0 2 2 1 0 7 25289cc6-7cab-4c1e-b92a-fb61b3b0be9a Shaded 2 255;255;255;255 100;0;150;0 635227550413832959 2013_12_17-bang.ghx 0 -449 139 1.17647064 0 0 19 717a1e25-a075-4530-bc80-d43ecc2500d9 Square 2D grid with square cells true 4de44be4-a855-4c7a-bd77-82a22346252e Square SqGrid 28 83 69 84 63 125 Base plane for grid b133f219-4ee2-4246-a8f4-5c9260824486 Plane P false 0 30 85 18 20 40.5 95 1 1 {0} 0 0 0 1 0 0 0 1 0 Size of grid cells 1e8e11c3-5070-4f7f-8196-0f907a1dd402 Size S false 0 30 105 18 20 40.5 115 1 1 {0} 1 Number of grid cells in base plane x direction 269a2667-0f80-478f-85e1-fe1575674879 Extent X Ex false 0 30 125 18 20 40.5 135 1 1 {0} 50 Number of grid cells in base plane y direction b6546bfc-b205-486b-9cb2-fb708e011856 Extent Y Ey false 0 30 145 18 20 40.5 155 1 1 {0} 20 Grid cell outlines 642a72e5-e164-4e57-a913-24bd9298dca6 Cells C false 0 78 85 17 40 86.5 105 2 Points at grid corners true 360d3964-b825-45ee-8a10-143939ad33a9 Points P false 0 78 125 17 40 86.5 145 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Solve area properties for breps, meshes and planar closed curves. true a5602ab3-5df8-411f-b8f8-cf14904cb6e7 Area Area 118 93 82 44 150 115 Brep, mesh or planar closed curve for area computation c1f913e0-6e9a-4216-aa50-cac5b62377a9 Geometry G false 642a72e5-e164-4e57-a913-24bd9298dca6 1 120 95 15 40 129 115 Area of geometry c49d42d7-b54a-4838-9e95-29e7c6f93d13 Area A false 0 165 95 33 20 173.5 105 Area centroid of geometry a85c2fd4-b89e-425a-a588-fc7a1d00f35a 1 Centroid C false 0 165 115 33 20 173.5 125 bc984576-7aa6-491f-a91d-e444c33675a7 Graph Mapper Represents a numeric mapping function Bezier curve evaluator Parabolic distribution Bezier curve evaluator 945409e0-c879-4abb-8133-96848ce71e39 Graph Mapper Graph false 37764f52-e2ef-4d8f-b189-17a86baa0ee6 1 476 23 188 125 476.5592 23.6319 false 0 1 0 10 7026a6d2-9b94-4314-b6d3-6850eff942fe Bezier 0 0.34509763121604919 0.50356465578079224 1 0.50200414657592773 0 0 0 2ab17f9a-d852-4405-80e1-938c5e57e78d Random Generate a list of pseudo random numbers. a6a53e52-a717-43eb-a9f6-b8faef3c37ee Random Random 311 175 66 68 343 209 Domain of random numeric range 845e150b-2192-4072-8680-a3706f738770 Range R false 0 313 177 15 21 322 187.6667 1 1 {0} 0 1 Number of random values 909eccfb-061f-4b84-a3bf-798de6767ef0 Number N false dbb6a5cc-adcd-4fc9-9d2b-355d8459e6a4 1 313 198 15 21 322 209 1 1 {0} 1 Seed of random engine 44cb9ecc-28a2-4b14-885d-130d8a4aa433 Seed S false 1b2c2b68-130f-4710-be8d-44da34a2f6fe 1 313 219 15 22 322 230.3333 1 1 {0} 2 1 Random numbers dc059b17-e283-43ce-a9a1-78868fe90fa4 Random R false 0 358 177 17 64 366.5 209 a435f5c8-28a2-43e8-a52a-0b6e73c2e300 Point Polar Create a point from polar {phi,theta,offset} coordinates. true 28f883cd-d7e0-4499-a2ac-ca6e07ace974 Point Polar Pt true 771 151 87 84 821 193 Plane defining polar coordinate space 66417be1-4f0b-46ac-955b-c72904d0ab79 Base plane P false 59f4275b-3c35-49a2-b491-378f3919035c 1 773 153 33 20 799 163 1 1 {0} 0 0 0 1 0 0 0 1 0 Angle in radians for P(x,y) rotation 7d8ff447-3919-4f4c-b747-6e442f5c3e47 rad(x) XY angle xy false 35ce436d-ef9b-4ef1-9ac4-afe798e6db45 1 false 773 173 33 20 799 183 1 1 {0} 0 Angle in radians for P(z) rotation b12c3c77-5d36-4ad1-928f-79bc7372d9a7 Z angle z false 0 false 773 193 33 20 799 203 1 1 {0} 0 Offset distance for point e4b12ced-6b26-4bea-86d5-f4ac2889e789 Offset d false 85dd2d36-5d85-4e8a-b406-3da618c89f80 1 773 213 33 20 799 223 1 1 {0} 1 Polar point coordinate dd95e400-a576-4643-961f-d4946d78ab5b Point Pt false 0 836 153 20 80 846 193 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Mathematical multiplication d6719227-92e8-4798-a725-7952cf6384a3 Multiplication A×B 688 215 65 44 719 237 First item for multiplication 7b396da0-4635-4c3f-acb7-e497c6030841 A A false dc059b17-e283-43ce-a9a1-78868fe90fa4 1 690 217 14 20 698.5 227 Second item for multiplication 6d02593f-61c1-43ff-acfd-e1d03dae2d8c B B false 945409e0-c879-4abb-8133-96848ce71e39 1 690 237 14 20 698.5 247 The result of the Multiplication 85dd2d36-5d85-4e8a-b406-3da618c89f80 Result R false 0 734 217 17 40 742.5 237 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 1b2c2b68-130f-4710-be8d-44da34a2f6fe Number Slider false 0 132 220 160 20 132.5199 220.4845 2 1 0 2222 0 0 672.87 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length Measure the length of a list. true 789deb10-a2bf-436d-97f8-048df4b37f23 List Length Lng 229 136 61 38 258 155 1 Base list 0e7de4df-6e69-4bab-ba73-834d577fe10b List L false 59f4275b-3c35-49a2-b491-378f3919035c 1 231 138 12 34 238.5 155 Number of items in L dbb6a5cc-adcd-4fc9-9d2b-355d8459e6a4 Length L false 0 273 138 15 34 280.5 155 2ab17f9a-d852-4405-80e1-938c5e57e78d Random Generate a list of pseudo random numbers. 15d5a94e-8c44-4461-9f90-6222462a8adf Random Random 466 392 66 68 498 426 Domain of random numeric range 4fc72127-a58f-4bf7-8f33-a017fc7c1cd6 Range R false 0 468 394 15 21 477 404.6667 1 1 {0} 0 360 Number of random values 4a1c738f-7c89-47df-b481-2cc91b7280df Number N false dbb6a5cc-adcd-4fc9-9d2b-355d8459e6a4 1 468 415 15 21 477 426 1 1 {0} 1 Seed of random engine d1139da1-06da-4233-8eae-e82ae41c7c00 Seed S false 57215e03-1523-4453-b948-83ccab4585c2 1 468 436 15 22 477 447.3333 1 1 {0} 2 1 Random numbers fbe18cff-bae3-4362-b249-732715fc61d5 Random R false 0 513 394 17 64 521.5 426 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Numeric slider for single values 57215e03-1523-4453-b948-83ccab4585c2 Number Slider false 0 270 437 173 20 270.2597 437.8624 2 1 0 2222 0 0 1222.69 e64c5fb1-845c-4ab1-8911-5f338516ba67 Series Create a series of numbers. fa010acb-0ba4-45b1-963d-f223560a464e Series Series 362 81 81 64 410 113 First number in the series f1511bcd-2592-430d-ae5c-e7dcf0d0679d Start S false 0 364 83 31 20 389 93 1 1 {0} 0 Step size for each successive number 72ae7ef7-cd40-406c-b879-57e432eccc16 1/x Step N false dbb6a5cc-adcd-4fc9-9d2b-355d8459e6a4 1 364 103 31 20 389 113 1 1 {0} 1 Number of values in the series 0ce4f16c-9548-4e1d-858f-ef4ebe7feb45 Count C false dbb6a5cc-adcd-4fc9-9d2b-355d8459e6a4 1 364 123 31 20 389 133 1 1 {0} 10 1 Series of numbers 37764f52-e2ef-4d8f-b189-17a86baa0ee6 Series S false 0 425 83 16 60 433 113 458ed0e0-19a3-419b-8ead-f524925b8a35 Proximity 2D Search for two-dimensional proximity within a point list ab535396-94b9-4977-8e51-64901b50ae93 Proximity 2D Prox 883 181 71 104 921 233 1 Input points 2fb9ac56-0a50-4dff-924c-7eb8b68fd5c5 Points P false dd95e400-a576-4643-961f-d4946d78ab5b 1 885 183 21 20 897 193 Optional base plane. If null, the best fit plane is used a37432e8-6793-403a-958d-655d996790bf Plane Pl false 0 885 203 21 20 897 213 1 1 {0} 0 0 0 1 0 0 0 1 0 Maximum number of closest points to find 9292fbe3-59ae-46d8-a5e9-c82ff9cdc29f Group G false 0 885 223 21 20 897 233 1 1 {0} 5 Optional minimum search radius. dc908876-f750-4091-9155-8cf309ffca30 Min Radius R- true 0 885 243 21 20 897 253 Optional maximum search radius. 28f30f56-9ff4-45a6-9232-33f4b40d4493 Max Radius R+ true 0 885 263 21 20 897 273 2 Proximity links 5506aca7-ba34-4b66-8c44-ab0c9dfb71c4 Links L false 0 936 183 16 50 944 208 2 Proximity topology 61d4558c-9756-48bd-9526-80b2b5a82073 Topology T false 0 936 233 16 50 944 258 5a2b0735-ba98-4b7d-a7d3-c1dfc04475ad Timer Provides a mechanism for updating solutions at specified intervals. 0abed57a-e85b-4999-95bd-7840083bcc02 20 false Timer 4f39fc73-c2ce-4446-8292-b478c5387379 1 20 172 320 156 24 079bd9bd-54a0-41d4-98af-db999015f63d VB Script A VB.NET scriptable component 10 83 true 4f39fc73-c2ce-4446-8292-b478c5387379 VB Script VB true 0 If rs = True Then A = System.DateTime.Now.Millisecond B = Second(Now) End If 263 360 76 64 296 392 1 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 3 3ede854e-c753-40eb-84cb-b48008f14fd4 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 true Script Variable rs f0f69b43-7a39-4423-bb35-ec70daca9098 rs rs true 0 true e64095f4-2813-40e8-b344-eee95783567c 1 265 362 16 60 274.5 392 Print, Reflect and Error streams 5aa65843-0c01-4943-a240-916993e60137 out out false 0 311 362 26 20 324 372 Output parameter A 401d93a9-cf3c-4c50-a132-b558bdbe5761 A A false 0 311 382 26 20 324 392 Output parameter B cee8cf16-1181-446a-8fcf-2edda0c318f7 B B false 0 311 402 26 20 324 412 2e78987b-9dfb-42a2-8b76-3923ac8bd91a Boolean Toggle Boolean (true/false) toggle e64095f4-2813-40e8-b344-eee95783567c Boolean Toggle Toggle false 0 true 137 380 104 22 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Mathematical division 3f735edb-2708-444d-9766-461a91d5f557 Division A/B 467 342 65 44 498 364 Item to divide (dividend) 672b8e8d-1780-4965-bc90-65c713f9b8b7 A A false 401d93a9-cf3c-4c50-a132-b558bdbe5761 1 469 344 14 20 477.5 354 Item to divide with (divisor) 85dec4a7-eba3-47da-8047-52f5c5b3dfd5 B B false 0 469 364 14 20 477.5 374 1 1 {0} Grasshopper.Kernel.Types.GH_Integer 1000 The result of the Division 2491cef3-5e7a-4cfd-8e12-1499fafe6615 Result R false 0 513 344 17 40 521.5 364 b8963bb1-aa57-476e-a20e-ed6cf635a49c Multiplication Mathematical multiplication f8ebae96-f87a-42fc-97a6-173e265659b5 Multiplication A×B 555 352 65 44 586 374 First item for multiplication b0dcdfc8-d5d2-4488-b709-824a5f5342c5 A A false 2491cef3-5e7a-4cfd-8e12-1499fafe6615 1 557 354 14 20 565.5 364 Second item for multiplication 654126e4-1af4-47ab-b310-6d7dd5725fe5 B B false 0 557 374 14 20 565.5 384 1 1 {0} Grasshopper.Kernel.Types.GH_Integer 360 The result of the Multiplication e2ace45a-e425-4817-8f57-8b51247eae52 Result R false 0 601 354 17 40 609.5 374 a0d62394-a118-422d-abb3-6af115c75b25 Addition Mathematical addition 96d2c0df-84b7-451c-a096-49fabefb3e3c Addition A+B 635 380 65 44 666 402 2 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 First item for addition 958d5107-37b0-4a10-8262-404ab9013b99 false A A true e2ace45a-e425-4817-8f57-8b51247eae52 1 637 382 14 20 645.5 392 Second item for addition 4a89c63b-b675-459d-84e7-0f5211d909e6 false B B true fbe18cff-bae3-4362-b249-732715fc61d5 1 637 402 14 20 645.5 412 Result of addition 35ce436d-ef9b-4ef1-9ac4-afe798e6db45 Result R false 0 681 382 17 40 689.5 402 fbac3e32-f100-4292-8692-77240a42fd1a Point Contains a collection of three-dimensional points true 59f4275b-3c35-49a2-b491-378f3919035c Point Pt false a85c2fd4-b89e-425a-a588-fc7a1d00f35a 1 150 173 50 20 175.8278 183.1765 1 1000 {0} 0.5 0.5 0 0.5 1.5 0 0.5 2.5 0 0.5 3.5 0 0.5 4.5 0 0.5 5.5 0 0.5 6.5 0 0.5 7.5 0 0.5 8.5 0 0.5 9.5 0 0.5 10.5 0 0.5 11.5 0 0.5 12.5 0 0.5 13.5 0 0.5 14.5 0 0.5 15.5 0 0.5 16.5 0 0.5 17.5 0 0.5 18.5 0 0.5 19.5 0 1.5 0.5 0 1.5 1.5 0 1.5 2.5 0 1.5 3.5 0 1.5 4.5 0 1.5 5.5 0 1.5 6.5 0 1.5 7.5 0 1.5 8.5 0 1.5 9.5 0 1.5 10.5 0 1.5 11.5 0 1.5 12.5 0 1.5 13.5 0 1.5 14.5 0 1.5 15.5 0 1.5 16.5 0 1.5 17.5 0 1.5 18.5 0 1.5 19.5 0 2.5 0.5 0 2.5 1.5 0 2.5 2.5 0 2.5 3.5 0 2.5 4.5 0 2.5 5.5 0 2.5 6.5 0 2.5 7.5 0 2.5 8.5 0 2.5 9.5 0 2.5 10.5 0 2.5 11.5 0 2.5 12.5 0 2.5 13.5 0 2.5 14.5 0 2.5 15.5 0 2.5 16.5 0 2.5 17.5 0 2.5 18.5 0 2.5 19.5 0 3.5 0.5 0 3.5 1.5 0 3.5 2.5 0 3.5 3.5 0 3.5 4.5 0 3.5 5.5 0 3.5 6.5 0 3.5 7.5 0 3.5 8.5 0 3.5 9.5 0 3.5 10.5 0 3.5 11.5 0 3.5 12.5 0 3.5 13.5 0 3.5 14.5 0 3.5 15.5 0 3.5 16.5 0 3.5 17.5 0 3.5 18.5 0 3.5 19.5 0 4.5 0.5 0 4.5 1.5 0 4.5 2.5 0 4.5 3.5 0 4.5 4.5 0 4.5 5.5 0 4.5 6.5 0 4.5 7.5 0 4.5 8.5 0 4.5 9.5 0 4.5 10.5 0 4.5 11.5 0 4.5 12.5 0 4.5 13.5 0 4.5 14.5 0 4.5 15.5 0 4.5 16.5 0 4.5 17.5 0 4.5 18.5 0 4.5 19.5 0 5.5 0.5 0 5.5 1.5 0 5.5 2.5 0 5.5 3.5 0 5.5 4.5 0 5.5 5.5 0 5.5 6.5 0 5.5 7.5 0 5.5 8.5 0 5.5 9.5 0 5.5 10.5 0 5.5 11.5 0 5.5 12.5 0 5.5 13.5 0 5.5 14.5 0 5.5 15.5 0 5.5 16.5 0 5.5 17.5 0 5.5 18.5 0 5.5 19.5 0 6.5 0.5 0 6.5 1.5 0 6.5 2.5 0 6.5 3.5 0 6.5 4.5 0 6.5 5.5 0 6.5 6.5 0 6.5 7.5 0 6.5 8.5 0 6.5 9.5 0 6.5 10.5 0 6.5 11.5 0 6.5 12.5 0 6.5 13.5 0 6.5 14.5 0 6.5 15.5 0 6.5 16.5 0 6.5 17.5 0 6.5 18.5 0 6.5 19.5 0 7.5 0.5 0 7.5 1.5 0 7.5 2.5 0 7.5 3.5 0 7.5 4.5 0 7.5 5.5 0 7.5 6.5 0 7.5 7.5 0 7.5 8.5 0 7.5 9.5 0 7.5 10.5 0 7.5 11.5 0 7.5 12.5 0 7.5 13.5 0 7.5 14.5 0 7.5 15.5 0 7.5 16.5 0 7.5 17.5 0 7.5 18.5 0 7.5 19.5 0 8.5 0.5 0 8.5 1.5 0 8.5 2.5 0 8.5 3.5 0 8.5 4.5 0 8.5 5.5 0 8.5 6.5 0 8.5 7.5 0 8.5 8.5 0 8.5 9.5 0 8.5 10.5 0 8.5 11.5 0 8.5 12.5 0 8.5 13.5 0 8.5 14.5 0 8.5 15.5 0 8.5 16.5 0 8.5 17.5 0 8.5 18.5 0 8.5 19.5 0 9.5 0.5 0 9.5 1.5 0 9.5 2.5 0 9.5 3.5 0 9.5 4.5 0 9.5 5.5 0 9.5 6.5 0 9.5 7.5 0 9.5 8.5 0 9.5 9.5 0 9.5 10.5 0 9.5 11.5 0 9.5 12.5 0 9.5 13.5 0 9.5 14.5 0 9.5 15.5 0 9.5 16.5 0 9.5 17.5 0 9.5 18.5 0 9.5 19.5 0 10.5 0.5 0 10.5 1.5 0 10.5 2.5 0 10.5 3.5 0 10.5 4.5 0 10.5 5.5 0 10.5 6.5 0 10.5 7.5 0 10.5 8.5 0 10.5 9.5 0 10.5 10.5 0 10.5 11.5 0 10.5 12.5 0 10.5 13.5 0 10.5 14.5 0 10.5 15.5 0 10.5 16.5 0 10.5 17.5 0 10.5 18.5 0 10.5 19.5 0 11.5 0.5 0 11.5 1.5 0 11.5 2.5 0 11.5 3.5 0 11.5 4.5 0 11.5 5.5 0 11.5 6.5 0 11.5 7.5 0 11.5 8.5 0 11.5 9.5 0 11.5 10.5 0 11.5 11.5 0 11.5 12.5 0 11.5 13.5 0 11.5 14.5 0 11.5 15.5 0 11.5 16.5 0 11.5 17.5 0 11.5 18.5 0 11.5 19.5 0 12.5 0.5 0 12.5 1.5 0 12.5 2.5 0 12.5 3.5 0 12.5 4.5 0 12.5 5.5 0 12.5 6.5 0 12.5 7.5 0 12.5 8.5 0 12.5 9.5 0 12.5 10.5 0 12.5 11.5 0 12.5 12.5 0 12.5 13.5 0 12.5 14.5 0 12.5 15.5 0 12.5 16.5 0 12.5 17.5 0 12.5 18.5 0 12.5 19.5 0 13.5 0.5 0 13.5 1.5 0 13.5 2.5 0 13.5 3.5 0 13.5 4.5 0 13.5 5.5 0 13.5 6.5 0 13.5 7.5 0 13.5 8.5 0 13.5 9.5 0 13.5 10.5 0 13.5 11.5 0 13.5 12.5 0 13.5 13.5 0 13.5 14.5 0 13.5 15.5 0 13.5 16.5 0 13.5 17.5 0 13.5 18.5 0 13.5 19.5 0 14.5 0.5 0 14.5 1.5 0 14.5 2.5 0 14.5 3.5 0 14.5 4.5 0 14.5 5.5 0 14.5 6.5 0 14.5 7.5 0 14.5 8.5 0 14.5 9.5 0 14.5 10.5 0 14.5 11.5 0 14.5 12.5 0 14.5 13.5 0 14.5 14.5 0 14.5 15.5 0 14.5 16.5 0 14.5 17.5 0 14.5 18.5 0 14.5 19.5 0 15.5 0.5 0 15.5 1.5 0 15.5 2.5 0 15.5 3.5 0 15.5 4.5 0 15.5 5.5 0 15.5 6.5 0 15.5 7.5 0 15.5 8.5 0 15.5 9.5 0 15.5 10.5 0 15.5 11.5 0 15.5 12.5 0 15.5 13.5 0 15.5 14.5 0 15.5 15.5 0 15.5 16.5 0 15.5 17.5 0 15.5 18.5 0 15.5 19.5 0 16.5 0.5 0 16.5 1.5 0 16.5 2.5 0 16.5 3.5 0 16.5 4.5 0 16.5 5.5 0 16.5 6.5 0 16.5 7.5 0 16.5 8.5 0 16.5 9.5 0 16.5 10.5 0 16.5 11.5 0 16.5 12.5 0 16.5 13.5 0 16.5 14.5 0 16.5 15.5 0 16.5 16.5 0 16.5 17.5 0 16.5 18.5 0 16.5 19.5 0 17.5 0.5 0 17.5 1.5 0 17.5 2.5 0 17.5 3.5 0 17.5 4.5 0 17.5 5.5 0 17.5 6.5 0 17.5 7.5 0 17.5 8.5 0 17.5 9.5 0 17.5 10.5 0 17.5 11.5 0 17.5 12.5 0 17.5 13.5 0 17.5 14.5 0 17.5 15.5 0 17.5 16.5 0 17.5 17.5 0 17.5 18.5 0 17.5 19.5 0 18.5 0.5 0 18.5 1.5 0 18.5 2.5 0 18.5 3.5 0 18.5 4.5 0 18.5 5.5 0 18.5 6.5 0 18.5 7.5 0 18.5 8.5 0 18.5 9.5 0 18.5 10.5 0 18.5 11.5 0 18.5 12.5 0 18.5 13.5 0 18.5 14.5 0 18.5 15.5 0 18.5 16.5 0 18.5 17.5 0 18.5 18.5 0 18.5 19.5 0 19.5 0.5 0 19.5 1.5 0 19.5 2.5 0 19.5 3.5 0 19.5 4.5 0 19.5 5.5 0 19.5 6.5 0 19.5 7.5 0 19.5 8.5 0 19.5 9.5 0 19.5 10.5 0 19.5 11.5 0 19.5 12.5 0 19.5 13.5 0 19.5 14.5 0 19.5 15.5 0 19.5 16.5 0 19.5 17.5 0 19.5 18.5 0 19.5 19.5 0 20.5 0.5 0 20.5 1.5 0 20.5 2.5 0 20.5 3.5 0 20.5 4.5 0 20.5 5.5 0 20.5 6.5 0 20.5 7.5 0 20.5 8.5 0 20.5 9.5 0 20.5 10.5 0 20.5 11.5 0 20.5 12.5 0 20.5 13.5 0 20.5 14.5 0 20.5 15.5 0 20.5 16.5 0 20.5 17.5 0 20.5 18.5 0 20.5 19.5 0 21.5 0.5 0 21.5 1.5 0 21.5 2.5 0 21.5 3.5 0 21.5 4.5 0 21.5 5.5 0 21.5 6.5 0 21.5 7.5 0 21.5 8.5 0 21.5 9.5 0 21.5 10.5 0 21.5 11.5 0 21.5 12.5 0 21.5 13.5 0 21.5 14.5 0 21.5 15.5 0 21.5 16.5 0 21.5 17.5 0 21.5 18.5 0 21.5 19.5 0 22.5 0.5 0 22.5 1.5 0 22.5 2.5 0 22.5 3.5 0 22.5 4.5 0 22.5 5.5 0 22.5 6.5 0 22.5 7.5 0 22.5 8.5 0 22.5 9.5 0 22.5 10.5 0 22.5 11.5 0 22.5 12.5 0 22.5 13.5 0 22.5 14.5 0 22.5 15.5 0 22.5 16.5 0 22.5 17.5 0 22.5 18.5 0 22.5 19.5 0 23.5 0.5 0 23.5 1.5 0 23.5 2.5 0 23.5 3.5 0 23.5 4.5 0 23.5 5.5 0 23.5 6.5 0 23.5 7.5 0 23.5 8.5 0 23.5 9.5 0 23.5 10.5 0 23.5 11.5 0 23.5 12.5 0 23.5 13.5 0 23.5 14.5 0 23.5 15.5 0 23.5 16.5 0 23.5 17.5 0 23.5 18.5 0 23.5 19.5 0 24.5 0.5 0 24.5 1.5 0 24.5 2.5 0 24.5 3.5 0 24.5 4.5 0 24.5 5.5 0 24.5 6.5 0 24.5 7.5 0 24.5 8.5 0 24.5 9.5 0 24.5 10.5 0 24.5 11.5 0 24.5 12.5 0 24.5 13.5 0 24.5 14.5 0 24.5 15.5 0 24.5 16.5 0 24.5 17.5 0 24.5 18.5 0 24.5 19.5 0 25.5 0.5 0 25.5 1.5 0 25.5 2.5 0 25.5 3.5 0 25.5 4.5 0 25.5 5.5 0 25.5 6.5 0 25.5 7.5 0 25.5 8.5 0 25.5 9.5 0 25.5 10.5 0 25.5 11.5 0 25.5 12.5 0 25.5 13.5 0 25.5 14.5 0 25.5 15.5 0 25.5 16.5 0 25.5 17.5 0 25.5 18.5 0 25.5 19.5 0 26.5 0.5 0 26.5 1.5 0 26.5 2.5 0 26.5 3.5 0 26.5 4.5 0 26.5 5.5 0 26.5 6.5 0 26.5 7.5 0 26.5 8.5 0 26.5 9.5 0 26.5 10.5 0 26.5 11.5 0 26.5 12.5 0 26.5 13.5 0 26.5 14.5 0 26.5 15.5 0 26.5 16.5 0 26.5 17.5 0 26.5 18.5 0 26.5 19.5 0 27.5 0.5 0 27.5 1.5 0 27.5 2.5 0 27.5 3.5 0 27.5 4.5 0 27.5 5.5 0 27.5 6.5 0 27.5 7.5 0 27.5 8.5 0 27.5 9.5 0 27.5 10.5 0 27.5 11.5 0 27.5 12.5 0 27.5 13.5 0 27.5 14.5 0 27.5 15.5 0 27.5 16.5 0 27.5 17.5 0 27.5 18.5 0 27.5 19.5 0 28.5 0.5 0 28.5 1.5 0 28.5 2.5 0 28.5 3.5 0 28.5 4.5 0 28.5 5.5 0 28.5 6.5 0 28.5 7.5 0 28.5 8.5 0 28.5 9.5 0 28.5 10.5 0 28.5 11.5 0 28.5 12.5 0 28.5 13.5 0 28.5 14.5 0 28.5 15.5 0 28.5 16.5 0 28.5 17.5 0 28.5 18.5 0 28.5 19.5 0 29.5 0.5 0 29.5 1.5 0 29.5 2.5 0 29.5 3.5 0 29.5 4.5 0 29.5 5.5 0 29.5 6.5 0 29.5 7.5 0 29.5 8.5 0 29.5 9.5 0 29.5 10.5 0 29.5 11.5 0 29.5 12.5 0 29.5 13.5 0 29.5 14.5 0 29.5 15.5 0 29.5 16.5 0 29.5 17.5 0 29.5 18.5 0 29.5 19.5 0 30.5 0.5 0 30.5 1.5 0 30.5 2.5 0 30.5 3.5 0 30.5 4.5 0 30.5 5.5 0 30.5 6.5 0 30.5 7.5 0 30.5 8.5 0 30.5 9.5 0 30.5 10.5 0 30.5 11.5 0 30.5 12.5 0 30.5 13.5 0 30.5 14.5 0 30.5 15.5 0 30.5 16.5 0 30.5 17.5 0 30.5 18.5 0 30.5 19.5 0 31.5 0.5 0 31.5 1.5 0 31.5 2.5 0 31.5 3.5 0 31.5 4.5 0 31.5 5.5 0 31.5 6.5 0 31.5 7.5 0 31.5 8.5 0 31.5 9.5 0 31.5 10.5 0 31.5 11.5 0 31.5 12.5 0 31.5 13.5 0 31.5 14.5 0 31.5 15.5 0 31.5 16.5 0 31.5 17.5 0 31.5 18.5 0 31.5 19.5 0 32.5 0.5 0 32.5 1.5 0 32.5 2.5 0 32.5 3.5 0 32.5 4.5 0 32.5 5.5 0 32.5 6.5 0 32.5 7.5 0 32.5 8.5 0 32.5 9.5 0 32.5 10.5 0 32.5 11.5 0 32.5 12.5 0 32.5 13.5 0 32.5 14.5 0 32.5 15.5 0 32.5 16.5 0 32.5 17.5 0 32.5 18.5 0 32.5 19.5 0 33.5 0.5 0 33.5 1.5 0 33.5 2.5 0 33.5 3.5 0 33.5 4.5 0 33.5 5.5 0 33.5 6.5 0 33.5 7.5 0 33.5 8.5 0 33.5 9.5 0 33.5 10.5 0 33.5 11.5 0 33.5 12.5 0 33.5 13.5 0 33.5 14.5 0 33.5 15.5 0 33.5 16.5 0 33.5 17.5 0 33.5 18.5 0 33.5 19.5 0 34.5 0.5 0 34.5 1.5 0 34.5 2.5 0 34.5 3.5 0 34.5 4.5 0 34.5 5.5 0 34.5 6.5 0 34.5 7.5 0 34.5 8.5 0 34.5 9.5 0 34.5 10.5 0 34.5 11.5 0 34.5 12.5 0 34.5 13.5 0 34.5 14.5 0 34.5 15.5 0 34.5 16.5 0 34.5 17.5 0 34.5 18.5 0 34.5 19.5 0 35.5 0.5 0 35.5 1.5 0 35.5 2.5 0 35.5 3.5 0 35.5 4.5 0 35.5 5.5 0 35.5 6.5 0 35.5 7.5 0 35.5 8.5 0 35.5 9.5 0 35.5 10.5 0 35.5 11.5 0 35.5 12.5 0 35.5 13.5 0 35.5 14.5 0 35.5 15.5 0 35.5 16.5 0 35.5 17.5 0 35.5 18.5 0 35.5 19.5 0 36.5 0.5 0 36.5 1.5 0 36.5 2.5 0 36.5 3.5 0 36.5 4.5 0 36.5 5.5 0 36.5 6.5 0 36.5 7.5 0 36.5 8.5 0 36.5 9.5 0 36.5 10.5 0 36.5 11.5 0 36.5 12.5 0 36.5 13.5 0 36.5 14.5 0 36.5 15.5 0 36.5 16.5 0 36.5 17.5 0 36.5 18.5 0 36.5 19.5 0 37.5 0.5 0 37.5 1.5 0 37.5 2.5 0 37.5 3.5 0 37.5 4.5 0 37.5 5.5 0 37.5 6.5 0 37.5 7.5 0 37.5 8.5 0 37.5 9.5 0 37.5 10.5 0 37.5 11.5 0 37.5 12.5 0 37.5 13.5 0 37.5 14.5 0 37.5 15.5 0 37.5 16.5 0 37.5 17.5 0 37.5 18.5 0 37.5 19.5 0 38.5 0.5 0 38.5 1.5 0 38.5 2.5 0 38.5 3.5 0 38.5 4.5 0 38.5 5.5 0 38.5 6.5 0 38.5 7.5 0 38.5 8.5 0 38.5 9.5 0 38.5 10.5 0 38.5 11.5 0 38.5 12.5 0 38.5 13.5 0 38.5 14.5 0 38.5 15.5 0 38.5 16.5 0 38.5 17.5 0 38.5 18.5 0 38.5 19.5 0 39.5 0.5 0 39.5 1.5 0 39.5 2.5 0 39.5 3.5 0 39.5 4.5 0 39.5 5.5 0 39.5 6.5 0 39.5 7.5 0 39.5 8.5 0 39.5 9.5 0 39.5 10.5 0 39.5 11.5 0 39.5 12.5 0 39.5 13.5 0 39.5 14.5 0 39.5 15.5 0 39.5 16.5 0 39.5 17.5 0 39.5 18.5 0 39.5 19.5 0 40.5 0.5 0 40.5 1.5 0 40.5 2.5 0 40.5 3.5 0 40.5 4.5 0 40.5 5.5 0 40.5 6.5 0 40.5 7.5 0 40.5 8.5 0 40.5 9.5 0 40.5 10.5 0 40.5 11.5 0 40.5 12.5 0 40.5 13.5 0 40.5 14.5 0 40.5 15.5 0 40.5 16.5 0 40.5 17.5 0 40.5 18.5 0 40.5 19.5 0 41.5 0.5 0 41.5 1.5 0 41.5 2.5 0 41.5 3.5 0 41.5 4.5 0 41.5 5.5 0 41.5 6.5 0 41.5 7.5 0 41.5 8.5 0 41.5 9.5 0 41.5 10.5 0 41.5 11.5 0 41.5 12.5 0 41.5 13.5 0 41.5 14.5 0 41.5 15.5 0 41.5 16.5 0 41.5 17.5 0 41.5 18.5 0 41.5 19.5 0 42.5 0.5 0 42.5 1.5 0 42.5 2.5 0 42.5 3.5 0 42.5 4.5 0 42.5 5.5 0 42.5 6.5 0 42.5 7.5 0 42.5 8.5 0 42.5 9.5 0 42.5 10.5 0 42.5 11.5 0 42.5 12.5 0 42.5 13.5 0 42.5 14.5 0 42.5 15.5 0 42.5 16.5 0 42.5 17.5 0 42.5 18.5 0 42.5 19.5 0 43.5 0.5 0 43.5 1.5 0 43.5 2.5 0 43.5 3.5 0 43.5 4.5 0 43.5 5.5 0 43.5 6.5 0 43.5 7.5 0 43.5 8.5 0 43.5 9.5 0 43.5 10.5 0 43.5 11.5 0 43.5 12.5 0 43.5 13.5 0 43.5 14.5 0 43.5 15.5 0 43.5 16.5 0 43.5 17.5 0 43.5 18.5 0 43.5 19.5 0 44.5 0.5 0 44.5 1.5 0 44.5 2.5 0 44.5 3.5 0 44.5 4.5 0 44.5 5.5 0 44.5 6.5 0 44.5 7.5 0 44.5 8.5 0 44.5 9.5 0 44.5 10.5 0 44.5 11.5 0 44.5 12.5 0 44.5 13.5 0 44.5 14.5 0 44.5 15.5 0 44.5 16.5 0 44.5 17.5 0 44.5 18.5 0 44.5 19.5 0 45.5 0.5 0 45.5 1.5 0 45.5 2.5 0 45.5 3.5 0 45.5 4.5 0 45.5 5.5 0 45.5 6.5 0 45.5 7.5 0 45.5 8.5 0 45.5 9.5 0 45.5 10.5 0 45.5 11.5 0 45.5 12.5 0 45.5 13.5 0 45.5 14.5 0 45.5 15.5 0 45.5 16.5 0 45.5 17.5 0 45.5 18.5 0 45.5 19.5 0 46.5 0.5 0 46.5 1.5 0 46.5 2.5 0 46.5 3.5 0 46.5 4.5 0 46.5 5.5 0 46.5 6.5 0 46.5 7.5 0 46.5 8.5 0 46.5 9.5 0 46.5 10.5 0 46.5 11.5 0 46.5 12.5 0 46.5 13.5 0 46.5 14.5 0 46.5 15.5 0 46.5 16.5 0 46.5 17.5 0 46.5 18.5 0 46.5 19.5 0 47.5 0.5 0 47.5 1.5 0 47.5 2.5 0 47.5 3.5 0 47.5 4.5 0 47.5 5.5 0 47.5 6.5 0 47.5 7.5 0 47.5 8.5 0 47.5 9.5 0 47.5 10.5 0 47.5 11.5 0 47.5 12.5 0 47.5 13.5 0 47.5 14.5 0 47.5 15.5 0 47.5 16.5 0 47.5 17.5 0 47.5 18.5 0 47.5 19.5 0 48.5 0.5 0 48.5 1.5 0 48.5 2.5 0 48.5 3.5 0 48.5 4.5 0 48.5 5.5 0 48.5 6.5 0 48.5 7.5 0 48.5 8.5 0 48.5 9.5 0 48.5 10.5 0 48.5 11.5 0 48.5 12.5 0 48.5 13.5 0 48.5 14.5 0 48.5 15.5 0 48.5 16.5 0 48.5 17.5 0 48.5 18.5 0 48.5 19.5 0 49.5 0.5 0 49.5 1.5 0 49.5 2.5 0 49.5 3.5 0 49.5 4.5 0 49.5 5.5 0 49.5 6.5 0 49.5 7.5 0 49.5 8.5 0 49.5 9.5 0 49.5 10.5 0 49.5 11.5 0 49.5 12.5 0 49.5 13.5 0 49.5 14.5 0 49.5 15.5 0 49.5 16.5 0 49.5 17.5 0 49.5 18.5 0 49.5 19.5 0 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