0 2 1 634630877573865718 0 8 66 cd8182aa-6ab6-42a9-8609-8e3e2813b6a7 255;173;104;104 150;0;150;0 Shaded 2012_01_25-stripe.ghx 633874172954218750 0 40 391 0.262144029 0 0 29 6a9ccaab-1b03-484e-bbda-be9c81584a66 Isotrim Isotrim SubSrf Extract an isoparametric subset of a surface. 1b79de1b-47d1-4fea-b3db-bdb0dccaac9e true 598 76 566 46 65 60 Surface S Base surface a6da2dca-84de-4524-935d-3f8a16bcba30 false 1 db635062-164d-4247-bb68-baa8c75c3609 577 62 568 48 15 28 Domain D Domain of subset a83402c5-b232-4819-ab42-3e3a8d36582d false 1 7c6277ef-3e05-479b-9249-4c1dfc99130f 577 90 568 76 15 28 Surface S Subset of base surface c2fbb50d-b1a2-41cd-8cdc-2b17faad7b6f false 0 621 76 613 48 16 56 75ac008b-1bc2-4edd-b967-667d628b9d24 Divide Domain² Divide Domain² Divide Divides a two-dimensional domain into equal segments. 95b2a0bc-0d78-4b24-954f-b529fc2d708a 504 105 473 73 64 64 Domain I Base domain c1bb0191-17f5-4dd3-af6a-1424e2bfafa8 false 1 db635062-164d-4247-bb68-baa8c75c3609 483.5 85 475 75 14 20 U Count U Number of segments in {u} direction 834b955e-1bc4-4926-a934-48aabaf0115f false 0 1 483.5 105 475 95 14 20 1 V Count V Number of segments in {v} direction 9b90c46d-e82a-41d9-a349-8056c6e0742c false 1 9fe7e3d6-32d5-48fa-8f5b-bb9b3542e5cf 1 483.5 125 475 115 14 20 1 Segments S Individual segments 7c6277ef-3e05-479b-9249-4c1dfc99130f false 0 527 105 519 75 16 60 8d372bdc-9800-45e9-8a26-6e33c5253e21 Brep Components Brep Components Explode Decompose a Brep into its component parts. 45165103-9ef3-4673-8a99-2ea0fc449b74 true 679 75 648 40 81 69 Brep B Base Brep a1639a12-c028-45c4-9668-288daae11fa7 false 1 c2fbb50d-b1a2-41cd-8cdc-2b17faad7b6f 658.5 74.5 650 42 14 65 Faces F Faces of Brep 826e1a40-00a7-40b0-8c9b-ca8e64782976 true false 0 702.5 52.83333 694 42 33 21 Edges E Edges of Brep 9303d87c-d2fc-4243-a638-4deb52f443a5 true false 0 702.5 74.5 694 63 33 22 Vertices V Vertices of Brep b77cfff7-5499-46a7-99ef-023c9cfc1077 false 0 702.5 96.16666 694 85 33 21 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Primary Subdivision Numeric slider for single values 9fe7e3d6-32d5-48fa-8f5b-bb9b3542e5cf false 0 23.73778 149.1365 23 149 228 20 8 1 10 0 0 1 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 787b266a-ca7e-4177-b4ad-53fa660bc26f true 796 92 762 60 83 64 List L Base list 622c823a-8df9-453d-9c87-5b94ba635a85 1 false 1 9303d87c-d2fc-4243-a638-4deb52f443a5 774 72 764 62 17 20 Index i Item index cdb5a404-ffe6-4236-a090-fe844df10dfd false 0 2 774 92 764 82 17 20 0 2 Wrap W Wrap index to list bounds cdf710d0-705c-46b5-8e97-01b955f9f893 false 0 1 false 774 112 764 102 17 20 false Element E Item at {i'} f668e63e-545f-4256-929e-91795ddd3159 2 false 0 819 92 811 62 32 60 8d372bdc-9800-45e9-8a26-6e33c5253e21 Brep Components Brep Components Explode Decompose a Brep into its component parts. 30705597-9c0a-46e7-b1cc-ac86822c6d99 true 399 188 368 153 81 69 Brep B Base Brep f22b83f2-5ae1-4f8b-b93d-b60a73499afc false 1 db635062-164d-4247-bb68-baa8c75c3609 378.5 187.5 370 155 14 65 Faces F Faces of Brep fec072fa-3a7e-4056-aaee-8efdd04958e5 true false 0 422.5 165.8333 414 155 33 21 Edges E Edges of Brep 79ae4b00-ef62-48f9-a511-def30649c47b true false 0 422.5 187.5 414 176 33 22 Vertices V Vertices of Brep 8e3bd062-6334-42e8-a189-8ce02fe3cbd8 false 0 422.5 209.1667 414 198 33 21 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 9f2d273d-5297-4ea9-9f6c-95bf28339d66 true 509 207 475 175 67 64 List L Base list 7045025d-2db5-4ded-b7fd-e9b01caa03e0 1 false 1 79ae4b00-ef62-48f9-a511-def30649c47b 487 187 477 177 17 20 Index i Item index a9cb7a8d-3c2a-4581-a4f0-727e1dd7e9a5 false 0 2 487 207 477 197 17 20 0 2 Wrap W Wrap index to list bounds 935bd684-2caa-47bb-836d-3ddb40482d82 false 0 1 false 487 227 477 217 17 20 false Element E Item at {i'} aad174b3-0891-4d81-8176-cfc9cf0b64b1 false 0 532 207 524 177 16 60 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Geodesic Point 1 Numeric slider for single values 12ea6b77-500d-4725-9b87-6b770405538f false 0 38.13778 221.0698 38 221 214 20 0.02 0 1 2 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider Geodesic Point 2 Numeric slider for single values 85091381-974d-40b6-948f-9e17a854e7ac false 0 37.53777 249.0031 37 249 214 20 0.59 0 1 2 0 1 fdf09135-fae5-4e5f-b427-b1f384ca3009 Evaluate Curve Evaluate Curve Eval Evaluate a curve at the specified parameter. c8160a2b-ed6e-4413-a1fc-042a073f17cd true 611 244 564 212 80 64 Curve C Curve to evaluate a5550719-46f8-4fa3-a042-10ad59fbb466 false 1 aad174b3-0891-4d81-8176-cfc9cf0b64b1 true 590.5 229 566 214 30 30 Parameter t Parameter on curve domain to evaluate d3022e78-4328-405d-8e12-368cf78e43f0 false 2 12ea6b77-500d-4725-9b87-6b770405538f 85091381-974d-40b6-948f-9e17a854e7ac 590.5 259 566 244 30 30 Point P Point on the curve at {t} 7c8dc6b3-3ca5-400f-897b-b0c892898f82 false 0 634 224 626 214 16 20 Tangent T Tangent vector at {t} b5fc123e-e6e6-46a8-9d6b-76074642a778 false 0 634 244 626 234 16 20 Length L Length along the curve from the start to {t} 53ad2f05-0d11-47de-8da1-eb5ec7d9ded2 false 0 634 264 626 254 16 20 ffe2dbed-9b5d-4f91-8fe3-10c8961ac2f8 Curve On Surface Curve On Surface CrvSrf Create an interpolated curve through a set of points on a surface. aa8a1f62-5930-49ee-bfc8-06966a015839 true 799 164 763 132 71 64 Surface S Base surface 45610362-c6d1-4237-b42a-b83430f0a84d true false 2 1 db635062-164d-4247-bb68-baa8c75c3609 776 144 765 134 19 20 UV coordinates uv {v} coordinates of interpolation points 7eb46a6b-858d-45c9-938b-86bf29354f05 1 false 1 7e8328ce-89dd-43db-82e0-d191a1223dc9 776 164 765 154 19 20 Closed C Closed curve 57f08c1b-1f07-4d3e-b788-2e8f401eaf5b false 0 1 false 776 184 765 174 19 20 false Curve C Resulting nurbs curve f5d3c320-8165-441c-a21e-dc4ad4362bf0 false 0 823 144 814 134 18 20 Length L Curve length 20429705-ea34-4c27-b758-62cc3bb8f5db false 0 823 164 814 154 18 20 Domain D Curve domain b89ff27f-c4aa-4d00-badd-3e4f7261b510 false 0 823 184 814 174 18 20 4a9e9a8e-0943-4438-b360-129c30f2bb0f Surface CP Surface CP Srf CP Find the closest point on a surface. 1d207545-a823-4d5a-9fd0-52ef9b782ef3 true 695 217 665 185 75 64 Point P Sample point ae5887ce-ba75-4690-a144-463a7f020a0a false 1 7c8dc6b3-3ca5-400f-897b-b0c892898f82 675 202 667 187 13 30 Surface S Base surface a17636f5-963a-49c2-ad41-88f21998d63e false 2 1 db635062-164d-4247-bb68-baa8c75c3609 675 232 667 217 13 30 Point P Closest point 75421fbe-56cc-46ed-b4a4-d41487b9aaa3 false 0 724 197 710 187 28 20 UV Point uvP {uv} coordinates of closest point 7e8328ce-89dd-43db-82e0-d191a1223dc9 true false 0 724 217 710 207 28 20 Distance D Distance between sample point and surface efe338c0-aa59-43a2-a8cb-5293e3bf333c false 0 724 237 710 227 28 20 84627490-0fb2-4498-8138-ad134ee4cb36 Curve | Curve Curve | Curve CCX Solve intersection events for two curves. 80c2d7b4-5e12-4ace-a914-a90be78735f7 true 906 154 875 122 84 64 Curve A A First curve 242dfbab-962a-469a-9f7d-05f0e9f9f6f7 false 1 f5d3c320-8165-441c-a21e-dc4ad4362bf0 885.5 139 877 124 14 30 Curve B B Second curve a1023c84-10f2-4448-b6eb-8b23aa838d9d false 1 f668e63e-545f-4256-929e-91795ddd3159 885.5 169 877 154 14 30 Points P Intersection events cd5a62dd-9538-4530-9019-7c7d38761c5e true false 0 931 134 921 124 36 20 Params A tA Parameters on first curve da5526ce-67cf-47d7-99ce-e88bca537cff false 0 931 154 921 144 36 20 Params B tB Parameters on second curve 47de84f6-6d3a-4a01-a4a6-a7e6b4742624 false 0 931 174 921 164 36 20 2a3f7078-2e25-4dd4-96f7-0efb491bd61c Vector Display 0 15 0.1 false Vector Display VDis Preview vectors in the viewport 061f3af2-58ae-4a57-8aef-507eeddffefa true false false 3 false 0 255;255;0;0 255;255;0;0 false 0.5 255;255;165;0 255;255;165;0 false 1 255;124;252;0 255;124;252;0 1360 121 1329 98 45 45 Anchors A Anchor points for preview vector 04b6645b-d21a-45da-b7e3-6e3a32f2c430 false 1 b243d438-f4f6-43ad-a2ae-ea24dda44b92 1339.5 110.25 1331 100 14 20 Vectors V Vectors to preview ba564e8f-83ae-4231-9e4c-0ee689f7dfae false 1 8521257f-66b4-448b-86b9-94530d12d3d2 1339.5 130.75 1331 120 14 21 aa1dc107-70de-473e-9636-836030160fc3 Evaluate Surface Evaluate Surface Eval Evaluate local surface properties at a {uv} coordinate. 7935c0b2-a0b0-41c2-9c4b-27cd330b9be4 true 1206 130 1170 98 70 64 Surface S Base surface c86dc29f-e3e7-4404-87c6-3f6e2e54f2c1 false 2 1 db635062-164d-4247-bb68-baa8c75c3609 1183 115 1172 100 19 30 Point uv {uv} coordinate to evaluate 6689ba3b-3754-4359-ad06-8736d7d7e578 true false 1 35034c96-b9d2-42bd-86e9-9fa21fd4a626 1183 145 1172 130 19 30 Point P Point at {uv} b243d438-f4f6-43ad-a2ae-ea24dda44b92 false 0 1229.5 110 1221 100 17 20 Normal N Normal at {uv} ac030a8e-ca9f-4e17-9286-53d57c9e6b49 false 0 1229.5 130 1221 120 17 20 Frame F Frame at {uv} cdb9967d-70f5-4093-9e12-9c611ff6c072 false 0 1229.5 150 1221 140 17 20 4a9e9a8e-0943-4438-b360-129c30f2bb0f Surface CP Surface CP Srf CP Find the closest point on a surface. 54d9819d-4eff-427d-91eb-09eb15b2d536 true 1100 146 1070 114 75 64 Point P Sample point 2c7a4af8-3229-4cc9-a90f-b5b33b838e2f false 1 a3557f02-1280-4a19-872e-6ebdf840e13e 1080 131 1072 116 13 30 Surface S Base surface 32df202a-ca0b-4f15-9f31-ca66639ddd5d false 2 1 db635062-164d-4247-bb68-baa8c75c3609 1080 161 1072 146 13 30 Point P Closest point 9181a197-eb6b-408d-a00d-c4f5c7cd839a false 0 1129 126 1115 116 28 20 UV Point uvP {uv} coordinates of closest point 35034c96-b9d2-42bd-86e9-9fa21fd4a626 true false 0 1129 146 1115 136 28 20 Distance D Distance between sample point and surface 472a3b34-6206-4968-a4db-b3dc2aae7ebd false 0 1129 166 1115 156 28 20 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points End Points End Extract the end points of a curve. 1f4d5fa0-bd59-4ae4-a18e-a816df6dc733 true 906 92 875 70 64 44 Curve C Curve to evaluate e93a36ca-e9c1-4fd1-b169-9219e90a0a02 false 1 f668e63e-545f-4256-929e-91795ddd3159 885.5 92 877 72 14 40 Start S Curve start point da50831b-f0df-4c2c-883d-8efbaa3cf782 false 0 929 82 921 72 16 20 End E Curve end point c0c6be22-6d37-460c-bdba-6cb200f778d1 false 0 929 102 921 92 16 20 fbac3e32-f100-4292-8692-77240a42fd1a Point Point Pt Represents a collection of 3D Points a3557f02-1280-4a19-872e-6ebdf840e13e true false 3 da50831b-f0df-4c2c-883d-8efbaa3cf782 cd5a62dd-9538-4530-9019-7c7d38761c5e c0c6be22-6d37-460c-bdba-6cb200f778d1 1024.85 93.02013 999 83 50 20 6ec39468-dae7-4ffa-a766-f2ab22a2c62e Amplitude Amplitude Amp Set the amplitude (length) of a vector. 81997f36-2872-4e72-ad02-641fac79dccc 1241 284 1210 261 65 45 Vector V Base vector d53a4d4d-8e9c-4809-acb9-34f89f828641 false 1 ac030a8e-ca9f-4e17-9286-53d57c9e6b49 1220.5 273.25 1212 263 14 20 Amplitude A Amplitude (length) value c21fd922-e1ab-4b2e-a030-f66a5ab44a6e false 1 c749155e-b65d-44a8-b5fc-2efee2493d00 1 1220.5 293.75 1212 283 14 21 1 Vector V Resulting vector 8521257f-66b4-448b-86b9-94530d12d3d2 false 0 1264.5 283.5 1256 263 17 41 bc984576-7aa6-491f-a91d-e444c33675a7 Graph Mapper Graph Mapper Graph Represents a numeric mapping function Sine wave distribution Bezier curve evaluator Bezier curve evaluator Bezier curve evaluator Bezier curve evaluator Bezier curve evaluator Bezier curve evaluator Bezier curve evaluator c749155e-b65d-44a8-b5fc-2efee2493d00 false 1 8bf4422a-af9d-4421-8e8e-ec92c5d32bcb 945.2034 218.726 945 218 224 141 false 0 1 0 10 7026a6d2-9b94-4314-b6d3-6850eff942fe Bezier 0 0 0.41377344727516174 0 0.58343446254730225 0 1 0 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. a819ccf4-cae5-4239-8ae2-77a6f0772d74 885 292 853 263 66 58 Domain D Domain of numeric range 5d7fb67f-8259-403a-a160-b88fa8a73f0f false 0 1 864 278.5 855 265 15 27 0 1 Steps N Number of steps 135f27a5-8428-4585-a6a5-9c484563bb62 false 0 1 864 305.5 855 292 15 27 2 Range R Range of numbers 8bf4422a-af9d-4421-8e8e-ec92c5d32bcb false 0 908.5 292 900 265 17 54 e9eb1dcf-92f6-4d4d-84ae-96222d60f56b Move Move Move Translate (move) an object along a vector. e4162a9e-2b2e-4d21-a54e-407973578e29 true shortest_list 1365 273 1334 247 65 51 Geometry G Base geometry 52af1dbd-31cf-482b-92ed-b0f17e7b271a true 1 a3557f02-1280-4a19-872e-6ebdf840e13e 1344.5 260.75 1336 249 14 23 Motion T Translation vector d2723bd7-b37a-4083-b9ca-9277a9bfcbc6 false 1 8521257f-66b4-448b-86b9-94530d12d3d2 1344.5 284.25 1336 272 14 24 Geometry G Translated geometry 48cae8f1-0d79-4b9f-bf27-f57c160c13ba false 0 1388.5 260.75 1380 249 17 23 Transform X Transformation data 977c43fd-ccbb-4dd9-ba65-1a9e4d2f76c6 false 0 1388.5 284.25 1380 272 17 24 f5ea9d41-f062-487e-8dbf-7666ca53fbcd Interpolate Interpolate IntCrv Create an interpolated curve through a set of points. 116b7e77-ae36-4d40-b9e4-28f4a3550c17 true 1451 281 1419 249 67 64 Vertices V Interpolation points fc46ae1b-8a82-402d-899b-5b693d1a8e70 1 false 1 48cae8f1-0d79-4b9f-bf27-f57c160c13ba 1430 261 1421 251 15 20 Degree D Curve degree 73d37654-f725-4dd6-94f5-4976759886f9 false 0 1 1430 281 1421 271 15 20 3 Periodic P Periodic curve ec82f854-9368-4733-a8d4-c6e5fe5a4e5a false 0 1 false 1430 301 1421 291 15 20 false Curve C Resulting nurbs curve 1221b971-12fb-4002-ba57-375e6e2dc364 false 0 1475 261 1466 251 18 20 Length L Curve length 1cf76d9f-3f45-4932-ba58-3ed940105b1a false 0 1475 281 1466 271 18 20 Domain D Curve domain 5bb8fa28-336f-4800-ab65-9a5d3d3761ce false 0 1475 301 1466 291 18 20 36132830-e2ef-4476-8ea1-6a43922344f0 Edge Surface Edge Surface EdgeSrf Create a surface from two, three or four edge curves. 2ee37166-3e74-4823-bec9-39ff9848d744 1751 307 1719 265 65 84 Curve A A First curve 6fdc159f-8223-4cfe-b413-8d54e5403a41 false 1 f03b6932-20b9-4b20-8247-f5a34f7c4381 1730 277 1721 267 15 20 Curve B B Second curve ae63a21f-d610-45d5-9156-89fa452b1146 false 1 41f9ee42-5a8b-4107-a163-05fbc824c0a9 1730 297 1721 287 15 20 Curve C C Optional Third curve 1b36585e-4d28-4c3c-b074-417966cb990c true 0 1730 317 1721 307 15 20 Curve D D Optional Fourth curve a7e84472-4b1c-4f95-bdb7-ae5b34fdf641 true 0 1730 337 1721 327 15 20 Surface S Brep representing the edge-surface a9f9f68f-b6a1-4d0e-9fc5-cb713272858e false 0 1774 307 1766 267 16 80 2d61f4e0-47c5-41d6-a41d-6afa96ee63af Shift Paths Shift Paths PShift Shift the indices in all data paths 3306b70a-af5d-45d5-bf82-6988e375412e true 1538 274 1506 246 67 56 Data D Data to modify 1b97c304-9444-4dee-a697-3f1a14e64af1 2 false 1 1221b971-12fb-4002-ba57-375e6e2dc364 1517 261 1508 248 15 26 Offset O Offset to apply to each branch 21e19c9b-5537-47d2-9749-36da0c47d2db false 0 1 1517 287 1508 274 15 26 -1 Data D Shifted data 41a2aff6-c4de-4969-8533-f2ed3c1e16e2 false 0 1562 274 1553 248 18 52 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. e228f751-71a1-4247-8326-a40da4f457aa true 1657 242 1623 210 67 64 List L Base list 95bc2216-b937-465e-a26c-1a7fb7e14e6a 1 false 1 41a2aff6-c4de-4969-8533-f2ed3c1e16e2 1635 222 1625 212 17 20 Index i Item index 16d26cc5-72c1-48b5-bc60-66454bf7994c false 0 1 1635 242 1625 232 17 20 0 Wrap W Wrap index to list bounds 06f33486-b6e6-4320-bcb3-e73a28539fba false 0 1 false 1635 262 1625 252 17 20 false Element E Item at {i'} f03b6932-20b9-4b20-8247-f5a34f7c4381 false 0 1680 242 1672 212 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. b3ec2ff1-b468-4d96-b479-008a44b9154a true 1654 319 1620 287 67 64 List L Base list dc34a4b9-20fa-4f11-adf0-901218ed3044 1 false 1 41a2aff6-c4de-4969-8533-f2ed3c1e16e2 1632 299 1622 289 17 20 Index i Item index 4de50343-a672-4d10-8261-12121495ba1b false 0 1 1632 319 1622 309 17 20 1 Wrap W Wrap index to list bounds 84f52e55-8c6d-4b59-97d4-a19579945732 false 0 1 false 1632 339 1622 329 17 20 false Element E Item at {i'} 41f9ee42-5a8b-4107-a163-05fbc824c0a9 false 0 1677 319 1669 289 16 60 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 952.8669 374.9085 1136.883 374.9085 1136.883 385.1082 952.8669 385.1082 play with this and other graph types 11 Microsoft Sans Serif true false Scribble Scribble A quick note 2eeade9f-12f4-4aec-9d0f-e68a84a5369d 952.8669 374.9085 947.8669 369.9085 194.0164 20.19971