0 2 1 634633947012628948 0 8 63 204616a4-3634-49e9-b32e-0fd5ed1fae57 91;94;5;32 150;0;150;0 Shaded 2012_01_29_contour2.ghx 633872396885468750 0 -170 -278 3.05175781 0 50 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface surface B Represents a collection of 3D Surfaces 56d3f586-eee9-46d6-a684-5b2ccaba6039 true false 0 1 123.9892 106.9748 93 96 60 20 886c06d1-61db-471a-b8a3-9351dcf99313 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider contour_size Numeric slider for single values 589165e8-1cda-4705-a273-e9d246141e03 false 0 41.63464 177.6971 41 177 194 20 13.133 1 20 3 0 1 3b112fb6-3eba-42d2-ba75-0f903c18faab Contour Contour Contour Create a set of Brep or Mesh contours 5ed773b5-4ef3-4857-9e8c-d0e4b27b8619 true 575 268 543 226 66 84 Shape S Brep or Mesh to contour e4fef4ab-9e4b-4452-b0d0-6406878cce30 false 2 1 56d3f586-eee9-46d6-a684-5b2ccaba6039 554 238 545 228 15 20 Point P Contour start point 4d7503bd-5fd8-48c2-b2e2-e1bb296862d7 false 1 07954828-1dda-4eab-bc27-280947ca42c3 1 554 258 545 248 15 20 0 0 0 Direction N Contour normal direction 7de54a9b-3dc2-4bc1-818b-76ed018511a8 false 1 d7e66fec-08dc-4ebb-98bf-d8758934c9ce 1 554 278 545 268 15 20 0 1 0 Distance D Distance between contours 3021f16e-de46-463a-a9bc-de70265bc970 false 2 1 589165e8-1cda-4705-a273-e9d246141e03 554 298 545 288 15 20 Contours C Resulting contours (grouped by section) e41b82b8-482f-46f9-9ded-ea209b44f345 false 0 598.5 268 590 228 17 80 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider contour_angle Numeric slider for single values 039efe1e-2101-4486-9fee-9cd2a443f851 false 0 33.42887 144.6631 33 144 202 20 180 0 180 3 0 1 b6d7ba20-cf74-4191-a756-2216a36e30a7 Rotate Rotate VRot Rotate a vector around an axis. 330aed98-7992-4464-ba4e-bcee85c1e1d4 468 276 421 244 97 64 Vector V Vector to rotate e976f73f-869f-4b34-8c91-0b2ad28898f0 false 0 1 447.5 256 423 246 30 20 0 1 0 Axis X Rotation axis 7e87f4af-e773-4003-857a-c5aa9c942f3a false 0 1 447.5 276 423 266 30 20 0 0 1 Rad(A) Angle A Rotation angle (in radians) 54eb6c36-fe1f-4b54-b4d3-2b0cf4352385 false 2 2 039efe1e-2101-4486-9fee-9cd2a443f851 81af6184-9c04-48ca-9a7b-13b3c1cf402f 447.5 296 423 286 30 20 Vector V Rotated vector d7e66fec-08dc-4ebb-98bf-d8758934c9ce true false 0 491.5 276 483 246 33 60 2d61f4e0-47c5-41d6-a41d-6afa96ee63af Shift Paths Shift Paths PShift Shift the indices in all data paths 75acb0e1-fc92-4d10-83b7-55a382ea3ff3 true 954 215 922 188 67 53 Data D Data to modify e4998b38-5794-49b7-8504-b1801322a6fe 2 false 1 4a31bc09-9304-4439-896a-22f73b353df4 933 202.25 924 190 15 24 Offset O Offset to apply to each branch 9f440fc4-70ba-4ed1-8e14-820dabd45ac1 false 0 1 933 226.75 924 214 15 25 -1 Data D Shifted data 506f3c43-8552-4704-a854-d7636fbb63b0 false 0 978 214.5 969 190 18 49 0148a65d-6f42-414a-9db7-9a9b2eb78437 Brep Edges Brep Edges Edges Extract the edge curves of a Brep object. b8c2c03d-5eae-4e3c-9ddd-5c355328ec1e true 756 217 726 185 72 64 Brep B Base Brep b4e2b0b6-c7c8-4c66-b746-ab860a7806b0 false 1 353dfc45-1fc8-49dd-848f-259d3edd4aad 736 217 728 187 13 60 Naked En Naked edge curves 09af7c7a-e9f7-468f-abb5-0af117d823c4 false 0 783.5 197 771 187 25 20 Interior Ei Interior edge curves 0362de99-5255-4d65-af6f-14210876d973 false 0 783.5 217 771 207 25 20 Non-Manifold Em Non-Manifold edge curves 4d51b714-cb96-4011-9b1b-c0eab7bfdf7f false 0 783.5 237 771 227 25 20 8073a420-6bec-49e3-9b18-367f6fd76ac3 Join Curves Join Curves Join Join as many curves as possible a5c41ee6-5290-4fb2-a6e2-52f123fc839a true 852 206 821 184 81 44 Curves C Curves to join 83f71e03-3a99-4564-af28-07e9a36a3c53 1 false 1 09af7c7a-e9f7-468f-abb5-0af117d823c4 831.5 196 823 186 14 20 Preserve P Preserve direction of input curves c73aed9f-c2b9-4c25-8e24-5a1f4a375d30 false 0 1 false 831.5 216 823 206 14 20 false Curves C Joined curves and individual curves that could not be joined. 4a31bc09-9304-4439-896a-22f73b353df4 true false 0 875.5 206 867 186 33 40 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider thickness Numeric slider for single values a03614c3-800c-4d5a-8f8c-b65855726456 false 0 58.21236 210.6803 58 210 177 20 1 0.1 2 3 0 1 84627490-0fb2-4498-8138-ad134ee4cb36 Curve | Curve Curve | Curve CCX Solve intersection events for two curves. 7c4149a3-4a90-43a9-9792-d78cab73288b true 529 455 482 423 85 64 Curve A A First curve 2d4f86da-b257-45ab-be52-d1683e1eac57 2 false 1 cefe9262-518a-45cf-adda-ebe1d678e7ee 508.5 440 484 425 30 30 Curve B B Second curve 8e632023-8a68-4137-ad69-e8dd3d8074d8 1 false 1 bf153e87-c009-479d-827d-f260ce6860a4 508.5 470 484 455 30 30 Points P Intersection events c484a579-d3f2-4bae-a61e-e60624da1432 false 0 554.5 435 544 425 21 20 Params A tA Parameters on first curve e13617ec-2eb3-47ed-82f9-1b53b0db7b5c false 0 554.5 455 544 445 21 20 Params B tB Parameters on second curve 9e1dac0e-ffcf-463a-89a4-257018f6524b false 0 554.5 475 544 465 21 20 2d61f4e0-47c5-41d6-a41d-6afa96ee63af Shift Paths Shift Paths PShift Shift the indices in all data paths 0bcb5484-ce5a-4437-aa88-a182ea9ee4d0 true 616 460 584 433 67 53 Data D Data to modify 27db9f05-a868-4f6f-9a20-c9d19f5818cc 2 false 1 c484a579-d3f2-4bae-a61e-e60624da1432 595 447.25 586 435 15 24 Offset O Offset to apply to each branch be212ac1-1493-44c6-99fd-7ad2f230ba46 false 0 1 595 471.75 586 459 15 25 -1 Data D Shifted data 2c71ebf8-9b04-461a-9adb-ec9a76736c4c false 0 640 459.5 631 435 18 49 7991bc5f-8a01-4768-bfb0-a39357ac6b84 Clean Tree Clean Tree Clean Removed all null and invalid entries from a Data tree. 47a54990-354e-4aff-b720-26abf19bfa25 true 702 458 670 426 83 64 Data D Data tree to clean 3199e09d-9640-4169-9420-5c357c368993 2 false 1 2c71ebf8-9b04-461a-9adb-ec9a76736c4c 681 438 672 428 15 20 Clean Invalid X Remove invalid entries. fb3a8674-de1a-4c06-b5b3-89e326e38e2e false 0 1 false 681 458 672 448 15 20 true Clean Empty E Remove empty branches. 5b54bdce-ae89-41cf-881d-1ffaea960388 false 0 1 false 681 478 672 468 15 20 true Data D Spotless data 417bc6b6-49ae-42e2-b733-227acbbe1f81 true false 0 726 458 717 428 34 60 3a710c1e-1809-4e19-8c15-82adce31cd62 Tree Branch Tree Branch A Retrieve a specific branch from a data tree. cb64210e-e4b0-43c1-adb3-b7df0e7d2e34 true 415 463 385 441 63 44 Tree T Data Tree 8ac5a49c-b3fa-47ba-8147-f8066055101a 2 false 2 1 506f3c43-8552-4704-a854-d7636fbb63b0 395 453 387 443 13 20 Path P Data tree branch path 90784c03-022f-4d5a-b2da-92f2ba8351d7 false 0 1 395 473 387 463 13 20 {0} Branch B Branch at {P} cefe9262-518a-45cf-adda-ebe1d678e7ee false 0 438 463 430 443 16 40 3a710c1e-1809-4e19-8c15-82adce31cd62 Tree Branch Tree Branch B Retrieve a specific branch from a data tree. 6f3eaf51-d0bb-4506-9129-7164a6c539de true 415 510 385 488 63 44 Tree T Data Tree f3f53a06-f67f-43e0-bb7b-421e9dc6b954 2 false 2 1 506f3c43-8552-4704-a854-d7636fbb63b0 395 500 387 490 13 20 Path P Data tree branch path f5ef86e1-b918-44c7-95d0-bc5b00ab742e false 0 1 395 520 387 510 13 20 {1} Branch B Branch at {P} bf153e87-c009-479d-827d-f260ce6860a4 false 0 438 510 430 490 16 40 d93100b6-d50b-40b2-831a-814659dc38e3 Rectangle Rectangle Rectangle Create a rectangle on a plane eebd50be-dd46-49c5-9957-5fdc18d97f76 true 1007 622 976 580 65 84 Plane P Rectangle base plane 1ea4edad-652c-4e2a-93ea-59053b19adba false 1 28811364-800f-4217-a909-0d72f94a1953 1 986.5 592 978 582 14 20 0 0 0 1 0 0 0 1 0 X Size X Dimensions of rectangle in plane X direction. 30e63337-797c-43f9-a8be-8c6e9bae82c4 false 1 32db4708-2918-428f-9e46-91fd79865cbd 1 986.5 612 978 602 14 20 -1 1 Y Size Y Dimensions of rectangle in plane y direction. 9990c485-08aa-46c8-844d-4a92985da7e3 false 1 d538cc1c-b9aa-4c04-ac83-052deb90210f 1 986.5 632 978 622 14 20 -1 1 Radius R Rectangle corner fillet radius d94d218c-b1c2-49bb-939d-c05668769dde false 0 1 986.5 652 978 642 14 20 0 Rectangle R Rectangle 86057dc6-a22c-4393-9a5e-f3fe63a562f5 false 0 1030.5 602 1022 582 17 40 Length L Length of rectangle curve 50b76b7b-7b83-4a6b-8784-abc6a4362141 false 0 1030.5 642 1022 622 17 40 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. 2efd60b1-60af-48e2-be66-cf8bce4854f8 801 817 754 794 77 45 -A/2 Domain start A Start value of numeric domain 08238338-90e2-49db-a4c1-f68d55d769d7 false 2 1 b38a54a3-393d-4f6c-a7f9-1759995926e1 780.5 806.25 756 796 30 20 B/2 Domain end B End value of numeric domain 3057928f-0553-4fad-8ff3-ab52a187fb41 false 2 1 b38a54a3-393d-4f6c-a7f9-1759995926e1 780.5 826.75 756 816 30 21 Domain I Numeric domain between {A} and {B} d538cc1c-b9aa-4c04-ac83-052deb90210f false 0 822.5 816.5 816 796 13 41 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. 92b483d9-aef7-4484-9d91-d12ca14b4d6e 903 636 856 613 77 45 -A/2 Domain start A Start value of numeric domain a15a32fb-0d11-4733-902e-ffbcb2232699 false 2 1 a03614c3-800c-4d5a-8f8c-b65855726456 882.5 625.25 858 615 30 20 B/2 Domain end B End value of numeric domain f5498d33-508f-4082-bc56-b253de3eaeb0 false 2 1 a03614c3-800c-4d5a-8f8c-b65855726456 882.5 645.75 858 635 30 21 Domain I Numeric domain between {A} and {B} 32db4708-2918-428f-9e46-91fd79865cbd false 0 924.5 635.5 918 615 13 41 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. 03315d5d-9436-4135-b68f-e9d800186836 true 800 455 770 420 64 70 List L List to filter 82a3ea84-df4f-4897-86b6-6ea186db1b4b 1 false 1 417bc6b6-49ae-42e2-b733-227acbbe1f81 780 438.5 772 422 13 33 Dispatch pattern P Dispatch pattern daf32be0-d06b-4e11-a2b6-8cddccd77265 1 false 0 2 false 780 471.5 772 455 13 33 true false List A A Dispatch target for True values 6ebf5fb3-2457-483a-85f9-ab04446505a0 false 0 823.5 438.5 815 422 17 33 List B B Dispatch target for False values e9318488-a5a4-4ce7-8d4c-2bf33c5351bb false 0 823.5 471.5 815 455 17 33 bc3e379e-7206-4e7b-b63a-ff61f4b38a3e Plane Plane plane B Create a plane from {x} and {y} axes. 5098171c-a9f5-4b75-b1aa-75000b456a3a true 893 508 861 476 68 64 Origin O Origin of plane c890cdc8-60e9-4724-81c6-4d302099da9c false 1 bfc76914-a18d-4506-b81e-c8a2903f8bf5 1 872 488 863 478 15 20 0 0 0 X-Axis X X-Axis direction of plane 099c84cd-3b57-413f-93da-650564afd7b1 false 2 1 c1d23ec3-72f4-47b5-afad-91b0ec6eda65 1 872 508 863 498 15 20 1 0 0 Y-Axis Y Y-Axis direction of plane 57565ce8-eb2e-4ace-8d1d-30fa88fb9101 false 0 1 872 528 863 518 15 20 0 0 1 Plane Pl Plane definition 51a49752-a8b5-470b-a8e1-036717fd145d false 0 917.5 508 908 478 19 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item vector B Retrieve a specific item from a list. b08dea8d-7b4c-4236-8f48-a46b94e0b318 true 805 637 771 603 67 67 List L Base list 88f66c29-dea5-497c-bc5b-0adfbd8b523e 1 false 2 1 d7e66fec-08dc-4ebb-98bf-d8758934c9ce 783 615.5 773 605 17 21 Index i Item index 3ed1a22a-d11c-4dbd-8696-66f93765d05d false 0 1 783 636.5 773 626 17 21 0 Wrap W Wrap index to list bounds 8220a42d-06cc-4a5b-9ae6-7dddb2f709cf false 0 1 false 783 657.5 773 647 17 21 false Element E Item at {i'} c1d23ec3-72f4-47b5-afad-91b0ec6eda65 false 0 828 636.5 820 605 16 63 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item vector A Retrieve a specific item from a list. e403c562-a478-42d1-b803-e67a5d64036b true 803 709 769 675 67 68 List L Base list a267d872-35d8-46f9-a42a-722bc7f8871f 1 false 2 1 d7e66fec-08dc-4ebb-98bf-d8758934c9ce 781 687.6667 771 677 17 21 Index i Item index e6c2a207-06e5-4c6c-89c4-fe92b7902182 false 0 1 781 709 771 698 17 21 1 Wrap W Wrap index to list bounds a3b1d027-c29c-43b7-bfdc-b3264191aba1 false 0 1 false 781 730.3334 771 719 17 22 false Element E Item at {i'} 4b258eab-b458-4dd5-92b3-6e2d1c6f3c07 false 0 826 709 818 677 16 64 bc3e379e-7206-4e7b-b63a-ff61f4b38a3e Plane Plane plane A Create a plane from {x} and {y} axes. 68d2bf90-449b-4040-974a-57c3b01b2a4c true 893 574 861 542 68 64 Origin O Origin of plane caf3874b-9e38-447a-aae5-9d6dc96eebc0 false 1 e9318488-a5a4-4ce7-8d4c-2bf33c5351bb 1 872 554 863 544 15 20 0 0 0 X-Axis X X-Axis direction of plane 201d3639-0995-49ce-90d7-aa38916a7b7f false 2 1 4b258eab-b458-4dd5-92b3-6e2d1c6f3c07 1 872 574 863 564 15 20 1 0 0 Y-Axis Y Y-Axis direction of plane 52b38c21-b428-4474-b299-c587fe1303cd false 0 1 872 594 863 584 15 20 0 0 1 Plane Pl Plane definition 28811364-800f-4217-a909-0d72f94a1953 false 0 917.5 574 908 544 19 60 3a710c1e-1809-4e19-8c15-82adce31cd62 Tree Branch Tree Branch A Retrieve a specific branch from a data tree. 2bc960a2-1c5a-4408-898f-6102ad33ce55 true 954 340 924 318 99 44 Tree T Data Tree 26c25242-cd17-4b10-b0c0-31f7a0e1cf1c 2 false 2 1 506f3c43-8552-4704-a854-d7636fbb63b0 934 330 926 320 13 20 Path P Data tree branch path 592c61b1-da39-4814-a418-0b5f67b494d2 false 0 1 934 350 926 340 13 20 {0} Branch B Branch at {P} cd0216bd-d7a4-42c4-8d1a-a6d64b8795d5 2 true false 0 977 340 969 320 52 40 d93100b6-d50b-40b2-831a-814659dc38e3 Rectangle Rectangle Rectangle Create a rectangle on a plane bde1328c-5c6e-4e08-8f3e-cb69081fa220 true 1009 524 978 482 65 84 Plane P Rectangle base plane 0059170d-5747-475f-802a-823ab732144a false 1 51a49752-a8b5-470b-a8e1-036717fd145d 1 988.5 494 980 484 14 20 0 0 0 1 0 0 0 1 0 X Size X Dimensions of rectangle in plane X direction. 870cda02-636d-4c42-aa75-cfc5a865dc3d false 1 32db4708-2918-428f-9e46-91fd79865cbd 1 988.5 514 980 504 14 20 -1 1 Y Size Y Dimensions of rectangle in plane y direction. 0a2f2cfb-4082-493b-83f0-c666288afec4 false 1 68f3aca3-094c-4c30-b66a-6b2143fc50d0 1 988.5 534 980 524 14 20 -1 1 Radius R Rectangle corner fillet radius 8d9f1445-5ca4-4a8d-b22f-de9cfdd15f28 false 0 1 988.5 554 980 544 14 20 0 Rectangle R Rectangle 064dfe0e-60fd-4868-9b27-7d68d42781af false 0 1032.5 504 1024 484 17 40 Length L Length of rectangle curve 1d3288b7-e7ee-4328-a7db-387c75a32c96 false 0 1032.5 544 1024 524 17 40 3a710c1e-1809-4e19-8c15-82adce31cd62 Tree Branch Tree Branch B Retrieve a specific branch from a data tree. cdf7ceff-4ff2-457d-8087-cc1a2be6debe true 954 388 924 366 99 44 Tree T Data Tree ed9b791d-5127-4391-bf78-83b3c2f7a956 2 false 2 1 506f3c43-8552-4704-a854-d7636fbb63b0 934 378 926 368 13 20 Path P Data tree branch path 28bb6ae6-5cf9-4783-9d7c-acc41dae2a06 false 0 1 934 398 926 388 13 20 {1} Branch B Branch at {P} e67ca24d-7bfa-4362-bf75-1acb3db8ea13 2 true false 0 977 388 969 368 52 40 84627490-0fb2-4498-8138-ad134ee4cb36 Curve | Curve Curve | Curve CCX Solve intersection events for two curves. f9e7a161-612e-49ee-9976-b98435cb8d7c true 528 525 481 493 85 64 Curve A A First curve 2c83dc42-a116-4973-8418-2a88b84ba046 2 false 1 bf153e87-c009-479d-827d-f260ce6860a4 507.5 510 483 495 30 30 Curve B B Second curve b5e1cee4-140d-45ff-abcd-a897becab6c5 1 false 1 cefe9262-518a-45cf-adda-ebe1d678e7ee 507.5 540 483 525 30 30 Points P Intersection events 9ec1acec-1365-4493-801e-b21c79ceacea false 0 553.5 505 543 495 21 20 Params A tA Parameters on first curve 674ef1ed-83d1-414a-8135-e63f92cff8ee false 0 553.5 525 543 515 21 20 Params B tB Parameters on second curve 4de45ced-e71c-4082-8c32-7c6e4bbb1f6b false 0 553.5 545 543 535 21 20 2d61f4e0-47c5-41d6-a41d-6afa96ee63af Shift Paths Shift Paths PShift Shift the indices in all data paths a3d5c731-364e-4b67-af66-130dd463038f true 616 525 584 498 67 53 Data D Data to modify 1216c252-7a5f-47f0-b202-7d8d7f6304d3 2 false 1 9ec1acec-1365-4493-801e-b21c79ceacea 595 512.25 586 500 15 24 Offset O Offset to apply to each branch c747e991-6de2-4e91-ac5f-bbc78dbcbaeb false 0 1 595 536.75 586 524 15 25 -1 Data D Shifted data 5654d154-45d7-4275-8538-c3c5d82afce1 false 0 640 524.5 631 500 18 49 7991bc5f-8a01-4768-bfb0-a39357ac6b84 Clean Tree Clean Tree Clean Removed all null and invalid entries from a Data tree. 68cb5379-e682-46d5-9d1b-f12ac23f0a35 true 705 532 673 500 83 64 Data D Data tree to clean a11fe23c-a13a-4e83-ae26-701833bba674 2 false 1 5654d154-45d7-4275-8538-c3c5d82afce1 684 512 675 502 15 20 Clean Invalid X Remove invalid entries. 706bdcb0-a34a-41fd-8214-294856d75975 false 0 1 false 684 532 675 522 15 20 true Clean Empty E Remove empty branches. ec8f400d-dca5-4c9b-bda5-fc76b90d7b89 false 0 1 false 684 552 675 542 15 20 true Data D Spotless data af692842-5d12-4866-9f62-829e0899e31d true false 0 729 532 720 502 34 60 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. e47b2bc7-3ddd-4870-bcb4-106e334571ae true 801 541 771 506 64 70 List L List to filter 6477913b-8df1-4a1d-99b7-7528e1a13254 1 false 1 af692842-5d12-4866-9f62-829e0899e31d 781 524.5 773 508 13 33 Dispatch pattern P Dispatch pattern 3c2a82af-5e8a-4ef0-8174-009aa73e6eda 1 false 0 2 false 781 557.5 773 541 13 33 true false List A A Dispatch target for True values bfc76914-a18d-4506-b81e-c8a2903f8bf5 false 0 824.5 524.5 816 508 17 33 List B B Dispatch target for False values f5041456-3e91-4463-99a9-08283f8441a8 false 0 824.5 557.5 816 541 17 33 26949c81-9b50-43b7-ac49-3203deb6eec7 Trim with Regions Trim with Regions Trim Trim a curve with multiple regions. 8000db20-6afd-42c1-a1b1-660acb626435 true 1160 405 1129 373 71 64 Curve C Curve to trim 5039985c-8771-42c8-8562-bd1574ee8951 false 1 cd0216bd-d7a4-42c4-8d1a-a6d64b8795d5 1139.5 385 1131 375 14 20 Regions R Regions to trim against b6846745-af14-4ead-aa8a-4e1940a8655f 1 false 1 86057dc6-a22c-4393-9a5e-f3fe63a562f5 1139.5 405 1131 395 14 20 Plane P Optional solution plane. If omitted the curve best-fit plane is used. c46071a2-75d1-4a1d-ab4a-761d189e017c true 0 1139.5 425 1131 415 14 20 Inside Ci Split curves inside the regions 752baab8-f4e0-4d6a-a0d6-4faeae083739 false 0 1186.5 390 1175 375 23 30 Outside Co Split curves outside the regions 95344d70-016f-42a2-8b9f-c5af81e65392 false 0 1186.5 420 1175 405 23 30 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves e9328271-69ce-4aa5-b2de-d657b6f82059 true false 1 95344d70-016f-42a2-8b9f-c5af81e65392 1251.85 447.8 1226 437 50 20 26949c81-9b50-43b7-ac49-3203deb6eec7 Trim with Regions Trim with Regions Trim Trim a curve with multiple regions. ee0aa53d-3204-4074-a7a4-2d0f22ea9871 true 1160 490 1129 458 71 64 Curve C Curve to trim 3ad785f7-a7ca-4b93-a4ef-3b92a8195803 false 1 86057dc6-a22c-4393-9a5e-f3fe63a562f5 1139.5 470 1131 460 14 20 Regions R Regions to trim against 378d1322-54ea-4b01-9c23-776cb5a02b94 1 false 1 cd0216bd-d7a4-42c4-8d1a-a6d64b8795d5 1139.5 490 1131 480 14 20 Plane P Optional solution plane. If omitted the curve best-fit plane is used. 0d70aaf1-cfdc-4592-96a6-9d08987dd731 true 0 1139.5 510 1131 500 14 20 Inside Ci Split curves inside the regions 5e4a3910-36c6-4e67-ab68-f8babadbc9be false 0 1186.5 475 1175 460 23 30 Outside Co Split curves outside the regions 53f2d949-df60-4836-9542-9e4508e03ab8 false 0 1186.5 505 1175 490 23 30 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves 1fcd64c4-30e5-41ad-9821-8cd88ebbab3e true false 1 5e4a3910-36c6-4e67-ab68-f8babadbc9be 1250.85 475.8 1225 465 50 20 8073a420-6bec-49e3-9b18-367f6fd76ac3 Join Curves Join Curves Join Join as many curves as possible ee8ecb92-20f6-43ab-b6ab-55fcf0d15cef true 1371 516 1324 494 117 44 Curves C Curves to join 2af3ec98-70e0-4246-9b25-1ba22917cb77 1 1 false 2 e9328271-69ce-4aa5-b2de-d657b6f82059 1fcd64c4-30e5-41ad-9821-8cd88ebbab3e 1350.5 506 1326 496 30 20 Preserve P Preserve direction of input curves f5376d97-77dd-4d50-ab2b-12b5a59f8181 false 0 1 false 1350.5 526 1326 516 30 20 false Curves C Joined curves and individual curves that could not be joined. f00675aa-c996-449a-88bf-c966c5d3f978 1 true false 0 1394.5 516 1386 496 53 40 26949c81-9b50-43b7-ac49-3203deb6eec7 Trim with Regions Trim with Regions Trim Trim a curve with multiple regions. d5b5b3e5-8ecd-4c1e-8117-791653d45a67 true 1158 577 1127 545 71 64 Curve C Curve to trim 9367ed2c-aae4-4580-812a-59dcf9ef92cb false 1 e67ca24d-7bfa-4362-bf75-1acb3db8ea13 1137.5 557 1129 547 14 20 Regions R Regions to trim against afb20236-6525-415e-a8e1-8f7a784a506e 1 false 1 064dfe0e-60fd-4868-9b27-7d68d42781af 1137.5 577 1129 567 14 20 Plane P Optional solution plane. If omitted the curve best-fit plane is used. 9aa746b5-f741-4764-885e-020adc7b0f75 true 0 1137.5 597 1129 587 14 20 Inside Ci Split curves inside the regions 2143eaa1-e8ed-42e1-ac33-d8bc8d3ffdb6 false 0 1184.5 562 1173 547 23 30 Outside Co Split curves outside the regions cb7c362f-650a-4369-9465-63e44057d0d1 false 0 1184.5 592 1173 577 23 30 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves 867b4f2f-8683-450d-a2ac-8c014d9db1d6 true false 1 cb7c362f-650a-4369-9465-63e44057d0d1 1253.85 619.8 1228 609 50 20 26949c81-9b50-43b7-ac49-3203deb6eec7 Trim with Regions Trim with Regions Trim Trim a curve with multiple regions. 0d9ee50e-67bf-4628-95ed-5ed79167d219 true 1158 648 1127 616 71 64 Curve C Curve to trim ea1808a2-6b22-4159-8a38-40f6105a0eba false 1 064dfe0e-60fd-4868-9b27-7d68d42781af 1137.5 628 1129 618 14 20 Regions R Regions to trim against d2f90aca-e41b-4f3a-9f51-4f4a17e6ae4f 1 false 1 e67ca24d-7bfa-4362-bf75-1acb3db8ea13 1137.5 648 1129 638 14 20 Plane P Optional solution plane. If omitted the curve best-fit plane is used. ea5c276a-cc00-4a20-b9a9-c678b9bae011 true 0 1137.5 668 1129 658 14 20 Inside Ci Split curves inside the regions 906aa535-1b59-4687-aae0-4a693cdf4715 false 0 1184.5 633 1173 618 23 30 Outside Co Split curves outside the regions 5a074cf1-4266-4d0c-b523-a516f9e4b581 false 0 1184.5 663 1173 648 23 30 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves e51f4300-2fc9-4997-9ab5-253552775f0a true false 1 906aa535-1b59-4687-aae0-4a693cdf4715 1252.85 647.8 1227 637 50 20 8073a420-6bec-49e3-9b18-367f6fd76ac3 Join Curves Join Curves Join Join as many curves as possible 89fef269-59a8-4bf1-ba6d-628a42b2e19b true 1371 583 1324 561 117 44 Curves C Curves to join 665cd792-72c1-45ac-a0fb-710ff0fb1b72 1 1 false 2 867b4f2f-8683-450d-a2ac-8c014d9db1d6 e51f4300-2fc9-4997-9ab5-253552775f0a 1350.5 573 1326 563 30 20 Preserve P Preserve direction of input curves 15c84f46-8215-4c97-9f03-daee1492a7ea false 0 1 false 1350.5 593 1326 583 30 20 false Curves C Joined curves and individual curves that could not be joined. 88e7a1b6-9023-4952-aec8-59b7978ffdde 1 true false 0 1394.5 583 1386 563 53 40 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface surface A Represents a collection of 3D Surfaces 4bd54264-2574-4dc6-8e50-d1df978306a0 true false 0 1 123.2992 66.1348 92 56 61 20 a729b4b8-5e63-4d6e-b5c7-516c8562e5e3 3b112fb6-3eba-42d2-ba75-0f903c18faab Contour Contour Contour Create a set of Brep or Mesh contours b3b6f5c1-3711-46de-84ec-e1c1673d2a3e true 587 113 555 71 66 84 Shape S Brep or Mesh to contour 91d2a499-0422-42bd-8a2b-b449f23b9f41 false 2 1 4bd54264-2574-4dc6-8e50-d1df978306a0 566 83 557 73 15 20 Point P Contour start point 360c4414-fe47-4702-8cde-1ad240b66a3e false 1 07954828-1dda-4eab-bc27-280947ca42c3 1 566 103 557 93 15 20 0 0 0 Direction N Contour normal direction 7ddb5c3f-5ea2-42b3-8154-54c003f480ef false 1 95041f04-a148-4594-bf01-93ca78c67f40 1 566 123 557 113 15 20 0 1 0 Distance D Distance between contours 25b636cb-466a-4ded-a925-5e4f1ed7dc93 false 2 1 589165e8-1cda-4705-a273-e9d246141e03 566 143 557 133 15 20 Contours C Resulting contours (grouped by section) ca018cdd-ce28-4422-aa4a-01467b29532a false 0 610.5 113 602 73 17 80 b6d7ba20-cf74-4191-a756-2216a36e30a7 Rotate Rotate VRot Rotate a vector around an axis. 180e1178-1dcc-49c1-a801-f618635e078f 475 118 428 86 97 64 Vector V Vector to rotate 5d59dea3-532f-4b83-94d6-dcb25d2df3e5 false 0 1 454.5 98 430 88 30 20 0 1 0 Axis X Rotation axis dffe62c6-b085-474c-bfc3-f7cffcd9a5b7 false 0 1 454.5 118 430 108 30 20 0 0 1 Rad(A) Angle A Rotation angle (in radians) df6e3f5b-b15b-4a02-bfaa-9c7a8b8e2781 false 2 2 039efe1e-2101-4486-9fee-9cd2a443f851 81af6184-9c04-48ca-9a7b-13b3c1cf402f 454.5 138 430 128 30 20 Vector V Rotated vector 95041f04-a148-4594-bf01-93ca78c67f40 true false 0 498.5 118 490 88 33 60 d18db32b-7099-4eea-85c4-8ba675ee8ec3 Addition Addition A+B Mathematical addition 29217f57-3ec9-4d18-99c8-09b5f5b9be81 true 379 175 348 153 65 44 A A First item for addition 83988f09-6eef-4098-a9b2-2e72dbf70c41 false 2 1 039efe1e-2101-4486-9fee-9cd2a443f851 358.5 165 350 155 14 20 B B Second item for addition 2d485171-ff56-4a0d-9c8b-b304946202d4 false 0 1 358.5 185 350 175 14 20 90 Result R The result of the Addition 81af6184-9c04-48ca-9a7b-13b3c1cf402f false 0 402.5 175 394 155 17 40 36132830-e2ef-4476-8ea1-6a43922344f0 Edge Surface Edge Surface EdgeSrf Create a surface from two, three or four edge curves. bf64e7d4-69c7-4fb0-9b36-3f82c969a2cd true 675 217 643 175 65 84 Curve A A First curve db3d450a-415c-4ba5-8061-66853e79899d false 1 ca018cdd-ce28-4422-aa4a-01467b29532a 654 187 645 177 15 20 Curve B B Second curve f5fd007d-a988-40d0-bfc9-74e83c40d021 false 1 e41b82b8-482f-46f9-9ded-ea209b44f345 654 207 645 197 15 20 Curve C C Optional Third curve e7a314d3-601d-4cd6-9e5a-47caaf9bdc94 true 0 654 227 645 217 15 20 Curve D D Optional Fourth curve 99b94898-4156-4278-a957-1d4cdfed8928 true 0 654 247 645 237 15 20 Surface S Brep representing the edge-surface 353dfc45-1fc8-49dd-848f-259d3edd4aad false 0 698 217 690 177 16 80 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidean distance between two point coordinates. b41f5127-e1d7-4efb-9881-f25d362c1f0e true 691 816 660 794 66 44 Point A A First point ed3cbcfe-69c9-421c-863a-fd2e3ef75312 false 1 6ebf5fb3-2457-483a-85f9-ab04446505a0 670.5 806 662 796 14 20 Point B B Second point 64a150a7-dc35-4011-b03b-16f3addfee8a false 1 e9318488-a5a4-4ce7-8d4c-2bf33c5351bb 670.5 826 662 816 14 20 Distance D Distance between A and B b38a54a3-393d-4f6c-a7f9-1759995926e1 false 0 715 816 706 796 18 40 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidean distance between two point coordinates. c8e9fc13-029d-434e-bff1-eb81308741a2 true 692 768 661 746 66 44 Point A A First point a9b8e747-f171-4786-bf15-c975feee1420 false 1 bfc76914-a18d-4506-b81e-c8a2903f8bf5 671.5 758 663 748 14 20 Point B B Second point a8905401-c47b-44c7-8ca6-605ffed7c439 false 1 f5041456-3e91-4463-99a9-08283f8441a8 671.5 778 663 768 14 20 Distance D Distance between A and B d348d742-17b5-4a0c-926c-5baddc737f16 false 0 716 768 707 748 18 40 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. d6360577-09ba-4dc8-8b87-d5e5c54ee949 801 769 754 746 77 45 -A/2 Domain start A Start value of numeric domain c66f6154-a2e3-4d52-93e7-0ca302f626a0 false 2 1 d348d742-17b5-4a0c-926c-5baddc737f16 780.5 758.25 756 748 30 20 B/2 Domain end B End value of numeric domain cb4ebd25-e93d-4138-a387-5e1a01e7ffbd false 2 1 d348d742-17b5-4a0c-926c-5baddc737f16 780.5 778.75 756 768 30 21 Domain I Numeric domain between {A} and {B} 68f3aca3-094c-4c30-b66a-6b2143fc50d0 false 0 822.5 768.5 816 748 13 41 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 9a98d660-54e2-454d-b031-2cdb822ce17e 1528 508 1498 480 63 55 Edges E Edge curves 6d5e2f62-dbae-4dee-9ac4-31c53ecdfb22 1 false 1 f00675aa-c996-449a-88bf-c966c5d3f978 1508 507.5 1500 482 13 51 Surfaces S Resulting planar surfaces a18b1eca-3879-4256-bd23-8f931d0bd2ea false 0 1551 507.5 1543 482 16 51 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 09d48d14-bc0f-4f56-a721-39a2a76f9daa 1528 589 1498 561 63 55 Edges E Edge curves d942bbb6-0d53-49bc-8eec-942d8c19e4be 1 false 1 88e7a1b6-9023-4952-aec8-59b7978ffdde 1508 588.5 1500 563 13 51 Surfaces S Resulting planar surfaces 7345f3b6-9da4-474a-9046-be0c487c33a8 false 0 1551 588.5 1543 563 16 51 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. a1a85db3-9904-4b7c-8d8a-27ba85c0dd3f true 474 193 442 171 66 44 Geometry G Brep, mesh or planar closed curve for area computation fa36710a-0971-4db8-a667-55f1c2f6b140 false 2 1 56d3f586-eee9-46d6-a684-5b2ccaba6039 453 193 444 173 15 40 Area A Area of geometry 5877b0b3-2aee-4f3d-a8ba-3dff135631f6 false 0 497.5 183 489 173 17 20 Centroid C Area centroid of geometry 07954828-1dda-4eab-bc27-280947ca42c3 false 0 497.5 203 489 193 17 20