0 2 1 634771992571296280 0 8 66 a492c61d-e972-4da1-8403-68065feed745 100;150;0;0 100;0;150;0 Shaded 2012_07_07-hybol.ghx 634733804365817992 0 86 109 0.209715232 0 30 125dc122-8544-4617-945e-bb9a0c101c50 Hexagonal Hexagonal HexGrid 2D grid with hexagonal cells c855138a-db25-4c57-8009-94a39870075d true 988 316 937 274 101 84 Plane P Base plane for grid b2f41684-ff17-4802-8e5b-58749a4e1412 false 1 7afe3b5f-1666-454e-a392-d2dcb7be6c6a 1 965.5 286 939 276 34 20 0 0 0 1 0 0 0 1 0 S/2 Size S Size of hexagon radius ace3513e-74a9-4eb4-8211-89710b98456f false 1 0655d7dc-e89a-41ba-9bcc-0537f38a5730 1 965.5 306 939 296 34 20 1 Extent X Ex Number of grid cells in base plane x directions 388c67c5-f55f-4455-9011-4bca83044aca false 1 b5d81c86-5acb-4a6e-bcf2-1b8150451292 1 965.5 326 939 316 34 20 10 Extent Y Ey Number of grid cells in base plane y directions b66ef664-7bce-4127-8bcf-0235555d1a41 false 1 4d9a0549-53d2-4d39-ba65-a9ec177a31c6 1 965.5 346 939 336 34 20 5 Cells C Grid cell outlines d0a400f7-0f03-4653-b39c-5cf5dd579ad2 true false 0 1011.5 296 1003 276 33 40 Points P Points at grid centers d75f18f8-a1e5-485e-9006-84f286a86cd1 true false 0 1011.5 336 1003 316 33 40 fdf09135-fae5-4e5f-b427-b1f384ca3009 Evaluate Curve Evaluate Curve Eval Evaluate a curve at the specified parameter. 70fd9170-e16a-477d-81ea-3a94f570b7f5 true cross_reference 1203 308 1156 276 80 64 Curve C Curve to evaluate 8e002537-69f8-4cf3-81a4-59b73c9f4dc2 false 1 80b4cd0b-58e3-4c93-8d9a-961d9c4e5cb0 true 1182.5 293 1158 278 30 30 Parameter t Parameter on curve domain to evaluate 98a25170-45eb-4dce-b5ea-d3eb10e639ea false 2 c9964106-4249-4c02-b8d3-0857daec8cbf cde38c23-bf5e-4358-a9dc-bbce4c3c109d 1182.5 323 1158 308 30 30 Point P Point on the curve at {t} 993bdedd-df41-4447-850c-2b0397fbee97 false 0 1226 288 1218 278 16 20 Tangent T Tangent vector at {t} 3e7b3a53-b5b0-4b36-9e15-48c3360a3114 false 0 1226 308 1218 298 16 20 Length L Length along the curve from the start to {t} 8d4d68e1-4f5e-4037-98e4-eb9db1946317 false 0 1226 328 1218 318 16 20 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. 65554985-9374-453a-a0fd-6f610dfd0395 true 1093 277 1062 244 65 66 Curve C Curve to explode 7684f678-cde2-4bee-b019-b26851cd6052 false 1 d0a400f7-0f03-4653-b39c-5cf5dd579ad2 1072.5 261.5 1064 246 14 31 Recursive R Recursive decomposition until all segments are atomic 1e8c2185-9df0-4525-a420-bb8af4b12bfc false 0 1 false 1072.5 292.5 1064 277 14 31 true Segments S Exploded segments that make up the base curve 80b4cd0b-58e3-4c93-8d9a-961d9c4e5cb0 false 0 1116.5 261.5 1108 246 17 31 Vertices V Vertices of the exploded segments b6be90db-5488-4770-844e-acdd495d44c0 false 0 1116.5 292.5 1108 277 17 31 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider P Numeric slider for single values c9964106-4249-4c02-b8d3-0857daec8cbf false 0 901.514 369.2029 901 369 140 20 0.32 0 1 3 0 1 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. a79e4b8f-5173-4471-8cdc-aa4b902392ed 1850 295 1819 270 67 49 Vertices V Polyline vertex points cc53f949-08ff-4e2c-b33b-7432c13eb634 1 false 1 bf84384d-618f-4d79-8b28-075185ee7691 1829.5 283.25 1821 272 14 22 Closed C Close polyline e2103b03-fabd-4119-b133-50a796bc5bf5 false 0 1 false 1829.5 305.75 1821 294 14 23 true Polyline Pl Resulting polyline 64cd80f0-edd3-4076-acce-99f3b675bd5f false 0 1874.5 294.5 1865 272 19 45 2c56ab33-c7cc-4129-886c-d5856b714010 Subtraction Subtraction A-B Mathematical subtraction 2707b559-b70d-4c64-a470-ffa67549cce5 true 1114 358 1083 336 65 44 A A Item to subtract from (minuend) 681b0583-3337-45fe-bfe0-33c68d37a05e false 0 1 1093.5 348 1085 338 14 20 1 B B Item to subtract (subtrahend) 8b86ba14-4094-4ae4-94e6-154038b04f8e false 1 c9964106-4249-4c02-b8d3-0857daec8cbf 1093.5 368 1085 358 14 20 Result R The result of the Subtraction cde38c23-bf5e-4358-a9dc-bbce4c3c109d false 0 1137.5 358 1129 338 17 40 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel hex grid A panel for custom notes and String values 6aa13f34-f00a-484a-92f4-18936d718cf2 false 0 0 6 1 7 2 8 3 9 4 10 5 11 false true true 0 false 255;255;250;90 0 0 0 1646.65 50.46478 1646 50 55 250 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. c92c7e09-dad0-424b-ba9b-3c6b5780757e true 1772 283 1738 251 67 64 List L Base list d56f6886-902d-4acf-9030-75da68d180f8 1 false 1 b771e2cf-75d2-4292-b3c1-990a66e8c057 1750 263 1740 253 17 20 Index i Item index 45ff8513-b115-4ef8-9600-3d3f54e07f17 false 1 6aa13f34-f00a-484a-92f4-18936d718cf2 1 1750 283 1740 273 17 20 0 Wrap W Wrap index to list bounds e8a6c5b0-4c3c-4d2b-98b2-f2bcf751deb4 false 0 1 false 1750 303 1740 293 17 20 false Element E Item at {i'} bf84384d-618f-4d79-8b28-075185ee7691 false 0 1795 283 1787 253 16 60 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider size Numeric slider for single values 0655d7dc-e89a-41ba-9bcc-0537f38a5730 false 0 176.6329 437.0079 176 437 160 20 0.558 0 1 3 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider x bounds Numeric slider for single values 8cd0be89-9369-42e3-849f-af88088a38da false 0 46.88288 300.9079 46 300 178 20 20 0 30 3 0 1 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division a6913a0c-e45f-4314-95bc-0f2373f7c639 597 450 566 428 65 44 A A Item to divide (dividend) 0f8aaef9-9528-4528-baae-1c10c69033e7 false 1 8cd0be89-9369-42e3-849f-af88088a38da 576.5 440 568 430 14 20 B B Item to divide with (divisor) 52f0331d-8165-49f5-b3f4-5f06f6910046 false 1 8a50275c-37e2-4f63-b822-02a38b3e3535 576.5 460 568 450 14 20 Result R The result of the Division b5d81c86-5acb-4a6e-bcf2-1b8150451292 false 0 620.5 450 612 430 17 40 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider y bounds Numeric slider for single values 50ff9f24-19fd-45ed-9411-d1f958cbd500 false 0 47.5259 346.1579 47 346 178 20 20 0 30 3 0 1 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division fa18eca9-17fe-42ab-9a14-54d49bed2549 596 497 565 475 65 44 A A Item to divide (dividend) f27f6c97-761a-4eed-a510-889a0fe8ed90 false 1 50ff9f24-19fd-45ed-9411-d1f958cbd500 575.5 487 567 477 14 20 B B Item to divide with (divisor) afab573f-b878-4605-a741-b9f00d30d35b false 1 0d41942b-cc4b-46f1-9f0f-270d7ec54c56 575.5 507 567 497 14 20 Result R The result of the Division 4d9a0549-53d2-4d39-ba65-a9ec177a31c6 false 0 619.5 497 611 477 17 40 575660b1-8c79-4b8d-9222-7ab4a6ddb359 Rectangle 2Pt Rectangle 2Pt Rec 2Pt Create a rectangle from a base plane and two points cbaad0ee-751f-4d03-87ef-4b9776919ffb true 535 217 504 175 65 84 Plane P Rectangle base plane b0cf75e1-ffc5-4e93-8140-7aa90199102a false 0 1 514.5 187 506 177 14 20 0 0 0 1 0 0 0 1 0 Point A A First corner point. 086fdbfe-7ea7-4fc7-a1e0-ad2c4b3cab5f false 0 1 514.5 207 506 197 14 20 0 0 0 Point B B Second corner point. 621af849-d16f-4eff-bf01-84a94c02acf8 false 1 27fe6c33-7b4e-44c5-a8f0-90f284e7384b 1 514.5 227 506 217 14 20 10 5 0 Radius R Rectangle corner fillet radius 558c5770-2771-49a4-b0e5-45ba1b29c7b8 false 0 1 514.5 247 506 237 14 20 0 Rectangle R Rectangle defined by P, A and B 390ca54e-6992-4049-a3cc-f98455f88633 false 0 558.5 197 550 177 17 40 Length L Length of rectangle curve d743a70a-36e6-48a3-a2d5-3c35131f2974 false 0 558.5 237 550 217 17 40 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. f24966f9-d9fe-4b5c-8777-a29adae549d5 true 447 224 416 182 68 84 X component X {x} component bf20a5c8-b66a-4ac6-a31a-33c15dc24882 false 1 8cd0be89-9369-42e3-849f-af88088a38da 1 426.5 194 418 184 14 20 0 Y component Y {y} component 5bde4366-a411-46c2-83a3-81868220c4ff false 1 50ff9f24-19fd-45ed-9411-d1f958cbd500 1 426.5 214 418 204 14 20 0 Z component Z {z} component 0bb4075c-8fc6-4f36-8a27-9425541c2190 false 0 1 426.5 234 418 224 14 20 0 System S Coordinate system for point bb0160b1-0cbb-413e-9dd7-b3485f0bb6d6 true false 0 1 426.5 254 418 244 14 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 27fe6c33-7b4e-44c5-a8f0-90f284e7384b false 0 472 224 462 184 20 80 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Multiplication A×B Mathematical multiplication a7520b8f-ac5d-49b0-be8f-63d583810dee 443 308 412 286 65 44 A A First item for multiplication d4dc4fcd-66ad-4146-9371-e7e48e8ea2e9 false 1 0655d7dc-e89a-41ba-9bcc-0537f38a5730 422.5 298 414 288 14 20 B B Second item for multiplication ae98e006-fd4b-4cf0-a4a4-d9250d747f8c false 0 1 422.5 318 414 308 14 20 0.75 Result R The result of the Multiplication 8a50275c-37e2-4f63-b822-02a38b3e3535 false 0 466.5 308 458 288 17 40 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Multiplication A×B Mathematical multiplication 3d595caf-bd41-4aba-958c-8e7d0be0446c 447 357 416 335 65 44 A A First item for multiplication 4fd151d0-3196-4f46-87aa-8d67badd0f50 false 1 0655d7dc-e89a-41ba-9bcc-0537f38a5730 426.5 347 418 337 14 20 B B Second item for multiplication 5055780a-4cc4-4dc1-95b1-f30fc9b9d352 false 0 1 426.5 367 418 357 14 20 0.87 Result R The result of the Multiplication 0d41942b-cc4b-46f1-9f0f-270d7ec54c56 false 0 470.5 357 462 337 17 40 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. 6d46e8c2-e4f7-4d03-9a79-9c1d26d0ec51 true 622 238 590 216 66 44 Geometry G Brep, mesh or planar closed curve for area computation e2cae20d-8aaa-483b-bb8a-3231379726cb false 1 390ca54e-6992-4049-a3cc-f98455f88633 601 238 592 218 15 40 Area A Area of geometry 7edef126-0f48-49b3-99b1-3bd3007cf92b false 0 645.5 228 637 218 17 20 Centroid C Area centroid of geometry 844b0556-cdc7-41ca-9ea5-e00ce29c2db6 false 0 645.5 248 637 238 17 20 934ede4a-924a-4973-bb05-0dc4b36fae75 Vector 2Pt Vector 2Pt Vec2Pt Create a vector between two points. cafa5757-7815-4fe2-abaa-67b43cbc06cd true 707 269 675 237 66 64 Point A A Base point e3d7442b-efdd-4fcb-823f-257fd16ba6c2 false 1 844b0556-cdc7-41ca-9ea5-e00ce29c2db6 686 249 677 239 15 20 Point B B Tip point 631326c9-2976-47e4-b471-eaa8053d3edf false 1 9812abc1-82f2-47cc-af04-80a151456e0d 1 686 269 677 259 15 20 0 0 0 Unitize U Unitize output f4891048-a71e-442f-8303-8584b66e983f false 0 1 false 686 289 677 279 15 20 false Vector V Vector 6ced2fcc-e6d6-40e4-b491-d0916311467b false 0 730.5 254 722 239 17 30 Length L Vector length 6e7ef911-5405-4423-a93e-d0a65e161707 false 0 730.5 284 722 269 17 30 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Move Move Translate (move) an object along a vector. 298cdfe6-7ed7-4713-8c96-fd5aafca1afd true 795 243 763 218 67 50 Geometry G Base geometry 3cda8dc6-bf97-42d1-abf6-3791aa8610e5 true 1 6cca444a-2c12-41ca-97c9-1fcb4fee5d2d 774 231.5 765 220 15 23 Motion T Translation vector 1bd4804b-cf1b-4c2c-b6b7-74ee96fc5929 false 1 6ced2fcc-e6d6-40e4-b491-d0916311467b 774 254.5 765 243 15 23 Geometry G Translated geometry 36478039-2289-41f4-b3d3-60b7027bafb0 false 0 819 231.5 810 220 18 23 Transform X Transformation data 6aad4747-de4b-42a7-af6b-4068d82cc3ca false 0 819 254.5 810 243 18 23 17b7152b-d30d-4d50-b9ef-c9fe25576fc2 XY Plane XY Plane XY World XY plane. 463379a0-46f6-4180-84e4-7038828a9328 true 876 241 844 225 65 31 Origin O Origin of plane 9ae29a4d-35f5-46d4-9afe-9407cb90d2b4 false 1 36478039-2289-41f4-b3d3-60b7027bafb0 1 855 240.5 846 227 15 27 0 0 0 Plane P World XY plane 7afe3b5f-1666-454e-a392-d2dcb7be6c6a false 0 899 240.5 891 227 16 27 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 6cca444a-2c12-41ca-97c9-1fcb4fee5d2d true false 0 1 717.9705 223.7524 692 213 50 20 0 0 0 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. b3e17bf4-e9f8-4541-9b8e-d2974681a3eb true 618 311 571 269 84 84 X/2 X component X {x} component 214cde24-1232-47e9-aa2e-9f4cee2e4c64 false 1 8a50275c-37e2-4f63-b822-02a38b3e3535 1 597.5 281 573 271 30 20 0 Y/2 Y component Y {y} component 687cc0ca-0b6c-4002-bd88-f25bb2ecc37e false 1 0d41942b-cc4b-46f1-9f0f-270d7ec54c56 1 597.5 301 573 291 30 20 0 Z component Z {z} component f56b144d-6079-4698-8a21-ffb16f91ef16 false 0 1 597.5 321 573 311 30 20 0 System S Coordinate system for point 5111ac03-cfaa-4196-92eb-2f5c154ae20d true false 0 1 597.5 341 573 331 30 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 9812abc1-82f2-47cc-af04-80a151456e0d false 0 643 311 633 271 20 80 670fcdba-da07-4eb4-b1c1-bfa0729d767d Decompose Decompose pComp Decompose a point into its component parts. 60a48b30-b3f5-45d3-8fd2-d4f03ffe728c true 1288 305 1258 273 64 64 Point P Input point 7f773da7-4c48-4bd2-ae83-818891857e05 false 1 993bdedd-df41-4447-850c-2b0397fbee97 1268 290 1260 275 13 30 System S Local coordinate system 3a4316b7-f3b1-4055-b161-0fd172631ebe true false 0 1 1268 320 1260 305 13 30 0 0 0 1 0 0 0 1 0 X component X Point {x} component 5e308fe6-6b21-4ab4-ab4a-3cd79667d1fb false 0 1311.5 285 1303 275 17 20 Y component Y Point {y} component 66db7a66-9e70-4602-a0e6-35b3492436a4 false 0 1311.5 305 1303 295 17 20 Z component Z Point {z} component 09ba6d44-ebc2-44e1-ba62-6e0946bb228d false 0 1311.5 325 1303 315 17 20 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 9511d95d-1212-4ed0-817f-599b78962a8e true 1502 313 1471 271 68 84 X component X {x} component 7cc2ffe3-3850-440b-988c-46368023b897 false 1 5e308fe6-6b21-4ab4-ab4a-3cd79667d1fb 1 1481.5 283 1473 273 14 20 0 Y component Y {y} component 4a415883-d24f-4c0a-b43e-41ea817c3016 false 1 66db7a66-9e70-4602-a0e6-35b3492436a4 1 1481.5 303 1473 293 14 20 0 Z component Z {z} component fadca43e-a6ba-4e9e-abc6-e2a2050cb599 false 1 4ba65954-50be-45a7-98cb-e4adae2a3e0e 1 1481.5 323 1473 313 14 20 0 System S Coordinate system for point bd9e2ed9-7150-4a23-ada7-9fd1d8c88bf0 true false 0 1 1481.5 343 1473 333 14 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 5aaa684c-f60e-4fa0-b3a4-1bb9722e2773 false 0 1527 313 1517 273 20 80 00ec9ecd-4e1d-45ba-a8fc-dff716dbd9e4 F2 F2 SADDLE A function of two variables; {x,y} 086254e7-c394-4a09-a44e-d8fa90cc2afe true 1395 351 1366 318 62 66 Function F Expression to solve 1267e4f8-838f-4230-baa7-45c96ba45199 false 0 1+x²+y² 1375.5 330.3333 1368 320 12 20 x x Variable #1 8caea5b1-9903-44e1-8658-616a320591bd true 1 5e308fe6-6b21-4ab4-ab4a-3cd79667d1fb 1375.5 351 1368 340 12 21 y y Variable #2 94e6f214-2aff-4ef1-9ead-55897ae1f659 true 1 66db7a66-9e70-4602-a0e6-35b3492436a4 1375.5 371.6667 1368 361 12 21 Result Z Expression result 4ba65954-50be-45a7-98cb-e4adae2a3e0e false 0 1418 351 1410 320 16 62 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line Line Ln Create a line between two points. b2a69527-d874-47d9-b697-205c3006baf7 true 1593 321 1562 299 63 44 Start Point A Line start point b2f42566-d590-46da-80e3-e7a6439dc149 false 1 5aaa684c-f60e-4fa0-b3a4-1bb9722e2773 1572.5 311 1564 301 14 20 End Point B Line end point a6358556-bdf1-4e2d-90cd-daf70a6d785f false 1 1d7b3bee-5a18-4694-8c89-c7ed9a759d89 1572.5 331 1564 321 14 20 Line L Line segment 17c578e8-d15c-4f96-ac64-6b8ed6b918b0 false 0 1615.5 321 1608 301 15 40 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 1d7b3bee-5a18-4694-8c89-c7ed9a759d89 true false 0 1 1514.119 392.6498 1489 382 50 20 0 0 -1 75d0442c-1aa3-47cf-bd94-457b42c16e9f Line | Plane Line | Plane PLX Solve intersection event for a line and a plane. eaf02d84-5d7b-4421-be27-03689abe0c81 true 1674 334 1644 302 69 64 Line L Base line fe4233c5-fbcb-4e19-bbd6-125fb5163aa1 false 1 17c578e8-d15c-4f96-ac64-6b8ed6b918b0 1654 319 1646 304 13 30 Plane P Intersection plane 5731cea5-8b01-4977-a3ec-583099a092df false 0 1 1654 349 1646 334 13 30 0 0 0 1 0 0 0 1 0 Point P Intersection event b771e2cf-75d2-4292-b3c1-990a66e8c057 false 0 1700 314 1689 304 22 20 Param L t Parameter {t} on infinite line b0f2b424-f966-4ecd-8604-4712662d51f7 false 0 1700 334 1689 324 22 20 Param P uv Parameter {uv} on plane 1fa1c7be-f48e-48b3-bc4e-16c7e4345c56 true false 0 1700 354 1689 344 22 20 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. ed3de547-de4a-4b46-882d-0de7d2052191 1930 291 1900 263 63 55 Edges E Edge curves 4bbccfe7-8ffc-4f19-a077-dcb490728cf3 1 false 1 64cd80f0-edd3-4076-acce-99f3b675bd5f 1910 290.5 1902 265 13 51 Surfaces S Resulting planar surfaces b0a9f085-e7ed-485a-bf87-0c89dec74f1a false 0 1953 290.5 1945 265 16 51