0 2 1 634601655655303063 0 8 63 e237a5ca-04ce-4ee6-9fd7-850192af627b 200;181;88;0 91;0;215;140 Shaded 2011_12_12_hut.ghx 634588880464312948 0 86 68 1.25 0 78 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 5 19 7ef045bf-5846-459d-990a-49fce996c9cc 253a5e3d-941e-42d7-be8a-57e21da79db5 bdbdbbde-27cb-43ea-9e28-e0db8e48cb33 885e1625-1ff4-4b1a-ab5d-c6c1723ab0c9 fcf5d1b7-0135-4481-b751-faeb1cb0e549 cadb237a-0277-4db4-a868-e9424ae6891d 38c649c0-1eb1-4fd5-aac1-849d444bc2f8 2b2cad8a-fc10-4f1d-8dd5-174afdc70e34 cb5d498a-46e4-4e92-9d61-d2b5170193a6 63986c6d-db35-4d80-9bdb-f54e8a2a5b69 f1bc8550-308a-4c01-9bc3-41f3030a3980 621772d8-43f9-4046-962d-ebeb120f9213 e86fe1e2-bd99-4fbf-8682-32d52d6a8daf 3424a457-e5e2-47ca-a5e1-79f7464a4a6e 5f7fc0c9-a539-4055-928b-ef4798f1ae8a 8f763c5e-ef25-4249-8588-f382d17a6e20 9d085165-c29b-4052-b074-30e7aaa6666f 17abfc34-c4cb-42d1-9a50-5edd97b58b15 59982380-755e-4654-a57f-77107b7fd3fd Group A group of Grasshopper objects da1d360e-3de0-4df5-9f28-8371f0842be2 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 5 8 6bcb6b85-8231-4b08-a460-791b1b65c1f8 25a0bedb-c95e-4f2d-9f27-977ec8995902 4ec9a6f4-fec4-4c28-8ce2-3ad3a96a7b53 b5a5959a-cc98-44b1-87ef-4e5fd3ba0300 1aec54a7-664b-46c3-b21a-0703ef972c40 203d588d-bdad-4dd2-8378-78140f54b094 cd3335f9-f821-4b0d-828d-344dfecd6286 847103b5-da72-4b24-b272-961b2f576e9c Group A group of Grasshopper objects bb218920-81d0-4b0a-9c82-bfc439a77b30 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 5 8 0486e321-6ce1-4100-aadd-a19d3f1199ee ff7bfc55-2b40-4976-9439-8061d37f0685 2424116f-fc5b-4fff-a462-5e36a1a273b9 8e6054fa-6942-4353-b211-eb311d95354d 62711013-ae37-4f8b-96d3-3ebbddf40280 59cddb96-fe3c-441e-a684-39279e39b5a2 c7fce666-39a2-488b-8c1d-be30fd016e20 23aa0aed-2d2e-41af-aaec-f38717ae99c5 Group A group of Grasshopper objects 026d2978-4bd4-4e43-8fd2-0cb78c031408 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Base Surface Represents a collection of 3D Surfaces e1b900ab-9f39-4379-a123-34105e7c9e7e true false 0 1 158.4215 24.44153 116 14 84 20 fc62f64a-49a2-405a-b3ef-a72f6066bb26 5106bafc-d5d4-4983-83e7-7be3ed07f502 Divide Surface Divide Surface SDivide Generate a grid of {uv} points on a surface. 0486e321-6ce1-4100-aadd-a19d3f1199ee true 951 123 920 90 70 66 Surface S Surface to divide 7db25a25-0625-4f99-922b-1d1ad789c4e6 false 1 8515082a-5cbc-42df-9146-6242e101e42f 930.5 102.3333 922 92 14 20 U Count U Number of segments in {u} direction 6ecec1ef-31d9-463a-a05d-42cfa8f09e4d false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 1 930.5 123 922 112 14 21 10 V Count V Number of segments in {v} direction 08afe956-7a9f-49f2-b27b-fbeffbb3bbe3 false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 1 930.5 143.6667 922 133 14 20 10 Points P Division points f4e3abee-e7f7-4c01-9a21-6ed138fdd147 false 0 977 102.3333 966 92 22 20 Normals N Normal vectors at division points a6c519cc-261b-4dd9-9d4e-5ca9b563ad77 false 0 977 123 966 112 22 21 Parameters uv Parameter coordinates at division points a5a19fc0-b0fe-41c8-95d0-57c63f5a6d5f true false 0 977 143.6667 966 133 22 20 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Subdivision Numeric slider for single values 32c958f1-5aa4-4af2-93be-06502cb468b8 false 0 22.82488 41.88951 22 41 190 20 57 2 60 0 1 1 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. ff7bfc55-2b40-4976-9439-8061d37f0685 434 123 402 94 66 58 Domain D Domain of numeric range 47abee93-b5b3-4561-9ee6-396f1215f7fd false 0 1 413 109.5 404 96 15 27 0 1 Steps N Number of steps b84bc352-26f3-4bf6-8d0c-2c7ee89618b9 false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 1 413 136.5 404 123 15 27 10 Range R Range of numbers 899ecdc4-0141-4ddb-ac32-42aaf0cf67fd false 0 457.5 123 449 96 17 54 3581f42a-9592-4549-bd6b-1c0fc39d067b Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 2424116f-fc5b-4fff-a462-5e36a1a273b9 true 520 133 490 101 67 64 X component X {x} component f2fa7866-d8cc-4379-a3a8-2178e5f84161 false 1 899ecdc4-0141-4ddb-ac32-42aaf0cf67fd 1 500 113 492 103 13 20 0 Y component Y {y} component 540e1e73-a8fe-4e9a-88f4-d62a30f69d4a false 1 899ecdc4-0141-4ddb-ac32-42aaf0cf67fd 1 500 133 492 123 13 20 0 Z component Z {z} component c7d78267-1b39-4859-b71e-d77c100fd4a8 false 0 1 500 153 492 143 13 20 0 Point Pt Point coordinate a051f731-67f2-42dd-a3b4-b77a0e2b9c34 false 0 545 133 535 103 20 60 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. 8e6054fa-6942-4353-b211-eb311d95354d true 610 118 574 86 70 64 Surface S Base surface 936dbbed-e9bc-4f66-ba50-622b63045680 false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 587 103 576 88 19 30 Point uv {uv} coordinate to evaluate 05c6ff82-6c00-4187-bd32-6dec83c17ebe true false 1 a051f731-67f2-42dd-a3b4-b77a0e2b9c34 587 133 576 118 19 30 Point P Point at {uv} 950d17cd-75b1-4ae7-aef6-e0cb9188fa7c false 0 633.5 98 625 88 17 20 Normal N Normal at {uv} 66af1a89-297c-415f-b846-84ad907e82f0 false 0 633.5 118 625 108 17 20 Frame F Frame at {uv} cdf1bc76-b584-4530-a32e-7cb1bfcc1501 false 0 633.5 138 625 128 17 20 dde71aef-d6ed-40a6-af98-6b0673983c82 Curve Curve Crv Create a nurbs curve from control points. 62711013-ae37-4f8b-96d3-3ebbddf40280 true 695 118 663 86 67 64 Vertices V Curve control points 94448790-80f3-42d9-bad1-b5b89e4d8aa4 1 false 1 950d17cd-75b1-4ae7-aef6-e0cb9188fa7c 674 98 665 88 15 20 Degree D Curve degree f357683a-1338-4a27-b779-30511bbda22a false 0 1 674 118 665 108 15 20 1 Periodic P Periodic curve 806f0c9e-8e07-4efe-9184-11163c0fe3ed false 0 1 false 674 138 665 128 15 20 false Curve C Resulting nurbs curve cd41aa56-ba78-47d5-a280-ef00a36ae821 false 0 719 98 710 88 18 20 Length L Curve length 79cd182f-3020-4733-9cd5-59a2524867a8 false 0 719 118 710 108 18 20 Domain D Curve domain 017d5bb9-7615-4623-bcff-97808c4d849f false 0 719 138 710 128 18 20 7db14002-c09c-4d7b-9f80-e4e2b00dfa1d Surface Split Surface Split SrfSplit Split a surface with a bunch of curves. 59cddb96-fe3c-441e-a684-39279e39b5a2 true 778 83 747 50 64 65 Surface S Base surface f0738b04-e210-467f-bef9-14390345ecc4 false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 757.5 67.25 749 52 14 30 Curves C Splitting curves 4bedeeb7-c3f5-4ae1-a4e9-eb94983c7fa9 1 false 1 cd41aa56-ba78-47d5-a280-ef00a36ae821 757.5 97.75 749 82 14 31 Fragments F Splitting fragments de158dd1-4c68-4325-ae72-3869e2795d9b false 0 801 82.5 793 52 16 61 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values c7fce666-39a2-488b-8c1d-be30fd016e20 false 0 658.7281 156.192 658 156 160 20 1 0 1 0 1 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 23aa0aed-2d2e-41af-aaec-f38717ae99c5 true 865 103 831 71 67 64 List L Base list dcaec694-0f7d-482d-b3ad-9e5fe17557e2 1 false 1 de158dd1-4c68-4325-ae72-3869e2795d9b 843 83 833 73 17 20 Index i Item index daebe505-244a-4309-ae7b-de9e3b469df0 false 1 c7fce666-39a2-488b-8c1d-be30fd016e20 1 843 103 833 93 17 20 0 Wrap W Wrap index to list bounds efaaab9c-7570-4413-be14-4614d1b0073c false 0 1 false 843 123 833 113 17 20 false Element E Item at {i'} 8515082a-5cbc-42df-9146-6242e101e42f false 0 888 103 880 73 16 60 41aa4112-9c9b-42f4-847e-503b9d90e4c7 Flip Matrix Flip Matrix Flip Flip a data matrix by swapping rows and columns. 7ef045bf-5846-459d-990a-49fce996c9cc true 405 803 373 783 67 39 Data D Data matrix to flip 06be3d32-55bb-413b-a8d7-fa2871484269 2 false 2 1 f4e3abee-e7f7-4c01-9a21-6ed138fdd147 384 802.5 375 785 15 35 Data D Flipped data matrix 3484045a-0a30-4fcc-a4c7-5268ebc7cbcf false 0 429 802.5 420 785 18 35 4fdfe351-6c07-47ce-9fb9-be027fb62186 Shift List Shift List Shift Offset all items in a list. 6bcb6b85-8231-4b08-a460-791b1b65c1f8 true 623 422 589 390 67 64 List L List to shift 814f1e24-448c-4303-9bf2-3cc0169c5c7e 1 false 1 280129bf-e57c-4844-8d06-6a927bb52a9c 601 402 591 392 17 20 Shift S Shift offset 76f999c9-a956-435e-a56f-bf2480f6f11e false 1 db835b75-5251-4d50-9835-1362df8c8cda 1 601 422 591 412 17 20 1 Wrap W Wrap values 23ebb752-9bd9-43e8-b8bd-768b486d922d false 0 1 false 601 442 591 432 17 20 false List L Shifted list e63f0b88-fc4f-434d-9708-0804597bc68c false 0 646 422 638 392 16 60 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. 25a0bedb-c95e-4f2d-9f27-977ec8995902 517 354 485 325 66 58 Domain D Domain of numeric range d1b12f80-1e6d-4de7-97ed-5173459787c1 false 0 1 496 340.5 487 327 15 27 0 1 Steps N Number of steps d1e0392e-a56d-40e1-aad7-093ba11f2398 false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 1 496 367.5 487 354 15 27 10 Range R Range of numbers 280129bf-e57c-4844-8d06-6a927bb52a9c false 0 540.5 354 532 327 17 54 3581f42a-9592-4549-bd6b-1c0fc39d067b Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 4ec9a6f4-fec4-4c28-8ce2-3ad3a96a7b53 true 716 397 686 365 67 64 X component X {x} component 23c7ee5e-af4b-426b-90fb-577e49408780 false 1 e63f0b88-fc4f-434d-9708-0804597bc68c 1 696 377 688 367 13 20 0 Y component Y {y} component 23795124-e4c4-4f3e-9afc-448bc5f204e5 false 1 280129bf-e57c-4844-8d06-6a927bb52a9c 1 696 397 688 387 13 20 0 Z component Z {z} component 8e26163b-0faf-4e8d-80d7-73651c9b172f false 0 1 696 417 688 407 13 20 0 Point Pt Point coordinate 7077f568-a35b-4f74-8a86-1d6f466c9c51 false 0 741 397 731 367 20 60 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. b5a5959a-cc98-44b1-87ef-4e5fd3ba0300 true 814 382 778 350 70 64 Surface S Base surface 62ba2110-b4f8-4479-9403-95220cfc40ef false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 791 367 780 352 19 30 Point uv {uv} coordinate to evaluate 7fc8801e-2cd5-474e-8013-dcd5a88542cb true false 1 7077f568-a35b-4f74-8a86-1d6f466c9c51 791 397 780 382 19 30 Point P Point at {uv} 421ba052-8fe5-4205-b3cc-b4a65862a7e7 false 0 837.5 362 829 352 17 20 Normal N Normal at {uv} 321046e1-3d89-44c5-ac59-cda5d11601f2 false 0 837.5 382 829 372 17 20 Frame F Frame at {uv} 022c23dd-ef15-4366-8c45-9fee4378082b false 0 837.5 402 829 392 17 20 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. 1aec54a7-664b-46c3-b21a-0703ef972c40 517 413 485 384 66 58 Domain D Domain of numeric range 10d6784d-ee68-4137-a321-e27d9ac4fcdc false 1 2b163607-35d1-4441-81c3-56bd4b2db365 1 496 399.5 487 386 15 27 0 1 Steps N Number of steps d9e82b79-ac9f-4821-b934-c75cfe07f5db false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 1 496 426.5 487 413 15 27 10 Range R Range of numbers db835b75-5251-4d50-9835-1362df8c8cda false 0 540.5 413 532 386 17 54 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. 203d588d-bdad-4dd2-8378-78140f54b094 434 401 403 378 62 46 Domain start A Start value of numeric domain 1b8d603a-d6db-4347-bba1-f20a8101889a false 0 1 413.5 390.5 405 380 14 21 0 Domain end B End value of numeric domain 5e4164bd-10e8-4e56-b004-e814b1a5fe22 false 2 1 32c958f1-5aa4-4af2-93be-06502cb468b8 413.5 411.5 405 401 14 21 Domain I Numeric domain between {A} and {B} 2b163607-35d1-4441-81c3-56bd4b2db365 false 0 456 401 449 380 14 42 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 253a5e3d-941e-42d7-be8a-57e21da79db5 true 678 981 646 949 67 64 Vertices V Interpolation points b1492023-9afc-435e-ac9a-c09ffdd4d6b3 1 false 1 eff1e4ec-515b-41c5-9021-5097a8ce65ed 657 961 648 951 15 20 Degree D Curve degree ce53536c-a67c-4f66-8218-981e887e37d9 false 0 1 657 981 648 971 15 20 1 Periodic P Periodic curve e0b3608a-cda8-4eee-a6e1-30886eaca16d false 0 1 false 657 1001 648 991 15 20 false Curve C Resulting nurbs curve 3a4eacca-427d-41de-b870-ff513455c014 false 0 702 961 693 951 18 20 Length L Curve length a2c22eb9-7e14-427d-8923-6042f8d41234 false 0 702 981 693 971 18 20 Domain D Curve domain 2a97833a-254b-450a-99f4-5e3ea284b293 false 0 702 1001 693 991 18 20 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. bdbdbbde-27cb-43ea-9e28-e0db8e48cb33 true 738 761 706 729 67 64 Vertices V Interpolation points 8775d0ba-090d-41a6-b746-0f25711f631b 1 false 1 4083750f-900c-437e-8014-bb7919c45aec 717 741 708 731 15 20 Degree D Curve degree e0fb8fdd-2d1c-43cf-9813-3d3c6b73ddae false 0 1 717 761 708 751 15 20 1 Periodic P Periodic curve 4c625e02-7e22-4499-9713-ae5d8958e772 false 0 1 false 717 781 708 771 15 20 false Curve C Resulting nurbs curve 5b0e5552-f5c1-4cb5-bf16-4ba01e1c2919 false 0 762 741 753 731 18 20 Length L Curve length ea280d52-6e34-4b73-9f9f-0520d59d8201 false 0 762 761 753 751 18 20 Domain D Curve domain a6328bbb-ecf8-4d3f-9441-46e44d234468 false 0 762 781 753 771 18 20 b333ff42-93bd-406b-8e17-15780719b6ec Sub List Sub List SubSet Extract a subset from a list. cd3335f9-f821-4b0d-828d-344dfecd6286 true shortest_list 922 467 874 435 81 64 List L Base list 0621b4a6-14bd-42f2-a80f-2763d0798562 1 false 1 421ba052-8fe5-4205-b3cc-b4a65862a7e7 901 447 876 437 31 20 Domain D Domain of indices to copy 8966911f-da6c-4350-a15d-4027888387e2 2 false 1 eb7fc7c0-6f35-4b1b-8e1d-8fbae094aa20 901 467 876 457 31 20 Cycle C Remap indices that overshoot list domain c34ca046-a50e-458c-bc42-bba281368192 false 0 1 false 901 487 876 477 31 20 false List L Subset of base list dc0ae581-3520-448a-b7f6-b9a28e805ea7 false 0 945 452 937 437 16 30 Index I Indices of subset items 17cf0f31-3757-4426-843a-c6de5aca37ec false 0 945 482 937 467 16 30 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. 847103b5-da72-4b24-b272-961b2f576e9c 632 486 585 463 78 46 Domain start A Start value of numeric domain 2d93153c-5d36-4c65-a70b-84fdd37b1d01 false 0 1 611.5 475.5 587 465 30 21 0 Domain end B End value of numeric domain 708df311-82b7-4348-ae82-03ffd88ca690 true false 1 db835b75-5251-4d50-9835-1362df8c8cda 611.5 496.5 587 486 30 21 Domain I Numeric domain between {A} and {B} eb7fc7c0-6f35-4b1b-8e1d-8fbae094aa20 false 0 654 486 647 465 14 42 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. 885e1625-1ff4-4b1a-ab5d-c6c1723ab0c9 true 780 978 734 941 80 74 List L List to filter 303e6227-700e-46d8-b2d6-6ceccb7061a8 1 1 false 2 1 3a4eacca-427d-41de-b870-ff513455c014 760 960.5 736 943 29 35 Dispatch pattern P Dispatch pattern 8b9b879b-0144-464a-a1ff-86b51b486280 1 false 2 1 db281614-f53d-4c2f-94f6-0af03d089f1f 8 false 760 995.5 736 978 29 35 true false false false false false false false List A A Dispatch target for True values 92124c25-e5c4-41e3-a31f-550898f25729 false 0 803.5 960.5 795 943 17 35 List B B Dispatch target for False values a049fafa-c452-42e3-8ca7-7e734d42d311 false 0 803.5 995.5 795 978 17 35 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. fcf5d1b7-0135-4481-b751-faeb1cb0e549 true 846 756 800 719 80 74 List L List to filter bd8ca8b3-aff5-4cde-b626-8e8680d5cacf 1 1 false 1 5b0e5552-f5c1-4cb5-bf16-4ba01e1c2919 826 738.5 802 721 29 35 Dispatch pattern P Dispatch pattern 619d41e3-4968-40a7-a5e5-c859d522daae 1 false 2 1 1f381a62-c681-435d-8b0f-883ca4904311 6 false 826 773.5 802 756 29 35 true false false false false false List A A Dispatch target for True values 08fc7750-7dd5-4dcf-b799-07098af93fa5 false 0 869.5 738.5 861 721 17 35 List B B Dispatch target for False values c15de81c-2e56-45e4-84d2-62963305fb86 false 0 869.5 773.5 861 756 17 35 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 390.1395 27.55515 871.5714 27.7365 871.5664 40.66375 390.1346 40.4824 Split Surface using diagonal UV Curve to create a Triangular Trimmed Surface 15 Calibri false false Scribble Scribble A quick note 527bf7ca-fd59-4fae-b5ea-11687367a296 390.1395 27.55515 385.1346 22.55515 491.4368 23.1086 1303da7b-e339-4e65-a051-82c4dce8224d Simplify Tree Simplify Tree Simplify Simplify a tree by removing the overlap shared amongst all branches. cadb237a-0277-4db4-a868-e9424ae6891d true 493 939 463 904 63 70 Tree T Tree to simplify. 3dd6a339-4389-40ba-ac6d-4e7c22138ffc 2 false 2 1 dc0ae581-3520-448a-b7f6-b9a28e805ea7 473 922.5 465 906 13 33 Front F Limit path collapse to indices at the start of the path only. 5f20495c-f879-46bb-a8bd-d1634e7a192d false 0 1 false 473 955.5 465 939 13 33 false Tree T Simplified tree. 19131275-67eb-4aa3-b5e7-65c6ed3e10a6 false 0 516 939 508 906 16 66 fe769f85-8900-45dd-ba11-ec9cd6c778c6 Prune Tree Prune Tree Prune Removed small branches from a Data tree. 38c649c0-1eb1-4fd5-aac1-849d444bc2f8 true 589 960 552 928 70 64 Data D Data tree to prune bd5540e4-61eb-4b18-9354-25d4de2b78a1 2 false 1 19131275-67eb-4aa3-b5e7-65c6ed3e10a6 565.5 940 554 930 20 20 Minimum N0 Remove branches with more than or N0 items. 4bb084f2-1bac-4291-ac00-82fbc4ad7ff0 false 0 1 565.5 960 554 950 20 20 0 Maximum N1 Remove branches with fewer than or N1 items. 71c08b25-98a0-4607-ac17-851d606625f9 false 0 1 565.5 980 554 970 20 20 1 Tree T Pruned tree eff1e4ec-515b-41c5-9021-5097a8ce65ed false 0 612 960 604 930 16 60 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 388.4063 622.0488 601.9563 622.0003 601.9592 634.8763 388.4092 634.9248 Pick Curves using Pattern Dispatch 15 Calibri false false Scribble Scribble A quick note 6c5ced6c-92ec-44aa-ae25-2bd0936924d8 388.4063 622.0488 383.4063 617.0003 223.5528 22.9245 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel Pattern C A panel for custom notes and String values db281614-f53d-4c2f-94f6-0af03d089f1f false 0 True False False False false true false 0 0 false 255;0;0;0 255;255;250;90 111.75 440.9999 81.59998 143.6 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve C Curves Represents a collection of 3D Curves 2b2cad8a-fc10-4f1d-8dd5-174afdc70e34 1 false 1 92124c25-e5c4-41e3-a31f-550898f25729 916.36 962.038 866 952 80 20 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel Pattern A A panel for custom notes and String values 1f381a62-c681-435d-8b0f-883ca4904311 false 0 True False False False false true false 0 0 false 255;0;0;0 255;255;250;90 111.75 93.50003 81.59998 143.6 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel Pattern B A panel for custom notes and String values 9845a66e-751a-42fa-9900-857af622dafe false 0 True False False False false true false 0 0 false 255;0;0;0 255;255;250;90 111.75 267.25 81.59998 143.6 1303da7b-e339-4e65-a051-82c4dce8224d Simplify Tree Simplify Tree Simplify Simplify a tree by removing the overlap shared amongst all branches. cb5d498a-46e4-4e92-9d61-d2b5170193a6 true 561 719 531 684 63 70 Tree T Tree to simplify. 210d5403-7f58-448a-8574-57f8d62d1042 2 false 1 29905b42-e17a-4400-af85-5cf9e46e8b82 541 702.5 533 686 13 33 Front F Limit path collapse to indices at the start of the path only. e95193e1-28da-461c-b0ad-13f638352d53 false 0 1 false 541 735.5 533 719 13 33 false Tree T Simplified tree. 44c2a47a-4cc7-4816-b8b4-e6cfa183eb1b false 0 584 719 576 686 16 66 7991bc5f-8a01-4768-bfb0-a39357ac6b84 Clean Tree Clean Tree Clean Removed all null and invalid entries from a Data tree. 63986c6d-db35-4d80-9bdb-f54e8a2a5b69 true 471 701 439 669 67 64 Data D Data tree to clean 40fb186a-a26f-4e00-a5b8-941baa61fd2b 2 false 2 1 f4e3abee-e7f7-4c01-9a21-6ed138fdd147 450 681 441 671 15 20 Clean Invalid X Remove invalid entries. 094147bd-2ac7-4a6c-926e-8cd363ab40e7 false 0 1 false 450 701 441 691 15 20 true Clean Empty E Remove empty branches. 8a443ff7-e464-408c-9a6a-11294ffa5f28 false 0 1 false 450 721 441 711 15 20 false Data D Spotless data 29905b42-e17a-4400-af85-5cf9e46e8b82 false 0 495 701 486 671 18 60 fe769f85-8900-45dd-ba11-ec9cd6c778c6 Prune Tree Prune Tree Prune Removed small branches from a Data tree. f1bc8550-308a-4c01-9bc3-41f3030a3980 true 652 741 615 709 70 64 Data D Data tree to prune 7942af9c-ba9b-4202-9ac2-2a15d0f1574c 2 false 1 44c2a47a-4cc7-4816-b8b4-e6cfa183eb1b 628.5 721 617 711 20 20 Minimum N0 Remove branches with more than or N0 items. d5f40e37-92f0-4c1c-bddb-620ec585db8d false 0 1 628.5 741 617 731 20 20 0 Maximum N1 Remove branches with fewer than or N1 items. 2e72b074-b8ba-421d-967e-ac82b4499f34 false 0 1 628.5 761 617 751 20 20 1 Tree T Pruned tree 4083750f-900c-437e-8014-bb7919c45aec false 0 675 741 667 711 16 60 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. e86fe1e2-bd99-4fbf-8682-32d52d6a8daf true 776 868 744 836 67 64 Vertices V Interpolation points 5e0ebf32-c1fd-4966-a0c3-c52f7ba5d481 1 false 1 bdd7449d-910e-493b-92c4-25dcce8212cb 755 848 746 838 15 20 Degree D Curve degree 478834fc-cd6b-4a6c-97a4-985cc674d6a5 false 0 1 755 868 746 858 15 20 1 Periodic P Periodic curve 3c549bc3-1330-4cae-a338-3ee4526cdb9e false 0 1 false 755 888 746 878 15 20 false Curve C Resulting nurbs curve dd4ea73b-075f-47fd-a056-221447396a98 false 0 800 848 791 838 18 20 Length L Curve length 7ae73e35-347a-43c5-921c-6cba17dc8c6d false 0 800 868 791 858 18 20 Domain D Curve domain 039a2645-028b-4e31-b584-6c646d0643e0 false 0 800 888 791 878 18 20 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. 3424a457-e5e2-47ca-a5e1-79f7464a4a6e true 875 863 829 826 80 74 List L List to filter b61dabab-4964-430c-8886-a084590303e3 1 1 false 1 dd4ea73b-075f-47fd-a056-221447396a98 855 845.5 831 828 29 35 Dispatch pattern P Dispatch pattern deb8f2c8-c1cf-4483-a7e0-1b774b2b97de 1 false 2 1 9845a66e-751a-42fa-9900-857af622dafe 6 false 855 880.5 831 863 29 35 true false false false false false List A A Dispatch target for True values 2906125c-57e6-4a6c-8389-97472c40f770 false 0 898.5 845.5 890 828 17 35 List B B Dispatch target for False values aa6111ed-0e21-4f00-9704-1a3ae10a9682 false 0 898.5 880.5 890 863 17 35 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve B Curves Represents a collection of 3D Curves 5f7fc0c9-a539-4055-928b-ef4798f1ae8a 1 false 1 2906125c-57e6-4a6c-8389-97472c40f770 984.3099 837.738 934 827 80 20 1303da7b-e339-4e65-a051-82c4dce8224d Simplify Tree Simplify Tree Simplify Simplify a tree by removing the overlap shared amongst all branches. 8f763c5e-ef25-4249-8588-f382d17a6e20 true 588 841 558 806 63 70 Tree T Tree to simplify. 54e215e8-1e79-4942-abe2-c3942e29de8c 2 false 1 0cd9c158-ec0f-4503-a9a5-784b6c2ed77d 568 824.5 560 808 13 33 Front F Limit path collapse to indices at the start of the path only. 863ad6a6-d88e-4554-b79d-a1ce24a99b93 false 0 1 false 568 857.5 560 841 13 33 false Tree T Simplified tree. 48cc3d57-1871-4833-b686-2388bc4dd9cb false 0 611 841 603 808 16 66 7991bc5f-8a01-4768-bfb0-a39357ac6b84 Clean Tree Clean Tree Clean Removed all null and invalid entries from a Data tree. 9d085165-c29b-4052-b074-30e7aaa6666f true 498 823 466 791 67 64 Data D Data tree to clean dd350d0e-4655-467b-b2c8-acb3080751f4 2 false 1 3484045a-0a30-4fcc-a4c7-5268ebc7cbcf 477 803 468 793 15 20 Clean Invalid X Remove invalid entries. 7cc9d607-87ef-4ddb-8efa-08f4f50c6eaa false 0 1 false 477 823 468 813 15 20 true Clean Empty E Remove empty branches. 8e1325e3-d502-4e44-8894-c15291e0b202 false 0 1 false 477 843 468 833 15 20 false Data D Spotless data 0cd9c158-ec0f-4503-a9a5-784b6c2ed77d false 0 522 823 513 793 18 60 fe769f85-8900-45dd-ba11-ec9cd6c778c6 Prune Tree Prune Tree Prune Removed small branches from a Data tree. 17abfc34-c4cb-42d1-9a50-5edd97b58b15 true 679 863 642 831 70 64 Data D Data tree to prune 78204acd-a41e-40b8-bb55-8c16dfe89445 2 false 1 48cc3d57-1871-4833-b686-2388bc4dd9cb 655.5 843 644 833 20 20 Minimum N0 Remove branches with more than or N0 items. 21d12509-0f68-43c1-a5aa-4d63f235918e false 0 1 655.5 863 644 853 20 20 0 Maximum N1 Remove branches with fewer than or N1 items. 4e76d6e9-9c4b-441c-8cea-9ccc33996438 false 0 1 655.5 883 644 873 20 20 1 Tree T Pruned tree bdd7449d-910e-493b-92c4-25dcce8212cb false 0 702 863 694 833 16 60 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 400.212 285.8507 638.9423 287.446 638.8562 300.3217 400.1259 298.7264 Diagonal Curves Created using UV lists 15 Calibri false false Scribble Scribble A quick note aac1c06e-6e43-434d-aa64-0457ad226f58 400.212 285.8507 395.1259 280.8507 248.8164 24.47101 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve A Curves Represents a collection of 3D Curves 59982380-755e-4654-a57f-77107b7fd3fd 1 false 1 08fc7750-7dd5-4dcf-b799-07098af93fa5 960.1099 731.1381 910 721 80 20 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. 00a9a0a2-274d-4aa0-8736-9a9a51ef15d6 true 1258 618 1227 583 65 69 Curve C Curve to explode a3007ddd-390d-46c7-b6d3-20c5362febf6 false 1 59982380-755e-4654-a57f-77107b7fd3fd 1237.5 601.25 1229 585 14 32 Recursive R Recursive decomposition until all segments are atomic 163b4adb-92c1-423c-a2b3-55ce88678989 false 0 1 false 1237.5 633.75 1229 617 14 33 true Segments S Exploded segments that make up the base curve 3db9a083-fc25-4dcb-aa20-2c6000f227d9 false 0 1281.5 601.25 1273 585 17 32 Vertices V Vertices of the exploded segments 116428cd-fe59-4a58-86ff-2033566748cb false 0 1281.5 633.75 1273 617 17 33 4a9e9a8e-0943-4438-b360-129c30f2bb0f Surface CP Surface CP Srf CP Find the closest point on a surface. b1de23d5-42ba-4250-b753-5440400cbd0a true 1342 648 1312 616 75 64 Point P Sample point 8ae936a7-7777-445e-8f25-b62c763e1be5 false 1 116428cd-fe59-4a58-86ff-2033566748cb 1322 633 1314 618 13 30 Surface S Base surface 2cc00f2f-d578-46b0-9a38-dc8ef9d3af0e false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1322 663 1314 648 13 30 Point P Closest point d930402c-d849-4137-8cde-deed4efc7fcf false 0 1371 628 1357 618 28 20 UV Point uvP {uv} coordinates of closest point 48991e16-d7f7-4b19-a3d5-1e14e06ce5d6 true false 0 1371 648 1357 638 28 20 Distance D Distance between sample point and surface bf59318d-9427-408f-85b3-316516932502 false 0 1371 668 1357 658 28 20 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. 0cc77fcb-fd24-43ff-9a13-e9ab72fa2e2e true 1444 619 1408 587 70 64 Surface S Base surface 1e0789f5-0861-4abf-8aef-60a74d0ba18f false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1421 604 1410 589 19 30 Point uv {uv} coordinate to evaluate cdabc071-8a8c-4f24-b251-8cb7c7486ba5 true false 1 48991e16-d7f7-4b19-a3d5-1e14e06ce5d6 1421 634 1410 619 19 30 Point P Point at {uv} 349e3441-09a6-4510-ad55-18aa8707cc40 false 0 1467.5 599 1459 589 17 20 Normal N Normal at {uv} ed46bc31-d10a-402b-bb05-8c38393ebc83 false 0 1467.5 619 1459 609 17 20 Frame F Frame at {uv} d7ca8f47-17ee-488c-a307-401c106d6abf false 0 1467.5 639 1459 629 17 20 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. abc59765-d4bc-4cfb-aed7-25c6886b4fb4 1686 607 1639 584 81 45 Vector V Base vector bc9c5e8b-8311-451a-8ec5-e2b877486b64 false 1 ed46bc31-d10a-402b-bb05-8c38393ebc83 1665.5 596.25 1641 586 30 20 -A Amplitude A Amplitude (length) value 5b5018d2-a657-49af-9459-95b101119223 false 1 d8e2b3a0-9e4d-43c2-afb9-ba90369c93f6 1665.5 616.75 1641 606 30 21 Vector V Resulting vector 216fb0dc-4985-43dc-8718-e50411c5c935 false 0 1709.5 606.5 1701 586 17 41 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Move Move Translate (move) an object along a vector. 47263f85-a8be-489a-9f81-9f62876955b8 true 1681 542 1650 516 65 51 Geometry G Base geometry 048434e3-556c-40a7-bb00-9177e956502a true 1 349e3441-09a6-4510-ad55-18aa8707cc40 1660.5 529.75 1652 518 14 23 Translation T Translation vector 91378c81-469e-4792-a37b-4e1559ce16a6 false 1 216fb0dc-4985-43dc-8718-e50411c5c935 1660.5 553.25 1652 541 14 24 Geometry G Translated geometry 494c439f-e043-4484-9c97-01f46c0b6310 false 0 1704.5 529.75 1696 518 17 23 Transform X Transformation data e1c60346-0e6b-4b7f-bd93-3086ac3e9329 false 0 1704.5 553.25 1696 541 17 24 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose pComp Decompose a point into its component parts. 04dbca62-5517-4445-a379-7837584e254c true 1435 714 1405 682 63 64 Point P Input point fe7b9f86-d7a0-4a6a-ab68-ccc4c6a52f1e false 1 349e3441-09a6-4510-ad55-18aa8707cc40 1415 714 1407 684 13 60 X component X Point {x} component f6c3deba-952e-41e1-b6f5-f0fc309851c9 false 0 1458 694 1450 684 16 20 Y component Y Point {y} component 087866c4-7cc7-485b-a8df-72601e9a7887 false 0 1458 714 1450 704 16 20 Z component Z Point {z} component ecaece85-f17f-4d23-bdcc-1a21874ebe40 false 0 1458 734 1450 724 16 20 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division 6edb9f5c-71e8-4f78-8583-66f0ae81ae3a 1524 743 1493 721 65 44 A A Item to divide (dividend) 2ca62ca6-5554-4455-9afa-fdfb5d199949 false 1 ecaece85-f17f-4d23-bdcc-1a21874ebe40 1503.5 733 1495 723 14 20 B B Item to divide with (divisor) ccee2ff3-80bf-4639-99f2-8f943fde262f false 0 1 1503.5 753 1495 743 14 20 20 Result R The result of the Division ff83f734-7399-4cec-8ee4-9202f3f79b1c false 0 1547.5 743 1539 723 17 40 2c56ab33-c7cc-4129-886c-d5856b714010 Subtraction Subtraction A-B Mathematical subtraction 1b37b0ae-1f44-4466-bcdb-12cff3063929 1612 732 1581 710 65 44 A A Item to subtract from (minuend) 30c3ad96-4500-45cc-9faf-b062dc3bfc46 false 0 1 1591.5 722 1583 712 14 20 20 B B Item to subtract (subtrahend) b3e54b66-8f88-48fd-b9ba-4fa39bd06620 false 1 ff83f734-7399-4cec-8ee4-9202f3f79b1c 1591.5 742 1583 732 14 20 Result R The result of the Subtraction d8e2b3a0-9e4d-43c2-afb9-ba90369c93f6 false 0 1635.5 732 1627 712 17 40 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 6966bb63-2fc7-409c-bcbb-fbece19091fc true 1777 586 1745 554 67 64 Vertices V Interpolation points f4e2c925-331c-4ea9-9934-cd362f42d77b 1 false 1 494c439f-e043-4484-9c97-01f46c0b6310 1756 566 1747 556 15 20 Degree D Curve degree b65ed3cc-a1be-4367-ba75-48b0e2f91d5f false 0 1 1756 586 1747 576 15 20 1 Periodic P Periodic curve 965ac00d-f203-49d1-9b3c-b55aa0831bd6 false 0 1 false 1756 606 1747 596 15 20 false Curve C Resulting nurbs curve 49d56bd1-0274-4bc0-972e-bc7566f402c7 false 0 1801 566 1792 556 18 20 Length L Curve length 79ebba8b-2da7-46c8-a081-3195eaf213dc false 0 1801 586 1792 576 18 20 Domain D Curve domain 978bbc21-daac-4567-b3b9-cfb30306c41c false 0 1801 606 1792 596 18 20 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves fb3bb33d-783f-4c15-90ff-19f4db8c385e true 1 false 1 49d56bd1-0274-4bc0-972e-bc7566f402c7 1877.5 570 1833 560 69 20 36132830-e2ef-4476-8ea1-6a43922344f0 Edge Surface Edge Surface EdgeSrf Create a surface from two, three or four edge curves. 955334cc-da5c-4bac-9c71-d6c4a1cb057d 1954 664 1922 622 65 84 Curve A A First curve 3d5c0ef5-c095-4317-afa6-e2b755ce8879 false 1 fb3bb33d-783f-4c15-90ff-19f4db8c385e 1933 634 1924 624 15 20 Curve B B Second curve d6247c72-0fef-4b10-b9eb-0a30197c2733 false 1 59982380-755e-4654-a57f-77107b7fd3fd 1933 654 1924 644 15 20 Curve C C Optional Third curve d4216037-cb0e-454a-b68e-a895260ea9cd true 0 1933 674 1924 664 15 20 Curve D D Optional Fourth curve bd9cc206-4c4f-4c84-b664-1d48f2302756 true 0 1933 694 1924 684 15 20 Surface S Brep representing the edge-surface 692cac5b-8030-463f-b969-f724b3c480a2 false 0 1977 664 1969 624 16 80 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. 49ad9545-8aee-422e-8bf5-dc494d40136c true 1266 963 1235 928 65 69 Curve C Curve to explode 344e4ec9-abf8-4efa-a80b-1a63e592bddb false 1 5f7fc0c9-a539-4055-928b-ef4798f1ae8a 1245.5 946.25 1237 930 14 32 Recursive R Recursive decomposition until all segments are atomic 33c2d357-89cc-4e51-aefa-63f9be583e94 false 0 1 false 1245.5 978.75 1237 962 14 33 true Segments S Exploded segments that make up the base curve 9f0939ce-78fe-4a75-bcba-3de866f1df0c false 0 1289.5 946.25 1281 930 17 32 Vertices V Vertices of the exploded segments c98d9202-7579-4768-bf32-54da495280d2 false 0 1289.5 978.75 1281 962 17 33 4a9e9a8e-0943-4438-b360-129c30f2bb0f Surface CP Surface CP Srf CP Find the closest point on a surface. 41f81a49-1589-40e0-a1f1-c452f4a6618c true 1350 993 1320 961 75 64 Point P Sample point 951d23a0-45bb-4f03-9080-a83a697a981e false 1 c98d9202-7579-4768-bf32-54da495280d2 1330 978 1322 963 13 30 Surface S Base surface 40bba0d8-b1a8-4946-b777-1f1782687ea1 false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1330 1008 1322 993 13 30 Point P Closest point b33a8ee7-47aa-455b-9dd8-4381291a12e0 false 0 1379 973 1365 963 28 20 UV Point uvP {uv} coordinates of closest point 417c820f-3f38-4b53-a987-fa439ec7aac2 true false 0 1379 993 1365 983 28 20 Distance D Distance between sample point and surface 897a6be1-4f50-4276-ba93-0a287c7ade22 false 0 1379 1013 1365 1003 28 20 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. f8150b01-73bd-417a-86fd-5eabf5041fee true 1452 964 1416 932 70 64 Surface S Base surface 4ee87439-8b73-4c1c-8ecd-81bbc8e622cb false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1429 949 1418 934 19 30 Point uv {uv} coordinate to evaluate 409074ac-4501-46b8-92c7-fd908ced90db true false 1 417c820f-3f38-4b53-a987-fa439ec7aac2 1429 979 1418 964 19 30 Point P Point at {uv} 55531e63-58c1-42f8-984e-2da59afad31c false 0 1475.5 944 1467 934 17 20 Normal N Normal at {uv} b6da6620-fc43-4f46-88c8-bc3837842f08 false 0 1475.5 964 1467 954 17 20 Frame F Frame at {uv} 45fa14d8-adc9-47cd-bce6-ad5fe8d87505 false 0 1475.5 984 1467 974 17 20 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. 11df5dc9-e872-4888-afc2-7d6e2b97b956 1694 952 1647 929 81 45 Vector V Base vector 0e404414-f077-4b25-ad36-7da4d35185e0 false 1 b6da6620-fc43-4f46-88c8-bc3837842f08 1673.5 941.25 1649 931 30 20 -A Amplitude A Amplitude (length) value 5a37a825-0b87-44db-a47c-68f610f50af4 false 1 13cc015e-4d59-43ee-bb92-424e2efbc461 1673.5 961.75 1649 951 30 21 Vector V Resulting vector b5420029-dda5-4124-85d3-9f110fe2bcf2 false 0 1717.5 951.5 1709 931 17 41 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Move Move Translate (move) an object along a vector. 521af3dd-fae4-4876-8acc-e481516886db true 1688 887 1657 861 65 51 Geometry G Base geometry 426652fd-922e-4ce0-bd5c-99c496de5448 true 1 55531e63-58c1-42f8-984e-2da59afad31c 1667.5 874.75 1659 863 14 23 Translation T Translation vector a6cd556b-2e6e-453f-ae45-df1e82398bcf false 1 b5420029-dda5-4124-85d3-9f110fe2bcf2 1667.5 898.25 1659 886 14 24 Geometry G Translated geometry e627136e-33cd-40ae-8dcf-f7d5499df2da false 0 1711.5 874.75 1703 863 17 23 Transform X Transformation data 52aabd23-df06-40d3-a91b-3db64753d819 false 0 1711.5 898.25 1703 886 17 24 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose pComp Decompose a point into its component parts. 34d2533f-9da7-4084-a23c-389b23f0a197 true 1443 1059 1413 1027 63 64 Point P Input point e42f98c1-90ba-4b13-ba2b-a4dd6d669360 false 1 55531e63-58c1-42f8-984e-2da59afad31c 1423 1059 1415 1029 13 60 X component X Point {x} component 2b9868b1-8460-477a-b8e6-b78396770b0c false 0 1466 1039 1458 1029 16 20 Y component Y Point {y} component ca0d30d7-1dff-4661-a8a1-314e9b141013 false 0 1466 1059 1458 1049 16 20 Z component Z Point {z} component 5295a733-f865-4a32-9168-1f89990081ac false 0 1466 1079 1458 1069 16 20 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division 7df14e83-0f25-44e2-be4a-eabc98265001 1532 1088 1501 1066 65 44 A A Item to divide (dividend) 5d3a7d9c-7c1b-4079-9115-9d767b5142c0 false 1 5295a733-f865-4a32-9168-1f89990081ac 1511.5 1078 1503 1068 14 20 B B Item to divide with (divisor) ffb0df96-88d0-46b2-aef5-6bb308b73a40 false 0 1 1511.5 1098 1503 1088 14 20 20 Result R The result of the Division 016bee0e-f9cd-46d0-8e9a-fb7a74e6d859 false 0 1555.5 1088 1547 1068 17 40 2c56ab33-c7cc-4129-886c-d5856b714010 Subtraction Subtraction A-B Mathematical subtraction d363c92c-a0f0-4928-9172-35cf25ed3b5a 1620 1077 1589 1055 65 44 A A Item to subtract from (minuend) 40cbcfc3-3b65-467c-bb36-f063a86a2d88 false 0 1 1599.5 1067 1591 1057 14 20 20 B B Item to subtract (subtrahend) 15887761-8603-47a4-bcf7-cb1eb2f70d4c false 1 016bee0e-f9cd-46d0-8e9a-fb7a74e6d859 1599.5 1087 1591 1077 14 20 Result R The result of the Subtraction 13cc015e-4d59-43ee-bb92-424e2efbc461 false 0 1643.5 1077 1635 1057 17 40 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 2e898d84-2973-4273-aed8-e6133466c472 true 1785 931 1753 899 67 64 Vertices V Interpolation points 892c00ec-77a3-4e5e-a4c2-0104860378b3 1 false 1 e627136e-33cd-40ae-8dcf-f7d5499df2da 1764 911 1755 901 15 20 Degree D Curve degree 5a69af2d-0e29-4580-b61a-65ef8d326fd8 false 0 1 1764 931 1755 921 15 20 1 Periodic P Periodic curve dc3203bd-f70f-4c36-b3e2-6446134f1152 false 0 1 false 1764 951 1755 941 15 20 false Curve C Resulting nurbs curve adaf9afa-e059-4f03-99ab-1b47b5a317fe false 0 1809 911 1800 901 18 20 Length L Curve length 9d29aeec-bd59-4217-b0a6-ab58e8413920 false 0 1809 931 1800 921 18 20 Domain D Curve domain 6d914a92-72d0-4813-b9cf-59de06832645 false 0 1809 951 1800 941 18 20 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves a44456a8-0d87-4258-a046-bae76a6ed374 true 1 false 1 adaf9afa-e059-4f03-99ab-1b47b5a317fe 1886.309 915.664 1842 905 69 20 36132830-e2ef-4476-8ea1-6a43922344f0 Edge Surface Edge Surface EdgeSrf Create a surface from two, three or four edge curves. 8e3ac146-86d3-4752-b2e9-febb1b72992f 1962 1009 1930 967 65 84 Curve A A First curve 9e717a30-3109-4faf-b3a3-9406e7547546 false 1 a44456a8-0d87-4258-a046-bae76a6ed374 1941 979 1932 969 15 20 Curve B B Second curve 0fa46176-2bf0-4d76-8a81-7b2dfe388828 false 1 5f7fc0c9-a539-4055-928b-ef4798f1ae8a 1941 999 1932 989 15 20 Curve C C Optional Third curve 54ef84cc-82e2-4ab6-8f1c-8cfa306936f3 true 0 1941 1019 1932 1009 15 20 Curve D D Optional Fourth curve 8253f43d-c51a-45e5-b4be-88732ab1cf6a true 0 1941 1039 1932 1029 15 20 Surface S Brep representing the edge-surface fa87e18d-80ea-485f-9a86-fd4d759bc858 false 0 1985 1009 1977 969 16 80 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. cf4b9c10-ebb1-4cd7-b475-87ba88987dd4 true 1275 1328 1244 1293 65 69 Curve C Curve to explode 9c7a7275-12ce-4162-b379-0d23c21ea724 false 1 2b2cad8a-fc10-4f1d-8dd5-174afdc70e34 1254.5 1311.25 1246 1295 14 32 Recursive R Recursive decomposition until all segments are atomic f8c650c4-762f-4cac-9c03-e9aa48737f7f false 0 1 false 1254.5 1343.75 1246 1327 14 33 true Segments S Exploded segments that make up the base curve df6d238e-ee2f-4b76-9786-367d5413fe0b false 0 1298.5 1311.25 1290 1295 17 32 Vertices V Vertices of the exploded segments c6644585-54d0-4764-888a-9b469cf06d7d false 0 1298.5 1343.75 1290 1327 17 33 4a9e9a8e-0943-4438-b360-129c30f2bb0f Surface CP Surface CP Srf CP Find the closest point on a surface. d137892b-9f56-4216-bf2c-ccce20cd5a4e true 1359 1358 1329 1326 75 64 Point P Sample point 419455f8-298a-4ea6-a16d-ff6a4f80609f false 1 c6644585-54d0-4764-888a-9b469cf06d7d 1339 1343 1331 1328 13 30 Surface S Base surface 4537233b-4ceb-41a3-8766-75fa1c29a694 false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1339 1373 1331 1358 13 30 Point P Closest point 67097d5a-d5e3-46c7-a936-499a7a8b3a10 false 0 1388 1338 1374 1328 28 20 UV Point uvP {uv} coordinates of closest point fba4560b-7c3b-4d4c-afc5-d1d7eadb7313 true false 0 1388 1358 1374 1348 28 20 Distance D Distance between sample point and surface 9e0697f5-00a0-412a-9409-be7bb57e8c8a false 0 1388 1378 1374 1368 28 20 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. 921afc97-b26c-44ea-9bd5-0a7bbbd34a65 true 1461 1329 1425 1297 70 64 Surface S Base surface 1213a695-c19e-4e4b-ae09-33e7ab4ec0b6 false 2 1 e1b900ab-9f39-4379-a123-34105e7c9e7e 1438 1314 1427 1299 19 30 Point uv {uv} coordinate to evaluate 04f5e132-a41c-42de-945c-7658200a15e1 true false 1 fba4560b-7c3b-4d4c-afc5-d1d7eadb7313 1438 1344 1427 1329 19 30 Point P Point at {uv} 5dea6012-2b6d-4fa6-8fd3-7b584d5bcd71 false 0 1484.5 1309 1476 1299 17 20 Normal N Normal at {uv} 31135665-9ac2-4a88-a03e-35a8792a9ba9 false 0 1484.5 1329 1476 1319 17 20 Frame F Frame at {uv} 83a7c202-12fc-48f0-875d-a8e6fb45a2df false 0 1484.5 1349 1476 1339 17 20 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. dc011ab7-8adb-4983-a3c1-49bfd8adf23b 1703 1317 1656 1294 81 45 Vector V Base vector cefd6dc7-61a4-43c7-a8f9-e7de86edbfdc false 1 31135665-9ac2-4a88-a03e-35a8792a9ba9 1682.5 1306.25 1658 1296 30 20 -A Amplitude A Amplitude (length) value 908cff1f-8e9e-4b42-b931-a6fe79371f9a false 1 a8e6dc79-69ab-47c8-848c-f0120ec52507 1682.5 1326.75 1658 1316 30 21 Vector V Resulting vector 2a5b151e-23a4-4d66-bc58-d32aa58c8fae false 0 1726.5 1316.5 1718 1296 17 41 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Move Move Translate (move) an object along a vector. 6935b887-3ab4-43d0-acf1-b09c2fc1efd1 true 1697 1252 1666 1226 65 51 Geometry G Base geometry 20943250-acaa-42e1-8b2a-289e5644928a true 1 5dea6012-2b6d-4fa6-8fd3-7b584d5bcd71 1676.5 1239.75 1668 1228 14 23 Translation T Translation vector 306f0be9-f957-40b3-8ca4-8665d2b6f37e false 1 2a5b151e-23a4-4d66-bc58-d32aa58c8fae 1676.5 1263.25 1668 1251 14 24 Geometry G Translated geometry 0bb87294-fdf3-493f-8677-1f3ac9de3577 false 0 1720.5 1239.75 1712 1228 17 23 Transform X Transformation data 33682def-0589-4132-84cb-223d8d560b8b false 0 1720.5 1263.25 1712 1251 17 24 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose pComp Decompose a point into its component parts. aefd38ce-617f-41d9-86b6-57b0140dcd60 true 1452 1424 1422 1392 63 64 Point P Input point afc8c88e-cc13-40a7-ab4d-36d1755eaf56 false 1 5dea6012-2b6d-4fa6-8fd3-7b584d5bcd71 1432 1424 1424 1394 13 60 X component X Point {x} component 498f8ba8-cab3-4806-af2c-f52bfe4fac0b false 0 1475 1404 1467 1394 16 20 Y component Y Point {y} component 885afbfd-9478-41cd-a6c2-19b63cfe3c36 false 0 1475 1424 1467 1414 16 20 Z component Z Point {z} component 7aaf1a12-18be-4237-8dfc-9625461c1d86 false 0 1475 1444 1467 1434 16 20 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division d0640079-1297-436c-bf89-b53721adf296 1541 1453 1510 1431 65 44 A A Item to divide (dividend) d08727ad-4919-4534-bb3a-ff20c031422f false 1 7aaf1a12-18be-4237-8dfc-9625461c1d86 1520.5 1443 1512 1433 14 20 B B Item to divide with (divisor) def9ca93-edc5-4356-8dff-58ec2f8311fa false 0 1 1520.5 1463 1512 1453 14 20 20 Result R The result of the Division b2c15338-f7b7-4141-8e64-48b784603453 false 0 1564.5 1453 1556 1433 17 40 2c56ab33-c7cc-4129-886c-d5856b714010 Subtraction Subtraction A-B Mathematical subtraction 656ba6f5-589d-4d4d-bea6-da287d6719bf 1629 1442 1598 1420 65 44 A A Item to subtract from (minuend) 76c67565-0eca-4160-ac3d-16db7edf269c false 0 1 1608.5 1432 1600 1422 14 20 20 B B Item to subtract (subtrahend) ad65d351-d12c-4b42-b52d-400a28c0fb64 false 1 b2c15338-f7b7-4141-8e64-48b784603453 1608.5 1452 1600 1442 14 20 Result R The result of the Subtraction a8e6dc79-69ab-47c8-848c-f0120ec52507 false 0 1652.5 1442 1644 1422 17 40 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 3b4d35c6-f752-4871-99ab-4d01cce993fd true 1794 1296 1762 1264 67 64 Vertices V Interpolation points 6396f687-bc29-4343-a37c-540d29b077f8 1 false 1 0bb87294-fdf3-493f-8677-1f3ac9de3577 1773 1276 1764 1266 15 20 Degree D Curve degree 4ce093f3-5528-4140-b1d9-c44527060539 false 0 1 1773 1296 1764 1286 15 20 1 Periodic P Periodic curve c04e24ad-5e68-4ab2-85e3-99ad99711a5c false 0 1 false 1773 1316 1764 1306 15 20 false Curve C Resulting nurbs curve 9d83a093-9b47-4b47-a32f-cab0a9dd10a1 false 0 1818 1276 1809 1266 18 20 Length L Curve length 8ff0650b-83d8-4379-af08-4023fd2a70de false 0 1818 1296 1809 1286 18 20 Domain D Curve domain afd196fa-0b49-4775-a9e8-7e9b22b62be0 false 0 1818 1316 1809 1306 18 20 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Curve Crv Represents a collection of 3D Curves df2468a1-905e-470d-9ff6-233cc41e8e66 true 1 false 1 9d83a093-9b47-4b47-a32f-cab0a9dd10a1 1895.82 1280.644 1851 1270 69 20 36132830-e2ef-4476-8ea1-6a43922344f0 Edge Surface Edge Surface EdgeSrf Create a surface from two, three or four edge curves. 3d0a37de-ec76-4b89-9de6-6f7959156f3a 1971 1374 1939 1332 65 84 Curve A A First curve 3e6a53b1-2a0a-4a58-b60f-8dc7217bd9fb false 1 df2468a1-905e-470d-9ff6-233cc41e8e66 1950 1344 1941 1334 15 20 Curve B B Second curve 10f6c3dc-c35c-4542-a8f9-496d80a976f4 false 1 2b2cad8a-fc10-4f1d-8dd5-174afdc70e34 1950 1364 1941 1354 15 20 Curve C C Optional Third curve c1eb5d26-3321-4da3-ae8d-9fe4e73e2767 true 0 1950 1384 1941 1374 15 20 Curve D D Optional Fourth curve e73934e7-087f-4df9-ba5e-4035e6f0160c true 0 1950 1404 1941 1394 15 20 Surface S Brep representing the edge-surface 0e568a7e-3638-4054-8f7c-f05062ef6117 false 0 1994 1374 1986 1334 16 80