0 1 1 634582151084482554 0 8 4 true true ab8a0ee5-ae54-4a07-aa9f-35fb35415c01 100;150;0;0 100;0;120;0 Shaded Surface_Diagrid11.29.ghx 634581888445117513 0 -2451 -624 2.44140625 0 50 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Srf Represents a collection of 3D Surfaces 24cd4c64-f982-4c1d-9420-0c236af56c9b true true true 0 1 410 266 50 20 410 266 50 20 435.1604 276.7755 false 4811cbe2-3112-47af-9d1d-018b534e8db2 8d372bdc-9800-45e9-8a26-6e33c5253e21 Brep Components Brep Components Explode Decompose a Brep into its component parts. 3ac53092-4b66-4d11-ae43-e184e2cd4769 false true true longest_list 559 241 62 67 578 243 24 63 590 275 false Brep B Base Brep e5fde853-4f5e-4550-b4cf-d98ae23dbd1c true true true 1 688ddd2f-c34d-4d69-b3f3-a5cc1a8370e7 561 243 14 63 561 243 14 63 569.5 274.5 false Faces F Faces of Brep 456d4b81-fbd0-4ebd-b9d7-6764c196140c true true true 0 605 243 14 21 605 243 14 21 613.5 253.5 false Edges E Edges of Brep 4c29bf74-bde5-4539-9260-efd1f24e6e26 true true true 0 605 264 14 21 605 264 14 21 613.5 274.5 false Vertices V Vertices of Brep 9ce79df1-269b-434b-b536-0d1d35a74f8c true true true 0 605 285 14 21 605 285 14 21 613.5 295.5 false 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 81bb410d-1065-43bd-b696-c4f3bb299634 true true true longest_list 817 283 65 64 839 285 24 60 851 315 false List L Base list 0eb4abdd-2753-4445-98bd-41ef0efe813a true true true 1 1 9ce79df1-269b-434b-b536-0d1d35a74f8c 819 285 17 20 819 285 17 20 829 295 false Index i Item index 2d24c13e-4df0-480f-93bd-55c23307a39c false true true 1 6d835ba7-f292-45a1-9b3d-c14da4c5de09 1 819 305 17 20 819 305 17 20 829 315 false 0 Wrap W Wrap index to list bounds a0f13f9c-8e62-485d-8ca3-391359d7fbf0 false true true 0 1 false 819 325 17 20 819 325 17 20 829 335 false false Element E Item at {i'} ecfb9e23-c4b0-44ed-9ce1-d1dd83f77f58 true true true 0 866 285 14 60 866 285 14 60 874.5 315 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 6d835ba7-f292-45a1-9b3d-c14da4c5de09 false true true 0 650 307 141 20 650 307 41 20 650.8204 307.3354 false 0 0 10 3 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. fe168f80-fb78-4a69-b261-10a277069b8d true true true longest_list 816 357 65 64 838 359 24 60 850 389 false List L Base list 7c7b0991-d29c-44c9-a455-7f037f789c2e true true true 1 1 9ce79df1-269b-434b-b536-0d1d35a74f8c 818 359 17 20 818 359 17 20 828 369 false Index i Item index 039491bc-43b5-4508-8d7e-10bbbc7ed70c false true true 1 53cdb545-ddec-4755-b069-8b47625ccd0d 1 818 379 17 20 818 379 17 20 828 389 false 0 Wrap W Wrap index to list bounds 244697d7-c3fb-4c7e-abf1-e0a8174f348f false true true 0 1 false 818 399 17 20 818 399 17 20 828 409 false false Element E Item at {i'} 1f0cfa26-2b01-4777-a405-6c0a5db5e6ab true true true 0 865 359 14 60 865 359 14 60 873.5 389 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 53cdb545-ddec-4755-b069-8b47625ccd0d false true true 0 649 381 141 20 649 381 41 20 649.9404 381.9755 false 1 0 10 3 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. bddd549b-b28b-43c5-a140-5bd972cce2dc true true true longest_list 815 429 65 64 837 431 24 60 849 461 false List L Base list ff90bf6f-44d4-42cd-99ce-c14b928877ed true true true 1 1 9ce79df1-269b-434b-b536-0d1d35a74f8c 817 431 17 20 817 431 17 20 827 441 false Index i Item index 6243e451-c0bc-43ca-b093-c58b1d65f4a4 false true true 1 af16597f-f75e-4483-be73-19667a0ba556 1 817 451 17 20 817 451 17 20 827 461 false 0 Wrap W Wrap index to list bounds f9b9556a-6ec5-473b-99bc-cfd6442406dd false true true 0 1 false 817 471 17 20 817 471 17 20 827 481 false false Element E Item at {i'} ee20683e-a5e3-41c9-aeac-39b0f7ab181d true true true 0 864 431 14 60 864 431 14 60 872.5 461 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values af16597f-f75e-4483-be73-19667a0ba556 false true true 0 649 454 141 20 649 454 41 20 649.0604 454.0554 false 2 0 10 3 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 21c91d78-3b0e-4c77-bbd7-326fc921b0c7 true true true longest_list 816 502 65 64 838 504 24 60 850 534 false List L Base list b42643cf-7d39-4750-86ef-5f83fd5e4657 true true true 1 1 9ce79df1-269b-434b-b536-0d1d35a74f8c 818 504 17 20 818 504 17 20 828 514 false Index i Item index e67e04bd-fe4b-4b23-a899-242065400d08 false true true 1 03a46a7a-e935-4b2c-b36a-b0c63a977d33 1 818 524 17 20 818 524 17 20 828 534 false 0 Wrap W Wrap index to list bounds 40f38fae-b642-4fce-ba69-163f3c2adf6e false true true 0 1 false 818 544 17 20 818 544 17 20 828 554 false false Element E Item at {i'} f76cd51c-5c0f-435b-a95b-32bed0be62da true true true 0 865 504 14 60 865 504 14 60 873.5 534 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 03a46a7a-e935-4b2c-b36a-b0c63a977d33 false true true 0 650 527 141 20 650 527 41 20 650.1005 527.4154 false 3 0 10 3 1 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Srf Represents a collection of 3D Surfaces 2be42872-fdd2-40bb-a708-338e0a96c55a false true true 0 1 31 24 50 20 31 24 50 20 56.66879 34.3878 false 7dcf56bb-c588-4e95-ba54-757bdf944b9d 6a9ccaab-1b03-484e-bbda-be9c81584a66 Isotrim Isotrim SubSrf Extract an isoparametric subset of a surface. 71ddf2cd-8e36-42e9-9671-16a1ba910dbd false true true longest_list 448 19 63 59 468 21 24 55 480 49 false Surface S Base surface e4bbcd89-3010-4471-b47c-02da0f2e95d3 true true true 1 2be42872-fdd2-40bb-a708-338e0a96c55a 450 21 15 27 450 21 15 27 459 34.75 false Domain D Domain of subset 079ad2eb-fb31-4b5e-b91b-5e65249408e7 false true true 1 4e71bfc6-02a0-4450-941f-a75864a2f4b7 450 48 15 28 450 48 15 28 459 62.25 false Surface S Subset of base surface 688ddd2f-c34d-4d69-b3f3-a5cc1a8370e7 true true true 0 495 21 14 55 495 21 14 55 503.5 48.5 false 75ac008b-1bc2-4edd-b967-667d628b9d24 Divide Domain² Divide Domain² Divide Divides a two-dimensional domain into equal segments. 7abedf18-5220-4034-b065-d56a927043c8 true true true longest_list 251 136 63 64 271 138 24 60 283 168 false Domain I Base domain 801f3f0d-5c09-4526-93cb-aeab9d20e57e false true true 1 2be42872-fdd2-40bb-a708-338e0a96c55a 253 138 15 20 253 138 15 20 262 148 false U Count U Number of segments in {u} direction e5a3e5ae-7ebb-49f5-bc5b-aea2fb9d08ec false true true 1 c41d44ce-10c8-455b-ba4a-6cbc6c6595d4 1 253 158 15 20 253 158 15 20 262 168 false 10 V Count V Number of segments in {v} direction cba27740-0bf3-4164-947c-3fa4d550b5bd false true true 1 471c27c9-d485-4cc8-b8f6-8ad92ab48558 1 253 178 15 20 253 178 15 20 262 188 false 10 Segments S Individual segments 4e71bfc6-02a0-4450-941f-a75864a2f4b7 false true true 0 298 138 14 60 298 138 14 60 306.5 168 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values c41d44ce-10c8-455b-ba4a-6cbc6c6595d4 false true true 0 30 149 141 20 30 149 41 20 30.25377 149.3853 false 20 0 50 3 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 471c27c9-d485-4cc8-b8f6-8ad92ab48558 false true true 0 29 177 141 20 29 177 41 20 29.25378 177.8853 false 30 0 50 3 1 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. bf6b5871-44e2-4a38-9042-c211664bd6fd true true true longest_list 1041 278 66 51 1061 280 24 47 1073 304 false Vertices V Polyline vertex points 83fb0482-826c-442a-bf98-f7bcd89c23a4 true true true 1 3 ecfb9e23-c4b0-44ed-9ce1-d1dd83f77f58 1f0cfa26-2b01-4777-a405-6c0a5db5e6ab ee20683e-a5e3-41c9-aeac-39b0f7ab181d 1043 280 15 23 1043 280 15 23 1052 291.75 false Closed C Close polyline 6967fcd5-0b09-431f-826b-efc52aacaf9d false true true 0 1 false 1043 303 15 24 1043 303 15 24 1052 315.25 false true Polyline Pl Resulting polyline 3af12a60-17a2-4cc2-b993-4cf046a42d81 true true true 0 1088 280 17 47 1088 280 17 47 1098 303.5 false 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. 299be07c-e67f-49ab-9e23-6f43c298d1d2 true true true longest_list 1041 451 66 51 1061 453 24 47 1073 477 false Vertices V Polyline vertex points 0fefea79-d7ea-482b-a79e-3ad5299aed72 true true true 1 3 f76cd51c-5c0f-435b-a95b-32bed0be62da ee20683e-a5e3-41c9-aeac-39b0f7ab181d ecfb9e23-c4b0-44ed-9ce1-d1dd83f77f58 1043 453 15 23 1043 453 15 23 1052 464.75 false Closed C Close polyline f3df332a-3d40-40c5-8c12-0cb5ab711c00 false true true 0 1 false 1043 476 15 24 1043 476 15 24 1052 488.25 false true Polyline Pl Resulting polyline 524bbdbe-69b2-40fd-82de-5578ce7df710 true true true 0 1088 453 17 47 1088 453 17 47 1098 476.5 false 1a38d325-98de-455c-93f1-bca431bc1243 Offset Offset Offset Offset a curve with a specified distance. 8729adce-8457-4823-846a-57bbc3eccd38 true true true longest_list 1350 300 80 84 1386 302 24 80 1398 342 false Curve C Curve to offset dc229378-6513-41da-8afa-75106d63c7d1 true true true 1 3af12a60-17a2-4cc2-b993-4cf046a42d81 1352 302 31 20 1368 302 15 20 1377 312 false -d Distance D Offset distance 9bdfb28f-634b-4459-964d-1ec14fe6abf7 false true true 1 2a6372df-a894-48f2-92d8-533ee1618921 1 1352 322 31 20 1352 322 31 20 1377 332 false 1 Plane P Plane for offset operation 4a7f018b-c2af-4821-adcd-0b8c48a34174 true true true 1 6a3a7b5d-46d1-479d-ba5b-c30617eb0e02 1 1352 342 31 20 1368 342 15 20 1377 352 false 0 0 0 1 0 0 0 1 0 Corners C Corner type flag. Possible values: none = 0 sharp = 1 round = 2 smooth = 3 chamfer = 4 b228c878-12ae-4b35-bbe4-71ca7833f312 false true true 0 1 1352 362 31 20 1368 362 15 20 1377 372 false 1 Curve C Resulting offsets 443f735d-be21-4385-ac23-e09d2090286c true true true 0 1413 302 15 80 1413 302 15 80 1422 342 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 2a6372df-a894-48f2-92d8-533ee1618921 false true true 0 1176 321 141 20 1176 321 41 20 1176.09 321.2568 false 1.5 0 3 3 0 c98a6015-7a2f-423c-bc66-bdc505249b45 Plane 3Pt Plane 3Pt Pl 3Pt Create a plane through three points. 7d8fdec2-1385-427d-968f-ba94457823c4 false true true longest_list 1041 333 66 64 1061 335 24 60 1073 365 false Point A A Origin point 9f82956e-576c-48e6-8c8a-0b5bdb641e9f true true true 1 1f0cfa26-2b01-4777-a405-6c0a5db5e6ab 1043 335 15 20 1043 335 15 20 1052 345 false Point B B X-direction point 761e0c5f-4923-4935-8a0a-29d6d225e90d true true true 1 ecfb9e23-c4b0-44ed-9ce1-d1dd83f77f58 1043 355 15 20 1043 355 15 20 1052 365 false Point C C Orientation point 51b3deb4-c382-42cd-8cda-885aa1de7db8 true true true 1 ee20683e-a5e3-41c9-aeac-39b0f7ab181d 1043 375 15 20 1043 375 15 20 1052 385 false Plane Pl Plane definition 6a3a7b5d-46d1-479d-ba5b-c30617eb0e02 true true true 0 1088 335 17 60 1088 335 17 60 1098 365 false c98a6015-7a2f-423c-bc66-bdc505249b45 Plane 3Pt Plane 3Pt Pl 3Pt Create a plane through three points. 174d0737-2f96-48c2-83a3-51742b145290 false true true longest_list 1041 514 66 64 1061 516 24 60 1073 546 false Point A A Origin point 0f5699af-5b4f-48ab-973d-c44aa54f5269 true true true 1 f76cd51c-5c0f-435b-a95b-32bed0be62da 1043 516 15 20 1043 516 15 20 1052 526 false Point B B X-direction point 7fbef21a-997f-4800-a412-6de27a37332f true true true 1 ecfb9e23-c4b0-44ed-9ce1-d1dd83f77f58 1043 536 15 20 1043 536 15 20 1052 546 false Point C C Orientation point c66ad048-0537-4e71-870f-3ef707c94829 true true true 1 ee20683e-a5e3-41c9-aeac-39b0f7ab181d 1043 556 15 20 1043 556 15 20 1052 566 false Plane Pl Plane definition 0a021a97-d3b7-48ab-bab7-3aa0e8710f91 true true true 0 1088 516 17 60 1088 516 17 60 1098 546 false 1a38d325-98de-455c-93f1-bca431bc1243 Offset Offset Offset Offset a curve with a specified distance. 1e866800-335f-4dd8-9316-2ecfb62ef18c true true true longest_list 1348 477 80 84 1384 479 24 80 1396 519 false Curve C Curve to offset d4dc5f41-9d3e-4fa7-8ab5-c70619077d85 true true true 1 524bbdbe-69b2-40fd-82de-5578ce7df710 1350 479 31 20 1366 479 15 20 1375 489 false -d Distance D Offset distance add5ab08-a1d7-4138-b8b9-67adb5d5e279 false true true 1 bf234c50-6831-4a44-b283-a323e07ecf58 1 1350 499 31 20 1350 499 31 20 1375 509 false 1 Plane P Plane for offset operation fc47549a-08a2-4803-a468-f7dbdd70a248 true true true 1 0a021a97-d3b7-48ab-bab7-3aa0e8710f91 1 1350 519 31 20 1366 519 15 20 1375 529 false 0 0 0 1 0 0 0 1 0 Corners C Corner type flag. Possible values: none = 0 sharp = 1 round = 2 smooth = 3 chamfer = 4 3534811e-1b12-4ce2-b596-33263168b1d3 false true true 0 1 1350 539 31 20 1366 539 15 20 1375 549 false 1 Curve C Resulting offsets 359ec44f-ce7b-4b2a-a81a-63eda741cdd6 true true true 0 1411 479 15 80 1411 479 15 80 1420 519 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values bf234c50-6831-4a44-b283-a323e07ecf58 false true true 0 1174 498 141 20 1174 498 41 20 1174.09 498.2568 false 1.5 0 3 3 0 2f407944-81c3-4062-a485-276454ec4b8c Fillet Fillet Fillet Fillet the sharp corners of a curve. 6da5a60e-d583-4094-be87-7aca5ceabbec true true true longest_list 1702 328 64 46 1722 330 24 42 1734 351 false Curve C Curve to fillet 82872863-8858-418d-81a6-b2ed847bf6fc true true true 1 443f735d-be21-4385-ac23-e09d2090286c 1704 330 15 21 1704 330 15 21 1713 340.5 false Radius R Radius of fillet d76e596a-ed82-4930-8f1c-a4710d1e5443 false true true 1 7b3b41b3-2334-48ca-becc-3119c3ce5853 1704 351 15 21 1704 351 15 21 1713 361.5 false Curve C Curve with filleted corners ef402c5c-1d0e-4ddf-9e13-0129ae5b8b8d true true true 0 1749 330 15 42 1749 330 15 42 1758 351 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 7b3b41b3-2334-48ca-becc-3119c3ce5853 false true true 0 1456 425 141 20 1456 425 41 20 1456.49 425.6569 false 0.5 0 1 3 0 2f407944-81c3-4062-a485-276454ec4b8c Fillet Fillet Fillet Fillet the sharp corners of a curve. b74d11d5-c90e-4dd9-a3da-a0f31b6f1580 true true true longest_list 1691 506 64 46 1711 508 24 42 1723 529 false Curve C Curve to fillet 7e56d607-e5ee-4631-bff1-b19b338106fd true true true 1 359ec44f-ce7b-4b2a-a81a-63eda741cdd6 1693 508 15 21 1693 508 15 21 1702 518.5 false Radius R Radius of fillet 450edb5b-02c0-4576-bfa7-c0fa04e0a471 false true true 1 7b3b41b3-2334-48ca-becc-3119c3ce5853 1693 529 15 21 1693 529 15 21 1702 539.5 false Curve C Curve with filleted corners 8f26a535-0664-4874-a02b-59723e4f896e true true true 0 1738 508 15 42 1738 508 15 42 1747 529 false 8073a420-6bec-49e3-9b18-367f6fd76ac3 Join Curves Join Curves Join Join as many curves as possible 12cfb40a-edd2-4bb5-81ef-4d5370db7a16 true true true longest_list 1840 234 64 44 1860 236 24 40 1872 256 false Curves C Curves to join 3eb33628-7423-4d14-b9a2-4ab160335848 true true true 1 2 3af12a60-17a2-4cc2-b993-4cf046a42d81 ef402c5c-1d0e-4ddf-9e13-0129ae5b8b8d 1842 236 15 20 1842 236 15 20 1851 246 false Preserve P Preserve direction of input curves 081e7608-86b5-4137-afda-2ff5da6e7abf false true true 0 1 false 1842 256 15 20 1842 256 15 20 1851 266 false false Curves C Joined curves and individual curves that could not be joined. 66ec95b1-1d1c-48eb-9c74-04d179266b4b true true true 0 1887 236 15 40 1887 236 15 40 1896 256 false d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. a157e939-06d5-4b16-9656-41fff08259af true true true longest_list 2068 230 62 56 2087 232 24 52 2099 258 false Edges E Edge curves 9716f60c-7654-4596-b53d-0f991e61e2b8 true true true 1 1 66ec95b1-1d1c-48eb-9c74-04d179266b4b 2070 232 14 52 2070 232 14 52 2078.5 258 false Surfaces S Resulting planar surfaces ff3a4136-adf7-4ae2-8ab3-3134d2e1783b true true true 0 2114 232 14 52 2114 232 14 52 2122.5 258 false 8073a420-6bec-49e3-9b18-367f6fd76ac3 Join Curves Join Curves Join Join as many curves as possible d504d1c7-7d51-49fd-ae27-17cbb1454054 true true true longest_list 1843 647 64 44 1863 649 24 40 1875 669 false Curves C Curves to join d2b650a6-344f-4125-af87-9b60d5b2502e true true true 1 2 8f26a535-0664-4874-a02b-59723e4f896e 524bbdbe-69b2-40fd-82de-5578ce7df710 1845 649 15 20 1845 649 15 20 1854 659 false Preserve P Preserve direction of input curves 780077b3-5005-4d80-828f-cd5611d1c9fd false true true 0 1 false 1845 669 15 20 1845 669 15 20 1854 679 false false Curves C Joined curves and individual curves that could not be joined. 7feb0c5c-86f2-471c-a7e3-56141a22881f true true true 0 1890 649 15 40 1890 649 15 40 1899 669 false d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. f39c6605-ed96-488e-a175-d3323469ab2f true true true longest_list 2063 641 62 56 2082 643 24 52 2094 669 false Edges E Edge curves 0592001a-4e30-41af-840b-4116b4307cff true true true 1 1 7feb0c5c-86f2-471c-a7e3-56141a22881f 2065 643 14 52 2065 643 14 52 2073.5 669 false Surfaces S Resulting planar surfaces f983754e-4c73-4b6b-aeb7-38d777bbf6b1 true true true 0 2109 643 14 52 2109 643 14 52 2117.5 669 false c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 255;235;240;0 5 19 6cce00a9-5d10-46b1-90a3-616ebe747c72 6383504b-e7fc-492f-a1f1-c39907c4feec f60d8698-236e-4e98-a2b0-1e56909b117e aea2282e-5b54-4dc0-b9db-fd55935300e0 7c8193cf-b1fa-439c-89d3-012a1a0fc17b c299ee06-5418-4fdf-99a3-443cf6b9d670 7d46d4b9-4a8d-44b9-a4b8-bd0b9688d981 18681276-7f4d-42df-8955-ef26c8f93ff8 d900daae-3019-43bd-9add-cd727ecb8d66 c479ef74-47fd-4576-94d8-ef2ec45585d6 f7f92729-4cb8-4a06-ac8a-82826b113335 6b529f1c-f317-4535-9685-fa4feba11eb5 154440ed-0b10-42e1-9f41-270a86bffdc4 65e8f0b0-edfd-4c3c-b310-4ff8a35031d4 defc9e57-e0b6-4f9b-a0dd-c7871c9fa291 6e045ae5-7d54-4bab-b2c3-9289a4f4071d 91145d0b-2c12-45f6-b55f-0b072bf4e8b8 a42d6513-0767-4cad-a159-5fbeecb9b9c4 c916dafa-9e9c-4256-b69e-d9cbfc776077 Group A group of Grasshopper objects 79f684b9-fdd1-4f79-94a2-a451b68a9dd3 fdedcd0a-ad40-4307-959d-d2891e2f533e Rectangular Rectangular RecGrid 2D grid with rectangular cells 6cce00a9-5d10-46b1-90a3-616ebe747c72 true true true longest_list 2707 465 69 104 2732 467 24 100 2744 517 false Plane P Base plane for grid a26f3acf-710d-4656-914d-d6527b0b7ebf true true true 0 1 2709 467 20 20 2709 467 20 20 2720.5 477 false 0 0 0 1 0 0 0 1 0 Size X Sx Size of grid cells in base plane x-direction 5fc6dafb-75df-4d41-89a7-294695b397d3 false true true 1 6383504b-e7fc-492f-a1f1-c39907c4feec 1 2709 487 20 20 2709 487 20 20 2720.5 497 false 1 Size Y Sy Size of grid cells in base plane y-direction db5b05ef-816e-474e-bff4-41d2f6cc44b9 false true true 1 f60d8698-236e-4e98-a2b0-1e56909b117e 1 2709 507 20 20 2709 507 20 20 2720.5 517 false 2 Extent X Ex Number of grid cells in base plane x direction 67c0d0f4-95a7-4b88-983e-0652fdea9169 false true true 0 1 2709 527 20 20 2709 527 20 20 2720.5 537 false 10 Extent Y Ey Number of grid cells in base plane y direction 68603ab7-d22a-44ac-9883-0c5b5382628f false true true 1 aea2282e-5b54-4dc0-b9db-fd55935300e0 1 2709 547 20 20 2709 547 20 20 2720.5 557 false 5 Cells C Grid cell outlines 03d4e2f2-302e-4b05-a70d-c7550d2e2f0c true true true 0 2759 467 15 50 2759 467 15 50 2768 492 false Points P Points at grid corners 763d6eca-5064-40db-b893-0aa6f2d3f3c9 false true true 0 2759 517 15 50 2759 517 15 50 2768 542 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values 6383504b-e7fc-492f-a1f1-c39907c4feec false true true 0 2482 503 142 20 2482 503 41 20 2482.741 503.2655 false 10 0 10 4 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values f60d8698-236e-4e98-a2b0-1e56909b117e false true true 0 2482 524 142 20 2482 524 41 20 2482.285 524.6825 false 10 0 10 4 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Slider Numeric slider for single values aea2282e-5b54-4dc0-b9db-fd55935300e0 false true true 0 2482 545 142 20 2482 545 41 20 2482.498 545.5365 false 10 0 10 4 1 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 7c8193cf-b1fa-439c-89d3-012a1a0fc17b true true true 0 1 2811 370 50 20 2811 370 50 20 2836.294 380.4604 false e46b1ecc-ed65-4da2-9257-38b4fb6e3def -1 0 0 point_object 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidean distance between two point coordinates. c299ee06-5418-4fdf-99a3-443cf6b9d670 true true true longest_list 2948 358 63 44 2967 360 24 40 2979 380 false Point A A First point 300063b4-6f13-46d8-b68f-dc99ad6b667d true true true 1 7c8193cf-b1fa-439c-89d3-012a1a0fc17b 2950 360 14 20 2950 360 14 20 2958.5 370 false Point B B Second point 03c7331a-15b6-400a-a88e-b15fa45ee28a true true true 1 763d6eca-5064-40db-b893-0aa6f2d3f3c9 2950 380 14 20 2950 380 14 20 2958.5 390 false Distance D Distance between A and B f2285034-61e4-4bd4-a2e0-5ba150038849 false true true 0 2994 360 15 40 2994 360 15 40 3003 380 false ec875825-61e4-4c1c-a343-0e0cee0b321b Division Division Div Divide two numbers. 7d46d4b9-4a8d-44b9-a4b8-bd0b9688d981 true true true longest_list 3120 370 63 44 3139 372 24 40 3151 392 false First number A First number 8c977776-f040-4440-8cf0-eb0083493e4b false true true 1 f2285034-61e4-4bd4-a2e0-5ba150038849 3122 372 14 20 3122 372 14 20 3130.5 382 false Second number B Second number 180f613b-73eb-45fe-be79-a02c007d3cf8 false true true 1 18681276-7f4d-42df-8955-ef26c8f93ff8 3122 392 14 20 3122 392 14 20 3130.5 402 false Result R Result 2279c705-9c21-45e5-a858-865e7efd00fa false true true 0 3166 372 15 40 3166 372 15 40 3175 392 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Pt1 Influence Numeric slider for single values 18681276-7f4d-42df-8955-ef26c8f93ff8 false true true 0 2923 420 178 20 2923 420 77 20 2923.424 420.7205 false 23.75 0 100 4 0 532b722d-9368-42ee-b99d-64a4732ee99a Minimum Minimum Min Find the lower of two numbers d900daae-3019-43bd-9add-cd727ecb8d66 true true true longest_list 3244 421 63 44 3263 423 24 40 3275 443 false First number A First number 72c3f141-7567-4488-b06d-be1766405d9c false true true 1 2279c705-9c21-45e5-a858-865e7efd00fa 3246 423 14 20 3246 423 14 20 3254.5 433 false Second number B Second number 33aaea7c-c4f4-4672-86a4-e8bd5183b4ec false true true 1 c479ef74-47fd-4576-94d8-ef2ec45585d6 3246 443 14 20 3246 443 14 20 3254.5 453 false Result R Result 1e2028a2-2eb6-4d43-9860-3ef99fd1e2bd false true true 0 3290 423 15 40 3290 423 15 40 3299 443 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Falloff Numeric slider for single values c479ef74-47fd-4576-94d8-ef2ec45585d6 false true true 0 3026 458 143 20 3026 458 43 20 3026.306 458.6124 false 30 0 30 4 0 d114323a-e6ee-4164-946b-e4ca0ce15efa Circle CNR Circle CNR Circle Create a circle defined by center, normal and radius. f7f92729-4cb8-4a06-ac8a-82826b113335 true true true longest_list 3459 460 64 64 3479 462 24 60 3491 492 false Center C Center point f567b8ed-5c4a-48c8-a07f-2ed73a521ede true true true 1 763d6eca-5064-40db-b893-0aa6f2d3f3c9 3461 462 15 20 3461 462 15 20 3470 472 false Normal N Normal vector of circle plane cb93fc15-51bc-4411-8ebf-52af625814b7 false true true 0 1 3461 482 15 20 3461 482 15 20 3470 492 false 0 0 1 Radius R Radius of circle 4999403c-a6f2-4921-b128-dcd1b4b5241f false true true 1 6d1518d9-9cb2-4702-9958-aababda743af 1 3461 502 15 20 3461 502 15 20 3470 512 false 1 Circle C Resulting circle d77d5656-8ab7-4e7d-a627-2fc1d3533f69 true true true 0 3506 462 15 60 3506 462 15 60 3515 492 false fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points 6b529f1c-f317-4535-9685-fa4feba11eb5 true true true 0 1 2808 576 50 20 2808 576 50 20 2833.794 586.7104 false 42fefa10-af5b-4218-9c52-afc8bc474d2c -1 0 0 point_object 93b8e93d-f932-402c-b435-84be04d87666 Distance Distance Dist Compute Euclidean distance between two point coordinates. 154440ed-0b10-42e1-9f41-270a86bffdc4 true true true longest_list 2959 555 63 44 2978 557 24 40 2990 577 false Point A A First point 2ab1a72b-da8e-41a8-acc8-a4cf90871b96 true true true 1 6b529f1c-f317-4535-9685-fa4feba11eb5 2961 557 14 20 2961 557 14 20 2969.5 567 false Point B B Second point 941dd6b4-0204-4d93-b0a3-dc7a7bf0c020 true true true 1 763d6eca-5064-40db-b893-0aa6f2d3f3c9 2961 577 14 20 2961 577 14 20 2969.5 587 false Distance D Distance between A and B bd47075c-8adf-4da6-bdaa-9fb67ea4302d false true true 0 3005 557 15 40 3005 557 15 40 3014 577 false ec875825-61e4-4c1c-a343-0e0cee0b321b Division Division Div Divide two numbers. 65e8f0b0-edfd-4c3c-b310-4ff8a35031d4 true true true longest_list 3115 566 63 44 3134 568 24 40 3146 588 false First number A First number 99c2330c-113a-4104-b932-f7533f1e6602 false true true 1 bd47075c-8adf-4da6-bdaa-9fb67ea4302d 3117 568 14 20 3117 568 14 20 3125.5 578 false Second number B Second number 6b23bac9-fe10-4f16-9fc9-fcec1f872815 false true true 1 defc9e57-e0b6-4f9b-a0dd-c7871c9fa291 3117 588 14 20 3117 588 14 20 3125.5 598 false Result R Result 610a3a44-9315-4b15-87df-e42e7943de35 false true true 0 3161 568 15 40 3161 568 15 40 3170 588 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Pt1 Influence Numeric slider for single values defc9e57-e0b6-4f9b-a0dd-c7871c9fa291 false true true 0 2894 625 178 20 2894 625 77 20 2894.674 625.7205 false 100 0 100 4 0 532b722d-9368-42ee-b99d-64a4732ee99a Minimum Minimum Min Find the lower of two numbers 6e045ae5-7d54-4bab-b2c3-9289a4f4071d true true true longest_list 3249 574 63 44 3268 576 24 40 3280 596 false First number A First number 0c7cc4d9-1288-4e3a-80aa-3622d76a78b1 false true true 1 610a3a44-9315-4b15-87df-e42e7943de35 3251 576 14 20 3251 576 14 20 3259.5 586 false Second number B Second number eecc84b5-0443-4e01-88ba-e3fd7e6e6223 false true true 1 91145d0b-2c12-45f6-b55f-0b072bf4e8b8 3251 596 14 20 3251 596 14 20 3259.5 606 false Result R Result e07e65be-c7cb-4897-9eff-2fdf5798b58e false true true 0 3295 576 15 40 3295 576 15 40 3304 596 false 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Falloff Numeric slider for single values 91145d0b-2c12-45f6-b55f-0b072bf4e8b8 false true true 0 3018 671 143 20 3018 671 43 20 3018.806 671.1124 false 29.625 0 30 4 0 cae37d1c-8146-4e0b-9cf1-14cb3e337b94 Addition Addition Add Add two numbers. a42d6513-0767-4cad-a159-5fbeecb9b9c4 true true true longest_list 3345 498 63 44 3364 500 24 40 3376 520 false First number A First number 374bea4f-5fe3-42f5-ba50-710536c7d2ba false true true 1 1e2028a2-2eb6-4d43-9860-3ef99fd1e2bd 3347 500 14 20 3347 500 14 20 3355.5 510 false Second number B Second number f7a94dd1-2338-4b9a-bd09-55d002c540ad false true true 1 e07e65be-c7cb-4897-9eff-2fdf5798b58e 3347 520 14 20 3347 520 14 20 3355.5 530 false Result R Result 6d1518d9-9cb2-4702-9958-aababda743af false true true 0 3391 500 15 40 3391 500 15 40 3400 520 false 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 2503.087 431.3524 2754.374 380.4603 2758.636 401.5054 2507.349 452.3973 Point Attractor Def. 25 Comic Sans MS true false Scribble Scribble A quick note c916dafa-9e9c-4256-b69e-d9cbfc776077 2498.087 375.4603 265.5491 81.93701 2498.087 375.4603 265.5491 81.93701 2503.087 431.3524 false