0 2 2 1 0 7 cbbb3145-ea0b-44d7-b1e8-9c2ea34fd8f5 Shaded 1 255;201;201;201 255;191;191;191 637729662947815980 XHG.⠀⠀⠀⠀◯⠀옷ߦᗩᴥᕤᕦ⠀◯⠀ᗱᗴᴥᑎ✤ᗩᗯᴥᑎᑐᑕ⠀◯⠀ᗝᗱᗴᙁⓄᴥИNᑎ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᑎИNᴥⓄᙁᗱᗴᗝ⠀◯⠀ᑐᑕᑎᴥᗯᗩ✤ᑎᴥᗱᗴ⠀◯⠀ᕤᕦᴥᗩߦ옷⠀◯⠀⠀⠀⠀.GHX 0 -1353 -868 1 0 0 1 Pufferfish, Version=3.0.0.0, Culture=neutral, PublicKeyToken=null 3.0.0.0 Michael Pryor 1c9de8a1-315f-4c56-af06-8f69fee80a7a Pufferfish 3.0.0.0 41 9445ca40-cc73-4861-a455-146308676855 Range Create a range of numbers. 41cbda26-39f6-4fbf-afec-1caac3b7de96 Range Range 618 618 129 44 692 640 Domain of numeric range 04911c59-6806-433a-8928-b424c9901ed1 Domain Domain false ebe4a0a7-d61a-4ffc-801f-d07c14e20b0e 1 620 620 57 20 658 630 1 1 {0} 0 1 Number of steps fcb21b94-b90f-4058-a151-dbd5a876ce8c x-1 Steps Steps false 518f83e8-92c3-458c-9646-880aa7239fa7 1 620 640 57 20 658 650 1 1 {0} 10 1 Range of numbers 4f4f30ab-5a4d-4b71-ad5c-6c41b7e080a7 Range Range false 0 707 620 38 40 726 640 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 518f83e8-92c3-458c-9646-880aa7239fa7 Number Slider Number Slider false 0 176 710 256 20 176.4777 710.4271 3 1 1 1024 0 0 1024 9445ca40-cc73-4861-a455-146308676855 Range Create a range of numbers. 680769e4-e88b-4b83-b3c8-ed06ed2337aa Range Range 471 694 129 44 545 716 Domain of numeric range 5b201256-1968-4b50-90b0-f5d149626311 Domain Domain false ebe4a0a7-d61a-4ffc-801f-d07c14e20b0e 1 473 696 57 20 511 706 1 1 {0} 0 1 Number of steps f4c64c4e-388d-43a1-8708-af9d1303eb51 x-1 Steps Steps false 518f83e8-92c3-458c-9646-880aa7239fa7 1 473 716 57 20 511 726 1 1 {0} 10 1 Range of numbers a30442fa-f38f-4c41-b507-0273115c9cfa Range Range false 0 560 696 38 40 579 716 3581f42a-9592-4549-bd6b-1c0fc39d067b Construct Point Construct a point from {xyz} coordinates. true 79bd8e9b-4ce0-4bd3-ba8b-4e10ac213367 Construct Point Construct Point 637 663 132 64 719 695 {x} coordinate 6c25bbc7-d382-4ae9-97ae-6a83664a2207 X coordinate X coordinate false a30442fa-f38f-4c41-b507-0273115c9cfa 1 639 665 65 20 673 675 1 1 {0} 0 {y} coordinate fe4ba091-c7d3-472e-ab42-0f9aa4a0855a Y coordinate Y coordinate false 4268a96a-f878-4f4c-a28a-03fa865dac49 1 639 685 65 20 673 695 1 1 {0} 0 {z} coordinate c1562ce0-822a-4947-b848-41339d99a0ee Z coordinate Z coordinate false 0 639 705 65 20 673 715 1 1 {0} 0 Point coordinate 706a04a9-108e-491c-8bc2-89ee77c0d457 Point Point false 0 734 665 33 60 750.5 695 2b2a4145-3dff-41d4-a8de-1ea9d29eef33 Interpolate Create an interpolated curve through a set of points. f1773618-bf16-4357-bc22-4d9cc8e258cc Interpolate Interpolate 828 697 128 84 895 739 1 Interpolation points db0cc0a5-8a22-415c-96bf-9458100d16e4 Vertices Vertices false 706a04a9-108e-491c-8bc2-89ee77c0d457 1 830 699 50 20 856.5 709 Curve degree 6eca26cc-1be4-425a-9261-538c5f30d6cc Degree Degree false 0 830 719 50 20 856.5 729 1 1 {0} 3 Periodic curve aa994c80-f1e1-48ad-a8ce-6596a360dce7 Periodic Periodic false 0 830 739 50 20 856.5 749 1 1 {0} false Knot spacing (0=uniform, 1=chord, 2=sqrtchord) c31502d1-fa8c-42d3-917d-dd0ffd6eeaed KnotStyle KnotStyle false 0 830 759 50 20 856.5 769 1 1 {0} 0 Resulting nurbs curve e73744fd-1523-4b73-b507-5f8501fcfd92 Curve Curve false 0 910 699 44 26 932 712.3333 Curve length 41dd12cb-da9a-43c4-af26-a9c85e6800ae Length Length false 0 910 725 44 27 932 739 Curve domain 8dc98506-2004-4e68-841c-657c985387ab Domain Domain false 0 910 752 44 27 932 765.6666 d1a28e95-cf96-4936-bf34-8bf142d731bf Construct Domain Create a numeric domain from two numeric extremes. 6fcecaff-71c8-43ee-890e-5d99235a1591 Construct Domain Construct Domain 448 618 143 44 530 640 Start value of numeric domain d538a9cc-d69e-426f-ad70-bf3c65517c4a Domain start Domain start false 50a09898-8b07-490f-b364-d2cbb2f0cc03 1 450 620 65 20 484 630 1 1 {0} 0 End value of numeric domain 494034d5-ed64-46ff-9c27-6c961cf03523 Domain end Domain end false bc0d6729-b450-4eaf-97f1-da136c91b142 1 450 640 65 20 484 650 1 1 {0} 1 Numeric domain between {A} and {B} ebe4a0a7-d61a-4ffc-801f-d07c14e20b0e Domain Domain false 0 545 620 44 40 567 640 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values bc0d6729-b450-4eaf-97f1-da136c91b142 Number Slider Number Slider false 0 137 646 256 20 137.8656 646.8671 3 1 0 16 0 0 2 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 50a09898-8b07-490f-b364-d2cbb2f0cc03 Number Slider Number Slider false 0 175 620 256 20 175.8817 620.6271 3 1 0 100 0 0 0 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 255;255;255;255 A group of Grasshopper objects 5252e59f-ffb1-472c-8395-1bf0a5c79d65 41cbda26-39f6-4fbf-afec-1caac3b7de96 518f83e8-92c3-458c-9646-880aa7239fa7 680769e4-e88b-4b83-b3c8-ed06ed2337aa 79bd8e9b-4ce0-4bd3-ba8b-4e10ac213367 f1773618-bf16-4357-bc22-4d9cc8e258cc 6fcecaff-71c8-43ee-890e-5d99235a1591 bc0d6729-b450-4eaf-97f1-da136c91b142 50a09898-8b07-490f-b364-d2cbb2f0cc03 771f4255-2ea6-49fe-a0ad-10dd18eca019 b4cc584f-7b40-4647-89e7-8b7f5680c28d 7e8d883b-2637-4556-8b0c-a4dd67804f95 a179e9ce-b793-4379-b6b4-2d4abd30abfb ee749c6c-f0c4-437f-b7d0-eae779975cfe 2274b9ce-48f3-4149-94fc-7975fd749a7e a88b1a0c-fa8a-49cd-9b09-9732aa637968 16 fcaf7139-4958-4823-add1-32f6fa0d4dc3 Group 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller Numeric scroller for single numbers 771f4255-2ea6-49fe-a0ad-10dd18eca019 Digit Scroller Digit Scroller false 0 12 Digit Scroller 9 0.018 1037 737 250 20 1037.282 737.3861 5a41528b-12b9-40dc-a3f2-842034d267c4 Text Tag 3D Represents a list of 3D text tags in a Rhino viewport true a179e9ce-b793-4379-b6b4-2d4abd30abfb Text Tag 3D Text Tag 3D 1386 660 92 104 1464 712 Location and orientation of text tag true b1ef262c-238d-4cc5-b70d-388a386417bf Location Location false 522553b7-d401-48d4-9ef3-501dad3b6017 1 1388 662 61 20 1420 672 The text to display 3bd0e7b8-60ed-4321-8b1b-8196fcc8f426 Text Text true 0 1388 682 61 20 1420 692 1 1 {0} false SQRT(.5^2-(X-.5)^2) Size of text 78213b40-82b2-4530-84a8-ae4b8f2f12c6 Size Size false 771f4255-2ea6-49fe-a0ad-10dd18eca019 1 1388 702 61 20 1420 712 1 1 {0} 1 Optional colour of tag c1b7d19d-1d46-4987-b022-f78dd3bdef1f Colour Colour true 0 1388 722 61 20 1420 732 1 1 {0} 255;212;212;212 Text justification e681985c-8769-4ba9-b801-f3da945dfa40 Justification Justification false 0 1388 742 61 20 1420 752 1 1 {0} 8 c048ad76-ffcd-43b1-a007-4dd1b2373326 Horizontal Frame Get a horizontally aligned frame along a curve at a specified parameter. ee749c6c-f0c4-437f-b7d0-eae779975cfe Horizontal Frame Horizontal Frame 1240 682 125 44 1310 704 Curve to evaluate 180cd76b-4178-479e-8e21-bcf04f5e1913 Curve Curve false e73744fd-1523-4b73-b507-5f8501fcfd92 1 1242 684 53 20 1270 694 Parameter on curve domain to evaluate 8c619fad-66f6-4526-a889-4588a84fd9ac Parameter Parameter false 2274b9ce-48f3-4149-94fc-7975fd749a7e 1 1242 704 53 20 1270 714 Horizontal curve frame at {t} 522553b7-d401-48d4-9ef3-501dad3b6017 Frame Frame false 0 1325 684 38 40 1344 704 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 2274b9ce-48f3-4149-94fc-7975fd749a7e Number Slider Number Slider false 0 1025 704 198 20 1025.282 704.3861 6 1 0 255 0 0 63 9df5e896-552d-4c8c-b9ca-4fc147ffa022 Expression Evaluate an expression SIN((X)*4*ATAN(1)) a88b1a0c-fa8a-49cd-9b09-9732aa637968 Expression Expression 886 607 183 28 977 621 1 ba80fd98-91a1-4958-b6a7-a94e40e52bdb 1 8ec86459-bf01-4409-baee-174d0d2b13d0 Expression variable 99556b3f-c67e-4851-bc73-a37f391cba01 Variable X X true 4f4f30ab-5a4d-4b71-ad5c-6c41b7e080a7 1 888 609 14 24 896.5 621 Result of expression 4268a96a-f878-4f4c-a28a-03fa865dac49 Result R false 0 1051 609 16 24 1059 621 7376fe41-74ec-497e-b367-1ffe5072608b Curvature Graph Draws Rhino Curvature Graphs. 0ff96896-2589-4be7-bdcf-bfdb37ceaae7 Curvature Graph Curvature Graph 1086 831 71 64 1143 863 Curve for Curvature graph display true 77de4db9-a729-41b1-a2ad-886caec777be Curve Curve false e73744fd-1523-4b73-b507-5f8501fcfd92 1 1088 833 40 20 1109.5 843 Sampling density of the Graph a8b5c2f5-9f47-48bf-846d-c3277827e4fb Density Density false c17b4a63-d882-438b-b245-1f527e39cffd 1 1088 853 40 20 1109.5 863 1 1 {0} 5 Scale of graph 290772f2-036f-44cb-b2de-83d33bdc5230 Scale Scale false ab03a86e-03d7-4c8d-93dd-9f25fec8e0f2 1 1088 873 40 20 1109.5 883 1 1 {0} 105 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller Numeric scroller for single numbers c17b4a63-d882-438b-b245-1f527e39cffd Digit Scroller Digit Scroller false 0 12 Digit Scroller 11 1.0 818 853 250 20 818.6603 853.349 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller Numeric scroller for single numbers ab03a86e-03d7-4c8d-93dd-9f25fec8e0f2 Digit Scroller Digit Scroller false 0 12 Digit Scroller 11 89.0 817 873 250 20 817.4453 873.795 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 Divide Curve Divide a curve into equal length segments 6e7b2c4d-c69c-4fc0-97cf-561f7404fded Divide Curve Divide Curve 1116 948 128 64 1166 980 Curve to divide 73429b7e-26d4-4c4e-96ff-b27ad0cf3805 Curve Curve false a47fe91f-b928-4fe6-aa4c-c2626ca4ea77 1 1118 950 33 20 1136 960 Number of segments f9526e3a-d62e-4355-b3df-4222f468ba3d Count Count false 06e7b367-0eca-4fe1-bdb3-2a9c3adc47d6 1 1118 970 33 20 1136 980 1 1 {0} 10 Split segments at kinks 9dacf3ae-9d3d-4653-bc06-7c42ea973d41 Kinks Kinks false 0 1118 990 33 20 1136 1000 1 1 {0} false 1 Division points 89cb7b03-97bc-4d26-92e3-e006c1153319 Points Points false 0 1181 950 61 20 1211.5 960 1 Tangent vectors at division points 33ddc6b6-c647-4e2a-a6fc-9440bdd9ab55 Tangents Tangents false 0 1181 970 61 20 1211.5 980 1 Parameter values at division points 312b0a17-24a4-401f-baf2-4d8529757ca1 Parameters Parameters false 0 1181 990 61 20 1211.5 1000 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller Numeric scroller for single numbers 06e7b367-0eca-4fe1-bdb3-2a9c3adc47d6 Digit Scroller Digit Scroller false 0 12 Digit Scroller 11 1024.0 746 950 250 20 746.5372 950.456 aaa665bd-fd6e-4ccb-8d2c-c5b33072125d Curvature Evaluate the curvature of a curve at a specified parameter. true 370c0787-b8af-4835-ab92-13890be40cd4 Curvature Curvature 1366 888 140 64 1436 920 Curve to evaluate c5965a84-3765-4f71-86b5-837a6b280d06 Curve Curve false a47fe91f-b928-4fe6-aa4c-c2626ca4ea77 1 1368 890 53 30 1396 905 Parameter on curve domain to evaluate a4845c6b-572d-437d-b32d-24713a275f4a Parameter Parameter false 5c90a295-d31e-470d-8e38-8e79445a7597 1 1368 920 53 30 1396 935 Point on curve at {t} a04d259e-fc54-4dca-9db7-92746351eaa9 Point Point false 0 1451 890 53 20 1477.5 900 Curvature vector at {t} 7cd25b84-7a00-4d83-99d6-3a24720f117f Curvature Curvature false 0 1451 910 53 20 1477.5 920 Curvature circle at {t} 3234ae9f-8dce-4d6c-a2ac-ef3584f7c441 Curvature Curvature false 0 1451 930 53 20 1477.5 940 d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve Contains a collection of generic curves a47fe91f-b928-4fe6-aa4c-c2626ca4ea77 Curve Curve false e73744fd-1523-4b73-b507-5f8501fcfd92 1 1056 905 50 24 1081.444 917.225 fe502a6c-31bc-4089-821d-05de68d7fe76 1c9de8a1-315f-4c56-af06-8f69fee80a7a Curve Length At Get the length along a curve from its start to a point on the curve (or optionally to a parameter on the curve), if point is not on the curve it will be pulled to it. 3c1a7993-91c2-4029-89de-f5fb6845ea2e Curve Length At Curve Length At 1183 1030 147 84 1257 1072 Curve to get length along 64d415ec-1083-4b3d-9247-d3ae71cda3fb Curve Curve false a47fe91f-b928-4fe6-aa4c-c2626ca4ea77 1 1185 1032 57 20 1215 1042 Point on curve to get length to 68b3d962-e2cf-4e4e-94fb-92448bbaebe8 Point Point true 89cb7b03-97bc-4d26-92e3-e006c1153319 1 1185 1052 57 20 1215 1062 Optional parameter on curve to get length to instead of a point (will override point if a point is also input) 2b9d7234-bfda-458f-ab42-18635e8b365d Parameter Parameter true 0 1185 1072 57 20 1215 1082 If true, the length output is normalized (0.0 - 1.0) 7f2c0199-02ca-4d00-a89b-db8f5867d60a Normalized Normalized false 0 1185 1092 57 20 1215 1102 1 1 {0} false Length along curve from start to the point on curve b54c5cbd-cfff-479d-8590-9d79e33a157f Length Length false 0 1272 1032 56 40 1300 1052 Curve parameter at the point on curve 5c90a295-d31e-470d-8e38-8e79445a7597 Parameter Parameter false 0 1272 1072 56 40 1300 1092 23862862-049a-40be-b558-2418aacbd916 Deconstruct Arc Retrieve the base plane, radius and angle domain of an arc. 5e011036-181b-4534-88ac-1f0f2f44bfd7 Deconstruct Arc Deconstruct Arc 1530 963 117 64 1570 995 Arc or Circle to deconstruct 15c08d06-3ab5-46e0-b2b3-002f1ccd9f86 Arc Arc false 3234ae9f-8dce-4d6c-a2ac-ef3584f7c441 1 1532 965 23 60 1545 995 Base plane of arc or circle 8ac867b3-bdc9-4c03-924f-2abe82a3bff8 Base Plane Base Plane false 0 1585 965 60 20 1615 975 Radius of arc or circle e19d849e-b13e-4f49-9f80-e7e055d7f067 Radius Radius false 0 1585 985 60 20 1615 995 Angle domain (in radians) of arc 2b458d8d-25da-4a8e-aa2d-482006d83fb9 Angle Angle false 0 1585 1005 60 20 1615 1015 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 2fb716c8-584d-40ff-bda5-fca574670489 Panel Panel false 0.1702127680182457 87e58dad-e540-4380-a263-7ec4f42be8fd 1 Double click to edit panel content… 1773 935 160 224 0 0 0 1773.331 935.9789 255;255;255;255 true true true false false true 9445ca40-cc73-4861-a455-146308676855 Range Create a range of numbers. a5438861-5743-4bcd-a078-c16c2d831a2c Range Range 676 1290 129 44 750 1312 Domain of numeric range d4bbcedc-263b-4bff-857d-113761075358 Domain Domain false 80e8e7ec-bcec-42d1-8689-31007ef8b91d 1 678 1292 57 20 716 1302 1 1 {0} 0 1 Number of steps 60a9f040-0b04-4a9a-9cef-74d06e9ee9c9 x-1 Steps Steps false a01a6ac1-1fb2-479f-9840-516df6d62b28 1 678 1312 57 20 716 1322 1 1 {0} 10 1 Range of numbers 2e309461-bf15-4c98-a45d-e750c1f069aa Range Range false 0 765 1292 38 40 784 1312 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values a01a6ac1-1fb2-479f-9840-516df6d62b28 Number Slider Number Slider false 0 235 1383 256 20 235.3833 1383.098 3 1 1 1024 0 0 1024 9445ca40-cc73-4861-a455-146308676855 Range Create a range of numbers. 80fcf06b-813a-48c4-afff-fb1111854df2 Range Range 536 1351 129 44 610 1373 Domain of numeric range 950923c3-78a4-438c-b08a-f17a87f749db Domain Domain false 80e8e7ec-bcec-42d1-8689-31007ef8b91d 1 538 1353 57 20 576 1363 1 1 {0} 0 1 Number of steps a50c2f3d-3a3e-41ad-8e40-4a968cca4233 x-1 Steps Steps false a01a6ac1-1fb2-479f-9840-516df6d62b28 1 538 1373 57 20 576 1383 1 1 {0} 10 1 Range of numbers b60e64fe-597c-4541-873a-90a8220456db Range Range false 0 625 1353 38 40 644 1373 3581f42a-9592-4549-bd6b-1c0fc39d067b Construct Point Construct a point from {xyz} coordinates. true d2939cef-431a-48d5-a86b-12bf61ad466a Construct Point Construct Point 728 1361 132 64 810 1393 {x} coordinate b0cb8f0a-4783-4038-ab9d-494e567f802c X coordinate X coordinate false b60e64fe-597c-4541-873a-90a8220456db 1 730 1363 65 20 764 1373 1 1 {0} 0 {y} coordinate 61aa27f2-0e31-4fbb-b7ed-0e47e90295ca Y coordinate Y coordinate false 5edcabb9-3bc7-48bc-aab5-ce1b7eedb172 1 730 1383 65 20 764 1393 1 1 {0} 0 {z} coordinate 5c63e3fc-f770-4559-9f57-278548b53a8d Z coordinate Z coordinate false 0 730 1403 65 20 764 1413 1 1 {0} 0 Point coordinate 39a5507b-ff31-4fd2-856d-a4a5d2e38db1 Point Point false 0 825 1363 33 60 841.5 1393 2b2a4145-3dff-41d4-a8de-1ea9d29eef33 Interpolate Create an interpolated curve through a set of points. b578935a-17fb-4658-972f-ab1fe27a8b4c Interpolate Interpolate 886 1369 128 84 953 1411 1 Interpolation points c28fb169-a2b4-4451-8188-7067b0c463b9 Vertices Vertices false 39a5507b-ff31-4fd2-856d-a4a5d2e38db1 1 888 1371 50 20 914.5 1381 Curve degree c6c4cee1-de8c-40ce-9f6e-33ba47e49299 Degree Degree false 0 888 1391 50 20 914.5 1401 1 1 {0} 3 Periodic curve 519be2d0-570e-4349-a72d-04749301b8ab Periodic Periodic false 0 888 1411 50 20 914.5 1421 1 1 {0} false Knot spacing (0=uniform, 1=chord, 2=sqrtchord) fa0db0f2-ee0e-43c0-a53f-ea24574271c8 KnotStyle KnotStyle false 0 888 1431 50 20 914.5 1441 1 1 {0} 0 Resulting nurbs curve caac96df-f888-4d5a-8cab-05a3da55e17a Curve Curve false 0 968 1371 44 26 990 1384.333 Curve length a1340427-36cb-4bdb-b98a-64d7821e44cc Length Length false 0 968 1397 44 27 990 1411 Curve domain efb56290-0304-4b83-b70c-b8711184c2a3 Domain Domain false 0 968 1424 44 27 990 1437.667 d1a28e95-cf96-4936-bf34-8bf142d731bf Construct Domain Create a numeric domain from two numeric extremes. 59bbb7a4-5733-4ae3-860c-b4d697c97186 Construct Domain Construct Domain 506 1290 143 44 588 1312 Start value of numeric domain 011e65a6-ce0b-4399-a3b6-261a4d6fd122 Domain start Domain start false c42b228f-575f-495d-b7ce-5695680efece 1 508 1292 65 20 542 1302 1 1 {0} 0 End value of numeric domain 93098ddf-ed31-4d94-9d4f-6c7415b50ff7 Domain end Domain end false bc0d6729-b450-4eaf-97f1-da136c91b142 1 508 1312 65 20 542 1322 1 1 {0} 1 Numeric domain between {A} and {B} 80e8e7ec-bcec-42d1-8689-31007ef8b91d Domain Domain false 0 603 1292 44 40 625 1312 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 616056a7-984e-4568-ad14-15d443c9a6c7 Number Slider Number Slider false 0 196 1319 256 20 196.7712 1319.538 3 1 0 16 0 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values c42b228f-575f-495d-b7ce-5695680efece Number Slider Number Slider false 0 234 1293 256 20 234.7873 1293.298 3 1 0 100 0 0 0 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 1 255;255;255;255 A group of Grasshopper objects 5252e59f-ffb1-472c-8395-1bf0a5c79d65 a5438861-5743-4bcd-a078-c16c2d831a2c a01a6ac1-1fb2-479f-9840-516df6d62b28 80fcf06b-813a-48c4-afff-fb1111854df2 d2939cef-431a-48d5-a86b-12bf61ad466a b578935a-17fb-4658-972f-ab1fe27a8b4c 59bbb7a4-5733-4ae3-860c-b4d697c97186 616056a7-984e-4568-ad14-15d443c9a6c7 c42b228f-575f-495d-b7ce-5695680efece a4f5db3d-967b-49f9-ba27-06bd46fe6570 b4cc584f-7b40-4647-89e7-8b7f5680c28d 7e8d883b-2637-4556-8b0c-a4dd67804f95 b85b8ad1-2a1a-4c22-a0bd-40d86704876c 92b49495-e01a-409c-adf8-1d99a84e7d2c a2d51bd6-7f34-4e2c-a935-fb8488443b63 ca3537f5-f4a8-49b7-b964-9df6c1d56052 16 1a208087-9ef5-4e99-b912-fcb0f23a2d58 Group 33bcf975-a0b2-4b54-99fd-585c893b9e88 Digit Scroller Numeric scroller for single numbers a4f5db3d-967b-49f9-ba27-06bd46fe6570 Digit Scroller Digit Scroller false 0 12 Digit Scroller 9 0.018 1096 1410 250 20 1096.188 1410.057 5a41528b-12b9-40dc-a3f2-842034d267c4 Text Tag 3D Represents a list of 3D text tags in a Rhino viewport true b85b8ad1-2a1a-4c22-a0bd-40d86704876c Text Tag 3D Text Tag 3D 1444 1332 92 104 1522 1384 Location and orientation of text tag true a9c0b78a-c685-491b-bbd1-ba8141d3940a Location Location false d11c1a5f-e112-45f3-947a-51f0cd75db3f 1 1446 1334 61 20 1478 1344 The text to display 2204905f-97ec-4445-b269-4e3997c8c7da Text Text true 0 1446 1354 61 20 1478 1364 1 1 {0} false SQRT(.5^2-(X-.5)^2) Size of text 5e0bf5d6-0ea6-4b4b-b6e0-7d41c7e207ab Size Size false a4f5db3d-967b-49f9-ba27-06bd46fe6570 1 1446 1374 61 20 1478 1384 1 1 {0} 1 Optional colour of tag e49f6951-6e5f-476d-a08b-6bf29c863f11 Colour Colour true 0 1446 1394 61 20 1478 1404 1 1 {0} 255;212;212;212 Text justification e0c65ef0-b98d-4d69-9737-4b93530d89fc Justification Justification false 0 1446 1414 61 20 1478 1424 1 1 {0} 8 c048ad76-ffcd-43b1-a007-4dd1b2373326 Horizontal Frame Get a horizontally aligned frame along a curve at a specified parameter. 92b49495-e01a-409c-adf8-1d99a84e7d2c Horizontal Frame Horizontal Frame 1298 1354 125 44 1368 1376 Curve to evaluate 5fd1fe55-ea7f-40c6-b6de-b25ac0abc5dd Curve Curve false caac96df-f888-4d5a-8cab-05a3da55e17a 1 1300 1356 53 20 1328 1366 Parameter on curve domain to evaluate e560ec76-cfe7-4f36-8ce0-8a8a6cefb0db Parameter Parameter false a2d51bd6-7f34-4e2c-a935-fb8488443b63 1 1300 1376 53 20 1328 1386 Horizontal curve frame at {t} d11c1a5f-e112-45f3-947a-51f0cd75db3f Frame Frame false 0 1383 1356 38 40 1402 1376 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values a2d51bd6-7f34-4e2c-a935-fb8488443b63 Number Slider Number Slider false 0 1084 1377 198 20 1084.188 1377.057 6 1 0 255 0 0 63 9df5e896-552d-4c8c-b9ca-4fc147ffa022 Expression Evaluate an expression SIN((X)*4*ATAN(1)) ca3537f5-f4a8-49b7-b964-9df6c1d56052 Expression Expression 944 1279 183 28 1035 1293 1 ba80fd98-91a1-4958-b6a7-a94e40e52bdb 1 8ec86459-bf01-4409-baee-174d0d2b13d0 Expression variable 90b02ca7-cb7c-4e9b-b3b2-1114a2befc1b Variable X X true 2e309461-bf15-4c98-a45d-e750c1f069aa 1 946 1281 14 24 954.5 1293 Result of expression a54852bb-5f51-4ee0-9a1c-ad104e93997d Result R false 0 1109 1281 16 24 1117 1293 2fcc2743-8339-4cdf-a046-a1f17439191d Remap Numbers Remap numbers into a new numeric domain 67014a57-4407-4c71-b6f3-2a5920f76112 Remap Numbers Remap Numbers 1627 1165 118 64 1682 1197 Value to remap feb52c3a-8042-435c-88ef-9ef28909f8ec Value Value false 87e58dad-e540-4380-a263-7ec4f42be8fd 1 1629 1167 38 20 1649.5 1177 Source domain 4c92a464-0165-4690-905f-a2028825a937 Source Source false 7d291a1f-5172-4648-a01e-6449f8566f7f 1 1629 1187 38 20 1649.5 1197 1 1 {0} 0 1 Target domain 6dec96a1-9141-410b-ad23-c3a0695b3255 Target Target false 0 1629 1207 38 20 1649.5 1217 1 1 {0} 0 1 Remapped number 5edcabb9-3bc7-48bc-aab5-ce1b7eedb172 Mapped Mapped false 0 1697 1167 46 30 1720 1182 Remapped and clipped number 3e8030ae-e8e5-45da-bdd2-88b25c4c5593 Clipped Clipped false 0 1697 1197 46 30 1720 1212 f44b92b0-3b5b-493a-86f4-fd7408c3daf3 Bounds Create a numeric domain which encompasses a list of numbers. 3212af03-9ce0-44de-96f5-ea02022f7663 Bounds Bounds 1458 1183 125 28 1522 1197 1 Numbers to include in Bounds a271bed8-0539-4bf7-b7a0-5347f4df3797 Numbers Numbers false 87e58dad-e540-4380-a263-7ec4f42be8fd 1 1460 1185 47 24 1485 1197 Numeric Domain between the lowest and highest numbers in {N} 7d291a1f-5172-4648-a01e-6449f8566f7f Domain Domain false 0 1537 1185 44 24 1559 1197 797d922f-3a1d-46fe-9155-358b009b5997 One Over X Compute one over x. e8a84fe4-eb7c-4528-89be-675e8201d790 One Over X One Over X 1452 1111 103 28 1501 1125 Input value 4f99bd85-3880-4beb-9e73-85d362ffa363 Value Value false e19d849e-b13e-4f49-9f80-e7e055d7f067 1 1454 1113 32 24 1471.5 1125 Output value 87e58dad-e540-4380-a263-7ec4f42be8fd Result Result false 0 1516 1113 37 24 1534.5 1125 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