0 2 2 0 9 76 0d7fe2c8-b15c-495e-a193-a1deb4099841 Shaded 2 255;196;196;196 100;0;150;0 635467344756790966 2014_09_19-thelix2.ghx 0 -192 -110 1 0 0 1 Mateusz Zwierzycki 4442bb24-c702-460c-a1e4-fcdd321eb886 Anemone 0.26 34 b6cf000a-aeae-4159-b9df-9172309ca239 4442bb24-c702-460c-a1e4-fcdd321eb886 Loop End End the loop with this one. Double click to pause the loop. true 32853b20-658f-4a22-82b3-dade6f5416e8 Loop End Loop End false Constant & Record 1529 40 98 90 1582 85 3 8ec86459-bf01-4409-baee-174d0d2b13d0 cb95db89-6165-43b6-9c41-5702bc5bf137 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 Connect with the Loop Start 9d4c77ad-80b1-4ae0-b0dc-1f65b8881da6 <<< <<< false bd5960e3-b852-48cf-9525-97b337cf7968 1 1531 42 36 28 1550.5 56.33333 Set to true to exit the loop 5d96babe-df34-43cd-925e-be0ce66e2fd2 Exit E true 0 1531 70 36 29 1550.5 85 1 1 {0} false 2 Data to loop 2ff36b7d-1c48-430a-ac4c-a7bac07610ba Data_0 D0 false c9de2fd7-7a18-404c-82e5-9c061dee2afa 1 1531 99 36 28 1550.5 113.6667 2 Data to loop d0d2faab-a143-4a5e-8733-e07191d41049 Data_0 D0 false 0 1597 42 28 86 1611 85 64b5298b-1bf9-4641-a1a5-4228a623c88b 4442bb24-c702-460c-a1e4-fcdd321eb886 Loop Start Start the loop with this one. Double click to rerun. true 65e26ee5-2732-4b8e-a465-db0add36915a Loop Start Loop Start 962 48 98 99 1004 98 4 8ec86459-bf01-4409-baee-174d0d2b13d0 2e3ab970-8545-46bb-836c-1c11e5610bce 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 3 8ec86459-bf01-4409-baee-174d0d2b13d0 3ede854e-c753-40eb-84cb-b48008f14fd4 8ec86459-bf01-4409-baee-174d0d2b13d0 2 Please leave this one alone, don't input anything. 325e0bc8-20ef-47ba-a5fc-bd7938a3edbf true 0 964 50 25 23 978 61.875 Number of repeats 29b1e570-7e58-40a4-9edd-4ab65f6c7871 Repeat N true fe04183e-3f8b-4470-a85f-a7d8e7a67066 1 964 73 25 24 978 85.625 1 1 {0} 0 2 If you want trigger loop to restart ac3c551a-d74c-47cf-8eb8-273bf1b94c68 Trigger T true 2b095c39-dbe3-4822-b42a-939c47dbf41c 1 964 97 25 24 978 109.375 2 Data to loop 614737a1-6342-46a5-8d36-80532735d567 Data_0 D0 true e667a693-eb83-45e7-a933-f61fb77a769d 1 964 121 25 24 978 133.125 Connect with the Loop End bd5960e3-b852-48cf-9525-97b337cf7968 >>> >>> false 0 1019 50 39 31 1038.5 65.83334 Counter 7c7de4eb-b564-4d7b-b1e6-d16209848723 Counter C false 0 1019 81 39 32 1038.5 97.5 2 Data to loop 89ffd9e1-6710-4c7d-b879-f2fdffd5e08e Data_0 D0 false 0 1019 113 39 32 1038.5 129.1667 fbac3e32-f100-4292-8692-77240a42fd1a Point Contains a collection of three-dimensional points ec5f2aa0-1291-4d7a-ae32-db1a676a1c81 Point Pt false 0 301 179 50 20 326.2747 189.9329 1 1 {0} 38.2502305058964 5.15388288479034 0 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values fcd2bca6-e66a-4cb3-a802-4762e3ecfc7a Number Slider edge false 0 221 230 165 20 221.3892 230.7679 3 1 0 1 0 0 1 845527a6-5cea-4ae9-a667-96ae1667a4e8 Polygon Create a polygon with optional round edges. true 87c8f9d6-b383-417c-98ae-dcdcc714cd63 Polygon Polygon 539 219 73 84 576 261 Polygon base plane 8b90d757-bd46-4d0a-9093-8ccdaf0cf1bd Plane P false ec5f2aa0-1291-4d7a-ae32-db1a676a1c81 1 541 221 20 20 552.5 231 1 1 {0} 0 0 0 1 0 0 0 1 0 Radius of polygon (distance from center to tip). 9b219494-97dd-4fa9-8c0d-a55081f7b5f6 Radius R false fad5f73f-76cc-4331-9974-f9802ad5fd09 1 541 241 20 20 552.5 251 1 1 {0} 3 Number of segments 8ceb094a-8be6-43da-8e8e-3dfe84ebabbb Segments S false 0 541 261 20 20 552.5 271 1 1 {0} 3 Polygon corner fillet radius c7c4eb59-56b7-4d69-abf9-9d4a0888dee2 Fillet Radius Rf false 0 541 281 20 20 552.5 291 1 1 {0} 0 Polygon 2d9a62a7-e139-405c-bafa-21103267da4f Polygon P false 0 591 221 19 40 600.5 241 Length of polygon curve 294ec7d6-dcd8-4c78-955f-6f059f01d054 Length L false 0 591 261 19 40 600.5 281 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Mathematical multiplication true c5c2498e-dd99-4ae7-ae4d-cba523904f24 Multiplication A×B 697 300 70 50 731 325 First item for multiplication 26bcc064-8ff1-424a-8d5e-ce3508f5d432 A A false fcd2bca6-e66a-4cb3-a802-4762e3ecfc7a 1 699 302 17 23 709 313.5 Second item for multiplication c57e7b3c-fc6e-4017-8b16-a1c3c776ecf4 B B false 74f47bad-46ba-4268-867f-cd9f90cd0e58 1 699 325 17 23 709 336.5 The result of the Multiplication 2e1145b2-d67e-4dfe-bcc6-27a6d17ab15d Result R false 0 746 302 19 46 755.5 325 aa333235-5922-424c-9002-1e0b866a854b Point Oriented Create a point from plane {u,v,w} coordinates. true 6a6d75e3-59d9-4d5f-8c56-0fb142fbbbed Point Oriented Pt 825 256 78 84 863 298 Plane defining coordinate space c88b2c27-81a6-45c0-9388-2bb363dc51e9 Base plane P false cb1794bc-7768-4254-ab71-4609aa129c06 1 827 258 21 20 839 268 1 1 {0} 0 0 0 1 0 0 0 1 0 U parameter on plane 9c105863-7952-4bd0-8e39-790d400ce762 U component U false 0 827 278 21 20 839 288 1 1 {0} 0 V parameter on plane 47bc42a4-fff5-45a1-ac6d-2602cd068dea V component V false 0 827 298 21 20 839 308 1 1 {0} 0 W parameter on plane (elevation) 00575295-89ae-4dee-a5ef-0a46d73860cb W component W false 2e1145b2-d67e-4dfe-bcc6-27a6d17ab15d 1 827 318 21 20 839 328 1 1 {0} 0 Oriented point coordinate d29192d5-205f-4618-a056-29f35ad39b3f Point Pt false 0 878 258 23 80 889.5 298 2e78987b-9dfb-42a2-8b76-3923ac8bd91a Boolean Toggle Boolean (true/false) toggle 2b095c39-dbe3-4822-b42a-939c47dbf41c Boolean Toggle Toggle false 0 false 781 85 113 22 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values fe04183e-3f8b-4470-a85f-a7d8e7a67066 Number Slider false 0 741 46 176 20 741.5267 46.4054 3 1 1 150 1 0 150 571ca323-6e55-425a-bf9e-ee103c7ba4b9 Closest Point Find closest point in a point collection. 8dff2a49-4cce-44ba-b238-0d85d9d9cf4a Closest Point CP 1284 274 87 64 1333 306 Point to search from 65fbf6f4-afe2-4a10-ac05-5f79f8fca599 Point P false 06d3956c-5ca1-4135-9bf0-5834877b0e35 1 1286 276 32 30 1311.5 291 1 Cloud of points to search fa97f712-3548-4df9-92b4-ca8eca720d72 1 Cloud C false 8883296a-36d9-4829-96b3-de47085b36d1 1 1286 306 32 30 1311.5 321 Point in [C] closest to [P] 43a35016-6101-4181-a6f0-ebf2229e9001 Closest Point P false 0 1348 276 21 20 1358.5 286 Index of closest point b7adf8ba-2e65-448e-9eca-f131c3440c38 CP Index i false 0 1348 296 21 20 1358.5 306 Distance between [P] and [C](i) 096a8b00-c609-49ee-aa15-d0ab0c2f4278 Distance D false 0 1348 316 21 20 1358.5 326 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item 0 Retrieve a specific item from a list. cc208a83-53db-47da-bac6-56d7ea8dd635 List Item Item 1383 187 69 64 1421 219 3 8ec86459-bf01-4409-baee-174d0d2b13d0 2e3ab970-8545-46bb-836c-1c11e5610bce cb95db89-6165-43b6-9c41-5702bc5bf137 1 8ec86459-bf01-4409-baee-174d0d2b13d0 1 Base list 268407d9-d733-413f-800d-ed8dcb9a6d26 List L false 29df54b9-3acb-42c8-ab06-262968d5259c 1 1385 189 21 20 1397 199 Item index f3aa8b0c-2675-480a-b315-5533aa7804b9 Index i false b7adf8ba-2e65-448e-9eca-f131c3440c38 1 1385 209 21 20 1397 219 1 1 {0} 0 Wrap index to list bounds 79f46011-6e1a-499a-945e-a75b066af3f8 Wrap W false 0 1385 229 21 20 1397 239 1 1 {0} true Item at {i'} 303cd217-301e-4079-a8bd-7e142ce15c83 false Item i false 0 1436 189 14 60 1443 219 be6636b2-2f1a-4d42-897b-fdef429b6f17 Extrude Point Extrude curves and surfaces to a point. true 197974e3-fb82-4871-9026-a87f9a6156f9 Extrude Point Extr 824 123 68 47 857 147 Profile curve or surface 78a3cc81-29e5-4e9a-af26-892a8b34c1de Base B false 2d9a62a7-e139-405c-bafa-21103267da4f 1 826 125 16 21 835.5 135.75 Extrusion tip 7fca73f6-3faf-49b2-8141-741156281e72 Point P false d29192d5-205f-4618-a056-29f35ad39b3f 1 826 146 16 22 835.5 157.25 Extrusion result e667a693-eb83-45e7-a933-f61fb77a769d Extrusion E false 0 872 125 18 43 881 146.5 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values c41ef699-cdab-4ea7-b341-04c11d1b647d Panel false 0 0 1.732051 298 286 94 24 0 0 0 298.2517 286.7429 255;255;250;90 true true true false true 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Mathematical division true 350ff3ec-ae06-4103-a8cc-2a265cd8a3f4 Division A/B 422 274 70 46 456 297 Item to divide (dividend) 0fa6c334-ebb5-4c4d-92cd-1f4323c34f3d A A false fcd2bca6-e66a-4cb3-a802-4762e3ecfc7a 1 424 276 17 21 434 286.5 Item to divide with (divisor) 4de7cb9e-6ace-4392-a2e0-f7c71c60f009 B B false c41ef699-cdab-4ea7-b341-04c11d1b647d 1 424 297 17 21 434 307.5 The result of the Division fad5f73f-76cc-4331-9974-f9802ad5fd09 Result R false 0 471 276 19 42 480.5 297 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel A panel for custom notes and text values 74f47bad-46ba-4268-867f-cd9f90cd0e58 Panel false 0 0 0.816497 576 329 86 25 0 0 0 576.2517 329.7429 255;255;250;90 true true true false true 75eec078-a905-47a1-b0d2-0934182b1e3d Plane Origin Change the origin point of a plane true 4568c911-2a65-4a17-af8c-8b8e998b869e Plane Origin Pl Origin 711 208 74 86 746 251 Base plane 46c5e494-6b8d-4370-8806-33575840170a Base B false 2d9a62a7-e139-405c-bafa-21103267da4f 1 713 210 18 41 723.5 230.5 New origin point of plane 37f6167b-191c-45c1-9383-016b104129a7 Origin O false a5755610-82d0-42fc-9bc5-bc805be8c0e3 1 713 251 18 41 723.5 271.5 Plane definition cb1794bc-7768-4254-ab71-4609aa129c06 Plane Pl false 0 761 210 22 82 772 251 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Solve area properties for breps, meshes and planar closed curves. true d67c802b-000a-4edf-be99-b6c6e4c15f57 Area Area 624 159 71 52 658 185 Brep, mesh or planar closed curve for area computation fc538c08-8a66-4a0f-aa5d-a3ac6b154602 Geometry G false 2d9a62a7-e139-405c-bafa-21103267da4f 1 626 161 17 48 636 185 Area of geometry fa34ef8f-5baa-4331-b5bf-2b1f3e3c68f8 Area A false 0 673 161 20 24 683 173 Area centroid of geometry a5755610-82d0-42fc-9bc5-bc805be8c0e3 Centroid C false 0 673 185 20 24 683 197 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Solve area properties for breps, meshes and planar closed curves. 8e33e3fe-fb2d-442b-9c38-4b3729ec4b54 Area Area 1178 315 71 52 1212 341 Brep, mesh or planar closed curve for area computation 7ccad1ec-b66c-4db2-adb6-f08873c62390 Geometry G false 29df54b9-3acb-42c8-ab06-262968d5259c 1 1180 317 17 48 1190 341 Area of geometry dc20c40e-2a09-4037-b33e-2146483d30b4 Area A false 0 1227 317 20 24 1237 329 Area centroid of geometry 8883296a-36d9-4829-96b3-de47085b36d1 Centroid C false 0 1227 341 20 24 1237 353 8d372bdc-9800-45e9-8a26-6e33c5253e21 Deconstruct Brep Deconstruct a brep into its constituent parts. 1cb592e3-db3b-4728-af01-6b0d396a05f7 Deconstruct Brep DeBrep 1076 248 69 75 1109 286 Base Brep 66f8d02f-2c80-4f05-ae4a-6fe3ac3a1988 Brep B false 09ed81e4-b322-4e74-a416-7d5a8ed093f7 1 1078 250 16 71 1087.5 285.5 1 Faces of Brep 29df54b9-3acb-42c8-ab06-262968d5259c Faces F false 0 1124 250 19 23 1133.5 261.8333 1 Edges of Brep 0f823b81-0474-4b59-b474-94468dc7e179 Edges E false 0 1124 273 19 24 1133.5 285.5 1 Vertices of Brep 22470c48-65fd-499c-8270-76d9a884844b Vertices V false 0 1124 297 19 24 1133.5 309.1667 378d0690-9da0-4dd1-ab16-1d15246e7c22 Orient Orient an object. Orientation is sometimes called a 'ChangeBasis tranformation'. It allows for remapping of geometry from one axis-system to another. 30a6229e-aac1-4ad1-9272-6c236e4032f2 Orient Orient 1419 86 71 66 1453 119 Base geometry 1f8fa8e8-1269-4e8c-8b61-eeec669b0b64 Geometry G true 09ed81e4-b322-4e74-a416-7d5a8ed093f7 1 1421 88 17 20 1431 98.33334 Initial plane 0ca2a8ee-3bfb-4675-bef2-c1019de2d11c Source A false fbd13074-5224-40a0-86ad-4b933bf656d9 1 1421 108 17 21 1431 119 1 1 {0} 0 0 0 1 0 0 0 1 0 Final plane bb11d356-6508-4bca-ac9c-afbceec6d0dc Target B false 303cd217-301e-4079-a8bd-7e142ce15c83 1 1421 129 17 21 1431 139.6667 1 1 {0} 0 0 0 1 0 0 0 1 0 Reoriented geometry c9de2fd7-7a18-404c-82e5-9c061dee2afa Geometry G false 0 1468 88 20 31 1478 103.5 Transformation data e1c90516-9e74-48b8-b8ce-872fe1df2ad6 Transform X false 0 1468 119 20 31 1478 134.5 919e146f-30ae-4aae-be34-4d72f555e7da Brep Contains a collection of Breps (Boundary REPresentations) 4ed8c27e-5e24-4e07-841e-6eb75118dc28 Brep Brep false d0d2faab-a143-4a5e-8733-e07191d41049 1 1689 49 50 20 1714.413 59.51819 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Mathematical multiplication true 0a6ef117-280a-4172-a2e4-440610c453d0 Multiplication A×B 786 358 70 50 820 383 First item for multiplication 371734c0-78ca-4064-b4c5-161bd197aefd A A false 2e1145b2-d67e-4dfe-bcc6-27a6d17ab15d 1 788 360 17 23 798 371.5 Second item for multiplication 2058b7db-a78b-437b-afa0-45f0a35d1ea9 B B false 0 788 383 17 23 798 394.5 1 1 {0} -1 Grasshopper.Kernel.Types.GH_Integer The result of the Multiplication e3ca8fbd-4536-40a6-a1ec-88fac38722de Result R false 0 835 360 19 46 844.5 383 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item 0 Retrieve a specific item from a list. b8305245-2607-4907-a2af-902cd479b89b List Item Item 1186 86 69 64 1224 118 3 8ec86459-bf01-4409-baee-174d0d2b13d0 2e3ab970-8545-46bb-836c-1c11e5610bce cb95db89-6165-43b6-9c41-5702bc5bf137 1 8ec86459-bf01-4409-baee-174d0d2b13d0 1 Base list 68086f8f-7a93-46e3-9599-2430e72b292e List L false 29df54b9-3acb-42c8-ab06-262968d5259c 1 1188 88 21 20 1200 98 Item index ddbacce7-b36b-4ff1-bcde-6f2d7581929d Index i false 0 1188 108 21 20 1200 118 1 1 {0} 0 Wrap index to list bounds c681250f-45dd-4dad-b32c-768fc5c393d2 Wrap W false 0 1188 128 21 20 1200 138 1 1 {0} true Item at {i'} fbd13074-5224-40a0-86ad-4b933bf656d9 false Item i false 0 1239 88 14 60 1246 118 b648d933-ddea-4e75-834c-8f6f3793e311 Cap Holes Cap all planar holes in a Brep. 1fe98429-f165-4518-b2a3-9019e4167e60 Cap Holes Cap 1023 178 69 46 1056 201 Brep to cap 3a140e82-d2a8-433c-8cc8-9ecbcf053c0c Brep B false 89ffd9e1-6710-4c7d-b879-f2fdffd5e08e 1 1025 180 16 42 1034.5 201 Capped Brep 09ed81e4-b322-4e74-a416-7d5a8ed093f7 Brep B false 0 1071 180 19 42 1080.5 201 a435f5c8-28a2-43e8-a52a-0b6e73c2e300 Point Polar Create a point from polar {phi,theta,offset} coordinates. edaeefc4-8418-48f1-a18f-37c10f486a9f Point Polar Pt 750 622 78 84 788 664 Plane defining polar coordinate space 5d5a4637-0c27-4d59-9ae3-bbd25f987b22 Base plane P false ec5f2aa0-1291-4d7a-ae32-db1a676a1c81 1 752 624 21 20 764 634 1 1 {0} 0 0 0 1 0 0 0 1 0 Angle in radians for P(x,y) rotation 016a3598-ca51-4be7-ab55-f50312e31e8f XY angle xy false f9ab86dd-723c-4ca8-9cb1-62fcd25b4153 1 752 644 21 20 764 654 1 1 {0} 0 Angle in radians for P(z) rotation f0ce99b9-0caa-41de-ad38-f50a19370a6a Z angle z false 15a96934-6fe0-4628-8eec-e78ee9687bf3 1 752 664 21 20 764 674 1 1 {0} 0 Offset distance for point d6143bde-0839-453c-b97f-0e5fad692d6e Offset d false e08de59b-9e05-42e9-a6ea-662d34d57cf9 1 752 684 21 20 764 694 1 1 {0} 1 Polar point coordinate 06d3956c-5ca1-4135-9bf0-5834877b0e35 Point Pt false 0 803 624 23 80 814.5 664 a4cd2751-414d-42ec-8916-476ebf62d7fe Radians Convert an angle specified in degrees to radians 6a58b3ad-ec2c-4934-8023-6f27beb49c4e Radians Rad 604 680 71 46 639 703 Angle in degrees c9f60093-2dcd-4ba7-bf6c-ed7c6816e969 Degrees D false 74a8e9b2-1867-4105-a2d5-da4c3d24143c 1 606 682 18 42 616.5 703 Angle in radians f9ab86dd-723c-4ca8-9cb1-62fcd25b4153 Radians R false 0 654 682 19 42 663.5 703 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values f3d1904a-e257-4c52-b63e-905e0cfd202b Number Slider false 0 390 703 173 20 390.6932 703.7729 1 1 0 360 0 0 115.7 a4cd2751-414d-42ec-8916-476ebf62d7fe Radians Convert an angle specified in degrees to radians 01b8d57a-dc7a-442c-867b-73eaea7fe2d9 Radians Rad 605 725 71 46 640 748 Angle in degrees 75141fff-1ecc-4014-b1b9-3e82bcc6c426 Degrees D false c625a643-f3e6-45f8-9b7b-3d9d5e0b7995 1 607 727 18 42 617.5 748 Angle in radians 15a96934-6fe0-4628-8eec-e78ee9687bf3 Radians R false 0 655 727 19 42 664.5 748 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 42fc3eb3-b559-4984-801f-741dfbf855c5 Number Slider false 0 390 730 173 20 390.3746 730.993 1 1 0 360 0 0 167.5 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values e08de59b-9e05-42e9-a6ea-662d34d57cf9 Number Slider false 0 505 783 173 20 505.3189 783.9659 1 1 0 360 0 0 50.6 318dacd7-9073-4ede-b043-a0c132eb77e0 MD Slider A multidimensional slider a529f4ed-7e61-47d7-a155-14a9005089c7 MD Slider MD Slider false 0.694645748862738 0.632963413145484 0.5 0 0 0 180 0 180 0 1 155 551 194 200 155.9218 551.0854 d24169cc-9922-4923-92bc-b9222efc413f Points to Numbers Convert a list of points to a list of numbers f3871b5a-ad6b-4272-958d-2d0f832c328e Points to Numbers Pt2Num 430 601 75 82 467 642 1 Points to parse e001bc5e-d383-4296-beae-7b979f61a203 Points P false a529f4ed-7e61-47d7-a155-14a9005089c7 1 432 603 20 39 443.5 622.5 1 1 {0} 1 2 3 Mask for coordinate extraction cc9b592d-1647-478c-8751-20ba1ddcb800 Mask M false 0 432 642 20 39 443.5 661.5 1 1 {0} 4 1 Ordered list of coordinates b95e278c-6a1c-4846-8106-a5fe118f7028 Numbers N false 0 482 603 21 78 492.5 642 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item 0 Retrieve a specific item from a list. 079400fd-f093-440d-a8a1-0dcae34c9f8c List Item Item 535 565 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