 1 false 1327 594 1318 584 15 20 false Curve C Resulting nurbs curve 66b4c485-6cac-4dc5-8a13-cd180a64e939 false 0 1372 554 1363 544 18 20 Length L Curve length 9a09b506-04b0-4f6b-955d-bb598121110f false 0 1372 574 1363 564 18 20 Domain D Curve domain 94a11011-e0b7-4017-9fbb-d9c22e9991a0 false 0 1372 594 1363 584 18 20 fdf09135-fae5-4e5f-b427-b1f384ca3009 Evaluate Curve Evaluate Curve Eval Evaluate a curve at the specified parameter. 974afd74-b85d-4fe5-b663-b4b978cd1633 true 274 451 227 419 96 64 Curve C Curve to evaluate f1fb9a55-d957-478b-970f-e603f592dfeb false 1 2785de20-62d8-4b4e-b4de-b677d555daf8 true 253.5 436 229 421 30 30 Parameter t Parameter on curve domain to evaluate 94c6596c-1627-4b4d-b4a7-89c7e6f59dbd false 1 47d10cea-5cfd-4b68-9cb3-0c2ef2f49d11 253.5 466 229 451 30 30 Point P Point on the curve at {t} 028129c3-d804-45ff-b908-f9c102209d99 2 false 0 297 431 289 421 32 20 Tangent T Tangent vector at {t} 34ae646e-5e62-4543-a0e1-6f470b0af58e false 0 297 451 289 441 32 20 Length L Length along the curve from the start to {t} 3d75dae9-1066-4fa2-8e9d-6cf3c412b536 false 0 297 471 289 461 32 20 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider evaluate Numeric slider for single values 47d10cea-5cfd-4b68-9cb3-0c2ef2f49d11 false 0 34.64017 457.4977 34 457 174 20 0 0 1 3 0 1 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidean distance between two point coordinates. 81accdd6-b809-428b-9c0a-7a7918db995c true 391 468 360 446 66 44 Point A A First point 6232353a-fa47-422a-8a84-6550c7cbd92d false 1 028129c3-d804-45ff-b908-f9c102209d99 370.5 458 362 448 14 20 Point B B Second point 57bdde47-4f49-414b-986d-9a59ccaa465e false 1 6798f7d5-5fb3-40c3-9b7a-5bdeb4ad7c29 370.5 478 362 468 14 20 Distance D Distance between A and B 2c1768a4-03d6-4158-9cd5-d044a1e4da2a false 0 415 468 406 448 18 40 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. 79761f40-4959-4c68-803f-9b87270ba297 608 454 561 431 78 46 -A Domain start A Start value of numeric domain a7475487-6da5-4649-9436-8ae6308cb924 false 1 4a295c26-9ba0-4f6b-b075-d2eb5181b4a0 587.5 443.5 563 433 30 21 Domain end B End value of numeric domain aa0c53ae-037f-4627-b349-9b7d9cd69bd6 false 1 4a295c26-9ba0-4f6b-b075-d2eb5181b4a0 587.5 464.5 563 454 30 21 Domain I Numeric domain between {A} and {B} d6024955-d3cb-4851-bd03-58d3710ece4c false 0 630 454 623 433 14 42 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider amplify Numeric slider for single values 7b401946-8755-499d-b8fe-1cd9c93bbf2f false 0 280.1602 519.0977 280 519 169 20 0.02677 0 0.2 5 0 1 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Multiplication A×B Mathematical multiplication 11a1a4eb-a2e6-4dc9-b1ca-a148e9827b59 true 500 453 469 431 65 44 A A First item for multiplication b6726960-08e8-4e19-9179-47b2a97a5d8e false 1 2c1768a4-03d6-4158-9cd5-d044a1e4da2a 479.5 443 471 433 14 20 B B Second item for multiplication 805b9873-f8a1-4e7e-b78d-e9a5696769a8 false 1 7b401946-8755-499d-b8fe-1cd9c93bbf2f 479.5 463 471 453 14 20 Result R The result of the Multiplication 4a295c26-9ba0-4f6b-b075-d2eb5181b4a0 false 0 523.5 453 515 433 17 40 a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850 Loft Loft Loft Create a lofted surface through a set of section curves. 0c18fb76-2ad7-49a3-b8cf-3c9fc760b250 true 1543 200 1511 178 65 44 Curves C Section curves b4e10aa0-c33c-49b1-b00a-00cffeda21fa 1 false 2 a008746b-8a28-4cac-bb6b-f8d11ccda59d 30360072-8b11-4fde-8a52-bfa2c7d516d2 1522 190 1513 180 15 20 Options O Loft options be6fbb53-74ea-4088-b727-62dfc85c1948 false 0 1 1522 210 1513 200 15 20 false false 10 0.01 0 0 0 Loft L Resulting Loft surfaces 8e4e8c57-3bac-49f3-bc8f-de177c1ef8ec false 0 1566 200 1558 180 16 40 a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850 Loft Loft Loft Create a lofted surface through a set of section curves. 24d040f3-fc0e-4444-aeee-eb1b43d56f0f 1543 584 1511 562 65 44 Curves C Section curves 38f5b3c2-b840-4fdb-97c1-235a99a0d4ee 1 false 2 2b994de3-9bd8-49b2-aca3-c23bbab76b35 66b4c485-6cac-4dc5-8a13-cd180a64e939 1522 574 1513 564 15 20 Options O Loft options d3ce0d6b-30df-4872-99dd-1a1712857b3e false 0 1 1522 594 1513 584 15 20 false false 10 0.01 0 0 0 Loft L Resulting Loft surfaces 41e98c8e-3a60-4c93-88a6-3b3816ca86f2 false 0 1566 584 1558 564 16 40 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 7908e256-1f62-4ceb-8111-5f40c20628a6 1543 512 1513 483 63 58 Edges E Edge curves e4e7ed81-0b16-4533-8d22-d25975de93fb 1 false 2 86ede69d-6cab-446d-8189-b341e31801f4 66b4c485-6cac-4dc5-8a13-cd180a64e939 1523 512 1515 485 13 54 Surfaces S Resulting planar surfaces af147f1b-065d-4997-bdec-a5bb6d44b306 false 0 1566 512 1558 485 16 54 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 25b64e73-daad-4290-a084-d5644360fa09 true 1543 352 1513 323 63 58 Edges E Edge curves 2f0702e0-fd3a-4681-be80-ee985de3e8dc 1 false 2 2b994de3-9bd8-49b2-aca3-c23bbab76b35 86ede69d-6cab-446d-8189-b341e31801f4 1523 352 1515 325 13 54 Surfaces S Resulting planar surfaces 64ce18e5-6537-4b74-8fa6-22841a7f5cf9 false 0 1566 352 1558 325 16 54