0 1 1 634230263497500000 0 7 55 true true aafeeca4-f095-4396-9341-0955b332a79b 100;150;0;0 100;0;120;0 Wireframe new voronoi.ghx 634148809490312500 0 -37 -675 1 0 43 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 1c7342ca-48d3-4ded-a360-055d6fcc99c9 false true true 1 1 5503af12-7404-4d5c-88f6-888271bb930b 535 368 69 24 535 368 69 24 579.1799 380.9948 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 95195388-ec89-46f0-a8db-61afabd71664 false true true 0 35 357 142 20 35 357 42 20 35.29688 357.3164 false 32 0 100 3 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values c394fc22-962b-47e9-8b89-22ce7fa3af2c false true true 0 35 390 142 20 35 390 42 20 35.42188 390.1289 false 40 0 100 3 1 125dc122-8544-4617-945e-bb9a0c101c50 Hexagonal Hexagonal HexGrid 2D grid with hexagonal cells 7f3b9d10-23d5-4754-9801-5cead0ffa4fe false true true longest_list 281 324 69 84 306 326 24 80 318 366 false Plane P Base plane for grid 531b190d-adf3-4d75-83c5-b3adc65bf822 true true true 0 1 283 326 20 20 283 326 20 20 294.5 336 false 0 0 0 1 0 0 0 1 0 Size S Size of hexagon radius 42257e32-91bd-459a-a486-d4673c3f4dea false true true 0 1 283 346 20 20 283 346 20 20 294.5 356 false 1 Extent X Ex Number of grid cells in base plane x directions 9618e661-7b13-434c-a776-32520541b7f2 false true true 1 95195388-ec89-46f0-a8db-61afabd71664 1 283 366 20 20 283 366 20 20 294.5 376 false 5 Extent Y Ey Number of grid cells in base plane y directions fd1e4d95-d8ee-4c42-bbaa-2ea68dd531e9 false true true 1 c394fc22-962b-47e9-8b89-22ce7fa3af2c 1 283 386 20 20 283 386 20 20 294.5 396 false 5 Cells C Grid cell outlines c1cf2b92-8fc3-47aa-97dc-9dae9b1ce68b true true true 0 333 326 15 40 333 326 15 40 342 346 false Points P Points at grid centers 5503af12-7404-4d5c-88f6-888271bb930b false true true 0 333 366 15 40 333 366 15 40 342 386 false 934ede4a-924a-4973-bb05-0dc4b36fae75 Vector 2Pt Vector 2Pt Vec2Pt Create a vector between two points. f970ede7-5419-4a37-a57d-218b9520f5cb true true true longest_list 1344 595 63 64 1364 597 24 60 1376 627 false Point A A Base point 22e69d9c-cb68-4509-ac1b-945c024dcb4a true true true 1 a3552fab-d3c6-4281-9293-de7d51559161 1346 597 15 20 1346 597 15 20 1355 607 false Point B B Tip point 16b90165-da77-4f28-a4d3-d0616f9d90af true true true 2 6ee13061-ebde-4123-876b-0c88afc581e9 a3552fab-d3c6-4281-9293-de7d51559161 1346 617 15 20 1346 617 15 20 1355 627 false Unitize U Unitize output 1efe77de-81e7-471a-82fb-f0d3a34018e4 false true true 0 1 false 1346 637 15 20 1346 637 15 20 1355 647 false true Vector V Vector 24142126-3a70-405d-9126-6188c9312512 false true true 0 1391 597 14 30 1391 597 14 30 1399.5 612 false Length L Vector length efdcc640-1de5-4893-9f12-54e03681c646 false true true 0 1391 627 14 30 1391 627 14 30 1399.5 642 false 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. e93e968e-caf0-4c54-ba2a-02a4546a753a true true true longest_list 1461 651 62 44 1480 653 24 40 1492 673 false Vector V Base vector 5669cda0-ba87-42d9-b5bc-b3d6f13f8481 false true true 1 24142126-3a70-405d-9126-6188c9312512 1463 653 14 20 1463 653 14 20 1471.5 663 false Amplitude A Amplitude (length) value dbf55cea-8489-44a3-b594-d12412701413 false true true 1 b83d5797-ff7a-46f2-9d88-efd181a0c946 1 1463 673 14 20 1463 673 14 20 1471.5 683 false 1 Vector V Resulting vector 9c9717e6-af77-4e6f-a414-e4f9384b9116 false true true 0 1507 653 14 40 1507 653 14 40 1515.5 673 false b40f28a2-ba30-4ac2-afe5-a6ece7f985fc Move Move Move Translate (move) an object along a vector. 9788bcb5-9621-444e-aabb-a56750874136 false true true longest_list 1560 605 66 44 1581 607 24 40 1593 627 false Geometry G Base geometry 31e768dc-c8fd-4a59-a308-1a8271541200 true true true 2 6ee13061-ebde-4123-876b-0c88afc581e9 a3552fab-d3c6-4281-9293-de7d51559161 1562 607 16 20 1562 607 16 20 1571.5 617 false Translation T Translation vector 549731dd-0380-418e-8f57-fe27c363a153 false true true 1 9c9717e6-af77-4e6f-a414-e4f9384b9116 1562 627 16 20 1562 627 16 20 1571.5 637 false Geometry G Translated geometry a5321d23-7c55-4215-9d42-6f787a7826c0 true true true 0 1608 607 16 40 1608 607 16 40 1617.5 627 false ee9261ab-75a4-478f-b483-a50b755b07fd Voronoi false Voronoi Voronoi Planar voronoi diagram for a collection of points f05e9a2f-81d2-4495-be35-520799a13414 false true true longest_list 2474 617 82 84 2512 619 24 80 2524 659 false Points P Points for Voronoi diagram de3fddc4-3f71-469c-a0a8-5bfe65beba14 true true true 1 1 1 a5321d23-7c55-4215-9d42-6f787a7826c0 2476 619 33 20 2476 619 33 20 2502 629 false Radius R Optional cell radius 74c09fa3-9859-4556-976c-e6f8e5e6f450 false true true 0 2476 639 33 20 2492 639 17 20 2502 649 false Box B Optional containment box for diagram. b1a1c930-95c4-4e87-9e80-886fb72e0b84 true true true 1 f7647ce9-80b0-46d3-a057-a84c71b66629 2476 659 33 20 2492 659 17 20 2502 669 false Plane Pl Optional base plane. If no plane is provided, then the best-fit plane will be used. e9213cae-efd7-413e-8bac-b1566590c450 true true true 0 1 2476 679 33 20 2492 679 17 20 2502 689 false 0 0 0 1 0 0 0 1 0 Cells C Cells of the voronoi diagram. e7250e82-3828-4c93-9ade-4ad168f11616 true true true 0 2539 619 15 80 2539 619 15 80 2548 659 false 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 3cb5a0f1-9b20-47e0-9751-29e3311c028e false true true 0 Attractor controls: true true true 1 0 false 255;0;0;0 255;255;250;90 35 834 147 77 35 834 147 77 35.62515 834.9319 false fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points a3552fab-d3c6-4281-9293-de7d51559161 true true true 0 1 35 636 50 24 35 636 50 24 60.2332 648.3823 false 72256ae4-0397-43a7-a99d-9efbaf5e4512 -1 0 0 point_object a10e8cdf-7c7a-4aac-aa70-ddb7010ab231 Box Corners Box Corners Box Corners Extract the corners of a box. 0b2cc9dc-40b9-4203-bc5e-19288e53e98f false true true longest_list 1842 302 64 164 1861 304 24 160 1873 384 false Box B Base box c91f2d88-e753-437d-9933-febba8ee368d true true true 1 0c10391d-691c-4573-b85a-c7294f73db3c 1844 304 14 160 1844 304 14 160 1852.5 384 false Corner A A Corner at {x=min, y=min, z=min} 2bd0d753-e53a-46ca-8f30-f081e35b8463 true true true 0 1888 304 16 20 1888 304 16 20 1897.5 314 false Corner B B Corner at {x=max, y=min, z=min} 3be24c9e-6603-454a-ab2b-b86329e361c3 true true true 0 1888 324 16 20 1888 324 16 20 1897.5 334 false Corner C C Corner at {x=max, y=max, z=min} 2db4e944-21b8-4a15-9526-5eada6c00c48 true true true 0 1888 344 16 20 1888 344 16 20 1897.5 354 false Corner D D Corner at {x=min, y=max, z=min} 59e91e93-cbe0-404b-9a6a-17184dfc01f0 true true true 0 1888 364 16 20 1888 364 16 20 1897.5 374 false Corner E E Corner at {x=min, y=min, z=max} 49edde2a-e56c-4c15-930c-2de89bab3cf8 true true true 0 1888 384 16 20 1888 384 16 20 1897.5 394 false Corner F F Corner at {x=max, y=min, z=max} fa100a28-b297-4fb8-be8a-096f67300e66 true true true 0 1888 404 16 20 1888 404 16 20 1897.5 414 false Corner G G Corner at {x=max, y=max, z=max} 44f21db3-ed46-40ea-a506-f404fbaca82a true true true 0 1888 424 16 20 1888 424 16 20 1897.5 434 false Corner H H Corner at {x=min, y=min, z=max} a9db0649-9dfd-4a52-a703-194b58318cef true true true 0 1888 444 16 20 1888 444 16 20 1897.5 454 false 6aa8da2e-6f25-4585-8b37-aa44609beb46 Bounding Box Bounding Box BBox Solve world oriented geometry bounding boxes. d624f4eb-7b32-4d15-a8c2-853aea4e9458 false true true longest_list 1727 371 79 44 1763 373 24 40 1775 393 false Content C Geometry to contain beb96c70-cc29-4e90-8b52-f5e7d72c815a true true true 1 1 1 1c7342ca-48d3-4ded-a360-055d6fcc99c9 1729 373 31 20 1729 373 31 20 1754 383 false Union U Create a single unified box for all objects ace22b4a-2ba7-4d22-af8b-a472978c6c72 false true true 0 1 false 1729 393 31 20 1745 393 15 20 1754 403 false true Box B World aligned bounding box 0c10391d-691c-4573-b85a-c7294f73db3c true true true 0 1790 373 14 40 1790 373 14 40 1798.5 393 false 2a43ef96-8f87-4892-8b94-237a47e8d3cf Box 2Pt Box 2Pt Box Create a box defined by two points. 5d40b0c2-4025-47b4-b70e-ff6dc6c8f946 false true true longest_list 2112 357 62 64 2131 359 24 60 2143 389 false Point A A First corner e0d9c099-2ef0-4358-9f55-4c7c88c3b8a1 true true true 1 2bd0d753-e53a-46ca-8f30-f081e35b8463 2114 359 14 20 2114 359 14 20 2122.5 369 false Point B B Second corner c60a74ba-c004-4a16-884e-4eff449a6e93 true true true 1 c935b881-c719-495f-a462-e3960d909e11 2114 379 14 20 2114 379 14 20 2122.5 389 false Plane P Base plane d4c2fc2f-5138-49e9-bf7a-a8ca5994f6fc true true true 0 1 2114 399 14 20 2114 399 14 20 2122.5 409 false 0 0 0 1 0 0 0 1 0 Box B Resulting box f7647ce9-80b0-46d3-a057-a84c71b66629 true true true 0 2158 359 14 60 2158 359 14 60 2166.5 389 false 9103c240-a6a9-4223-9b42-dbd19bf38e2b Unit Z Unit Z Z Unit vector parallel to the world {z} axis. 37630089-9061-4528-9b00-278023ff809a true true true longest_list 1841 502 62 28 1860 504 24 24 1872 516 false Factor F Unit multiplication 5d0b9ff1-a818-477e-8b50-d0939852c9ba false true true 0 1 1843 504 14 24 1843 504 14 24 1851.5 516 false 1 Unit vector V World {z} vector 457b7544-33ac-4825-a774-6b3f7bc33fcc false true true 0 1887 504 14 24 1887 504 14 24 1895.5 516 false 3581f42a-9592-4549-bd6b-1c0fc39d067b Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 2a8605bf-9adc-4bcd-a63c-9bfadda332e9 false true true longest_list 2032 405 65 64 2051 407 24 60 2063 437 false X component X {x} component 4e6bebba-cc22-4de5-b0f6-8cffe16d865f false true true 1 c10c62ce-8f0d-4cd4-bd39-9b208e00edb7 1 2034 407 14 20 2034 407 14 20 2042.5 417 false 0 Y component Y {y} component 9768c879-4182-4fa9-bf24-57278638efcc false true true 1 5ba11c8d-8ecb-4c6f-8e59-e78ce066e2ba 1 2034 427 14 20 2034 427 14 20 2042.5 437 false 0 Z component Z {z} component c2ec2c45-a013-4740-8309-f3193c4376a9 false true true 1 457b7544-33ac-4825-a774-6b3f7bc33fcc 1 2034 447 14 20 2034 447 14 20 2042.5 457 false 0 Point Pt Point coordinate c935b881-c719-495f-a462-e3960d909e11 true true true 0 2078 407 17 60 2078 407 17 60 2088 437 false 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose pComp Decompose a point into its component parts. ff6960fa-6dd3-419f-bfd6-2c86bc3b4073 false true true longest_list 1944 404 62 64 1963 406 24 60 1975 436 false Point P Input point 98a2fe6a-4ca6-4a35-ad0b-09276387ace3 true true true 1 2db4e944-21b8-4a15-9526-5eada6c00c48 1946 406 14 60 1946 406 14 60 1954.5 436 false X component X Point {x} component c10c62ce-8f0d-4cd4-bd39-9b208e00edb7 false true true 0 1990 406 14 20 1990 406 14 20 1998.5 416 false Y component Y Point {y} component 5ba11c8d-8ecb-4c6f-8e59-e78ce066e2ba false true true 0 1990 426 14 20 1990 426 14 20 1998.5 436 false Z component Z Point {z} component 1ec63f8e-e41d-469e-af2d-42ec7b7bba6c false true true 0 1990 446 14 20 1990 446 14 20 1998.5 456 false 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 14aec37e-e1bf-43aa-9ce7-cef8bf0404f4 false true true 0 Base Grid true true true 1 0 false 255;0;0;0 255;255;250;90 35 316 147 29 35 316 147 29 35.58607 316.9672 false 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 10364fb1-55a4-4e72-918c-5473f896d41a false true true 0 Attractor Point true true true 1 0 false 255;0;0;0 255;255;250;90 35 565 122 40 35 565 122 40 35.4781 565.1282 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 5805ad91-f6c0-4a2f-ad09-24c305a78d84 false true true 0 33 167 142 20 33 167 42 20 33.38499 167.8908 false 3.2000007629394531 0 20 1 0 b7e4e0ef-a01d-48c4-93be-2a12d4417e22 Random Random Random Generate a list of pseudo random numbers. 76ef7e4d-8b79-461b-b15f-29341b53f14e true true true longest_list 541 165 64 84 561 167 24 80 573 207 false Range R Domain of random numeric range e41ea7ab-b3bc-44b6-90a7-d0ade4ddd0ec false true true 1 d0d5ea3a-b94b-4bd7-9d99-d7168ac203d0 1 543 167 15 20 543 167 15 20 552 177 false 0 1 Number N Number of random values aa21ab19-4656-42fa-9f8b-71ef574326f7 false true true 1 4fdf046c-d95e-422e-8fc6-d6d4ff526dd3 1 543 187 15 20 543 187 15 20 552 197 false 1 Seed S Seed of random engine 4012b9cc-8f8e-4796-94e0-4d33d981534d false true true 0 1 543 207 15 20 543 207 15 20 552 217 false 2 Integers I Limit to integers only 8c3ceae5-756d-4d9b-b922-e59484926ce5 false true true 0 1 false 543 227 15 20 543 227 15 20 552 237 false false Range R Range of random numbers 7bca437d-b306-47c8-bf9b-d5594bb35f0f false true true 0 588 167 15 80 588 167 15 80 597 207 false d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain (interval) from two numeric extremes. 1f723072-f72d-436c-b926-f9eee1c16a97 true true true longest_list 416 176 74 44 451 178 24 40 463 198 false -A Domain start A Start value of numeric interval 3f6f49fd-1c7d-4d3f-b219-cb196697c022 false true true 1 5805ad91-f6c0-4a2f-ad09-24c305a78d84 418 178 30 20 418 178 30 20 442.5 188 false Domain end B End value of numeric interval e5a8f58d-b1fb-4589-a595-c4e0966f3309 false true true 1 5805ad91-f6c0-4a2f-ad09-24c305a78d84 418 198 30 20 434 198 14 20 442.5 208 false Domain I Numeric interval between {A} and {B} d0d5ea3a-b94b-4bd7-9d99-d7168ac203d0 false true true 0 478 178 10 40 478 178 10 40 484.5 198 false 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length List Length Lng Measure the length of a list. b14d70ff-2c8b-43ec-81c4-fe5e72936125 true true true longest_list 413 232 76 28 447 234 24 24 459 246 false List L Base list 33b9ca10-c2da-467d-9500-8c73f583ce01 true true true 1 1 1 c1cf2b92-8fc3-47aa-97dc-9dae9b1ce68b 415 234 29 24 415 234 29 24 439 246 false Length L Number of items in L 4fdf046c-d95e-422e-8fc6-d6d4ff526dd3 false true true 0 474 234 13 24 474 234 13 24 482 246 false 3581f42a-9592-4549-bd6b-1c0fc39d067b Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. a4f7ea6f-3c61-40f6-a990-853bfcfe308b false true true longest_list 946 192 81 64 981 194 24 60 993 224 false X component X {x} component 5e1fd7f4-7128-4580-827d-86753f2ed04c false true true 1 1 36710a1d-b27f-4b16-89ef-0b71b113f8d3 1 948 194 30 20 948 194 30 20 972.5 204 false 0 Y component Y {y} component bede1ac9-0799-4fc3-8aa3-2cca9f9f8e95 false true true 1 1 590ab562-5a0f-45b4-9887-f92ffe1eb18a 1 948 214 30 20 948 214 30 20 972.5 224 false 0 Z component Z {z} component 58565fc0-c148-4589-9ad4-9c19cb0c23f3 false true true 0 1 948 234 30 20 964 234 14 20 972.5 244 false 0 Point Pt Point coordinate dae928e8-3611-42e0-944b-807e8c13cb73 true true true 0 1008 194 17 60 1008 194 17 60 1018 224 false b7e4e0ef-a01d-48c4-93be-2a12d4417e22 Random Random Random Generate a list of pseudo random numbers. 47f4668e-9db2-4de3-aa87-aa5078131bd1 true true true longest_list 542 267 64 84 562 269 24 80 574 309 false Range R Domain of random numeric range 454b08da-732c-417a-a911-767ad1d5645b false true true 1 d0d5ea3a-b94b-4bd7-9d99-d7168ac203d0 1 544 269 15 20 544 269 15 20 553 279 false 0 1 Number N Number of random values 9780adff-d4a7-47c1-ad12-083b040c47f2 false true true 1 4fdf046c-d95e-422e-8fc6-d6d4ff526dd3 1 544 289 15 20 544 289 15 20 553 299 false 1 Seed S Seed of random engine bf324a99-0841-44c8-9c32-3e186c7e8d13 false true true 0 1 544 309 15 20 544 309 15 20 553 319 false 5 Integers I Limit to integers only 73e9ceb9-9743-452a-8be5-8b1eb2178a8a false true true 0 1 false 544 329 15 20 544 329 15 20 553 339 false false Range R Range of random numbers 5e085ade-46ca-4a2a-9b88-02c70ea73487 false true true 0 589 269 15 80 589 269 15 80 598 309 false 9abae6b7-fa1d-448c-9209-4a8155345841 Decompose Decompose pComp Decompose a point into its component parts. 5e0d3f52-eb87-466b-bf19-54a2dc2c8d0e true true true longest_list 701 223 62 64 720 225 24 60 732 255 false Point P Input point ee1e72f4-d5e4-483b-8914-99aebe5e234a true true true 1 1c7342ca-48d3-4ded-a360-055d6fcc99c9 703 225 14 60 703 225 14 60 711.5 255 false X component X Point {x} component 1d0a57e7-1997-4398-9efe-a3521d4d6fad false true true 0 747 225 14 20 747 225 14 20 755.5 235 false Y component Y Point {y} component 624909a2-ce95-42d5-8b73-0933f5163c61 false true true 0 747 245 14 20 747 245 14 20 755.5 255 false Z component Z Point {z} component 4f091e51-619c-47b3-993b-2c74c1ccaeac false true true 0 747 265 14 20 747 265 14 20 755.5 275 false d18db32b-7099-4eea-85c4-8ba675ee8ec3 Addition Addition A+B Mathematical addition 16d841f0-240b-49cf-b53f-fed19f824b17 true true true longest_list 793 179 63 44 812 181 24 40 824 201 false A A First item for addition 7f3597b3-0258-4515-b1ac-37dbe1214f14 true true true 1 7bca437d-b306-47c8-bf9b-d5594bb35f0f 795 181 14 20 795 181 14 20 803.5 191 false B B Second item for addition 76bf0eec-5681-4dd5-977a-91c70ba6d855 true true true 1 1d0a57e7-1997-4398-9efe-a3521d4d6fad 795 201 14 20 795 201 14 20 803.5 211 false Result R The result of the Addition 36710a1d-b27f-4b16-89ef-0b71b113f8d3 true true true 0 839 181 15 40 839 181 15 40 848 201 false d18db32b-7099-4eea-85c4-8ba675ee8ec3 Addition Addition A+B Mathematical addition 9aae26db-d10c-4f5a-a161-2533160593a9 true true true longest_list 789 240 63 44 808 242 24 40 820 262 false A A First item for addition fc46554f-5b8f-4032-985c-47522fd331a4 true true true 1 5e085ade-46ca-4a2a-9b88-02c70ea73487 791 242 14 20 791 242 14 20 799.5 252 false B B Second item for addition 5e74edaf-59c1-440a-bb68-d359ee4590e4 true true true 1 624909a2-ce95-42d5-8b73-0933f5163c61 791 262 14 20 791 262 14 20 799.5 272 false Result R The result of the Addition 590ab562-5a0f-45b4-9887-f92ffe1eb18a true true true 0 835 242 15 40 835 242 15 40 844 262 false 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 26b6fc7d-1c76-4ec3-95fb-875e732a3761 false true true 0 Disturbance true true true 1 0 false 255;0;0;0 255;255;250;90 32 132 147 29 32 132 147 29 32.6017 132.6547 false 455925fd-23ff-4e57-a0e7-913a4165e659 Random Reduce Random Reduce Reduce Randomly remove N items from a list cfc25af5-1a51-415d-aeee-abd8177ed4ae false true true longest_list 1090 229 62 64 1110 231 24 60 1122 261 false List L List to reduce 9c4b2ffb-cff9-451c-a0a2-1a382e429893 true true true 1 1 dae928e8-3611-42e0-944b-807e8c13cb73 1092 231 15 20 1092 231 15 20 1101 241 false Reduction R Number of items to remove 0ea80a2d-20aa-403d-a32f-8800a99714c8 false true true 1 e2d63af6-a120-4c4f-b5c3-4f4a59b5ad70 1092 251 15 20 1092 251 15 20 1101 261 false Seed S Random Generator Seed value 4a09a2ce-c2e6-407b-9d73-2c3dde0928e2 false true true 0 1 1092 271 15 20 1092 271 15 20 1101 281 false 1 List L Reduced list 6ee13061-ebde-4123-876b-0c88afc581e9 true true true 0 1137 231 13 60 1137 231 13 60 1145 261 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values e2d63af6-a120-4c4f-b5c3-4f4a59b5ad70 false true true 0 33 200 142 20 33 200 42 20 33.4626 200.8758 false 257.49998092651367 0 500 1 0 dde71aef-d6ed-40a6-af98-6b0673983c82 Curve Curve Crv Create a nurbs curve from control points. 41f3eb0d-f644-4d08-9b7c-413923523cb8 true true true longest_list 2758 635 64 64 2778 637 24 60 2790 667 false Vertices V Curve control points c1760cdc-c1a8-44cc-be8f-b96ab6f10b23 true true true 1 1 f2d6762a-05c9-47ea-a5d2-0698ddc30849 2760 637 15 20 2760 637 15 20 2769 647 false Degree D Curve degree 509c2f50-51ea-4618-8ca6-211baddf40f7 false true true 0 1 2760 657 15 20 2760 657 15 20 2769 667 false 3 Periodic P Periodic curve 44e0c467-262b-4f36-8794-59978ef28dfe false true true 0 1 false 2760 677 15 20 2760 677 15 20 2769 687 false true Curve C Resulting nurbs curve 3a65a419-297e-4fdf-9174-26d70250745d true true true 0 2805 637 15 20 2805 637 15 20 2814 647 false Length L Curve length 660c79df-3d00-41fd-b639-e8ecfe481c23 false true true 0 2805 657 15 20 2805 657 15 20 2814 667 false Domain D Curve domain 2a0d0c0d-1519-4804-b984-7e57394e68d3 false true true 0 2805 677 15 20 2805 677 15 20 2814 687 false d7df7658-e02d-4a48-a345-2195a68db4ef Control Points Control Points CP Extract the nurbs control points of a curve. 1752be53-a7fa-4900-a514-f4ca4917f747 false true true longest_list 2442 630 66 44 2462 632 24 40 2474 652 false Curve C Base curve 85350b9d-19f6-4622-8c58-4821572bbc25 true true true 1 f1818f54-3621-4e6a-ac79-7def80b616a7 2444 632 15 40 2444 632 15 40 2453 652 false Points P Control points of the Nurbs-form. f2d6762a-05c9-47ea-a5d2-0698ddc30849 true true true 0 2489 632 17 20 2489 632 17 20 2499 642 false Weights W Weights of control points. 925801de-ffd1-492c-8323-46dde2b9697b false true true 0 2489 652 17 20 2489 652 17 20 2499 662 false 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidian distance between two point coordinates. 21415d7d-6476-4560-a101-89bb53a736b5 true true true longest_list 301 855 63 44 320 857 24 40 332 877 false Point A A First point 8066b029-d2e0-4d26-87e4-e2f8df5ea5e5 true true true 1 a3552fab-d3c6-4281-9293-de7d51559161 303 857 14 20 303 857 14 20 311.5 867 false Point B B Second point 1b29fa99-aec4-492d-809a-d39d9676002d true true true 2 6ee13061-ebde-4123-876b-0c88afc581e9 a3552fab-d3c6-4281-9293-de7d51559161 303 877 14 20 303 877 14 20 311.5 887 false Distance D Distance between A and B abc2d919-07bb-46ce-85cb-8b2434fa1691 false true true 0 347 857 15 40 347 857 15 40 356 877 false ec875825-61e4-4c1c-a343-0e0cee0b321b Division Division Div Divide two numbers. 23424446-f156-48af-b8f4-b63984fe6d94 true true true longest_list 490 741 63 44 509 743 24 40 521 763 false First number A First number 6dc77feb-d28d-4009-a5f8-f3de47157c7b false true true 1 abc2d919-07bb-46ce-85cb-8b2434fa1691 492 743 14 20 492 743 14 20 500.5 753 false Second number B Second number f48e1a8c-0adf-4729-9e46-407faf8b6172 false true true 1 26b9cc02-93c1-452c-8717-67748276ae7c 492 763 14 20 492 763 14 20 500.5 773 false Result R Result 068382ac-887b-41ab-8d14-8c4e9539289c false true true 0 536 743 15 40 536 743 15 40 545 763 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 26b9cc02-93c1-452c-8717-67748276ae7c false true true 0 329 791 142 20 329 791 42 20 329.3081 791.3304 false 12.5 0 50 4 0 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 622d6073-4066-498c-85f8-36d237082a0a false true true 0 455 699 142 20 455 699 42 20 455.0081 699.0804 false 10 0 10 4 0 532b722d-9368-42ee-b99d-64a4732ee99a Minimum Minimum Min Find the lower of two numbers 93f0a2f9-0aa4-4b0e-bdee-435159dd7184 true true true longest_list 650 712 63 44 669 714 24 40 681 734 false First number A First number 206610aa-2313-4f38-b7e8-82c42c39d4b7 false true true 1 068382ac-887b-41ab-8d14-8c4e9539289c 652 714 14 20 652 714 14 20 660.5 724 false Second number B Second number ca999dce-06d5-4df9-93b8-e2531106dc79 false true true 1 622d6073-4066-498c-85f8-36d237082a0a 652 734 14 20 652 734 14 20 660.5 744 false Result R Result 52bd81be-90e5-4cbe-bed7-d4a6e071cfeb false true true 0 696 714 15 40 696 714 15 40 705 734 false ec875825-61e4-4c1c-a343-0e0cee0b321b Division Division Div Divide two numbers. 2d57bb9c-ebba-4273-babd-9492a1de970e true true true longest_list 491 929 63 44 510 931 24 40 522 951 false First number A First number 95dc1e3a-cb3c-419c-be65-343b8fdf78be false true true 1 abc2d919-07bb-46ce-85cb-8b2434fa1691 493 931 14 20 493 931 14 20 501.5 941 false Second number B Second number 03f6b217-8394-4549-9061-ad6010c057ed false true true 1 f6f62c01-007b-4682-b540-11863fe169b1 493 951 14 20 493 951 14 20 501.5 961 false Result R Result 9b6caec0-4806-454b-894f-ce43ae515868 false true true 0 537 931 15 40 537 931 15 40 546 951 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values f6f62c01-007b-4682-b540-11863fe169b1 false true true 0 325 979 142 20 325 979 42 20 325.5081 979.33 false 0.5 0 20 4 0 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values d1fcdc26-a3f6-436f-81a2-325cc5641e8c false true true 0 478 883 142 20 478 883 42 20 478.3082 883.88 true 10 0 10 4 0 532b722d-9368-42ee-b99d-64a4732ee99a Minimum Minimum Min Find the lower of two numbers 3a4eee6f-a3f9-4145-9b7d-5d29316aa41b true true true longest_list 651 900 63 44 670 902 24 40 682 922 false First number A First number 432030c5-cf67-4630-af67-7ce20d8571ce false true true 1 9b6caec0-4806-454b-894f-ce43ae515868 653 902 14 20 653 902 14 20 661.5 912 false Second number B Second number 1b38e742-b5c7-4aa7-8f08-f90601c692b6 false true true 1 d1fcdc26-a3f6-436f-81a2-325cc5641e8c 653 922 14 20 653 922 14 20 661.5 932 false Result R Result 87e19be4-621f-4167-b818-f75d50186075 false true true 0 697 902 15 40 697 902 15 40 706 922 false cae37d1c-8146-4e0b-9cf1-14cb3e337b94 Addition Addition Add Add two numbers. 92c2fb6a-9f57-4ed1-9e82-060ddb8f42b1 true true true longest_list 820 788 63 44 839 790 24 40 851 810 false First number A First number 5f5a1e15-c13e-4292-b05f-4086d9831584 false true true 1 52bd81be-90e5-4cbe-bed7-d4a6e071cfeb 822 790 14 20 822 790 14 20 830.5 800 false Second number B Second number 9fd10e0a-3b9a-4804-9cdc-e9145e3804e9 false true true 1 87e19be4-621f-4167-b818-f75d50186075 822 810 14 20 822 810 14 20 830.5 820 false Result R Result b83d5797-ff7a-46f2-9d88-efd181a0c946 false true true 0 866 790 15 40 866 790 15 40 875 810 false 7991bc5f-8a01-4768-bfb0-a39357ac6b84 Clean Tree Clean Tree Clean Removed all null and invalid entries from a Data tree. d80975c4-8b72-4289-bfcb-f7c8aa4b752c false true true longest_list 2582 637 64 64 2602 639 24 60 2614 669 false Data D Data tree to clean 6918afac-a47d-4ebd-bd2d-873f5ae3126e true true true 2 1 e7250e82-3828-4c93-9ade-4ad168f11616 2584 639 15 20 2584 639 15 20 2593 649 false Clean Invalid X Remove invalid entries. b1eead2b-28d5-447f-9eb5-29d4ef1f1970 false true true 0 1 false 2584 659 15 20 2584 659 15 20 2593 669 false true Clean Empty E Remove empty branches. 36772d1e-ad1b-4ee1-bac8-5846ae9b40c9 false true true 0 1 false 2584 679 15 20 2584 679 15 20 2593 689 false false Data D Spotless data f1818f54-3621-4e6a-ac79-7def80b616a7 true true true 0 2629 639 15 60 2629 639 15 60 2638 669 false