diff --git a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX b/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX index caf33736..d8ba3fbc 100644 --- a/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX +++ b/◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯ⵙ◯ᗩIᗝI⚭◯⚪◯⚭IᗝIᗩ◯/◯✤ᴥᗩ◯ⵙ◯ᗩᴥ✤◯/◯ᗱᗴᴥᗩᗯ✤⏀Ⓞᔓᔕ◯ⵙ◯ᔓᔕⓄ⏀✤ᗯᗩᴥᗱᗴ◯/◯ᗝⵈ◯ⵙ◯ⵈᗝ◯/◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯ⵙ◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯⚪◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯/◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯ⵙ◯ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ◯⚪◯ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ◯/XHG..⠀⠀⠀⠀ⵙᗱᗴⵙᴥⵙᗱᗴⵙ옷ⵙߦⵙᔓᔕⵙ◯ⵙ✤ⵙᴥⵙᗩⵙ옷ⵙᑐᑕⵙ◯ⵙ人ⵙᑐᑕⵙИNⵙᗱᗴⵙᑎⵙ¤ⵙᗱᗴⵙᴥⵙꗳⵙ◯ⵙᴥⵙᗩⵙᙁⵙᗩⵙᑐᑕⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙᑐᑕⵙᗩⵙᙁⵙᗩⵙᴥⵙ◯ⵙꗳⵙᴥⵙᗱᗴⵙ¤ⵙᑎⵙᗱᗴⵙИNⵙᑐᑕⵙ人ⵙ◯ⵙᑐᑕⵙ옷ⵙᗩⵙᴥⵙ✤ⵙ◯ⵙᔓᔕⵙߦⵙ옷ⵙᗱᗴⵙᴥⵙᗱᗴⵙ⠀⠀⠀⠀..GHX @@ -48,10 +48,10 @@ - -3615 - -2483 + -7127 + -4024 - 0.8293195 + 1 @@ -205,9 +205,9 @@ - 1045 + 1056 - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 @@ -255,7 +255,7 @@ 10160 2628 - 198 + 284 20 @@ -297,9 +297,9 @@ - 1934 + 1940 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- 9 + 6 20 - 966 + 969 524 @@ -1046,13 +1046,13 @@ - 999 + 996 494 - 9 + 6 40 - 1005 + 999 514 @@ -1080,9 +1080,9 @@ - 958 + 964 420 - 52 + 40 44 @@ -1105,13 +1105,13 @@ - 960 + 966 422 - 9 + 6 20 - 966 + 969 432 @@ -1132,13 +1132,13 @@ - 960 + 966 442 - 9 + 6 20 - 966 + 969 452 @@ -1158,13 +1158,13 @@ - 999 + 996 422 - 9 + 6 40 - 1005 + 999 442 @@ -1192,9 +1192,9 @@ - 958 + 964 348 - 52 + 40 44 @@ -1226,13 +1226,13 @@ - 960 + 966 350 - 9 + 6 20 - 966 + 969 360 @@ -1253,13 +1253,13 @@ - 960 + 966 370 - 9 + 6 20 - 966 + 969 380 @@ -1279,13 +1279,13 @@ - 999 + 996 350 - 9 + 6 40 - 1005 + 999 370 @@ -1372,9 +1372,9 @@ - 1874 + 1880 480 - 40 + 34 64 @@ -1398,13 +1398,13 @@ - 1876 + 1882 482 - 9 + 6 20 - 1882 + 1885 492 @@ -1425,13 +1425,13 @@ - 1876 + 1882 502 - 9 + 6 20 - 1882 + 1885 512 @@ -1451,13 +1451,13 @@ - 1876 + 1882 522 - 9 + 6 20 - 1882 + 1885 532 @@ -1509,9 +1509,9 @@ - 958 + 964 464 - 52 + 40 28 @@ -1535,13 +1535,13 @@ - 960 + 966 466 - 9 + 6 24 - 966 + 969 478 @@ -1562,13 +1562,13 @@ - 999 + 996 466 - 9 + 6 24 - 1005 + 999 478 @@ -1596,9 +1596,9 @@ - 1323 + 1329 315 - 52 + 40 28 @@ -1621,13 +1621,13 @@ - 1325 + 1331 317 - 9 + 6 24 - 1331 + 1334 329 @@ -1647,13 +1647,13 @@ - 1364 + 1361 317 - 9 + 6 24 - 1370 + 1364 329 @@ -1683,9 +1683,9 @@ - 958 + 964 392 - 52 + 40 28 @@ -1709,13 +1709,13 @@ - 960 + 966 394 - 9 + 6 24 - 966 + 969 406 @@ -1736,13 +1736,13 @@ - 999 + 996 394 - 9 + 6 24 - 1005 + 999 406 @@ -1772,9 +1772,9 @@ - 958 + 964 320 - 52 + 40 28 @@ -1798,13 +1798,13 @@ - 960 + 966 322 - 9 + 6 24 - 966 + 969 334 @@ -1825,13 +1825,13 @@ - 999 + 996 322 - 9 + 6 24 - 1005 + 999 334 @@ -1859,9 +1859,9 @@ - 1260 + 1266 307 - 52 + 40 44 @@ -1884,13 +1884,13 @@ - 1262 + 1268 309 - 9 + 6 20 - 1268 + 1271 319 @@ -1932,13 +1932,13 @@ - 1262 + 1268 329 - 9 + 6 20 - 1268 + 1271 339 @@ -1958,13 +1958,13 @@ - 1301 + 1298 309 - 9 + 6 40 - 1307 + 1301 329 @@ -2098,9 +2098,9 @@ - 1323 + 1329 271 - 52 + 40 44 @@ -2123,13 +2123,13 @@ - 1325 + 1331 273 - 9 + 6 20 - 1331 + 1334 283 @@ -2150,13 +2150,13 @@ - 1325 + 1331 293 - 9 + 6 20 - 1331 + 1334 303 @@ -2176,13 +2176,13 @@ - 1364 + 1361 273 - 9 + 6 40 - 1370 + 1364 293 @@ -2212,9 +2212,9 @@ - 1805 + 1811 338 - 52 + 40 124 @@ -2237,13 +2237,13 @@ - 1807 + 1813 340 - 9 + 6 20 - 1813 + 1816 350 @@ -2264,13 +2264,13 @@ - 1807 + 1813 360 - 9 + 6 20 - 1813 + 1816 370 @@ -2310,13 +2310,13 @@ - 1807 + 1813 380 - 9 + 6 20 - 1813 + 1816 390 @@ -2357,13 +2357,13 @@ - 1807 + 1813 400 - 9 + 6 20 - 1813 + 1816 410 @@ -2404,13 +2404,13 @@ - 1807 + 1813 420 - 9 + 6 20 - 1813 + 1816 430 @@ -2450,13 +2450,13 @@ - 1807 + 1813 440 - 9 + 6 20 - 1813 + 1816 450 @@ -2496,13 +2496,13 @@ - 1846 + 1843 340 - 9 + 6 120 - 1852 + 1846 400 @@ -2531,9 +2531,9 @@ - 1742 + 1748 328 - 52 + 40 44 @@ -2555,13 +2555,13 @@ - 1744 + 1750 330 - 9 + 6 20 - 1750 + 1753 340 @@ -2607,13 +2607,13 @@ - 1744 + 1750 350 - 9 + 6 20 - 1750 + 1753 360 @@ -2633,13 +2633,13 @@ - 1783 + 1780 330 - 9 + 6 40 - 1789 + 1783 350 @@ -2668,9 +2668,9 @@ - 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+ 1608 879 - 9 + 6 20 - 1608 + 1611 889 @@ -3274,13 +3274,13 @@ - 1602 + 1608 899 - 9 + 6 20 - 1608 + 1611 909 @@ -3321,13 +3321,13 @@ - 1641 + 1638 879 - 9 + 6 40 - 1647 + 1641 899 @@ -3514,9 +3514,9 @@ - 467 + 473 464 - 82 + 70 44 @@ -3538,13 +3538,13 @@ - 469 + 475 466 - 14 + 11 20 - 477.5 + 480.5 476 @@ -3586,13 +3586,13 @@ - 469 + 475 486 - 14 + 11 20 - 477.5 + 480.5 496 @@ -3612,13 +3612,13 @@ - 513 + 510 466 - 34 + 31 40 - 531.5 + 525.5 486 @@ -3650,7 +3650,7 @@ 359 566 - 198 + 279 20 @@ -3695,7 +3695,7 @@ 343 433 - 198 + 289 20 @@ -3789,9 +3789,9 @@ - 363 + 369 499 - 100 + 88 28 @@ -3814,13 +3814,13 @@ - 365 + 371 501 - 32 + 29 24 - 382.5 + 385.5 513 @@ -3840,13 +3840,13 @@ - 427 + 424 501 - 34 + 31 24 - 445.5 + 439.5 513 @@ -4122,9 +4122,9 @@ - 1564 + 1570 94 - 124 + 112 44 @@ -4147,13 +4147,13 @@ - 1566 + 1572 96 - 56 + 53 20 - 1595.5 + 1598.5 106 @@ -4174,13 +4174,13 @@ - 1566 + 1572 116 - 56 + 53 20 - 1595.5 + 1598.5 126 @@ -4201,13 +4201,13 @@ - 1652 + 1649 96 - 34 + 31 40 - 1670.5 + 1664.5 116 @@ -4537,9 +4537,9 @@ - 1823 + 1829 -170 - 124 + 112 44 @@ -4562,13 +4562,13 @@ - 1825 + 1831 -168 - 56 + 53 20 - 1854.5 + 1857.5 -158 @@ -4589,13 +4589,13 @@ - 1825 + 1831 -148 - 56 + 53 20 - 1854.5 + 1857.5 -138 @@ -4616,13 +4616,13 @@ - 1911 + 1908 -168 - 34 + 31 40 - 1929.5 + 1923.5 -148 @@ -4704,9 +4704,9 @@ - 2930 + 2936 -154 - 82 + 70 44 @@ -4728,13 +4728,13 @@ - 2932 + 2938 -152 - 14 + 11 20 - 2940.5 + 2943.5 -142 @@ -4776,13 +4776,13 @@ - 2932 + 2938 -132 - 14 + 11 20 - 2940.5 + 2943.5 -122 @@ -4802,13 +4802,13 @@ - 2976 + 2973 -152 - 34 + 31 40 - 2994.5 + 2988.5 -132 @@ -4836,9 +4836,9 @@ - 2800 + 2806 -127 - 82 + 70 44 @@ -4861,13 +4861,13 @@ - 2802 + 2808 -125 - 14 + 11 20 - 2810.5 + 2813.5 -115 @@ -4887,13 +4887,13 @@ - 2802 + 2808 -105 - 14 + 11 20 - 2810.5 + 2813.5 -95 @@ -4934,13 +4934,13 @@ - 2846 + 2843 -125 - 34 + 31 40 - 2864.5 + 2858.5 -105 @@ -5057,9 +5057,9 @@ - 1623 + 1629 38 - 575 + 563 28 @@ -5090,13 +5090,13 @@ - 1625 + 1631 40 - 14 + 11 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-24812,13 +24812,13 @@ - 15600 + 15597 1223 - 27 + 24 60 - 15615 + 15609 1253 @@ -24852,7 +24852,7 @@ 14660 1314 - 389 + 470 20 @@ -24894,9 +24894,9 @@ - 15523 + 15529 1315 - 89 + 77 64 @@ -24929,13 +24929,13 @@ - 15525 + 15531 1317 - 28 + 25 20 - 15540.5 + 15543.5 1327 @@ -24977,13 +24977,13 @@ - 15525 + 15531 1337 - 28 + 25 20 - 15540.5 + 15543.5 1347 @@ -25006,13 +25006,13 @@ - 15525 + 15531 1357 - 28 + 25 20 - 15540.5 + 15543.5 1367 @@ -25034,13 +25034,13 @@ - 15583 + 15580 1317 - 27 + 24 60 - 15598 + 15592 1347 @@ -25074,7 +25074,7 @@ 14659 1288 - 360 + 441 20 @@ -25115,9 +25115,9 @@ - 16422 + 16428 1644 - 82 + 70 44 @@ -25149,13 +25149,13 @@ - 16424 + 16430 1646 - 14 + 11 20 - 16432.5 + 16435.5 1656 @@ -25176,13 +25176,13 @@ - 16424 + 16430 1666 - 14 + 11 20 - 16432.5 + 16435.5 1676 @@ -25223,13 +25223,13 @@ - 16468 + 16465 1646 - 34 + 31 40 - 16486.5 + 16480.5 1666 @@ -25259,9 +25259,9 @@ - 16259 + 16265 1781 - 82 + 70 44 @@ -25293,13 +25293,13 @@ - 16261 + 16267 1783 - 14 + 11 20 - 16269.5 + 16272.5 1793 @@ -25320,13 +25320,13 @@ - 16261 + 16267 1803 - 14 + 11 20 - 16269.5 + 16272.5 1813 @@ -25367,13 +25367,13 @@ - 16305 + 16302 1783 - 34 + 31 40 - 16323.5 + 16317.5 1803 @@ -25403,9 +25403,9 @@ - 16261 + 16267 1835 - 82 + 70 44 @@ -25437,13 +25437,13 @@ - 16263 + 16269 1837 - 14 + 11 20 - 16271.5 + 16274.5 1847 @@ -25464,13 +25464,13 @@ - 16263 + 16269 1857 - 14 + 11 20 - 16271.5 + 16274.5 1867 @@ -25511,13 +25511,13 @@ - 16307 + 16304 1837 - 34 + 31 40 - 16325.5 + 16319.5 1857 @@ -25547,9 +25547,9 @@ - 16368 + 16374 1791 - 82 + 70 44 @@ -25581,13 +25581,13 @@ - 16370 + 16376 1793 - 14 + 11 20 - 16378.5 + 16381.5 1803 @@ -25608,13 +25608,13 @@ - 16370 + 16376 1813 - 14 + 11 20 - 16378.5 + 16381.5 1823 @@ -25655,13 +25655,13 @@ - 16414 + 16411 1793 - 34 + 31 40 - 16432.5 + 16426.5 1813 @@ -25691,9 +25691,9 @@ - 16159 + 16165 1959 - 82 + 70 44 @@ -25725,13 +25725,13 @@ - 16161 + 16167 1961 - 14 + 11 20 - 16169.5 + 16172.5 1971 @@ -25752,13 +25752,13 @@ - 16161 + 16167 1981 - 14 + 11 20 - 16169.5 + 16172.5 1991 @@ -25800,13 +25800,13 @@ - 16205 + 16202 1961 - 34 + 31 40 - 16223.5 + 16217.5 1981 @@ -25836,9 +25836,9 @@ - 16155 + 16161 2017 - 82 + 70 44 @@ -25870,13 +25870,13 @@ - 16157 + 16163 2019 - 14 + 11 20 - 16165.5 + 16168.5 2029 @@ -25897,13 +25897,13 @@ - 16157 + 16163 2039 - 14 + 11 20 - 16165.5 + 16168.5 2049 @@ -25945,13 +25945,13 @@ - 16201 + 16198 2019 - 34 + 31 40 - 16219.5 + 16213.5 2039 @@ -25981,9 +25981,9 @@ - 16294 + 16300 1977 - 82 + 70 44 @@ -26015,13 +26015,13 @@ - 16296 + 16302 1979 - 14 + 11 20 - 16304.5 + 16307.5 1989 @@ -26042,13 +26042,13 @@ - 16296 + 16302 1999 - 14 + 11 20 - 16304.5 + 16307.5 2009 @@ -26068,13 +26068,13 @@ - 16340 + 16337 1979 - 34 + 31 40 - 16358.5 + 16352.5 1999 @@ -26104,9 +26104,9 @@ - 16524 + 16530 1955 - 82 + 70 44 @@ -26138,13 +26138,13 @@ - 16526 + 16532 1957 - 14 + 11 20 - 16534.5 + 16537.5 1967 @@ -26165,13 +26165,13 @@ - 16526 + 16532 1977 - 14 + 11 20 - 16534.5 + 16537.5 1987 @@ -26191,13 +26191,13 @@ - 16570 + 16567 1957 - 34 + 31 40 - 16588.5 + 16582.5 1977 @@ -26227,9 +26227,9 @@ - 16428 + 16434 1995 - 82 + 70 44 @@ -26252,13 +26252,13 @@ - 16430 + 16436 1997 - 14 + 11 20 - 16438.5 + 16441.5 2007 @@ -26278,13 +26278,13 @@ - 16430 + 16436 2017 - 14 + 11 20 - 16438.5 + 16441.5 2027 @@ -26325,13 +26325,13 @@ - 16474 + 16471 1997 - 34 + 31 40 - 16492.5 + 16486.5 2017 @@ -26512,9 +26512,9 @@ Right-click the component for more options. - 18286 + 18292 1474 - 203 + 191 164 @@ -26538,13 +26538,13 @@ Right-click the component for more options. - 18288 + 18294 1476 - 85 + 82 20 - 18332 + 18335 1486 @@ -26565,13 +26565,13 @@ Right-click the component for more options. - 18288 + 18294 1496 - 85 + 82 20 - 18332 + 18335 1506 @@ -26615,13 +26615,13 @@ See manual for supported attributes. - 18288 + 18294 1516 - 85 + 82 20 - 18332 + 18335 1526 @@ -26641,13 +26641,13 @@ See manual for supported attributes. - 18288 + 18294 1536 - 85 + 82 20 - 18332 + 18335 1546 @@ -26689,13 +26689,13 @@ See manual for supported attributes. - 18288 + 18294 1556 - 85 + 82 20 - 18332 + 18335 1566 @@ -26735,13 +26735,13 @@ See manual for supported attributes. - 18288 + 18294 1576 - 85 + 82 20 - 18332 + 18335 1586 @@ -26782,13 +26782,13 @@ See manual for supported attributes. - 18288 + 18294 1596 - 85 + 82 20 - 18332 + 18335 1606 @@ -26830,13 +26830,13 @@ See manual for supported attributes. - 18288 + 18294 1616 - 85 + 82 20 - 18332 + 18335 1626 @@ -26876,13 +26876,13 @@ See manual for supported attributes. - 18403 + 18400 1476 - 84 + 81 80 - 18446.5 + 18440.5 1516 @@ -26902,13 +26902,13 @@ See manual for supported attributes. - 18403 + 18400 1556 - 84 + 81 80 - 18446.5 + 18440.5 1596 @@ -26938,9 +26938,9 @@ See manual for supported attributes. - 18271 + 18277 1346 - 193 + 181 104 @@ -26963,13 +26963,13 @@ See manual for supported attributes. - 18273 + 18279 1348 - 97 + 94 20 - 18323 + 18326 1358 @@ -27011,13 +27011,13 @@ See manual for supported attributes. - 18273 + 18279 1368 - 97 + 94 20 - 18323 + 18326 1378 @@ -27037,13 +27037,13 @@ See manual for supported attributes. - 18273 + 18279 1388 - 97 + 94 20 - 18323 + 18326 1398 @@ -27085,13 +27085,13 @@ See manual for supported attributes. - 18273 + 18279 1408 - 97 + 94 20 - 18323 + 18326 1418 @@ -27117,13 +27117,13 @@ ignored. - 18273 + 18279 1428 - 97 + 94 20 - 18323 + 18326 1438 @@ -27143,13 +27143,13 @@ ignored. - 18400 + 18397 1348 - 62 + 59 100 - 18432.5 + 18426.5 1398 @@ -27179,9 +27179,9 @@ ignored. - 14798 + 14804 685 - 180 + 168 224 @@ -27204,13 +27204,13 @@ ignored. - 14800 + 14806 687 - 83 + 80 20 - 14843 + 14846 697 @@ -27231,13 +27231,13 @@ ignored. - 14800 + 14806 707 - 83 + 80 20 - 14843 + 14846 717 @@ -27257,13 +27257,13 @@ ignored. - 14800 + 14806 727 - 83 + 80 20 - 14843 + 14846 737 @@ -27303,13 +27303,13 @@ ignored. - 14800 + 14806 747 - 83 + 80 20 - 14843 + 14846 757 @@ -27349,13 +27349,13 @@ ignored. - 14800 + 14806 767 - 83 + 80 20 - 14843 + 14846 777 @@ -27395,13 +27395,13 @@ ignored. - 14800 + 14806 787 - 83 + 80 20 - 14843 + 14846 797 @@ -27441,13 +27441,13 @@ ignored. - 14800 + 14806 807 - 83 + 80 20 - 14843 + 14846 817 @@ -27494,13 +27494,13 @@ ignored. - 14800 + 14806 827 - 83 + 80 20 - 14843 + 14846 837 @@ -27540,13 +27540,13 @@ ignored. - 14800 + 14806 847 - 83 + 80 20 - 14843 + 14846 857 @@ -27586,13 +27586,13 @@ ignored. - 14800 + 14806 867 - 83 + 80 20 - 14843 + 14846 877 @@ -27633,13 +27633,13 @@ ignored. - 14800 + 14806 887 - 83 + 80 20 - 14843 + 14846 897 @@ -27680,13 +27680,13 @@ ignored. - 14913 + 14910 687 - 63 + 60 44 - 14946 + 14940 709 @@ -27708,13 +27708,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14913 + 14910 731 - 63 + 60 44 - 14946 + 14940 753 @@ -27734,13 +27734,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14913 + 14910 775 - 63 + 60 44 - 14946 + 14940 797 @@ -27760,13 +27760,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14913 + 14910 819 - 63 + 60 44 - 14946 + 14940 841 @@ -27786,13 +27786,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14913 + 14910 863 - 63 + 60 44 - 14946 + 14940 885 @@ -27821,9 +27821,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14634 + 14640 779 - 98 + 86 28 @@ -27845,13 +27845,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14636 + 14642 781 - 33 + 30 24 - 14654 + 14657 793 @@ -27896,13 +27896,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14699 + 14696 781 - 31 + 28 24 - 14716 + 14710 793 @@ -27931,9 +27931,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14616 + 14622 636 - 106 + 94 28 @@ -27957,13 +27957,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14618 + 14624 638 - 41 + 38 24 - 14640 + 14643 650 @@ -27983,13 +27983,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14689 + 14686 638 - 31 + 28 24 - 14706 + 14700 650 @@ -28018,9 +28018,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15096 + 15102 726 - 138 + 126 44 @@ -28043,13 +28043,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15098 + 15104 728 - 51 + 48 20 - 15125 + 15128 738 @@ -28069,13 +28069,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15098 + 15104 748 - 51 + 48 20 - 15125 + 15128 758 @@ -28125,13 +28125,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15179 + 15176 728 - 53 + 50 20 - 15207 + 15201 738 @@ -28151,13 +28151,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15179 + 15176 748 - 53 + 50 20 - 15207 + 15201 758 @@ -28186,9 +28186,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14792 + 14798 574 - 106 + 94 28 @@ -28213,13 +28213,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14794 + 14800 576 - 41 + 38 24 - 14816 + 14819 588 @@ -28239,13 +28239,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14865 + 14862 576 - 31 + 28 24 - 14882 + 14876 588 @@ -28306,9 +28306,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15057 + 15063 577 - 101 + 89 44 @@ -28332,13 +28332,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15059 + 15065 579 - 36 + 33 20 - 15078.5 + 15081.5 589 @@ -28358,13 +28358,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15059 + 15065 599 - 36 + 33 20 - 15078.5 + 15081.5 609 @@ -28405,13 +28405,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15125 + 15122 579 - 31 + 28 40 - 15142 + 15136 599 @@ -28445,9 +28445,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 17982 + 17988 1678 - 100 + 88 44 @@ -28471,13 +28471,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 17984 + 17990 1680 - 42 + 39 20 - 18006.5 + 18009.5 1690 @@ -28498,13 +28498,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 17984 + 17990 1700 - 42 + 39 20 - 18006.5 + 18009.5 1710 @@ -28554,13 +28554,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18056 + 18053 1680 - 24 + 21 20 - 18069.5 + 18063.5 1690 @@ -28581,13 +28581,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18056 + 18053 1700 - 24 + 21 20 - 18069.5 + 18063.5 1710 @@ -28615,9 +28615,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18139 + 18145 1704 - 89 + 77 84 @@ -28640,13 +28640,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18141 + 18147 1706 - 24 + 21 80 - 18154.5 + 18157.5 1746 @@ -28666,13 +28666,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18195 + 18192 1706 - 31 + 28 20 - 18212 + 18206 1716 @@ -28692,13 +28692,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18195 + 18192 1726 - 31 + 28 20 - 18212 + 18206 1736 @@ -28718,13 +28718,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18195 + 18192 1746 - 31 + 28 20 - 18212 + 18206 1756 @@ -28744,13 +28744,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 18195 + 18192 1766 - 31 + 28 20 - 18212 + 18206 1776 @@ -28866,9 +28866,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14835 + 14841 986 - 101 + 89 44 @@ -28892,13 +28892,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14837 + 14843 988 - 36 + 33 20 - 14856.5 + 14859.5 998 @@ -28918,13 +28918,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14837 + 14843 1008 - 36 + 33 20 - 14856.5 + 14859.5 1018 @@ -28965,13 +28965,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 14903 + 14900 988 - 31 + 28 40 - 14920 + 14914 1008 @@ -29000,9 +29000,9 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15736 + 15742 890 - 193 + 181 104 @@ -29025,13 +29025,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15738 + 15744 892 - 97 + 94 20 - 15788 + 15791 902 @@ -29073,13 +29073,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15738 + 15744 912 - 97 + 94 20 - 15788 + 15791 922 @@ -29099,13 +29099,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15738 + 15744 932 - 97 + 94 20 - 15788 + 15791 942 @@ -29147,13 +29147,13 @@ To split the mirror cut mesh set at the mirror use this as the index input on Gr - 15738 + 15744 952 - 97 + 94 20 - 15788 + 15791 962 @@ -29179,13 +29179,13 @@ ignored. - 15738 + 15744 972 - 97 + 94 20 - 15788 + 15791 982 @@ -29205,13 +29205,13 @@ ignored. - 15865 + 15862 892 - 62 + 59 100 - 15897.5 + 15891.5 942 @@ -29326,9 +29326,9 @@ ignored. - 18402 + 18408 1053 - 136 + 124 144 @@ -29351,13 +29351,13 @@ ignored. - 18404 + 18410 1055 - 51 + 48 20 - 18431 + 18434 1065 @@ -29377,13 +29377,13 @@ ignored. - 18404 + 18410 1075 - 51 + 48 20 - 18431 + 18434 1085 @@ -29431,13 +29431,13 @@ ignored. - 18404 + 18410 1095 - 51 + 48 20 - 18431 + 18434 1105 @@ -29458,13 +29458,13 @@ ignored. - 18404 + 18410 1115 - 51 + 48 20 - 18431 + 18434 1125 @@ -29484,13 +29484,13 @@ ignored. - 18404 + 18410 1135 - 51 + 48 20 - 18431 + 18434 1145 @@ -29530,13 +29530,13 @@ ignored. - 18404 + 18410 1155 - 51 + 48 20 - 18431 + 18434 1165 @@ -29576,13 +29576,13 @@ ignored. - 18404 + 18410 1175 - 51 + 48 20 - 18431 + 18434 1185 @@ -29622,13 +29622,13 @@ ignored. - 18485 + 18482 1055 - 51 + 48 140 - 18512 + 18506 1125 @@ -29780,9 +29780,9 @@ ignored. - 18645 + 18651 1169 - 138 + 126 44 @@ -29805,13 +29805,13 @@ ignored. - 18647 + 18653 1171 - 51 + 48 20 - 18674 + 18677 1181 @@ -29831,13 +29831,13 @@ ignored. - 18647 + 18653 1191 - 51 + 48 20 - 18674 + 18677 1201 @@ -29881,13 +29881,13 @@ ignored. - 18728 + 18725 1171 - 53 + 50 20 - 18756 + 18750 1181 @@ -29907,13 +29907,13 @@ ignored. - 18728 + 18725 1191 - 53 + 50 20 - 18756 + 18750 1201 @@ -29943,9 +29943,9 @@ ignored. - 18013 + 18019 954 - 176 + 164 124 @@ -29968,13 +29968,13 @@ ignored. - 18015 + 18021 956 - 59 + 56 20 - 18046 + 18049 966 @@ -29994,13 +29994,13 @@ ignored. - 18015 + 18021 976 - 59 + 56 20 - 18046 + 18049 986 @@ -30040,13 +30040,13 @@ ignored. - 18015 + 18021 996 - 59 + 56 20 - 18046 + 18049 1006 @@ -30088,13 +30088,13 @@ ignored. - 18015 + 18021 1016 - 59 + 56 20 - 18046 + 18049 1026 @@ -30135,13 +30135,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18015 + 18021 1036 - 59 + 56 20 - 18046 + 18049 1046 @@ -30181,13 +30181,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18015 + 18021 1056 - 59 + 56 20 - 18046 + 18049 1066 @@ -30227,13 +30227,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18104 + 18101 956 - 83 + 80 60 - 18147 + 18141 986 @@ -30253,13 +30253,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18104 + 18101 1016 - 83 + 80 60 - 18147 + 18141 1046 @@ -30287,9 +30287,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18342 + 18348 981 - 138 + 126 44 @@ -30312,13 +30312,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18344 + 18350 983 - 51 + 48 20 - 18371 + 18374 993 @@ -30338,13 +30338,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18344 + 18350 1003 - 51 + 48 20 - 18371 + 18374 1013 @@ -30388,13 +30388,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18425 + 18422 983 - 53 + 50 20 - 18453 + 18447 993 @@ -30414,13 +30414,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18425 + 18422 1003 - 53 + 50 20 - 18453 + 18447 1013 @@ -30448,9 +30448,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18735 + 18741 983 - 138 + 126 104 @@ -30473,13 +30473,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18737 + 18743 985 - 51 + 48 20 - 18764 + 18767 995 @@ -30499,13 +30499,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18737 + 18743 1005 - 51 + 48 20 - 18764 + 18767 1015 @@ -30555,13 +30555,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18737 + 18743 1025 - 51 + 48 20 - 18764 + 18767 1035 @@ -30601,13 +30601,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18737 + 18743 1045 - 51 + 48 20 - 18764 + 18767 1055 @@ -30647,13 +30647,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18737 + 18743 1065 - 51 + 48 20 - 18764 + 18767 1075 @@ -30693,13 +30693,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18818 + 18815 985 - 53 + 50 50 - 18846 + 18840 1010 @@ -30719,13 +30719,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 18818 + 18815 1035 - 53 + 50 50 - 18846 + 18840 1060 @@ -30790,9 +30790,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 14240 + 14246 1049 - 110 + 98 28 @@ -30816,13 +30816,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 14242 + 14248 1051 - 41 + 38 24 - 14264 + 14267 1063 @@ -30842,13 +30842,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 14313 + 14310 1051 - 35 + 32 24 - 14332 + 14326 1063 @@ -52443,9 +52443,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12850 + 12856 569 - 100 + 88 44 @@ -52469,13 +52469,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12852 + 12858 571 - 42 + 39 20 - 12874.5 + 12877.5 581 @@ -52496,13 +52496,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12852 + 12858 591 - 42 + 39 20 - 12874.5 + 12877.5 601 @@ -52552,13 +52552,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12924 + 12921 571 - 24 + 21 20 - 12937.5 + 12931.5 581 @@ -52579,13 +52579,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12924 + 12921 591 - 24 + 21 20 - 12937.5 + 12931.5 601 @@ -52614,9 +52614,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13011 + 13017 375 - 89 + 77 84 @@ -52639,13 +52639,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13013 + 13019 377 - 24 + 21 80 - 13026.5 + 13029.5 417 @@ -52665,13 +52665,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13067 + 13064 377 - 31 + 28 20 - 13084 + 13078 387 @@ -52691,13 +52691,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13067 + 13064 397 - 31 + 28 20 - 13084 + 13078 407 @@ -52717,13 +52717,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13067 + 13064 417 - 31 + 28 20 - 13084 + 13078 427 @@ -52743,13 +52743,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13067 + 13064 437 - 31 + 28 20 - 13084 + 13078 447 @@ -52777,9 +52777,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13164 + 13170 443 - 104 + 92 44 @@ -52802,13 +52802,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13166 + 13172 445 - 41 + 38 40 - 13188 + 13191 465 @@ -52828,13 +52828,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13237 + 13234 445 - 29 + 26 20 - 13253 + 13247 455 @@ -52854,13 +52854,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13237 + 13234 465 - 29 + 26 20 - 13253 + 13247 475 @@ -52888,9 +52888,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13149 + 13155 385 - 104 + 92 44 @@ -52913,13 +52913,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13151 + 13157 387 - 41 + 38 40 - 13173 + 13176 407 @@ -52939,13 +52939,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13222 + 13219 387 - 29 + 26 20 - 13238 + 13232 397 @@ -52965,13 +52965,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13222 + 13219 407 - 29 + 26 20 - 13238 + 13232 417 @@ -52999,9 +52999,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13466 + 13472 399 - 82 + 70 44 @@ -53033,13 +53033,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13468 + 13474 401 - 14 + 11 20 - 13476.5 + 13479.5 411 @@ -53060,13 +53060,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13468 + 13474 421 - 14 + 11 20 - 13476.5 + 13479.5 431 @@ -53086,13 +53086,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13512 + 13509 401 - 34 + 31 40 - 13530.5 + 13524.5 421 @@ -53122,9 +53122,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13474 + 13480 469 - 82 + 70 44 @@ -53156,13 +53156,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13476 + 13482 471 - 14 + 11 20 - 13484.5 + 13487.5 481 @@ -53183,13 +53183,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13476 + 13482 491 - 14 + 11 20 - 13484.5 + 13487.5 501 @@ -53209,13 +53209,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13520 + 13517 471 - 34 + 31 40 - 13538.5 + 13532.5 491 @@ -53245,9 +53245,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13343 + 13349 448 - 100 + 88 28 @@ -53270,13 +53270,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13345 + 13351 450 - 32 + 29 24 - 13362.5 + 13365.5 462 @@ -53296,13 +53296,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13407 + 13404 450 - 34 + 31 24 - 13425.5 + 13419.5 462 @@ -53330,9 +53330,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13346 + 13352 487 - 100 + 88 28 @@ -53355,13 +53355,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13348 + 13354 489 - 32 + 29 24 - 13365.5 + 13368.5 501 @@ -53381,13 +53381,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13410 + 13407 489 - 34 + 31 24 - 13428.5 + 13422.5 501 @@ -53415,9 +53415,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13317 + 13323 409 - 100 + 88 28 @@ -53440,13 +53440,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13319 + 13325 411 - 32 + 29 24 - 13336.5 + 13339.5 423 @@ -53466,13 +53466,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13381 + 13378 411 - 34 + 31 24 - 13399.5 + 13393.5 423 @@ -53500,9 +53500,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13319 + 13325 375 - 100 + 88 28 @@ -53525,13 +53525,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13321 + 13327 377 - 32 + 29 24 - 13338.5 + 13341.5 389 @@ -53551,13 +53551,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13383 + 13380 377 - 34 + 31 24 - 13401.5 + 13395.5 389 @@ -53585,9 +53585,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13618 + 13624 403 - 82 + 70 44 @@ -53610,13 +53610,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13620 + 13626 405 - 14 + 11 20 - 13628.5 + 13631.5 415 @@ -53637,13 +53637,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13620 + 13626 425 - 14 + 11 20 - 13628.5 + 13631.5 435 @@ -53663,13 +53663,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13664 + 13661 405 - 34 + 31 40 - 13682.5 + 13676.5 425 @@ -53697,9 +53697,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13617 + 13623 465 - 82 + 70 44 @@ -53722,13 +53722,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13619 + 13625 467 - 14 + 11 20 - 13627.5 + 13630.5 477 @@ -53749,13 +53749,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13619 + 13625 487 - 14 + 11 20 - 13627.5 + 13630.5 497 @@ -53775,13 +53775,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 13663 + 13660 467 - 34 + 31 40 - 13681.5 + 13675.5 487 @@ -53971,9 +53971,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12878 + 12884 336 - 99 + 93 204 @@ -53995,13 +53995,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 338 - 68 + 65 20 - 12915.5 + 12918.5 348 @@ -54042,13 +54042,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 358 - 68 + 65 20 - 12915.5 + 12918.5 368 @@ -54090,13 +54090,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 378 - 68 + 65 20 - 12915.5 + 12918.5 388 @@ -54138,13 +54138,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 398 - 68 + 65 20 - 12915.5 + 12918.5 408 @@ -54186,13 +54186,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 418 - 68 + 65 20 - 12915.5 + 12918.5 428 @@ -54213,13 +54213,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 438 - 68 + 65 20 - 12915.5 + 12918.5 448 @@ -54241,13 +54241,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 458 - 68 + 65 20 - 12915.5 + 12918.5 468 @@ -54268,13 +54268,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 478 - 68 + 65 20 - 12915.5 + 12918.5 488 @@ -54295,13 +54295,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 498 - 68 + 65 20 - 12915.5 + 12918.5 508 @@ -54322,13 +54322,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12880 + 12886 518 - 68 + 65 20 - 12915.5 + 12918.5 528 @@ -54358,9 +54358,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12694 + 12700 438 - 117 + 105 124 @@ -54383,13 +54383,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 440 - 52 + 49 20 - 12723.5 + 12726.5 450 @@ -54410,13 +54410,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 460 - 52 + 49 20 - 12723.5 + 12726.5 470 @@ -54457,13 +54457,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 480 - 52 + 49 20 - 12723.5 + 12726.5 490 @@ -54503,13 +54503,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 500 - 52 + 49 20 - 12723.5 + 12726.5 510 @@ -54549,13 +54549,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 520 - 52 + 49 20 - 12723.5 + 12726.5 530 @@ -54595,13 +54595,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12696 + 12702 540 - 52 + 49 20 - 12723.5 + 12726.5 550 @@ -54641,13 +54641,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12778 + 12775 440 - 31 + 28 120 - 12795 + 12789 500 @@ -54679,7 +54679,7 @@ If false, mesh will reduce only until the point at which the mesh shape would be 12445 469 - 198 + 279 20 @@ -54722,9 +54722,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12666 + 12672 389 - 122 + 110 44 @@ -54748,13 +54748,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12668 + 12674 391 - 55 + 52 20 - 12697 + 12700 401 @@ -54774,13 +54774,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12668 + 12674 411 - 55 + 52 20 - 12697 + 12700 421 @@ -54820,13 +54820,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12753 + 12750 391 - 33 + 30 40 - 12771 + 12765 411 @@ -54856,9 +54856,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12709 + 12715 183 - 74 + 62 64 @@ -54892,13 +54892,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12711 + 12717 185 - 31 + 28 20 - 12728 + 12731 195 @@ -54919,13 +54919,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12711 + 12717 205 - 31 + 28 20 - 12728 + 12731 215 @@ -54965,13 +54965,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12711 + 12717 225 - 31 + 28 20 - 12728 + 12731 235 @@ -55012,13 +55012,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12772 + 12769 185 - 9 + 6 60 - 12778 + 12772 215 @@ -55052,7 +55052,7 @@ If false, mesh will reduce only until the point at which the mesh shape would be 12496 201 - 198 + 284 20 @@ -55151,9 +55151,9 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12764 + 12770 -56 - 135 + 123 204 @@ -55176,13 +55176,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12766 + 12772 -54 - 69 + 66 20 - 12802 + 12805 -44 @@ -55203,13 +55203,13 @@ If false, mesh will reduce only until the point at which the mesh shape would be - 12766 + 12772 -34 - 69 + 66 20 - 12802 + 12805 -24 @@ -55254,13 +55254,13 @@ For best results {u} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 -14 - 69 + 66 20 - 12802 + 12805 -4 @@ -55284,13 +55284,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 6 - 69 + 66 20 - 12802 + 12805 16 @@ -55310,13 +55310,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 26 - 69 + 66 20 - 12802 + 12805 36 @@ -55358,13 +55358,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 46 - 69 + 66 20 - 12802 + 12805 56 @@ -55406,13 +55406,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 66 - 69 + 66 20 - 12802 + 12805 76 @@ -55452,13 +55452,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 86 - 69 + 66 20 - 12802 + 12805 96 @@ -55502,13 +55502,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 106 - 69 + 66 20 - 12802 + 12805 116 @@ -55548,13 +55548,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12766 + 12772 126 - 69 + 66 20 - 12802 + 12805 136 @@ -55594,13 +55594,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12865 + 12862 -54 - 32 + 29 200 - 12882.5 + 12876.5 46 @@ -55681,9 +55681,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12600 + 12606 -26 - 110 + 98 44 @@ -55705,13 +55705,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12602 + 12608 -24 - 41 + 38 20 - 12624 + 12627 -14 @@ -55755,13 +55755,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12602 + 12608 -4 - 41 + 38 20 - 12624 + 12627 6 @@ -55802,13 +55802,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12673 + 12670 -24 - 35 + 32 40 - 12692 + 12686 -4 @@ -55836,9 +55836,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12591 + 12597 82 - 110 + 98 44 @@ -55860,13 +55860,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12593 + 12599 84 - 41 + 38 20 - 12615 + 12618 94 @@ -55910,13 +55910,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12593 + 12599 104 - 41 + 38 20 - 12615 + 12618 114 @@ -55957,13 +55957,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12664 + 12661 84 - 35 + 32 40 - 12683 + 12677 104 @@ -55995,7 +55995,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 12321 -2 - 198 + 279 20 @@ -56040,7 +56040,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 12284 103 - 198 + 279 20 @@ -56085,7 +56085,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 12483 44 - 198 + 279 20 @@ -56180,9 +56180,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 14428 + 14434 1131 - 110 + 98 28 @@ -56206,13 +56206,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 14430 + 14436 1133 - 41 + 38 24 - 14452 + 14455 1145 @@ -56232,13 +56232,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 14501 + 14498 1133 - 35 + 32 24 - 14520 + 14514 1145 @@ -56268,9 +56268,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12926 + 12932 -48 - 122 + 110 44 @@ -56294,13 +56294,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12928 + 12934 -46 - 55 + 52 20 - 12957 + 12960 -36 @@ -56320,13 +56320,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 12928 + 12934 -26 - 55 + 52 20 - 12957 + 12960 -16 @@ -56366,13 +56366,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13013 + 13010 -46 - 33 + 30 40 - 13031 + 13025 -26 @@ -56401,9 +56401,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13193 + 13199 162 - 89 + 77 64 @@ -56436,13 +56436,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13195 + 13201 164 - 28 + 25 20 - 13210.5 + 13213.5 174 @@ -56485,13 +56485,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13195 + 13201 184 - 28 + 25 20 - 13210.5 + 13213.5 194 @@ -56514,13 +56514,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13195 + 13201 204 - 28 + 25 20 - 13210.5 + 13213.5 214 @@ -56542,13 +56542,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 13253 + 13250 164 - 27 + 24 60 - 13268 + 13262 194 @@ -56582,7 +56582,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 13117 47 - 198 + 279 20 @@ -56623,9 +56623,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16128 + 16134 1348 - 82 + 70 44 @@ -56648,13 +56648,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16130 + 16136 1350 - 14 + 11 20 - 16138.5 + 16141.5 1360 @@ -56675,13 +56675,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16130 + 16136 1370 - 14 + 11 20 - 16138.5 + 16141.5 1380 @@ -56701,13 +56701,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16174 + 16171 1350 - 34 + 31 40 - 16192.5 + 16186.5 1370 @@ -56824,9 +56824,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15720 + 15726 1696 - 82 + 70 44 @@ -56858,13 +56858,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15722 + 15728 1698 - 14 + 11 20 - 15730.5 + 15733.5 1708 @@ -56884,13 +56884,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15722 + 15728 1718 - 14 + 11 20 - 15730.5 + 15733.5 1728 @@ -56931,13 +56931,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15766 + 15763 1698 - 34 + 31 40 - 15784.5 + 15778.5 1718 @@ -56971,7 +56971,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 15899 2062 - 198 + 279 20 @@ -57016,7 +57016,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 15882 2016 - 198 + 279 20 @@ -57083,9 +57083,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17985 + 17991 1417 - 126 + 114 28 @@ -57108,13 +57108,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 17987 + 17993 1419 - 35 + 32 24 - 18006 + 18009 1431 @@ -57136,13 +57136,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18052 + 18049 1419 - 57 + 54 24 - 18074 + 18068 1431 @@ -57170,9 +57170,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15983 + 15989 1956 - 82 + 70 44 @@ -57204,13 +57204,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15985 + 15991 1958 - 14 + 11 20 - 15993.5 + 15996.5 1968 @@ -57231,13 +57231,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15985 + 15991 1978 - 14 + 11 20 - 15993.5 + 15996.5 1988 @@ -57257,13 +57257,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16029 + 16026 1958 - 34 + 31 40 - 16047.5 + 16041.5 1978 @@ -57293,9 +57293,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16034 + 16040 2106 - 82 + 70 44 @@ -57327,13 +57327,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16036 + 16042 2108 - 14 + 11 20 - 16044.5 + 16047.5 2118 @@ -57354,13 +57354,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16036 + 16042 2128 - 14 + 11 20 - 16044.5 + 16047.5 2138 @@ -57380,13 +57380,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16080 + 16077 2108 - 34 + 31 40 - 16098.5 + 16092.5 2128 @@ -57562,9 +57562,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16059 + 16065 1780 - 82 + 70 44 @@ -57596,13 +57596,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16061 + 16067 1782 - 14 + 11 20 - 16069.5 + 16072.5 1792 @@ -57623,13 +57623,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16061 + 16067 1802 - 14 + 11 20 - 16069.5 + 16072.5 1812 @@ -57649,13 +57649,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16105 + 16102 1782 - 34 + 31 40 - 16123.5 + 16117.5 1802 @@ -57685,9 +57685,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16064 + 16070 1832 - 82 + 70 44 @@ -57719,13 +57719,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16066 + 16072 1834 - 14 + 11 20 - 16074.5 + 16077.5 1844 @@ -57746,13 +57746,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16066 + 16072 1854 - 14 + 11 20 - 16074.5 + 16077.5 1864 @@ -57772,13 +57772,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16110 + 16107 1834 - 34 + 31 40 - 16128.5 + 16122.5 1854 @@ -57808,9 +57808,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15901 + 15907 1563 - 82 + 70 44 @@ -57833,13 +57833,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15903 + 15909 1565 - 14 + 11 20 - 15911.5 + 15914.5 1575 @@ -57859,13 +57859,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15903 + 15909 1585 - 14 + 11 20 - 15911.5 + 15914.5 1595 @@ -57906,13 +57906,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15947 + 15944 1565 - 34 + 31 40 - 15965.5 + 15959.5 1585 @@ -57940,9 +57940,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15896 + 15902 1655 - 82 + 70 44 @@ -57974,13 +57974,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15898 + 15904 1657 - 14 + 11 20 - 15906.5 + 15909.5 1667 @@ -58000,13 +58000,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15898 + 15904 1677 - 14 + 11 20 - 15906.5 + 15909.5 1687 @@ -58047,13 +58047,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15942 + 15939 1657 - 34 + 31 40 - 15960.5 + 15954.5 1677 @@ -58083,9 +58083,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15749 + 15755 1613 - 100 + 88 28 @@ -58107,13 +58107,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15751 + 15757 1615 - 32 + 29 24 - 15768.5 + 15771.5 1627 @@ -58154,13 +58154,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15813 + 15810 1615 - 34 + 31 24 - 15831.5 + 15825.5 1627 @@ -58188,9 +58188,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16032 + 16038 1553 - 82 + 70 44 @@ -58222,13 +58222,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16034 + 16040 1555 - 14 + 11 20 - 16042.5 + 16045.5 1565 @@ -58248,13 +58248,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16034 + 16040 1575 - 14 + 11 20 - 16042.5 + 16045.5 1585 @@ -58295,13 +58295,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 16078 + 16075 1555 - 34 + 31 40 - 16096.5 + 16090.5 1575 @@ -58332,9 +58332,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18129 + 18135 1440 - 122 + 110 28 @@ -58358,13 +58358,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18131 + 18137 1442 - 41 + 38 24 - 18153 + 18156 1454 @@ -58385,13 +58385,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18202 + 18199 1442 - 47 + 44 24 - 18219 + 18213 1454 @@ -58481,9 +58481,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15718 + 15724 1791 - 82 + 70 44 @@ -58515,13 +58515,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15720 + 15726 1793 - 14 + 11 20 - 15728.5 + 15731.5 1803 @@ -58541,13 +58541,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15720 + 15726 1813 - 14 + 11 20 - 15728.5 + 15731.5 1823 @@ -58588,13 +58588,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 15764 + 15761 1793 - 34 + 31 40 - 15782.5 + 15776.5 1813 @@ -58666,9 +58666,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18022 + 18028 1260 - 100 + 88 44 @@ -58692,13 +58692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18024 + 18030 1262 - 42 + 39 20 - 18046.5 + 18049.5 1272 @@ -58719,13 +58719,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18024 + 18030 1282 - 42 + 39 20 - 18046.5 + 18049.5 1292 @@ -58775,13 +58775,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18096 + 18093 1262 - 24 + 21 20 - 18109.5 + 18103.5 1272 @@ -58802,13 +58802,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18096 + 18093 1282 - 24 + 21 20 - 18109.5 + 18103.5 1292 @@ -58837,9 +58837,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18152 + 18158 1246 - 89 + 77 84 @@ -58862,13 +58862,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18154 + 18160 1248 - 24 + 21 80 - 18167.5 + 18170.5 1288 @@ -58888,13 +58888,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18208 + 18205 1248 - 31 + 28 20 - 18225 + 18219 1258 @@ -58914,13 +58914,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18208 + 18205 1268 - 31 + 28 20 - 18225 + 18219 1278 @@ -58940,13 +58940,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18208 + 18205 1288 - 31 + 28 20 - 18225 + 18219 1298 @@ -58966,13 +58966,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 18208 + 18205 1308 - 31 + 28 20 - 18225 + 18219 1318 @@ -59001,9 +59001,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 369 + 375 1778 - 109 + 97 44 @@ -59026,13 +59026,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 371 + 377 1780 - 36 + 33 20 - 390.5 + 393.5 1790 @@ -59083,13 +59083,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 371 + 377 1800 - 36 + 33 20 - 390.5 + 393.5 1810 @@ -59129,13 +59129,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 437 + 434 1780 - 39 + 36 40 - 458 + 452 1800 @@ -59164,9 +59164,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 363 + 369 1880 - 101 + 89 64 @@ -59192,13 +59192,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 365 + 371 1882 - 36 + 33 20 - 384.5 + 387.5 1892 @@ -59248,13 +59248,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 365 + 371 1902 - 36 + 33 20 - 384.5 + 387.5 1912 @@ -59297,13 +59297,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 365 + 371 1922 - 36 + 33 20 - 384.5 + 387.5 1932 @@ -59346,13 +59346,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 431 + 428 1882 - 31 + 28 60 - 448 + 442 1912 @@ -59381,9 +59381,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 195 + 201 1963 - 98 + 86 28 @@ -59405,13 +59405,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 197 + 203 1965 - 33 + 30 24 - 215 + 218 1977 @@ -59456,13 +59456,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 260 + 257 1965 - 31 + 28 24 - 277 + 271 1977 @@ -59491,9 +59491,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 197 + 203 1856 - 98 + 86 28 @@ -59515,13 +59515,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 199 + 205 1858 - 33 + 30 24 - 217 + 220 1870 @@ -59566,13 +59566,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 262 + 259 1858 - 31 + 28 24 - 279 + 273 1870 @@ -59601,9 +59601,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 351 + 357 1965 - 138 + 126 84 @@ -59626,13 +59626,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 353 + 359 1967 - 51 + 48 20 - 380 + 383 1977 @@ -59652,13 +59652,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 353 + 359 1987 - 51 + 48 20 - 380 + 383 1997 @@ -59703,13 +59703,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 353 + 359 2007 - 51 + 48 20 - 380 + 383 2017 @@ -59753,13 +59753,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 353 + 359 2027 - 51 + 48 20 - 380 + 383 2037 @@ -59803,13 +59803,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 434 + 431 1967 - 53 + 50 40 - 462 + 456 1987 @@ -59829,13 +59829,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 434 + 431 2007 - 53 + 50 40 - 462 + 456 2027 @@ -59864,9 +59864,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 353 + 359 2055 - 138 + 126 84 @@ -59889,13 +59889,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 355 + 361 2057 - 51 + 48 20 - 382 + 385 2067 @@ -59915,13 +59915,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 355 + 361 2077 - 51 + 48 20 - 382 + 385 2087 @@ -59966,13 +59966,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 355 + 361 2097 - 51 + 48 20 - 382 + 385 2107 @@ -60016,13 +60016,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 355 + 361 2117 - 51 + 48 20 - 382 + 385 2127 @@ -60066,13 +60066,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 436 + 433 2057 - 53 + 50 40 - 464 + 458 2077 @@ -60092,13 +60092,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 436 + 433 2097 - 53 + 50 40 - 464 + 458 2117 @@ -60127,9 +60127,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 359 + 365 2154 - 101 + 89 64 @@ -60152,13 +60152,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 361 + 367 2156 - 36 + 33 20 - 380.5 + 383.5 2166 @@ -60208,13 +60208,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 361 + 367 2176 - 36 + 33 20 - 380.5 + 383.5 2186 @@ -60257,13 +60257,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 361 + 367 2196 - 36 + 33 20 - 380.5 + 383.5 2206 @@ -60306,13 +60306,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 427 + 424 2156 - 31 + 28 60 - 444 + 438 2186 @@ -60341,9 +60341,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 131 + 137 2153 - 98 + 86 28 @@ -60365,13 +60365,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 133 + 139 2155 - 33 + 30 24 - 151 + 154 2167 @@ -60416,13 +60416,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 196 + 193 2155 - 31 + 28 24 - 213 + 207 2167 @@ -60454,7 +60454,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 314 2261 - 198 + 279 20 @@ -60496,9 +60496,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 129 + 135 2248 - 98 + 86 28 @@ -60520,13 +60520,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 131 + 137 2250 - 33 + 30 24 - 149 + 152 2262 @@ -60571,13 +60571,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 194 + 191 2250 - 31 + 28 24 - 211 + 205 2262 @@ -60605,9 +60605,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 372 + 378 2230 - 106 + 94 28 @@ -60630,13 +60630,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 374 + 380 2232 - 36 + 33 24 - 393.5 + 396.5 2244 @@ -60656,13 +60656,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 440 + 437 2232 - 36 + 33 24 - 459.5 + 453.5 2244 @@ -60692,9 +60692,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 672 + 678 1867 - 74 + 62 64 @@ -60728,13 +60728,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 674 + 680 1869 - 31 + 28 20 - 691 + 694 1879 @@ -60755,13 +60755,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 674 + 680 1889 - 31 + 28 20 - 691 + 694 1899 @@ -60801,13 +60801,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 674 + 680 1909 - 31 + 28 20 - 691 + 694 1919 @@ -60848,13 +60848,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 735 + 732 1869 - 9 + 6 60 - 741 + 735 1899 @@ -60888,7 +60888,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 453 1945 - 198 + 279 20 @@ -60930,9 +60930,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 498 + 504 1857 - 129 + 117 44 @@ -60955,13 +60955,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 500 + 506 1859 - 41 + 38 20 - 522 + 525 1869 @@ -60983,13 +60983,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 500 + 506 1879 - 41 + 38 20 - 522 + 525 1889 @@ -61010,13 +61010,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 571 + 568 1859 - 54 + 51 40 - 599.5 + 593.5 1879 @@ -61044,9 +61044,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 688 + 694 2108 - 110 + 98 44 @@ -61069,13 +61069,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 690 + 696 2110 - 41 + 38 20 - 712 + 715 2120 @@ -61119,13 +61119,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 690 + 696 2130 - 41 + 38 20 - 712 + 715 2140 @@ -61166,13 +61166,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 761 + 758 2110 - 35 + 32 40 - 780 + 774 2130 @@ -61201,9 +61201,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 510 + 516 2174 - 138 + 126 64 @@ -61226,13 +61226,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 512 + 518 2176 - 51 + 48 20 - 539 + 542 2186 @@ -61253,13 +61253,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 512 + 518 2196 - 51 + 48 20 - 539 + 542 2206 @@ -61300,13 +61300,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 512 + 518 2216 - 51 + 48 20 - 539 + 542 2226 @@ -61356,13 +61356,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 593 + 590 2176 - 53 + 50 30 - 621 + 615 2191 @@ -61382,13 +61382,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 593 + 590 2206 - 53 + 50 30 - 621 + 615 2221 @@ -61417,9 +61417,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 667 + 673 2217 - 138 + 126 64 @@ -61442,13 +61442,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 669 + 675 2219 - 51 + 48 20 - 696 + 699 2229 @@ -61469,13 +61469,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 669 + 675 2239 - 51 + 48 20 - 696 + 699 2249 @@ -61515,13 +61515,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 669 + 675 2259 - 51 + 48 20 - 696 + 699 2269 @@ -61571,13 +61571,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 750 + 747 2219 - 53 + 50 30 - 778 + 772 2234 @@ -61597,13 +61597,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 750 + 747 2249 - 53 + 50 30 - 778 + 772 2264 @@ -61631,9 +61631,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 534 + 540 2127 - 120 + 108 28 @@ -61655,13 +61655,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 536 + 542 2129 - 44 + 41 24 - 559.5 + 562.5 2141 @@ -61701,13 +61701,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 610 + 607 2129 - 42 + 39 24 - 632.5 + 626.5 2141 @@ -61735,9 +61735,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 518 + 524 2075 - 140 + 128 44 @@ -61759,13 +61759,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 520 + 526 2077 - 65 + 62 20 - 554 + 557 2087 @@ -61806,13 +61806,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 520 + 526 2097 - 65 + 62 20 - 554 + 557 2107 @@ -61852,13 +61852,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 615 + 612 2077 - 41 + 38 40 - 637 + 631 2097 @@ -61887,9 +61887,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 796 + 802 2142 - 138 + 126 64 @@ -61912,13 +61912,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 798 + 804 2144 - 51 + 48 20 - 825 + 828 2154 @@ -61940,13 +61940,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 798 + 804 2164 - 51 + 48 20 - 825 + 828 2174 @@ -61987,13 +61987,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 798 + 804 2184 - 51 + 48 20 - 825 + 828 2194 @@ -62043,13 +62043,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 879 + 876 2144 - 53 + 50 30 - 907 + 901 2159 @@ -62069,13 +62069,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 879 + 876 2174 - 53 + 50 30 - 907 + 901 2189 @@ -62107,7 +62107,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 531 2046 - 198 + 284 20 @@ -62148,9 +62148,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 696 + 702 1985 - 82 + 70 44 @@ -62182,13 +62182,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 698 + 704 1987 - 14 + 11 20 - 706.5 + 709.5 1997 @@ -62208,13 +62208,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 698 + 704 2007 - 14 + 11 20 - 706.5 + 709.5 2017 @@ -62255,13 +62255,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 742 + 739 1987 - 34 + 31 40 - 760.5 + 754.5 2007 @@ -62293,9 +62293,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 838 + 844 1984 - 119 + 107 44 @@ -62319,13 +62319,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 840 + 846 1986 - 31 + 28 20 - 857 + 860 1996 @@ -62347,13 +62347,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 840 + 846 2006 - 31 + 28 20 - 857 + 860 2016 @@ -62406,13 +62406,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 901 + 898 1986 - 54 + 51 20 - 921.5 + 915.5 1996 @@ -62435,13 +62435,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 901 + 898 2006 - 54 + 51 20 - 921.5 + 915.5 2016 @@ -62543,9 +62543,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1272 + 1278 1992 - 133 + 121 124 @@ -62568,13 +62568,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 1994 - 46 + 43 20 - 1298.5 + 1301.5 2004 @@ -62596,13 +62596,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 2014 - 46 + 43 20 - 1298.5 + 1301.5 2024 @@ -62654,13 +62654,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 2034 - 46 + 43 20 - 1298.5 + 1301.5 2044 @@ -62700,13 +62700,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 2054 - 46 + 43 20 - 1298.5 + 1301.5 2064 @@ -62746,13 +62746,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 2074 - 46 + 43 20 - 1298.5 + 1301.5 2084 @@ -62792,13 +62792,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1274 + 1280 2094 - 46 + 43 20 - 1298.5 + 1301.5 2104 @@ -62838,13 +62838,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1350 + 1347 1994 - 53 + 50 60 - 1378 + 1372 2024 @@ -62864,13 +62864,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1350 + 1347 2054 - 53 + 50 60 - 1378 + 1372 2084 @@ -62934,9 +62934,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 906 + 912 1849 - 100 + 88 28 @@ -62959,13 +62959,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 908 + 914 1851 - 32 + 29 24 - 925.5 + 928.5 1863 @@ -62985,13 +62985,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 970 + 967 1851 - 34 + 31 24 - 988.5 + 982.5 1863 @@ -63023,7 +63023,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 897 1922 - 198 + 284 20 @@ -63065,9 +63065,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 913 + 919 2055 - 96 + 84 44 @@ -63090,13 +63090,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 915 + 921 2057 - 33 + 30 40 - 933 + 936 2077 @@ -63116,13 +63116,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 978 + 975 2057 - 29 + 26 20 - 994 + 988 2067 @@ -63142,13 +63142,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 978 + 975 2077 - 29 + 26 20 - 994 + 988 2087 @@ -63176,9 +63176,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1123 + 1129 1847 - 98 + 86 44 @@ -63210,13 +63210,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1125 + 1131 1849 - 14 + 11 20 - 1133.5 + 1136.5 1859 @@ -63237,13 +63237,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1125 + 1131 1869 - 14 + 11 20 - 1133.5 + 1136.5 1879 @@ -63264,13 +63264,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1169 + 1166 1849 - 50 + 47 40 - 1187.5 + 1181.5 1869 @@ -63301,9 +63301,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 882 + 888 2219 - 131 + 119 64 @@ -63326,13 +63326,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 884 + 890 2221 - 28 + 25 60 - 899.5 + 902.5 2251 @@ -63353,13 +63353,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 942 + 939 2221 - 69 + 66 20 - 978 + 972 2231 @@ -63380,13 +63380,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 942 + 939 2241 - 69 + 66 20 - 978 + 972 2251 @@ -63407,13 +63407,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 942 + 939 2261 - 69 + 66 20 - 978 + 972 2271 @@ -63442,9 +63442,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 970 + 976 2132 - 96 + 84 44 @@ -63467,13 +63467,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 972 + 978 2134 - 33 + 30 40 - 990 + 993 2154 @@ -63493,13 +63493,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1035 + 1032 2134 - 29 + 26 20 - 1051 + 1045 2144 @@ -63519,13 +63519,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1035 + 1032 2154 - 29 + 26 20 - 1051 + 1045 2164 @@ -63555,9 +63555,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1244 + 1250 2132 - 74 + 62 64 @@ -63591,13 +63591,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1246 + 1252 2134 - 31 + 28 20 - 1263 + 1266 2144 @@ -63617,13 +63617,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1246 + 1252 2154 - 31 + 28 20 - 1263 + 1266 2164 @@ -63663,13 +63663,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1246 + 1252 2174 - 31 + 28 20 - 1263 + 1266 2184 @@ -63710,13 +63710,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1307 + 1304 2134 - 9 + 6 60 - 1313 + 1307 2164 @@ -63883,9 +63883,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1586 + 1592 2259 - 138 + 126 64 @@ -63909,13 +63909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1588 + 1594 2261 - 51 + 48 20 - 1615 + 1618 2271 @@ -63935,13 +63935,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1588 + 1594 2281 - 51 + 48 20 - 1615 + 1618 2291 @@ -63986,13 +63986,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1588 + 1594 2301 - 51 + 48 20 - 1615 + 1618 2311 @@ -64032,13 +64032,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1669 + 1666 2261 - 53 + 50 30 - 1697 + 1691 2276 @@ -64058,13 +64058,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1669 + 1666 2291 - 53 + 50 30 - 1697 + 1691 2306 @@ -64094,9 +64094,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1252 + 1258 2375 - 74 + 62 64 @@ -64130,13 +64130,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1254 + 1260 2377 - 31 + 28 20 - 1271 + 1274 2387 @@ -64156,13 +64156,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1254 + 1260 2397 - 31 + 28 20 - 1271 + 1274 2407 @@ -64202,13 +64202,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1254 + 1260 2417 - 31 + 28 20 - 1271 + 1274 2427 @@ -64249,13 +64249,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1315 + 1312 2377 - 9 + 6 60 - 1321 + 1315 2407 @@ -64325,9 +64325,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1646 + 1652 2036 - 119 + 107 44 @@ -64350,13 +64350,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1648 + 1654 2038 - 31 + 28 20 - 1665 + 1668 2048 @@ -64377,13 +64377,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1648 + 1654 2058 - 31 + 28 20 - 1665 + 1668 2068 @@ -64435,13 +64435,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1709 + 1706 2038 - 54 + 51 20 - 1729.5 + 1723.5 2048 @@ -64463,13 +64463,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1709 + 1706 2058 - 54 + 51 20 - 1729.5 + 1723.5 2068 @@ -64498,9 +64498,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1418 + 1424 2173 - 123 + 111 84 @@ -64523,13 +64523,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1420 + 1426 2175 - 48 + 45 20 - 1445.5 + 1448.5 2185 @@ -64550,13 +64550,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1420 + 1426 2195 - 48 + 45 20 - 1445.5 + 1448.5 2205 @@ -64577,13 +64577,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1420 + 1426 2215 - 48 + 45 20 - 1445.5 + 1448.5 2225 @@ -64603,13 +64603,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1420 + 1426 2235 - 48 + 45 20 - 1445.5 + 1448.5 2245 @@ -64629,13 +64629,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1498 + 1495 2175 - 41 + 38 80 - 1520 + 1514 2215 @@ -64664,9 +64664,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1248 + 1254 2220 - 74 + 62 64 @@ -64700,13 +64700,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1250 + 1256 2222 - 31 + 28 20 - 1267 + 1270 2232 @@ -64726,13 +64726,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1250 + 1256 2242 - 31 + 28 20 - 1267 + 1270 2252 @@ -64772,13 +64772,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1250 + 1256 2262 - 31 + 28 20 - 1267 + 1270 2272 @@ -64819,13 +64819,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1311 + 1308 2222 - 9 + 6 60 - 1317 + 1311 2252 @@ -64857,9 +64857,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1263 + 1269 2463 - 74 + 62 64 @@ -64893,13 +64893,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1265 + 1271 2465 - 31 + 28 20 - 1282 + 1285 2475 @@ -64919,13 +64919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1265 + 1271 2485 - 31 + 28 20 - 1282 + 1285 2495 @@ -64965,13 +64965,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1265 + 1271 2505 - 31 + 28 20 - 1282 + 1285 2515 @@ -65012,13 +65012,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1326 + 1323 2465 - 9 + 6 60 - 1332 + 1326 2495 @@ -65049,9 +65049,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1416 + 1422 2278 - 123 + 111 84 @@ -65074,13 +65074,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1418 + 1424 2280 - 48 + 45 20 - 1443.5 + 1446.5 2290 @@ -65101,13 +65101,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1418 + 1424 2300 - 48 + 45 20 - 1443.5 + 1446.5 2310 @@ -65128,13 +65128,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1418 + 1424 2320 - 48 + 45 20 - 1443.5 + 1446.5 2330 @@ -65154,13 +65154,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1418 + 1424 2340 - 48 + 45 20 - 1443.5 + 1446.5 2350 @@ -65180,13 +65180,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1496 + 1493 2280 - 41 + 38 80 - 1518 + 1512 2320 @@ -65214,9 +65214,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1133 + 1139 1954 - 118 + 106 44 @@ -65248,13 +65248,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1135 + 1141 1956 - 14 + 11 20 - 1143.5 + 1146.5 1966 @@ -65275,13 +65275,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1135 + 1141 1976 - 14 + 11 20 - 1143.5 + 1146.5 1986 @@ -65303,13 +65303,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1179 + 1176 1956 - 70 + 67 40 - 1197.5 + 1191.5 1976 @@ -65340,9 +65340,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1426 + 1432 2072 - 138 + 126 44 @@ -65365,13 +65365,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1428 + 1434 2074 - 51 + 48 20 - 1455 + 1458 2084 @@ -65392,13 +65392,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1428 + 1434 2094 - 51 + 48 20 - 1455 + 1458 2104 @@ -65448,13 +65448,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1509 + 1506 2074 - 53 + 50 20 - 1537 + 1531 2084 @@ -65474,13 +65474,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1509 + 1506 2094 - 53 + 50 20 - 1537 + 1531 2104 @@ -65510,9 +65510,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1899 + 1905 1913 - 133 + 121 124 @@ -65535,13 +65535,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 1915 - 52 + 49 20 - 1928.5 + 1931.5 1925 @@ -65562,13 +65562,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 1935 - 52 + 49 20 - 1928.5 + 1931.5 1945 @@ -65608,13 +65608,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 1955 - 52 + 49 20 - 1928.5 + 1931.5 1965 @@ -65654,13 +65654,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 1975 - 52 + 49 20 - 1928.5 + 1931.5 1985 @@ -65700,13 +65700,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 1995 - 52 + 49 20 - 1928.5 + 1931.5 2005 @@ -65746,13 +65746,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1901 + 1907 2015 - 52 + 49 20 - 1928.5 + 1931.5 2025 @@ -65793,13 +65793,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1983 + 1980 1915 - 47 + 44 120 - 2000 + 1994 1975 @@ -65866,9 +65866,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2083 + 2089 1932 - 106 + 94 28 @@ -65892,13 +65892,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2085 + 2091 1934 - 41 + 38 24 - 2107 + 2110 1946 @@ -65918,13 +65918,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2156 + 2153 1934 - 31 + 28 24 - 2173 + 2167 1946 @@ -65952,9 +65952,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1317 + 1323 1676 - 104 + 92 28 @@ -65977,13 +65977,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1319 + 1325 1678 - 33 + 30 24 - 1337 + 1340 1690 @@ -66003,13 +66003,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1382 + 1379 1678 - 37 + 34 24 - 1402 + 1396 1690 @@ -66039,9 +66039,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1497 + 1503 1734 - 74 + 62 64 @@ -66075,13 +66075,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1499 + 1505 1736 - 31 + 28 20 - 1516 + 1519 1746 @@ -66102,13 +66102,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1499 + 1505 1756 - 31 + 28 20 - 1516 + 1519 1766 @@ -66148,13 +66148,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1499 + 1505 1776 - 31 + 28 20 - 1516 + 1519 1786 @@ -66195,13 +66195,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1560 + 1557 1736 - 9 + 6 60 - 1566 + 1560 1766 @@ -66235,7 +66235,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1278 1751 - 198 + 279 20 @@ -66329,9 +66329,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1267 + 1273 1378 - 93 + 81 28 @@ -66355,13 +66355,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1269 + 1275 1380 - 22 + 19 24 - 1281.5 + 1284.5 1392 @@ -66381,13 +66381,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1321 + 1318 1380 - 37 + 34 24 - 1341 + 1335 1392 @@ -66508,9 +66508,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1466 + 1472 1490 - 90 + 78 64 @@ -66544,13 +66544,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1468 + 1474 1492 - 31 + 28 20 - 1485 + 1488 1502 @@ -66571,13 +66571,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1468 + 1474 1512 - 31 + 28 20 - 1485 + 1488 1522 @@ -66617,13 +66617,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1468 + 1474 1532 - 31 + 28 20 - 1485 + 1488 1542 @@ -66665,13 +66665,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1529 + 1526 1492 - 25 + 22 60 - 1535 + 1529 1522 @@ -66701,9 +66701,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1339 + 1345 1570 - 82 + 70 44 @@ -66735,13 +66735,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1341 + 1347 1572 - 14 + 11 20 - 1349.5 + 1352.5 1582 @@ -66761,13 +66761,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1341 + 1347 1592 - 14 + 11 20 - 1349.5 + 1352.5 1602 @@ -66808,13 +66808,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1385 + 1382 1572 - 34 + 31 40 - 1403.5 + 1397.5 1592 @@ -66846,9 +66846,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1459 + 1465 1579 - 90 + 78 64 @@ -66882,13 +66882,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1461 + 1467 1581 - 31 + 28 20 - 1478 + 1481 1591 @@ -66909,13 +66909,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1461 + 1467 1601 - 31 + 28 20 - 1478 + 1481 1611 @@ -66955,13 +66955,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1461 + 1467 1621 - 31 + 28 20 - 1478 + 1481 1631 @@ -67003,13 +67003,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1522 + 1519 1581 - 25 + 22 60 - 1528 + 1522 1611 @@ -67040,9 +67040,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1602 + 1608 1548 - 114 + 102 44 @@ -67065,13 +67065,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1604 + 1610 1550 - 55 + 52 20 - 1633 + 1636 1560 @@ -67092,13 +67092,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1604 + 1610 1570 - 55 + 52 20 - 1633 + 1636 1580 @@ -67118,13 +67118,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1689 + 1686 1550 - 25 + 22 40 - 1703 + 1697 1570 @@ -67152,9 +67152,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1753 + 1759 1556 - 104 + 92 28 @@ -67177,13 +67177,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1755 + 1761 1558 - 33 + 30 24 - 1773 + 1776 1570 @@ -67203,13 +67203,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1818 + 1815 1558 - 37 + 34 24 - 1838 + 1832 1570 @@ -67350,9 +67350,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1399 + 1405 1927 - 82 + 70 44 @@ -67375,13 +67375,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1401 + 1407 1929 - 14 + 11 20 - 1409.5 + 1412.5 1939 @@ -67402,13 +67402,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1401 + 1407 1949 - 14 + 11 20 - 1409.5 + 1412.5 1959 @@ -67428,13 +67428,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1445 + 1442 1929 - 34 + 31 40 - 1463.5 + 1457.5 1949 @@ -67498,9 +67498,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1524 + 1530 1917 - 82 + 70 44 @@ -67532,13 +67532,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1526 + 1532 1919 - 14 + 11 20 - 1534.5 + 1537.5 1929 @@ -67559,13 +67559,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1526 + 1532 1939 - 14 + 11 20 - 1534.5 + 1537.5 1949 @@ -67585,13 +67585,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1570 + 1567 1919 - 34 + 31 40 - 1588.5 + 1582.5 1939 @@ -67662,9 +67662,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3858 + 3864 1644 - 151 + 139 204 @@ -67687,13 +67687,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1646 - 69 + 66 20 - 3896 + 3899 1656 @@ -67714,13 +67714,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1666 - 69 + 66 20 - 3896 + 3899 1676 @@ -67765,13 +67765,13 @@ For best results {u} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1686 - 69 + 66 20 - 3896 + 3899 1696 @@ -67795,13 +67795,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1706 - 69 + 66 20 - 3896 + 3899 1716 @@ -67821,13 +67821,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1726 - 69 + 66 20 - 3896 + 3899 1736 @@ -67869,13 +67869,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1746 - 69 + 66 20 - 3896 + 3899 1756 @@ -67917,13 +67917,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1766 - 69 + 66 20 - 3896 + 3899 1776 @@ -67963,13 +67963,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1786 - 69 + 66 20 - 3896 + 3899 1796 @@ -68013,13 +68013,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1806 - 69 + 66 20 - 3896 + 3899 1816 @@ -68059,13 +68059,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3860 + 3866 1826 - 69 + 66 20 - 3896 + 3899 1836 @@ -68106,13 +68106,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3959 + 3956 1646 - 48 + 45 200 - 3976.5 + 3970.5 1746 @@ -68140,9 +68140,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2998 + 3004 1764 - 110 + 98 44 @@ -68164,13 +68164,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3000 + 3006 1766 - 41 + 38 20 - 3022 + 3025 1776 @@ -68214,13 +68214,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3000 + 3006 1786 - 41 + 38 20 - 3022 + 3025 1796 @@ -68261,13 +68261,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3071 + 3068 1766 - 35 + 32 40 - 3090 + 3084 1786 @@ -68295,9 +68295,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2997 + 3003 1808 - 110 + 98 44 @@ -68319,13 +68319,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2999 + 3005 1810 - 41 + 38 20 - 3021 + 3024 1820 @@ -68369,13 +68369,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2999 + 3005 1830 - 41 + 38 20 - 3021 + 3024 1840 @@ -68416,13 +68416,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3070 + 3067 1810 - 35 + 32 40 - 3089 + 3083 1830 @@ -68454,7 +68454,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2759 1795 - 198 + 279 20 @@ -68499,7 +68499,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2757 1836 - 198 + 279 20 @@ -68577,9 +68577,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4026 + 4032 1732 - 106 + 94 28 @@ -68603,13 +68603,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4028 + 4034 1734 - 41 + 38 24 - 4050 + 4053 1746 @@ -68629,13 +68629,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4099 + 4096 1734 - 31 + 28 24 - 4116 + 4110 1746 @@ -68716,9 +68716,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1266 + 1272 1833 - 100 + 88 28 @@ -68741,13 +68741,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1268 + 1274 1835 - 32 + 29 24 - 1285.5 + 1288.5 1847 @@ -68767,13 +68767,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1330 + 1327 1835 - 34 + 31 24 - 1348.5 + 1342.5 1847 @@ -68801,9 +68801,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1114 + 1120 2015 - 100 + 88 28 @@ -68826,13 +68826,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1116 + 1122 2017 - 32 + 29 24 - 1133.5 + 1136.5 2029 @@ -68852,13 +68852,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1178 + 1175 2017 - 34 + 31 24 - 1196.5 + 1190.5 2029 @@ -68886,9 +68886,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 827 + 833 1695 - 131 + 119 64 @@ -68911,13 +68911,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 829 + 835 1697 - 38 + 35 20 - 849.5 + 852.5 1707 @@ -68938,13 +68938,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 829 + 835 1717 - 38 + 35 20 - 849.5 + 852.5 1727 @@ -68987,13 +68987,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 829 + 835 1737 - 38 + 35 20 - 849.5 + 852.5 1747 @@ -69037,13 +69037,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 897 + 894 1697 - 59 + 56 30 - 920 + 914 1712 @@ -69063,13 +69063,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 897 + 894 1727 - 59 + 56 30 - 920 + 914 1742 @@ -69097,9 +69097,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 741 + 747 1523 - 122 + 110 28 @@ -69123,13 +69123,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 743 + 749 1525 - 47 + 44 24 - 768 + 771 1537 @@ -69149,13 +69149,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 820 + 817 1525 - 41 + 38 24 - 842 + 836 1537 @@ -69219,9 +69219,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 893 + 899 1516 - 100 + 88 28 @@ -69244,13 +69244,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 895 + 901 1518 - 32 + 29 24 - 912.5 + 915.5 1530 @@ -69270,13 +69270,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 957 + 954 1518 - 34 + 31 24 - 975.5 + 969.5 1530 @@ -69304,9 +69304,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 730 + 736 1567 - 100 + 88 28 @@ -69329,13 +69329,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 732 + 738 1569 - 32 + 29 24 - 749.5 + 752.5 1581 @@ -69355,13 +69355,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 794 + 791 1569 - 34 + 31 24 - 812.5 + 806.5 1581 @@ -69390,9 +69390,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1054 + 1060 1685 - 144 + 132 84 @@ -69415,13 +69415,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1056 + 1062 1687 - 57 + 54 20 - 1086 + 1089 1697 @@ -69442,13 +69442,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1056 + 1062 1707 - 57 + 54 20 - 1086 + 1089 1717 @@ -69468,13 +69468,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1056 + 1062 1727 - 57 + 54 20 - 1086 + 1089 1737 @@ -69494,13 +69494,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1056 + 1062 1747 - 57 + 54 20 - 1086 + 1089 1757 @@ -69540,13 +69540,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1143 + 1140 1687 - 53 + 50 40 - 1171 + 1165 1707 @@ -69566,13 +69566,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1143 + 1140 1727 - 53 + 50 40 - 1171 + 1165 1747 @@ -69601,9 +69601,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1670 + 1676 2097 - 114 + 102 64 @@ -69626,13 +69626,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1672 + 1678 2099 - 47 + 44 20 - 1697 + 1700 2109 @@ -69653,13 +69653,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1672 + 1678 2119 - 47 + 44 20 - 1697 + 1700 2129 @@ -69680,13 +69680,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1672 + 1678 2139 - 47 + 44 20 - 1697 + 1700 2149 @@ -69731,13 +69731,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1749 + 1746 2099 - 33 + 30 60 - 1767 + 1761 2129 @@ -69766,9 +69766,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1620 + 1626 2190 - 111 + 99 44 @@ -69791,13 +69791,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1622 + 1628 2192 - 39 + 36 20 - 1643 + 1646 2202 @@ -69818,13 +69818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1622 + 1628 2212 - 39 + 36 20 - 1643 + 1646 2222 @@ -69845,13 +69845,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1691 + 1688 2192 - 38 + 35 20 - 1711.5 + 1705.5 2202 @@ -69872,13 +69872,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1691 + 1688 2212 - 38 + 35 20 - 1711.5 + 1705.5 2222 @@ -69908,9 +69908,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1573 + 1579 1968 - 128 + 116 64 @@ -69934,13 +69934,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1575 + 1581 1970 - 45 + 42 20 - 1599 + 1602 1980 @@ -69961,13 +69961,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1575 + 1581 1990 - 45 + 42 20 - 1599 + 1602 2000 @@ -70009,13 +70009,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1575 + 1581 2010 - 45 + 42 20 - 1599 + 1602 2020 @@ -70038,13 +70038,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1650 + 1647 1970 - 49 + 46 60 - 1668 + 1662 2000 @@ -70073,9 +70073,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4084 + 4090 2039 - 112 + 100 64 @@ -70099,13 +70099,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4086 + 4092 2041 - 36 + 33 20 - 4105.5 + 4108.5 2051 @@ -70127,13 +70127,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4086 + 4092 2061 - 36 + 33 20 - 4105.5 + 4108.5 2071 @@ -70174,13 +70174,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4086 + 4092 2081 - 36 + 33 20 - 4105.5 + 4108.5 2091 @@ -70223,13 +70223,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4152 + 4149 2041 - 42 + 39 60 - 4166.5 + 4160.5 2071 @@ -70258,9 +70258,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1827 + 1833 2228 - 138 + 126 44 @@ -70283,13 +70283,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1829 + 1835 2230 - 51 + 48 20 - 1856 + 1859 2240 @@ -70310,13 +70310,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1829 + 1835 2250 - 51 + 48 20 - 1856 + 1859 2260 @@ -70366,13 +70366,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1910 + 1907 2230 - 53 + 50 20 - 1938 + 1932 2240 @@ -70392,13 +70392,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1910 + 1907 2250 - 53 + 50 20 - 1938 + 1932 2260 @@ -70593,9 +70593,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1953 + 1959 2318 - 138 + 126 44 @@ -70619,13 +70619,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1955 + 1961 2320 - 51 + 48 20 - 1982 + 1985 2330 @@ -70646,13 +70646,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1955 + 1961 2340 - 51 + 48 20 - 1982 + 1985 2350 @@ -70702,13 +70702,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2036 + 2033 2320 - 53 + 50 20 - 2064 + 2058 2330 @@ -70728,13 +70728,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2036 + 2033 2340 - 53 + 50 20 - 2064 + 2058 2350 @@ -70763,9 +70763,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1979 + 1985 2188 - 134 + 122 44 @@ -70791,13 +70791,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1981 + 1987 2190 - 46 + 43 20 - 2005.5 + 2008.5 2200 @@ -70817,13 +70817,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1981 + 1987 2210 - 46 + 43 20 - 2005.5 + 2008.5 2220 @@ -70865,13 +70865,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2057 + 2054 2190 - 54 + 51 40 - 2077.5 + 2071.5 2210 @@ -70900,9 +70900,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2111 + 2117 2270 - 138 + 126 44 @@ -70925,13 +70925,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2113 + 2119 2272 - 51 + 48 20 - 2140 + 2143 2282 @@ -70952,13 +70952,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2113 + 2119 2292 - 51 + 48 20 - 2140 + 2143 2302 @@ -71008,13 +71008,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2194 + 2191 2272 - 53 + 50 20 - 2222 + 2216 2282 @@ -71034,13 +71034,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2194 + 2191 2292 - 53 + 50 20 - 2222 + 2216 2302 @@ -71069,9 +71069,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2930 + 2936 2089 - 138 + 126 64 @@ -71095,13 +71095,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2932 + 2938 2091 - 51 + 48 20 - 2959 + 2962 2101 @@ -71122,13 +71122,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2932 + 2938 2111 - 51 + 48 20 - 2959 + 2962 2121 @@ -71169,13 +71169,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2932 + 2938 2131 - 51 + 48 20 - 2959 + 2962 2141 @@ -71225,13 +71225,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3013 + 3010 2091 - 53 + 50 30 - 3041 + 3035 2106 @@ -71251,13 +71251,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3013 + 3010 2121 - 53 + 50 30 - 3041 + 3035 2136 @@ -71286,9 +71286,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2892 + 2898 2352 - 138 + 126 64 @@ -71312,13 +71312,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2894 + 2900 2354 - 51 + 48 20 - 2921 + 2924 2364 @@ -71339,13 +71339,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2894 + 2900 2374 - 51 + 48 20 - 2921 + 2924 2384 @@ -71386,13 +71386,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2894 + 2900 2394 - 51 + 48 20 - 2921 + 2924 2404 @@ -71442,13 +71442,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2975 + 2972 2354 - 53 + 50 30 - 3003 + 2997 2369 @@ -71468,13 +71468,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2975 + 2972 2384 - 53 + 50 30 - 3003 + 2997 2399 @@ -71503,9 +71503,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2950 + 2956 2037 - 134 + 122 44 @@ -71532,13 +71532,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2952 + 2958 2039 - 46 + 43 20 - 2976.5 + 2979.5 2049 @@ -71558,13 +71558,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2952 + 2958 2059 - 46 + 43 20 - 2976.5 + 2979.5 2069 @@ -71606,13 +71606,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3028 + 3025 2039 - 54 + 51 40 - 3048.5 + 3042.5 2059 @@ -71641,9 +71641,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1925 + 1931 2453 - 154 + 142 84 @@ -71666,13 +71666,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1927 + 1933 2455 - 51 + 48 20 - 1954 + 1957 2465 @@ -71693,13 +71693,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1927 + 1933 2475 - 51 + 48 20 - 1954 + 1957 2485 @@ -71749,13 +71749,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1927 + 1933 2495 - 51 + 48 20 - 1954 + 1957 2505 @@ -71796,13 +71796,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1927 + 1933 2515 - 51 + 48 20 - 1954 + 1957 2525 @@ -71844,13 +71844,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2008 + 2005 2455 - 69 + 66 40 - 2036 + 2030 2475 @@ -71871,13 +71871,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2008 + 2005 2495 - 69 + 66 40 - 2036 + 2030 2515 @@ -71907,9 +71907,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 677 + 683 2355 - 111 + 99 44 @@ -71932,13 +71932,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 679 + 685 2357 - 39 + 36 20 - 700 + 703 2367 @@ -71959,13 +71959,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 679 + 685 2377 - 39 + 36 20 - 700 + 703 2387 @@ -71986,13 +71986,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 748 + 745 2357 - 38 + 35 20 - 768.5 + 762.5 2367 @@ -72013,13 +72013,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 748 + 745 2377 - 38 + 35 20 - 768.5 + 762.5 2387 @@ -72048,9 +72048,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 441 + 447 2296 - 101 + 89 64 @@ -72073,13 +72073,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 443 + 449 2298 - 36 + 33 20 - 462.5 + 465.5 2308 @@ -72129,13 +72129,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 443 + 449 2318 - 36 + 33 20 - 462.5 + 465.5 2328 @@ -72178,13 +72178,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 443 + 449 2338 - 36 + 33 20 - 462.5 + 465.5 2348 @@ -72227,13 +72227,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 509 + 506 2298 - 31 + 28 60 - 526 + 520 2328 @@ -72262,9 +72262,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 444 + 450 2378 - 101 + 89 64 @@ -72287,13 +72287,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 446 + 452 2380 - 36 + 33 20 - 465.5 + 468.5 2390 @@ -72343,13 +72343,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 446 + 452 2400 - 36 + 33 20 - 465.5 + 468.5 2410 @@ -72392,13 +72392,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 446 + 452 2420 - 36 + 33 20 - 465.5 + 468.5 2430 @@ -72441,13 +72441,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 512 + 509 2380 - 31 + 28 60 - 529 + 523 2410 @@ -72476,9 +72476,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2926 + 2932 2017 - 150 + 138 44 @@ -72503,13 +72503,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2928 + 2934 2019 - 62 + 59 20 - 2968.5 + 2971.5 2029 @@ -72529,13 +72529,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2928 + 2934 2039 - 62 + 59 20 - 2968.5 + 2971.5 2049 @@ -72577,13 +72577,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3020 + 3017 2019 - 54 + 51 40 - 3040.5 + 3034.5 2039 @@ -72651,7 +72651,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2877 1946 - 198 + 284 20 @@ -72694,9 +72694,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3865 + 3871 1977 - 189 + 177 64 @@ -72719,13 +72719,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3867 + 3873 1979 - 53 + 50 20 - 3895 + 3898 1989 @@ -72746,13 +72746,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3867 + 3873 1999 - 53 + 50 20 - 3895 + 3898 2009 @@ -72792,13 +72792,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3867 + 3873 2019 - 53 + 50 20 - 3895 + 3898 2029 @@ -72839,13 +72839,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3950 + 3947 1979 - 102 + 99 60 - 3994.5 + 3988.5 2009 @@ -72874,9 +72874,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3849 + 3855 2168 - 138 + 126 44 @@ -72899,13 +72899,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3851 + 3857 2170 - 51 + 48 20 - 3878 + 3881 2180 @@ -72926,13 +72926,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3851 + 3857 2190 - 51 + 48 20 - 3878 + 3881 2200 @@ -72982,13 +72982,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3932 + 3929 2170 - 53 + 50 20 - 3960 + 3954 2180 @@ -73008,13 +73008,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3932 + 3929 2190 - 53 + 50 20 - 3960 + 3954 2200 @@ -73043,9 +73043,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4032 + 4038 2295 - 138 + 126 44 @@ -73068,13 +73068,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4034 + 4040 2297 - 51 + 48 20 - 4061 + 4064 2307 @@ -73095,13 +73095,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4034 + 4040 2317 - 51 + 48 20 - 4061 + 4064 2327 @@ -73151,13 +73151,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4115 + 4112 2297 - 53 + 50 20 - 4143 + 4137 2307 @@ -73177,13 +73177,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4115 + 4112 2317 - 53 + 50 20 - 4143 + 4137 2327 @@ -73212,9 +73212,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3875 + 3881 2232 - 138 + 126 44 @@ -73237,13 +73237,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3877 + 3883 2234 - 51 + 48 20 - 3904 + 3907 2244 @@ -73264,13 +73264,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3877 + 3883 2254 - 51 + 48 20 - 3904 + 3907 2264 @@ -73320,13 +73320,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3958 + 3955 2234 - 53 + 50 20 - 3986 + 3980 2244 @@ -73346,13 +73346,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3958 + 3955 2254 - 53 + 50 20 - 3986 + 3980 2264 @@ -73381,9 +73381,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4006 + 4012 2137 - 150 + 138 44 @@ -73411,13 +73411,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4008 + 4014 2139 - 62 + 59 20 - 4048.5 + 4051.5 2149 @@ -73437,13 +73437,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4008 + 4014 2159 - 62 + 59 20 - 4048.5 + 4051.5 2169 @@ -73485,13 +73485,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4100 + 4097 2139 - 54 + 51 40 - 4120.5 + 4114.5 2159 @@ -73520,9 +73520,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4242 + 4248 1910 - 128 + 116 64 @@ -73546,13 +73546,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4244 + 4250 1912 - 45 + 42 20 - 4268 + 4271 1922 @@ -73573,13 +73573,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4244 + 4250 1932 - 45 + 42 20 - 4268 + 4271 1942 @@ -73621,13 +73621,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4244 + 4250 1952 - 45 + 42 20 - 4268 + 4271 1962 @@ -73650,13 +73650,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4319 + 4316 1912 - 49 + 46 60 - 4337 + 4331 1942 @@ -73685,9 +73685,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4248 + 4254 2141 - 131 + 119 64 @@ -73710,13 +73710,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4250 + 4256 2143 - 28 + 25 60 - 4265.5 + 4268.5 2173 @@ -73737,13 +73737,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4308 + 4305 2143 - 69 + 66 20 - 4344 + 4338 2153 @@ -73764,13 +73764,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4308 + 4305 2163 - 69 + 66 20 - 4344 + 4338 2173 @@ -73791,13 +73791,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4308 + 4305 2183 - 69 + 66 20 - 4344 + 4338 2193 @@ -73862,9 +73862,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4287 + 4293 2056 - 150 + 138 44 @@ -73889,13 +73889,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4289 + 4295 2058 - 62 + 59 20 - 4329.5 + 4332.5 2068 @@ -73915,13 +73915,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4289 + 4295 2078 - 62 + 59 20 - 4329.5 + 4332.5 2088 @@ -73963,13 +73963,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4381 + 4378 2058 - 54 + 51 40 - 4401.5 + 4395.5 2078 @@ -73998,9 +73998,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4423 + 4429 1902 - 101 + 89 44 @@ -74023,13 +74023,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4425 + 4431 1904 - 33 + 30 20 - 4443 + 4446 1914 @@ -74050,13 +74050,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4425 + 4431 1924 - 33 + 30 20 - 4443 + 4446 1934 @@ -74077,13 +74077,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4488 + 4485 1904 - 34 + 31 20 - 4506.5 + 4500.5 1914 @@ -74104,13 +74104,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4488 + 4485 1924 - 34 + 31 20 - 4506.5 + 4500.5 1934 @@ -74200,9 +74200,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1158 + 1164 2577 - 101 + 89 64 @@ -74225,13 +74225,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1160 + 1166 2579 - 37 + 34 20 - 1180 + 1183 2589 @@ -74282,13 +74282,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1160 + 1166 2599 - 37 + 34 20 - 1180 + 1183 2609 @@ -74329,13 +74329,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1160 + 1166 2619 - 37 + 34 20 - 1180 + 1183 2629 @@ -74375,13 +74375,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1227 + 1224 2579 - 30 + 27 30 - 1243.5 + 1237.5 2594 @@ -74402,13 +74402,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1227 + 1224 2609 - 30 + 27 30 - 1243.5 + 1237.5 2624 @@ -74473,9 +74473,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 608 + 614 2535 - 138 + 126 44 @@ -74498,13 +74498,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 610 + 616 2537 - 51 + 48 20 - 637 + 640 2547 @@ -74525,13 +74525,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 610 + 616 2557 - 51 + 48 20 - 637 + 640 2567 @@ -74581,13 +74581,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 691 + 688 2537 - 53 + 50 20 - 719 + 713 2547 @@ -74607,13 +74607,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 691 + 688 2557 - 53 + 50 20 - 719 + 713 2567 @@ -74678,9 +74678,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 773 + 779 2526 - 114 + 102 44 @@ -74703,13 +74703,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 775 + 781 2528 - 55 + 52 20 - 804 + 807 2538 @@ -74730,13 +74730,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 775 + 781 2548 - 55 + 52 20 - 804 + 807 2558 @@ -74756,13 +74756,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 860 + 857 2528 - 25 + 22 40 - 874 + 868 2548 @@ -74790,9 +74790,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 906 + 912 2534 - 104 + 92 28 @@ -74815,13 +74815,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 908 + 914 2536 - 33 + 30 24 - 926 + 929 2548 @@ -74841,13 +74841,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 971 + 968 2536 - 37 + 34 24 - 991 + 985 2548 @@ -74875,9 +74875,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1033 + 1039 2536 - 82 + 70 44 @@ -74900,13 +74900,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1035 + 1041 2538 - 14 + 11 20 - 1043.5 + 1046.5 2548 @@ -74926,13 +74926,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1035 + 1041 2558 - 14 + 11 20 - 1043.5 + 1046.5 2568 @@ -74973,13 +74973,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1079 + 1076 2538 - 34 + 31 40 - 1097.5 + 1091.5 2558 @@ -75008,9 +75008,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 907 + 913 2575 - 113 + 101 28 @@ -75033,13 +75033,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 909 + 915 2577 - 33 + 30 24 - 927 + 930 2589 @@ -75059,13 +75059,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 972 + 969 2577 - 46 + 43 24 - 996.5 + 990.5 2589 @@ -75094,9 +75094,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 904 + 910 2892 - 114 + 102 44 @@ -75118,13 +75118,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 906 + 912 2894 - 55 + 52 20 - 935 + 938 2904 @@ -75170,13 +75170,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 906 + 912 2914 - 55 + 52 20 - 935 + 938 2924 @@ -75221,13 +75221,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 991 + 988 2894 - 25 + 22 40 - 1005 + 999 2914 @@ -75255,9 +75255,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1039 + 1045 2900 - 104 + 92 28 @@ -75280,13 +75280,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1041 + 1047 2902 - 33 + 30 24 - 1059 + 1062 2914 @@ -75306,13 +75306,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1104 + 1101 2902 - 37 + 34 24 - 1124 + 1118 2914 @@ -75340,9 +75340,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1039 + 1045 2615 - 100 + 88 28 @@ -75365,13 +75365,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1041 + 1047 2617 - 32 + 29 24 - 1058.5 + 1061.5 2629 @@ -75391,13 +75391,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1103 + 1100 2617 - 34 + 31 24 - 1121.5 + 1115.5 2629 @@ -75426,9 +75426,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1311 + 1317 2586 - 138 + 126 64 @@ -75451,13 +75451,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1313 + 1319 2588 - 51 + 48 20 - 1340 + 1343 2598 @@ -75477,13 +75477,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1313 + 1319 2608 - 51 + 48 20 - 1340 + 1343 2618 @@ -75528,13 +75528,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1313 + 1319 2628 - 51 + 48 20 - 1340 + 1343 2638 @@ -75574,13 +75574,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1394 + 1391 2588 - 53 + 50 30 - 1422 + 1416 2603 @@ -75600,13 +75600,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1394 + 1391 2618 - 53 + 50 30 - 1422 + 1416 2633 @@ -75636,9 +75636,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1654 + 1660 2601 - 74 + 62 64 @@ -75672,13 +75672,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1656 + 1662 2603 - 31 + 28 20 - 1673 + 1676 2613 @@ -75698,13 +75698,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1656 + 1662 2623 - 31 + 28 20 - 1673 + 1676 2633 @@ -75744,13 +75744,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1656 + 1662 2643 - 31 + 28 20 - 1673 + 1676 2653 @@ -75791,13 +75791,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1717 + 1714 2603 - 9 + 6 60 - 1723 + 1717 2633 @@ -75828,9 +75828,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1498 + 1504 2591 - 129 + 117 44 @@ -75853,13 +75853,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1500 + 1506 2593 - 41 + 38 20 - 1522 + 1525 2603 @@ -75881,13 +75881,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1500 + 1506 2613 - 41 + 38 20 - 1522 + 1525 2623 @@ -75908,13 +75908,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1571 + 1568 2593 - 54 + 51 40 - 1599.5 + 1593.5 2613 @@ -75942,9 +75942,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1586 + 1592 2491 - 110 + 98 44 @@ -75967,13 +75967,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1588 + 1594 2493 - 41 + 38 20 - 1610 + 1613 2503 @@ -76016,13 +76016,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1588 + 1594 2513 - 41 + 38 20 - 1610 + 1613 2523 @@ -76063,13 +76063,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1659 + 1656 2493 - 35 + 32 40 - 1678 + 1672 2513 @@ -76098,9 +76098,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1768 + 1774 2535 - 138 + 126 64 @@ -76123,13 +76123,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1770 + 1776 2537 - 51 + 48 20 - 1797 + 1800 2547 @@ -76151,13 +76151,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1770 + 1776 2557 - 51 + 48 20 - 1797 + 1800 2567 @@ -76198,13 +76198,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1770 + 1776 2577 - 51 + 48 20 - 1797 + 1800 2587 @@ -76254,13 +76254,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1851 + 1848 2537 - 53 + 50 30 - 1879 + 1873 2552 @@ -76280,13 +76280,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1851 + 1848 2567 - 53 + 50 30 - 1879 + 1873 2582 @@ -76314,9 +76314,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1490 + 1496 2445 - 100 + 88 28 @@ -76339,13 +76339,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1492 + 1498 2447 - 32 + 29 24 - 1509.5 + 1512.5 2459 @@ -76365,13 +76365,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1554 + 1551 2447 - 34 + 31 24 - 1572.5 + 1566.5 2459 @@ -76439,7 +76439,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 1942 3050 - 198 + 279 20 @@ -76482,9 +76482,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1981 + 1987 2891 - 74 + 62 64 @@ -76518,13 +76518,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1983 + 1989 2893 - 31 + 28 20 - 2000 + 2003 2903 @@ -76544,13 +76544,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1983 + 1989 2913 - 31 + 28 20 - 2000 + 2003 2923 @@ -76590,13 +76590,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1983 + 1989 2933 - 31 + 28 20 - 2000 + 2003 2943 @@ -76637,13 +76637,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2044 + 2041 2893 - 9 + 6 60 - 2050 + 2044 2923 @@ -76674,9 +76674,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1808 + 1814 2872 - 129 + 117 44 @@ -76699,13 +76699,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1810 + 1816 2874 - 41 + 38 20 - 1832 + 1835 2884 @@ -76727,13 +76727,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1810 + 1816 2894 - 41 + 38 20 - 1832 + 1835 2904 @@ -76754,13 +76754,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1881 + 1878 2874 - 54 + 51 40 - 1909.5 + 1903.5 2894 @@ -76788,9 +76788,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1976 + 1982 2612 - 110 + 98 44 @@ -76813,13 +76813,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1978 + 1984 2614 - 41 + 38 20 - 2000 + 2003 2624 @@ -76863,13 +76863,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1978 + 1984 2634 - 41 + 38 20 - 2000 + 2003 2644 @@ -76910,13 +76910,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2049 + 2046 2614 - 35 + 32 40 - 2068 + 2062 2634 @@ -76945,9 +76945,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2117 + 2123 2585 - 138 + 126 64 @@ -76970,13 +76970,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2119 + 2125 2587 - 51 + 48 20 - 2146 + 2149 2597 @@ -76998,13 +76998,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2119 + 2125 2607 - 51 + 48 20 - 2146 + 2149 2617 @@ -77045,13 +77045,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2119 + 2125 2627 - 51 + 48 20 - 2146 + 2149 2637 @@ -77101,13 +77101,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2200 + 2197 2587 - 53 + 50 30 - 2228 + 2222 2602 @@ -77127,13 +77127,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2200 + 2197 2617 - 53 + 50 30 - 2228 + 2222 2632 @@ -77161,9 +77161,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2159 + 2165 2497 - 82 + 70 44 @@ -77195,13 +77195,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2161 + 2167 2499 - 14 + 11 20 - 2169.5 + 2172.5 2509 @@ -77221,13 +77221,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2161 + 2167 2519 - 14 + 11 20 - 2169.5 + 2172.5 2529 @@ -77268,13 +77268,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2205 + 2202 2499 - 34 + 31 40 - 2223.5 + 2217.5 2519 @@ -77308,7 +77308,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 2080 2425 - 198 + 279 20 @@ -77387,9 +77387,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2497 + 2503 2553 - 111 + 99 44 @@ -77413,13 +77413,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2499 + 2505 2555 - 39 + 36 20 - 2520 + 2523 2565 @@ -77441,13 +77441,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2499 + 2505 2575 - 39 + 36 20 - 2520 + 2523 2585 @@ -77469,13 +77469,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2568 + 2565 2555 - 38 + 35 20 - 2588.5 + 2582.5 2565 @@ -77497,13 +77497,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2568 + 2565 2575 - 38 + 35 20 - 2588.5 + 2582.5 2585 @@ -77533,9 +77533,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3916 + 3922 2876 - 133 + 121 124 @@ -77559,13 +77559,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2878 - 46 + 43 20 - 3942.5 + 3945.5 2888 @@ -77587,13 +77587,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2898 - 46 + 43 20 - 3942.5 + 3945.5 2908 @@ -77645,13 +77645,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2918 - 46 + 43 20 - 3942.5 + 3945.5 2928 @@ -77692,13 +77692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2938 - 46 + 43 20 - 3942.5 + 3945.5 2948 @@ -77739,13 +77739,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2958 - 46 + 43 20 - 3942.5 + 3945.5 2968 @@ -77786,13 +77786,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3918 + 3924 2978 - 46 + 43 20 - 3942.5 + 3945.5 2988 @@ -77833,13 +77833,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3994 + 3991 2878 - 53 + 50 60 - 4022 + 4016 2908 @@ -77860,13 +77860,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3994 + 3991 2938 - 53 + 50 60 - 4022 + 4016 2968 @@ -78003,9 +78003,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3830 + 3836 2404 - 96 + 84 44 @@ -78028,13 +78028,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3832 + 3838 2406 - 33 + 30 40 - 3850 + 3853 2426 @@ -78054,13 +78054,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3895 + 3892 2406 - 29 + 26 20 - 3911 + 3905 2416 @@ -78080,13 +78080,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3895 + 3892 2426 - 29 + 26 20 - 3911 + 3905 2436 @@ -78150,9 +78150,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3621 + 3627 3300 - 134 + 122 44 @@ -78185,13 +78185,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3623 + 3629 3302 - 30 + 27 20 - 3647.5 + 3650.5 3312 @@ -78211,13 +78211,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3623 + 3629 3322 - 30 + 27 20 - 3647.5 + 3650.5 3332 @@ -78260,13 +78260,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3683 + 3680 3302 - 70 + 67 40 - 3701.5 + 3695.5 3322 @@ -78359,9 +78359,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3964 + 3970 3032 - 112 + 100 64 @@ -78385,13 +78385,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3966 + 3972 3034 - 45 + 42 20 - 3990 + 3993 3044 @@ -78412,13 +78412,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3966 + 3972 3054 - 45 + 42 20 - 3990 + 3993 3064 @@ -78460,13 +78460,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3966 + 3972 3074 - 45 + 42 20 - 3990 + 3993 3084 @@ -78488,13 +78488,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4041 + 4038 3034 - 33 + 30 60 - 4059 + 4053 3064 @@ -78548,9 +78548,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4505 + 4511 3062 - 138 + 126 44 @@ -78573,13 +78573,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4507 + 4513 3064 - 51 + 48 20 - 4534 + 4537 3074 @@ -78600,13 +78600,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4507 + 4513 3084 - 51 + 48 20 - 4534 + 4537 3094 @@ -78656,13 +78656,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4588 + 4585 3064 - 53 + 50 20 - 4616 + 4610 3074 @@ -78682,13 +78682,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4588 + 4585 3084 - 53 + 50 20 - 4616 + 4610 3094 @@ -78717,9 +78717,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4384 + 4390 2510 - 154 + 142 84 @@ -78742,13 +78742,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4386 + 4392 2512 - 51 + 48 20 - 4413 + 4416 2522 @@ -78769,13 +78769,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4386 + 4392 2532 - 51 + 48 20 - 4413 + 4416 2542 @@ -78825,13 +78825,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4386 + 4392 2552 - 51 + 48 20 - 4413 + 4416 2562 @@ -78872,13 +78872,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4386 + 4392 2572 - 51 + 48 20 - 4413 + 4416 2582 @@ -78920,13 +78920,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4467 + 4464 2512 - 69 + 66 40 - 4495 + 4489 2532 @@ -78947,13 +78947,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4467 + 4464 2552 - 69 + 66 40 - 4495 + 4489 2572 @@ -78982,9 +78982,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5013 + 5019 3181 - 100 + 88 44 @@ -79007,13 +79007,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5015 + 5021 3183 - 33 + 30 20 - 5033 + 5036 3193 @@ -79033,13 +79033,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5015 + 5021 3203 - 33 + 30 20 - 5033 + 5036 3213 @@ -79059,13 +79059,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5078 + 5075 3183 - 33 + 30 20 - 5096 + 5090 3193 @@ -79085,13 +79085,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5078 + 5075 3203 - 33 + 30 20 - 5096 + 5090 3213 @@ -79123,7 +79123,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 4327 3277 - 198 + 279 20 @@ -79165,9 +79165,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5249 + 5255 2530 - 96 + 84 44 @@ -79190,13 +79190,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5251 + 5257 2532 - 33 + 30 40 - 5269 + 5272 2552 @@ -79216,13 +79216,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5314 + 5311 2532 - 29 + 26 20 - 5330 + 5324 2542 @@ -79242,13 +79242,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5314 + 5311 2552 - 29 + 26 20 - 5330 + 5324 2562 @@ -79313,9 +79313,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5052 + 5058 2560 - 138 + 126 44 @@ -79338,13 +79338,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5054 + 5060 2562 - 51 + 48 20 - 5081 + 5084 2572 @@ -79365,13 +79365,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5054 + 5060 2582 - 51 + 48 20 - 5081 + 5084 2592 @@ -79421,13 +79421,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5135 + 5132 2562 - 53 + 50 20 - 5163 + 5157 2572 @@ -79447,13 +79447,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5135 + 5132 2582 - 53 + 50 20 - 5163 + 5157 2592 @@ -79654,9 +79654,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4561 + 4567 3350 - 112 + 100 64 @@ -79680,13 +79680,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4563 + 4569 3352 - 45 + 42 20 - 4587 + 4590 3362 @@ -79707,13 +79707,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4563 + 4569 3372 - 45 + 42 20 - 4587 + 4590 3382 @@ -79755,13 +79755,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4563 + 4569 3392 - 45 + 42 20 - 4587 + 4590 3402 @@ -79783,13 +79783,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4638 + 4635 3352 - 33 + 30 60 - 4656 + 4650 3382 @@ -79963,9 +79963,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5817 + 5823 2923 - 129 + 117 184 @@ -79990,13 +79990,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 2925 - 53 + 50 20 - 5847 + 5850 2935 @@ -80019,13 +80019,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 2945 - 53 + 50 20 - 5847 + 5850 2955 @@ -80067,13 +80067,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 2965 - 53 + 50 20 - 5847 + 5850 2975 @@ -80094,13 +80094,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 2985 - 53 + 50 20 - 5847 + 5850 2995 @@ -80141,13 +80141,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 3005 - 53 + 50 20 - 5847 + 5850 3015 @@ -80188,13 +80188,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 3025 - 53 + 50 20 - 5847 + 5850 3035 @@ -80235,13 +80235,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 3045 - 53 + 50 20 - 5847 + 5850 3055 @@ -80282,13 +80282,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 3065 - 53 + 50 20 - 5847 + 5850 3075 @@ -80329,13 +80329,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5819 + 5825 3085 - 53 + 50 20 - 5847 + 5850 3095 @@ -80377,13 +80377,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5902 + 5899 2925 - 42 + 39 180 - 5916.5 + 5910.5 3015 @@ -80447,9 +80447,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1887 + 1893 2633 - 82 + 70 44 @@ -80481,13 +80481,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1889 + 1895 2635 - 14 + 11 20 - 1897.5 + 1900.5 2645 @@ -80507,13 +80507,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1889 + 1895 2655 - 14 + 11 20 - 1897.5 + 1900.5 2665 @@ -80554,13 +80554,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 1933 + 1930 2635 - 34 + 31 40 - 1951.5 + 1945.5 2655 @@ -80699,9 +80699,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2829 + 2835 3168 - 88 + 76 44 @@ -80725,13 +80725,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2831 + 2837 3170 - 27 + 24 20 - 2846 + 2849 3180 @@ -80751,13 +80751,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2831 + 2837 3190 - 27 + 24 20 - 2846 + 2849 3200 @@ -80798,13 +80798,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2888 + 2885 3170 - 27 + 24 40 - 2903 + 2897 3190 @@ -80833,9 +80833,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3711 + 3717 3530 - 109 + 97 28 @@ -80860,13 +80860,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3713 + 3719 3532 - 38 + 35 24 - 3741.5 + 3744.5 3544 @@ -80886,13 +80886,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3781 + 3778 3532 - 37 + 34 24 - 3801 + 3795 3544 @@ -80921,9 +80921,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3859 + 3865 3547 - 82 + 70 44 @@ -80955,13 +80955,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3861 + 3867 3549 - 14 + 11 20 - 3869.5 + 3872.5 3559 @@ -80981,13 +80981,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3861 + 3867 3569 - 14 + 11 20 - 3869.5 + 3872.5 3579 @@ -81028,13 +81028,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3905 + 3902 3549 - 34 + 31 40 - 3923.5 + 3917.5 3569 @@ -81163,9 +81163,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5599 + 5605 2506 - 136 + 124 44 @@ -81188,13 +81188,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5601 + 5607 2508 - 50 + 47 20 - 5627.5 + 5630.5 2518 @@ -81214,13 +81214,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5601 + 5607 2528 - 50 + 47 20 - 5627.5 + 5630.5 2538 @@ -81261,13 +81261,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5681 + 5678 2508 - 52 + 49 20 - 5708.5 + 5702.5 2518 @@ -81288,13 +81288,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5681 + 5678 2528 - 52 + 49 20 - 5708.5 + 5702.5 2538 @@ -81323,9 +81323,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5633 + 5639 2432 - 104 + 92 28 @@ -81348,13 +81348,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5635 + 5641 2434 - 33 + 30 24 - 5653 + 5656 2446 @@ -81374,13 +81374,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5698 + 5695 2434 - 37 + 34 24 - 5718 + 5712 2446 @@ -81462,9 +81462,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5554 + 5560 2940 - 129 + 117 28 @@ -81487,13 +81487,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5556 + 5562 2942 - 33 + 30 24 - 5574 + 5577 2954 @@ -81514,13 +81514,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5619 + 5616 2942 - 62 + 59 24 - 5643.5 + 5637.5 2954 @@ -81585,9 +81585,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5446 + 5452 2887 - 104 + 92 44 @@ -81611,13 +81611,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5448 + 5454 2889 - 27 + 24 20 - 5463 + 5466 2899 @@ -81637,13 +81637,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5448 + 5454 2909 - 27 + 24 20 - 5463 + 5466 2919 @@ -81685,13 +81685,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5505 + 5502 2889 - 43 + 40 40 - 5520 + 5514 2909 @@ -81720,9 +81720,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5505 + 5511 2562 - 118 + 106 44 @@ -81746,13 +81746,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5507 + 5513 2564 - 43 + 40 20 - 5530 + 5533 2574 @@ -81772,13 +81772,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5507 + 5513 2584 - 43 + 40 20 - 5530 + 5533 2594 @@ -81818,13 +81818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5580 + 5577 2564 - 41 + 38 40 - 5602 + 5596 2584 @@ -81853,9 +81853,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5637 + 5643 2871 - 114 + 102 44 @@ -81878,13 +81878,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5639 + 5645 2873 - 55 + 52 20 - 5668 + 5671 2883 @@ -81905,13 +81905,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5639 + 5645 2893 - 55 + 52 20 - 5668 + 5671 2903 @@ -81931,13 +81931,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5724 + 5721 2873 - 25 + 22 40 - 5738 + 5732 2893 @@ -81966,9 +81966,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5650 + 5656 2590 - 104 + 92 28 @@ -81991,13 +81991,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5652 + 5658 2592 - 33 + 30 24 - 5670 + 5673 2604 @@ -82017,13 +82017,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5715 + 5712 2592 - 37 + 34 24 - 5735 + 5729 2604 @@ -82104,9 +82104,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2835 + 2841 3804 - 82 + 70 44 @@ -82129,13 +82129,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2837 + 2843 3806 - 14 + 11 20 - 2845.5 + 2848.5 3816 @@ -82156,13 +82156,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2837 + 2843 3826 - 14 + 11 20 - 2845.5 + 2848.5 3836 @@ -82182,13 +82182,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2881 + 2878 3806 - 34 + 31 40 - 2899.5 + 2893.5 3826 @@ -82216,9 +82216,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2959 + 2965 3787 - 82 + 70 44 @@ -82250,13 +82250,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2961 + 2967 3789 - 14 + 11 20 - 2969.5 + 2972.5 3799 @@ -82277,13 +82277,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2961 + 2967 3809 - 14 + 11 20 - 2969.5 + 2972.5 3819 @@ -82303,13 +82303,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3005 + 3002 3789 - 34 + 31 40 - 3023.5 + 3017.5 3809 @@ -82437,9 +82437,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2045 + 2051 3523 - 147 + 135 64 @@ -82462,13 +82462,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2047 + 2053 3525 - 28 + 25 60 - 2062.5 + 2065.5 3555 @@ -82490,13 +82490,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2105 + 2102 3525 - 85 + 82 20 - 2141 + 2135 3535 @@ -82517,13 +82517,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2105 + 2102 3545 - 85 + 82 20 - 2141 + 2135 3555 @@ -82544,13 +82544,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2105 + 2102 3565 - 85 + 82 20 - 2141 + 2135 3575 @@ -82580,9 +82580,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2073 + 2079 3634 - 74 + 62 64 @@ -82616,13 +82616,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2075 + 2081 3636 - 31 + 28 20 - 2092 + 2095 3646 @@ -82642,13 +82642,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2075 + 2081 3656 - 31 + 28 20 - 2092 + 2095 3666 @@ -82688,13 +82688,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2075 + 2081 3676 - 31 + 28 20 - 2092 + 2095 3686 @@ -82735,13 +82735,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2136 + 2133 3636 - 9 + 6 60 - 2142 + 2136 3666 @@ -82772,9 +82772,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2820 + 2826 3688 - 104 + 92 28 @@ -82797,13 +82797,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2822 + 2828 3690 - 33 + 30 24 - 2840 + 2843 3702 @@ -82823,13 +82823,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2885 + 2882 3690 - 37 + 34 24 - 2905 + 2899 3702 @@ -82895,9 +82895,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3953 + 3959 3749 - 151 + 139 44 @@ -82920,13 +82920,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3955 + 3961 3751 - 48 + 45 20 - 3988.5 + 3991.5 3761 @@ -82948,13 +82948,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3955 + 3961 3771 - 48 + 45 20 - 3988.5 + 3991.5 3781 @@ -82975,13 +82975,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4033 + 4030 3751 - 69 + 66 20 - 4061 + 4055 3761 @@ -83002,13 +83002,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4033 + 4030 3771 - 69 + 66 20 - 4061 + 4055 3781 @@ -83038,9 +83038,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2939 + 2945 3599 - 74 + 62 64 @@ -83074,13 +83074,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2941 + 2947 3601 - 31 + 28 20 - 2958 + 2961 3611 @@ -83100,13 +83100,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2941 + 2947 3621 - 31 + 28 20 - 2958 + 2961 3631 @@ -83146,13 +83146,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2941 + 2947 3641 - 31 + 28 20 - 2958 + 2961 3651 @@ -83193,13 +83193,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3002 + 2999 3601 - 9 + 6 60 - 3008 + 3002 3631 @@ -83266,9 +83266,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3533 + 3539 3609 - 96 + 84 44 @@ -83291,13 +83291,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3535 + 3541 3611 - 33 + 30 40 - 3553 + 3556 3631 @@ -83317,13 +83317,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3598 + 3595 3611 - 29 + 26 20 - 3614 + 3608 3621 @@ -83343,13 +83343,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3598 + 3595 3631 - 29 + 26 20 - 3614 + 3608 3641 @@ -83378,9 +83378,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3732 + 3738 3879 - 121 + 109 64 @@ -83403,13 +83403,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3734 + 3740 3881 - 39 + 36 20 - 3755 + 3758 3891 @@ -83430,13 +83430,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3734 + 3740 3901 - 39 + 36 20 - 3755 + 3758 3911 @@ -83457,13 +83457,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3734 + 3740 3921 - 39 + 36 20 - 3755 + 3758 3931 @@ -83504,13 +83504,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3803 + 3800 3881 - 48 + 45 60 - 3820.5 + 3814.5 3911 @@ -83539,9 +83539,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4271 + 4277 3749 - 126 + 114 64 @@ -83565,13 +83565,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4273 + 4279 3751 - 60 + 57 20 - 4312.5 + 4315.5 3761 @@ -83593,13 +83593,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4273 + 4279 3771 - 60 + 57 20 - 4312.5 + 4315.5 3781 @@ -83621,13 +83621,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4273 + 4279 3791 - 60 + 57 20 - 4312.5 + 4315.5 3801 @@ -83647,13 +83647,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4363 + 4360 3751 - 32 + 29 60 - 4380.5 + 4374.5 3781 @@ -83719,9 +83719,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3801 + 3807 3626 - 96 + 84 44 @@ -83744,13 +83744,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3803 + 3809 3628 - 33 + 30 40 - 3821 + 3824 3648 @@ -83770,13 +83770,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3866 + 3863 3628 - 29 + 26 20 - 3882 + 3876 3638 @@ -83796,13 +83796,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3866 + 3863 3648 - 29 + 26 20 - 3882 + 3876 3658 @@ -83832,9 +83832,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4121 + 4127 3604 - 94 + 82 84 @@ -83859,13 +83859,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4123 + 4129 3606 - 38 + 35 20 - 4143.5 + 4146.5 3616 @@ -83888,13 +83888,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4123 + 4129 3626 - 38 + 35 20 - 4143.5 + 4146.5 3636 @@ -83917,13 +83917,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4123 + 4129 3646 - 38 + 35 20 - 4143.5 + 4146.5 3656 @@ -83944,13 +83944,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4123 + 4129 3666 - 38 + 35 20 - 4143.5 + 4146.5 3676 @@ -83992,13 +83992,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4191 + 4188 3606 - 22 + 19 80 - 4203.5 + 4197.5 3646 @@ -84027,9 +84027,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4396 + 4402 3555 - 110 + 98 84 @@ -84053,13 +84053,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4398 + 4404 3557 - 38 + 35 20 - 4418.5 + 4421.5 3567 @@ -84081,13 +84081,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4398 + 4404 3577 - 38 + 35 20 - 4418.5 + 4421.5 3587 @@ -84109,13 +84109,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4398 + 4404 3597 - 38 + 35 20 - 4418.5 + 4421.5 3607 @@ -84135,13 +84135,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4398 + 4404 3617 - 38 + 35 20 - 4418.5 + 4421.5 3627 @@ -84183,13 +84183,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4466 + 4463 3557 - 38 + 35 80 - 4478.5 + 4472.5 3597 @@ -84218,9 +84218,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4284 + 4290 3629 - 88 + 76 44 @@ -84244,13 +84244,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4286 + 4292 3631 - 27 + 24 20 - 4301 + 4304 3641 @@ -84270,13 +84270,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4286 + 4292 3651 - 27 + 24 20 - 4301 + 4304 3661 @@ -84317,13 +84317,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4343 + 4340 3631 - 27 + 24 40 - 4358 + 4352 3651 @@ -84405,9 +84405,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10910 + 10916 3454 - 118 + 106 84 @@ -84431,13 +84431,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10912 + 10918 3456 - 58 + 55 20 - 10942.5 + 10945.5 3466 @@ -84460,13 +84460,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10912 + 10918 3476 - 58 + 55 20 - 10942.5 + 10945.5 3486 @@ -84489,13 +84489,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10912 + 10918 3496 - 58 + 55 20 - 10942.5 + 10945.5 3506 @@ -84516,13 +84516,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10912 + 10918 3516 - 58 + 55 20 - 10942.5 + 10945.5 3526 @@ -84564,13 +84564,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11000 + 10997 3456 - 26 + 23 80 - 11014.5 + 11008.5 3496 @@ -84637,9 +84637,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5774 + 5780 4191 - 135 + 123 64 @@ -84665,13 +84665,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5776 + 5782 4193 - 70 + 67 20 - 5820.5 + 5823.5 4203 @@ -84695,13 +84695,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5776 + 5782 4213 - 70 + 67 20 - 5820.5 + 5823.5 4223 @@ -84725,13 +84725,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5776 + 5782 4233 - 70 + 67 20 - 5820.5 + 5823.5 4243 @@ -84752,13 +84752,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5876 + 5873 4193 - 31 + 28 60 - 5893 + 5887 4223 @@ -84787,9 +84787,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5402 + 5408 4335 - 104 + 92 28 @@ -84812,13 +84812,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5404 + 5410 4337 - 33 + 30 24 - 5422 + 5425 4349 @@ -84838,13 +84838,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5467 + 5464 4337 - 37 + 34 24 - 5487 + 5481 4349 @@ -84872,9 +84872,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5385 + 5391 4393 - 107 + 95 28 @@ -84896,13 +84896,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5387 + 5393 4395 - 35 + 32 24 - 5406 + 5409 4407 @@ -84942,13 +84942,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5452 + 5449 4395 - 38 + 35 24 - 5472.5 + 5466.5 4407 @@ -84976,9 +84976,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5541 + 5547 4377 - 82 + 70 44 @@ -85001,13 +85001,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5543 + 5549 4379 - 14 + 11 20 - 5551.5 + 5554.5 4389 @@ -85028,13 +85028,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5543 + 5549 4399 - 14 + 11 20 - 5551.5 + 5554.5 4409 @@ -85054,13 +85054,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5587 + 5584 4379 - 34 + 31 40 - 5605.5 + 5599.5 4399 @@ -85089,9 +85089,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5619 + 5625 4282 - 104 + 92 28 @@ -85114,13 +85114,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5621 + 5627 4284 - 33 + 30 24 - 5639 + 5642 4296 @@ -85140,13 +85140,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5684 + 5681 4284 - 37 + 34 24 - 5704 + 5698 4296 @@ -85174,9 +85174,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5634 + 5640 4338 - 107 + 95 28 @@ -85198,13 +85198,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5636 + 5642 4340 - 35 + 32 24 - 5655 + 5658 4352 @@ -85244,13 +85244,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5701 + 5698 4340 - 38 + 35 24 - 5721.5 + 5715.5 4352 @@ -85278,9 +85278,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5776 + 5782 4342 - 82 + 70 44 @@ -85303,13 +85303,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5778 + 5784 4344 - 14 + 11 20 - 5786.5 + 5789.5 4354 @@ -85330,13 +85330,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5778 + 5784 4364 - 14 + 11 20 - 5786.5 + 5789.5 4374 @@ -85356,13 +85356,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5822 + 5819 4344 - 34 + 31 40 - 5840.5 + 5834.5 4364 @@ -85391,9 +85391,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3950 + 3956 3680 - 114 + 102 44 @@ -85415,13 +85415,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3952 + 3958 3682 - 55 + 52 20 - 3981 + 3984 3692 @@ -85466,13 +85466,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3952 + 3958 3702 - 55 + 52 20 - 3981 + 3984 3712 @@ -85517,13 +85517,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4037 + 4034 3682 - 25 + 22 40 - 4051 + 4045 3702 @@ -85769,9 +85769,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10363 + 10369 3674 - 96 + 84 64 @@ -85795,13 +85795,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10365 + 10371 3676 - 36 + 33 20 - 10384.5 + 10387.5 3686 @@ -85823,13 +85823,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10365 + 10371 3696 - 36 + 33 20 - 10384.5 + 10387.5 3706 @@ -85870,13 +85870,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10365 + 10371 3716 - 36 + 33 20 - 10384.5 + 10387.5 3726 @@ -85918,13 +85918,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10431 + 10428 3676 - 26 + 23 60 - 10445.5 + 10439.5 3706 @@ -86206,9 +86206,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4054 + 4060 3813 - 112 + 100 64 @@ -86232,13 +86232,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4056 + 4062 3815 - 45 + 42 20 - 4080 + 4083 3825 @@ -86259,13 +86259,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4056 + 4062 3835 - 45 + 42 20 - 4080 + 4083 3845 @@ -86307,13 +86307,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4056 + 4062 3855 - 45 + 42 20 - 4080 + 4083 3865 @@ -86335,13 +86335,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4131 + 4128 3815 - 33 + 30 60 - 4149 + 4143 3845 @@ -86371,9 +86371,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4033 + 4039 3900 - 112 + 100 64 @@ -86397,13 +86397,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4035 + 4041 3902 - 45 + 42 20 - 4059 + 4062 3912 @@ -86424,13 +86424,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4035 + 4041 3922 - 45 + 42 20 - 4059 + 4062 3932 @@ -86472,13 +86472,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4035 + 4041 3942 - 45 + 42 20 - 4059 + 4062 3952 @@ -86500,13 +86500,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4110 + 4107 3902 - 33 + 30 60 - 4128 + 4122 3932 @@ -86572,9 +86572,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10927 + 10933 3262 - 176 + 164 64 @@ -86598,13 +86598,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10929 + 10935 3264 - 73 + 70 20 - 10975 + 10978 3274 @@ -86624,13 +86624,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10929 + 10935 3284 - 73 + 70 20 - 10975 + 10978 3294 @@ -86675,13 +86675,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10929 + 10935 3304 - 73 + 70 20 - 10975 + 10978 3314 @@ -86721,13 +86721,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11032 + 11029 3264 - 69 + 66 20 - 11060 + 11054 3274 @@ -86747,13 +86747,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11032 + 11029 3284 - 69 + 66 20 - 11060 + 11054 3294 @@ -86774,13 +86774,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11032 + 11029 3304 - 69 + 66 20 - 11060 + 11054 3314 @@ -86810,9 +86810,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10628 + 10634 3408 - 126 + 114 64 @@ -86848,13 +86848,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10630 + 10636 3410 - 67 + 64 20 - 10683 + 10686 3420 @@ -86876,13 +86876,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10630 + 10636 3430 - 67 + 64 20 - 10683 + 10686 3440 @@ -86922,13 +86922,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10630 + 10636 3450 - 67 + 64 20 - 10683 + 10686 3460 @@ -86970,13 +86970,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10727 + 10724 3410 - 25 + 22 60 - 10733 + 10727 3440 @@ -87008,9 +87008,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10564 + 10570 3477 - 126 + 114 64 @@ -87046,13 +87046,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10566 + 10572 3479 - 67 + 64 20 - 10619 + 10622 3489 @@ -87074,13 +87074,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10566 + 10572 3499 - 67 + 64 20 - 10619 + 10622 3509 @@ -87120,13 +87120,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10566 + 10572 3519 - 67 + 64 20 - 10619 + 10622 3529 @@ -87168,13 +87168,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10663 + 10660 3479 - 25 + 22 60 - 10669 + 10663 3509 @@ -87208,7 +87208,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 10211 3197 - 198 + 284 20 @@ -87251,9 +87251,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10567 + 10573 3556 - 126 + 114 64 @@ -87289,13 +87289,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10569 + 10575 3558 - 67 + 64 20 - 10622 + 10625 3568 @@ -87317,13 +87317,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10569 + 10575 3578 - 67 + 64 20 - 10622 + 10625 3588 @@ -87363,13 +87363,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10569 + 10575 3598 - 67 + 64 20 - 10622 + 10625 3608 @@ -87411,13 +87411,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10666 + 10663 3558 - 25 + 22 60 - 10672 + 10666 3588 @@ -87448,9 +87448,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4786 + 4792 2254 - 162 + 150 44 @@ -87485,13 +87485,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4788 + 4794 2256 - 64 + 61 20 - 4829.5 + 4832.5 2266 @@ -87514,13 +87514,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4788 + 4794 2276 - 64 + 61 20 - 4829.5 + 4832.5 2286 @@ -87542,13 +87542,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4882 + 4879 2256 - 64 + 61 20 - 4907.5 + 4901.5 2266 @@ -87570,13 +87570,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4882 + 4879 2276 - 64 + 61 20 - 4907.5 + 4901.5 2286 @@ -87643,9 +87643,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4428 + 4434 2197 - 104 + 92 28 @@ -87668,13 +87668,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4430 + 4436 2199 - 33 + 30 24 - 4448 + 4451 2211 @@ -87694,13 +87694,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4493 + 4490 2199 - 37 + 34 24 - 4513 + 4507 2211 @@ -87782,9 +87782,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5211 + 5217 2182 - 78 + 66 28 @@ -87808,13 +87808,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5213 + 5219 2184 - 22 + 19 24 - 5225.5 + 5228.5 2196 @@ -87835,13 +87835,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5265 + 5262 2184 - 22 + 19 24 - 5277.5 + 5271.5 2196 @@ -87870,9 +87870,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5262 + 5268 2278 - 78 + 66 28 @@ -87896,13 +87896,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5264 + 5270 2280 - 22 + 19 24 - 5276.5 + 5279.5 2292 @@ -87923,13 +87923,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5316 + 5313 2280 - 22 + 19 24 - 5328.5 + 5322.5 2292 @@ -88054,9 +88054,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4564 + 4570 2406 - 162 + 150 44 @@ -88091,13 +88091,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4566 + 4572 2408 - 64 + 61 20 - 4607.5 + 4610.5 2418 @@ -88120,13 +88120,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4566 + 4572 2428 - 64 + 61 20 - 4607.5 + 4610.5 2438 @@ -88148,13 +88148,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4660 + 4657 2408 - 64 + 61 20 - 4685.5 + 4679.5 2418 @@ -88176,13 +88176,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4660 + 4657 2428 - 64 + 61 20 - 4685.5 + 4679.5 2438 @@ -88213,9 +88213,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4413 + 4419 2349 - 104 + 92 28 @@ -88238,13 +88238,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4415 + 4421 2351 - 33 + 30 24 - 4433 + 4436 2363 @@ -88264,13 +88264,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4478 + 4475 2351 - 37 + 34 24 - 4498 + 4492 2363 @@ -88352,9 +88352,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5108 + 5114 2334 - 78 + 66 28 @@ -88378,13 +88378,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5110 + 5116 2336 - 22 + 19 24 - 5122.5 + 5125.5 2348 @@ -88405,13 +88405,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5162 + 5159 2336 - 22 + 19 24 - 5174.5 + 5168.5 2348 @@ -88440,9 +88440,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5247 + 5253 2430 - 78 + 66 28 @@ -88466,13 +88466,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5249 + 5255 2432 - 22 + 19 24 - 5261.5 + 5264.5 2444 @@ -88493,13 +88493,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5301 + 5298 2432 - 22 + 19 24 - 5313.5 + 5307.5 2444 @@ -88623,9 +88623,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3856 + 3862 2569 - 82 + 70 44 @@ -88656,13 +88656,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3858 + 3864 2571 - 14 + 11 20 - 3866.5 + 3869.5 2581 @@ -88682,13 +88682,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3858 + 3864 2591 - 14 + 11 20 - 3866.5 + 3869.5 2601 @@ -88708,13 +88708,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3902 + 3899 2571 - 34 + 31 40 - 3920.5 + 3914.5 2591 @@ -88746,9 +88746,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5620 + 5626 2213 - 74 + 62 64 @@ -88782,13 +88782,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5622 + 5628 2215 - 31 + 28 20 - 5639 + 5642 2225 @@ -88808,13 +88808,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5622 + 5628 2235 - 31 + 28 20 - 5639 + 5642 2245 @@ -88854,13 +88854,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5622 + 5628 2255 - 31 + 28 20 - 5639 + 5642 2265 @@ -88901,13 +88901,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5683 + 5680 2215 - 9 + 6 60 - 5689 + 5683 2245 @@ -88939,9 +88939,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5636 + 5642 2326 - 74 + 62 64 @@ -88975,13 +88975,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5638 + 5644 2328 - 31 + 28 20 - 5655 + 5658 2338 @@ -89001,13 +89001,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5638 + 5644 2348 - 31 + 28 20 - 5655 + 5658 2358 @@ -89047,13 +89047,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5638 + 5644 2368 - 31 + 28 20 - 5655 + 5658 2378 @@ -89094,13 +89094,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5699 + 5696 2328 - 9 + 6 60 - 5705 + 5699 2358 @@ -89131,9 +89131,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5732 + 5738 2284 - 82 + 70 44 @@ -89156,13 +89156,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5734 + 5740 2286 - 14 + 11 20 - 5742.5 + 5745.5 2296 @@ -89183,13 +89183,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5734 + 5740 2306 - 14 + 11 20 - 5742.5 + 5745.5 2316 @@ -89209,13 +89209,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5778 + 5775 2286 - 34 + 31 40 - 5796.5 + 5790.5 2306 @@ -89244,9 +89244,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4013 + 4019 2773 - 138 + 126 64 @@ -89269,13 +89269,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4015 + 4021 2775 - 51 + 48 20 - 4042 + 4045 2785 @@ -89296,13 +89296,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4015 + 4021 2795 - 51 + 48 20 - 4042 + 4045 2805 @@ -89348,13 +89348,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4015 + 4021 2815 - 51 + 48 20 - 4042 + 4045 2825 @@ -89394,13 +89394,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4096 + 4093 2775 - 53 + 50 30 - 4124 + 4118 2790 @@ -89420,13 +89420,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4096 + 4093 2805 - 53 + 50 30 - 4124 + 4118 2820 @@ -89455,9 +89455,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3948 + 3954 2520 - 96 + 84 44 @@ -89480,13 +89480,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3950 + 3956 2522 - 33 + 30 40 - 3968 + 3971 2542 @@ -89506,13 +89506,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4013 + 4010 2522 - 29 + 26 20 - 4029 + 4023 2532 @@ -89532,13 +89532,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4013 + 4010 2542 - 29 + 26 20 - 4029 + 4023 2552 @@ -89602,9 +89602,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10446 + 10452 2617 - 126 + 114 44 @@ -89628,13 +89628,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10448 + 10454 2619 - 57 + 54 20 - 10486 + 10489 2629 @@ -89679,13 +89679,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10448 + 10454 2639 - 57 + 54 20 - 10486 + 10489 2649 @@ -89726,13 +89726,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10535 + 10532 2619 - 35 + 32 40 - 10554 + 10548 2639 @@ -89761,9 +89761,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10409 + 10415 3222 - 93 + 81 28 @@ -89787,13 +89787,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10411 + 10417 3224 - 22 + 19 24 - 10423.5 + 10426.5 3236 @@ -89813,13 +89813,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10463 + 10460 3224 - 37 + 34 24 - 10483 + 10477 3236 @@ -89847,9 +89847,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10483 + 10489 2532 - 140 + 128 44 @@ -89872,13 +89872,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10485 + 10491 2534 - 65 + 62 20 - 10519 + 10522 2544 @@ -89919,13 +89919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10485 + 10491 2554 - 65 + 62 20 - 10519 + 10522 2564 @@ -89965,13 +89965,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10580 + 10577 2534 - 41 + 38 40 - 10602 + 10596 2554 @@ -90531,9 +90531,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10648 + 10654 3029 - 82 + 70 44 @@ -90565,13 +90565,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10650 + 10656 3031 - 14 + 11 20 - 10658.5 + 10661.5 3041 @@ -90591,13 +90591,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10650 + 10656 3051 - 14 + 11 20 - 10658.5 + 10661.5 3061 @@ -90638,13 +90638,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10694 + 10691 3031 - 34 + 31 40 - 10712.5 + 10706.5 3051 @@ -90700,9 +90700,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3127 + 3133 3860 - 114 + 102 44 @@ -90724,13 +90724,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3129 + 3135 3862 - 55 + 52 20 - 3158 + 3161 3872 @@ -90776,13 +90776,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3129 + 3135 3882 - 55 + 52 20 - 3158 + 3161 3892 @@ -90827,13 +90827,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3214 + 3211 3862 - 25 + 22 40 - 3228 + 3222 3882 @@ -90862,9 +90862,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3278 + 3284 3837 - 100 + 88 84 @@ -90887,13 +90887,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3280 + 3286 3839 - 33 + 30 20 - 3298 + 3301 3849 @@ -90913,13 +90913,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3280 + 3286 3859 - 33 + 30 20 - 3298 + 3301 3869 @@ -90959,13 +90959,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3280 + 3286 3879 - 33 + 30 20 - 3298 + 3301 3889 @@ -91006,13 +91006,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3280 + 3286 3899 - 33 + 30 20 - 3298 + 3301 3909 @@ -91032,13 +91032,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3343 + 3340 3839 - 33 + 30 80 - 3361 + 3355 3879 @@ -91070,7 +91070,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 3069 3944 - 198 + 300 20 @@ -91112,9 +91112,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3401 + 3407 3931 - 96 + 84 44 @@ -91137,13 +91137,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3403 + 3409 3933 - 33 + 30 40 - 3421 + 3424 3953 @@ -91163,13 +91163,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3466 + 3463 3933 - 29 + 26 20 - 3482 + 3476 3943 @@ -91189,13 +91189,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3466 + 3463 3953 - 29 + 26 20 - 3482 + 3476 3963 @@ -91296,9 +91296,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3371 + 3377 3749 - 106 + 94 64 @@ -91321,13 +91321,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3373 + 3379 3751 - 47 + 44 20 - 3398 + 3401 3761 @@ -91347,13 +91347,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3373 + 3379 3771 - 47 + 44 20 - 3398 + 3401 3781 @@ -91397,13 +91397,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3373 + 3379 3791 - 47 + 44 20 - 3398 + 3401 3801 @@ -91443,13 +91443,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3450 + 3447 3751 - 25 + 22 60 - 3464 + 3458 3781 @@ -91478,9 +91478,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3372 + 3378 4026 - 130 + 118 64 @@ -91503,13 +91503,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3374 + 3380 4028 - 44 + 41 30 - 3397.5 + 3400.5 4043 @@ -91530,13 +91530,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3374 + 3380 4058 - 44 + 41 30 - 3397.5 + 3400.5 4073 @@ -91557,13 +91557,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3448 + 3445 4028 - 52 + 49 20 - 3475.5 + 3469.5 4038 @@ -91584,13 +91584,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3448 + 3445 4048 - 52 + 49 20 - 3475.5 + 3469.5 4058 @@ -91611,13 +91611,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3448 + 3445 4068 - 52 + 49 20 - 3475.5 + 3469.5 4078 @@ -91646,9 +91646,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3398 + 3404 4114 - 114 + 102 44 @@ -91670,13 +91670,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3400 + 3406 4116 - 55 + 52 20 - 3429 + 3432 4126 @@ -91722,13 +91722,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3400 + 3406 4136 - 55 + 52 20 - 3429 + 3432 4146 @@ -91748,13 +91748,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3485 + 3482 4116 - 25 + 22 40 - 3499 + 3493 4136 @@ -91783,9 +91783,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3542 + 3548 4124 - 138 + 126 84 @@ -91808,13 +91808,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3544 + 3550 4126 - 51 + 48 20 - 3571 + 3574 4136 @@ -91835,13 +91835,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3544 + 3550 4146 - 51 + 48 20 - 3571 + 3574 4156 @@ -91886,13 +91886,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3544 + 3550 4166 - 51 + 48 20 - 3571 + 3574 4176 @@ -91936,13 +91936,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3544 + 3550 4186 - 51 + 48 20 - 3571 + 3574 4196 @@ -91986,13 +91986,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3625 + 3622 4126 - 53 + 50 40 - 3653 + 3647 4146 @@ -92012,13 +92012,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3625 + 3622 4166 - 53 + 50 40 - 3653 + 3647 4186 @@ -92047,9 +92047,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3710 + 3716 4181 - 96 + 84 44 @@ -92072,13 +92072,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3712 + 3718 4183 - 33 + 30 40 - 3730 + 3733 4203 @@ -92098,13 +92098,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3775 + 3772 4183 - 29 + 26 20 - 3791 + 3785 4193 @@ -92124,13 +92124,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3775 + 3772 4203 - 29 + 26 20 - 3791 + 3785 4213 @@ -92231,9 +92231,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4228 + 4234 3926 - 106 + 94 64 @@ -92256,13 +92256,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4230 + 4236 3928 - 47 + 44 20 - 4255 + 4258 3938 @@ -92282,13 +92282,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4230 + 4236 3948 - 47 + 44 20 - 4255 + 4258 3958 @@ -92332,13 +92332,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4230 + 4236 3968 - 47 + 44 20 - 4255 + 4258 3978 @@ -92378,13 +92378,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4307 + 4304 3928 - 25 + 22 60 - 4321 + 4315 3958 @@ -92413,9 +92413,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3269 + 3275 2959 - 130 + 118 44 @@ -92438,13 +92438,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3271 + 3277 2961 - 55 + 52 20 - 3300 + 3303 2971 @@ -92465,13 +92465,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3271 + 3277 2981 - 55 + 52 20 - 3300 + 3303 2991 @@ -92492,13 +92492,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3356 + 3353 2961 - 41 + 38 40 - 3370 + 3364 2981 @@ -92633,9 +92633,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2657 + 2663 2632 - 96 + 84 44 @@ -92658,13 +92658,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2659 + 2665 2634 - 33 + 30 40 - 2677 + 2680 2654 @@ -92684,13 +92684,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2722 + 2719 2634 - 29 + 26 20 - 2738 + 2732 2644 @@ -92710,13 +92710,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2722 + 2719 2654 - 29 + 26 20 - 2738 + 2732 2664 @@ -92781,9 +92781,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3605 + 3611 2851 - 100 + 88 44 @@ -92806,13 +92806,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3607 + 3613 2853 - 33 + 30 20 - 3625 + 3628 2863 @@ -92832,13 +92832,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3607 + 3613 2873 - 33 + 30 20 - 3625 + 3628 2883 @@ -92858,13 +92858,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3670 + 3667 2853 - 33 + 30 20 - 3688 + 3682 2863 @@ -92884,13 +92884,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3670 + 3667 2873 - 33 + 30 20 - 3688 + 3682 2883 @@ -92991,9 +92991,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3449 + 3455 2961 - 104 + 92 28 @@ -93016,13 +93016,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3451 + 3457 2963 - 33 + 30 24 - 3469 + 3472 2975 @@ -93042,13 +93042,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3514 + 3511 2963 - 37 + 34 24 - 3534 + 3528 2975 @@ -93077,9 +93077,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3673 + 3679 3812 - 96 + 84 44 @@ -93102,13 +93102,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3675 + 3681 3814 - 33 + 30 40 - 3693 + 3696 3834 @@ -93128,13 +93128,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3738 + 3735 3814 - 29 + 26 20 - 3754 + 3748 3824 @@ -93154,13 +93154,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3738 + 3735 3834 - 29 + 26 20 - 3754 + 3748 3844 @@ -93413,7 +93413,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 10817 3341 - 198 + 279 20 @@ -93526,9 +93526,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11185 + 11191 3229 - 100 + 88 28 @@ -93551,13 +93551,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11187 + 11193 3231 - 32 + 29 24 - 11204.5 + 11207.5 3243 @@ -93577,13 +93577,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11249 + 11246 3231 - 34 + 31 24 - 11267.5 + 11261.5 3243 @@ -93809,9 +93809,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10354 + 10360 2985 - 82 + 70 44 @@ -93843,13 +93843,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10356 + 10362 2987 - 14 + 11 20 - 10364.5 + 10367.5 2997 @@ -93869,13 +93869,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10356 + 10362 3007 - 14 + 11 20 - 10364.5 + 10367.5 3017 @@ -93916,13 +93916,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10400 + 10397 2987 - 34 + 31 40 - 10418.5 + 10412.5 3007 @@ -94005,9 +94005,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10367 + 10373 2921 - 82 + 70 44 @@ -94039,13 +94039,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10369 + 10375 2923 - 14 + 11 20 - 10377.5 + 10380.5 2933 @@ -94066,13 +94066,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10369 + 10375 2943 - 14 + 11 20 - 10377.5 + 10380.5 2953 @@ -94113,13 +94113,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10413 + 10410 2923 - 34 + 31 40 - 10431.5 + 10425.5 2943 @@ -94153,7 +94153,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 10167 2899 - 198 + 279 20 @@ -94205,9 +94205,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4189 + 4195 3149 - 243 + 231 84 @@ -94230,13 +94230,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4191 + 4197 3151 - 106 + 103 20 - 4245.5 + 4248.5 3161 @@ -94257,13 +94257,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4191 + 4197 3171 - 106 + 103 20 - 4245.5 + 4248.5 3181 @@ -94287,13 +94287,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4191 + 4197 3191 - 106 + 103 20 - 4245.5 + 4248.5 3201 @@ -94315,13 +94315,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4191 + 4197 3211 - 106 + 103 20 - 4245.5 + 4248.5 3221 @@ -94341,13 +94341,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4327 + 4324 3151 - 103 + 100 20 - 4380 + 4374 3161 @@ -94367,13 +94367,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4327 + 4324 3171 - 103 + 100 20 - 4380 + 4374 3181 @@ -94393,13 +94393,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4327 + 4324 3191 - 103 + 100 20 - 4380 + 4374 3201 @@ -94419,13 +94419,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4327 + 4324 3211 - 103 + 100 20 - 4380 + 4374 3221 @@ -94454,9 +94454,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11033 + 11039 2964 - 105 + 93 64 @@ -94479,13 +94479,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11035 + 11041 2966 - 28 + 25 60 - 11050.5 + 11053.5 2996 @@ -94506,13 +94506,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11093 + 11090 2966 - 43 + 40 20 - 11116 + 11110 2976 @@ -94533,13 +94533,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11093 + 11090 2986 - 43 + 40 20 - 11116 + 11110 2996 @@ -94560,13 +94560,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11093 + 11090 3006 - 43 + 40 20 - 11116 + 11110 3016 @@ -94764,9 +94764,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4896 + 4902 3391 - 243 + 231 84 @@ -94789,13 +94789,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4898 + 4904 3393 - 106 + 103 20 - 4952.5 + 4955.5 3403 @@ -94816,13 +94816,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4898 + 4904 3413 - 106 + 103 20 - 4952.5 + 4955.5 3423 @@ -94845,13 +94845,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4898 + 4904 3433 - 106 + 103 20 - 4952.5 + 4955.5 3443 @@ -94872,13 +94872,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4898 + 4904 3453 - 106 + 103 20 - 4952.5 + 4955.5 3463 @@ -94898,13 +94898,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5034 + 5031 3393 - 103 + 100 20 - 5087 + 5081 3403 @@ -94924,13 +94924,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5034 + 5031 3413 - 103 + 100 20 - 5087 + 5081 3423 @@ -94950,13 +94950,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5034 + 5031 3433 - 103 + 100 20 - 5087 + 5081 3443 @@ -94976,13 +94976,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5034 + 5031 3453 - 103 + 100 20 - 5087 + 5081 3463 @@ -95271,9 +95271,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10994 + 11000 3946 - 96 + 84 64 @@ -95297,13 +95297,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10996 + 11002 3948 - 36 + 33 20 - 11015.5 + 11018.5 3958 @@ -95325,13 +95325,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10996 + 11002 3968 - 36 + 33 20 - 11015.5 + 11018.5 3978 @@ -95372,13 +95372,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10996 + 11002 3988 - 36 + 33 20 - 11015.5 + 11018.5 3998 @@ -95420,13 +95420,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11062 + 11059 3948 - 26 + 23 60 - 11076.5 + 11070.5 3978 @@ -95456,9 +95456,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10794 + 10800 3963 - 126 + 114 64 @@ -95494,13 +95494,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10796 + 10802 3965 - 67 + 64 20 - 10849 + 10852 3975 @@ -95522,13 +95522,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10796 + 10802 3985 - 67 + 64 20 - 10849 + 10852 3995 @@ -95568,13 +95568,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10796 + 10802 4005 - 67 + 64 20 - 10849 + 10852 4015 @@ -95616,13 +95616,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10893 + 10890 3965 - 25 + 22 60 - 10899 + 10893 3995 @@ -96118,9 +96118,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2988 + 2994 3234 - 126 + 114 84 @@ -96145,13 +96145,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2990 + 2996 3236 - 54 + 51 20 - 3026.5 + 3029.5 3246 @@ -96174,13 +96174,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2990 + 2996 3256 - 54 + 51 20 - 3026.5 + 3029.5 3266 @@ -96203,13 +96203,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2990 + 2996 3276 - 54 + 51 20 - 3026.5 + 3029.5 3286 @@ -96254,13 +96254,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2990 + 2996 3296 - 54 + 51 20 - 3026.5 + 3029.5 3306 @@ -96302,13 +96302,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3074 + 3071 3236 - 38 + 35 80 - 3086.5 + 3080.5 3276 @@ -96451,9 +96451,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2846 + 2852 3332 - 82 + 70 44 @@ -96485,13 +96485,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2848 + 2854 3334 - 14 + 11 20 - 2856.5 + 2859.5 3344 @@ -96511,13 +96511,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2848 + 2854 3354 - 14 + 11 20 - 2856.5 + 2859.5 3364 @@ -96558,13 +96558,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 2892 + 2889 3334 - 34 + 31 40 - 2910.5 + 2904.5 3354 @@ -96738,9 +96738,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3401 + 3407 3340 - 126 + 114 84 @@ -96765,13 +96765,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3403 + 3409 3342 - 54 + 51 20 - 3439.5 + 3442.5 3352 @@ -96794,13 +96794,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3403 + 3409 3362 - 54 + 51 20 - 3439.5 + 3442.5 3372 @@ -96823,13 +96823,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3403 + 3409 3382 - 54 + 51 20 - 3439.5 + 3442.5 3392 @@ -96849,13 +96849,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3403 + 3409 3402 - 54 + 51 20 - 3439.5 + 3442.5 3412 @@ -96897,13 +96897,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3487 + 3484 3342 - 38 + 35 80 - 3499.5 + 3493.5 3382 @@ -96969,9 +96969,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3334 + 3340 3489 - 114 + 102 44 @@ -96993,13 +96993,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3336 + 3342 3491 - 55 + 52 20 - 3365 + 3368 3501 @@ -97044,13 +97044,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3336 + 3342 3511 - 55 + 52 20 - 3365 + 3368 3521 @@ -97095,13 +97095,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3421 + 3418 3491 - 25 + 22 40 - 3435 + 3429 3511 @@ -97219,9 +97219,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3351 + 3357 2801 - 88 + 76 44 @@ -97245,13 +97245,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3353 + 3359 2803 - 27 + 24 20 - 3368 + 3371 2813 @@ -97271,13 +97271,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3353 + 3359 2823 - 27 + 24 20 - 3368 + 3371 2833 @@ -97318,13 +97318,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3410 + 3407 2803 - 27 + 24 40 - 3425 + 3419 2823 @@ -97353,9 +97353,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3407 + 3413 2858 - 104 + 92 28 @@ -97378,13 +97378,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3409 + 3415 2860 - 33 + 30 24 - 3427 + 3430 2872 @@ -97404,13 +97404,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3472 + 3469 2860 - 37 + 34 24 - 3492 + 3486 2872 @@ -97475,9 +97475,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3207 + 3213 3481 - 82 + 70 44 @@ -97509,13 +97509,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3209 + 3215 3483 - 14 + 11 20 - 3217.5 + 3220.5 3493 @@ -97535,13 +97535,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3209 + 3215 3503 - 14 + 11 20 - 3217.5 + 3220.5 3513 @@ -97582,13 +97582,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 3253 + 3250 3483 - 34 + 31 40 - 3271.5 + 3265.5 3503 @@ -97761,9 +97761,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4377 + 4383 2841 - 120 + 108 28 @@ -97786,13 +97786,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4379 + 4385 2843 - 33 + 30 24 - 4397 + 4400 2855 @@ -97813,13 +97813,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4442 + 4439 2843 - 53 + 50 24 - 4462 + 4456 2855 @@ -97925,9 +97925,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10367 + 10373 2516 - 88 + 76 44 @@ -97951,13 +97951,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10369 + 10375 2518 - 27 + 24 20 - 10384 + 10387 2528 @@ -97977,13 +97977,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10369 + 10375 2538 - 27 + 24 20 - 10384 + 10387 2548 @@ -98024,13 +98024,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10426 + 10423 2518 - 27 + 24 40 - 10441 + 10435 2538 @@ -98059,9 +98059,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10350 + 10356 2567 - 74 + 62 64 @@ -98095,13 +98095,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10352 + 10358 2569 - 31 + 28 20 - 10369 + 10372 2579 @@ -98121,13 +98121,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10352 + 10358 2589 - 31 + 28 20 - 10369 + 10372 2599 @@ -98167,13 +98167,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10352 + 10358 2609 - 31 + 28 20 - 10369 + 10372 2619 @@ -98214,13 +98214,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10413 + 10410 2569 - 9 + 6 60 - 10419 + 10413 2599 @@ -98304,9 +98304,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10572 + 10578 2450 - 82 + 70 44 @@ -98338,13 +98338,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10574 + 10580 2452 - 14 + 11 20 - 10582.5 + 10585.5 2462 @@ -98364,13 +98364,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10574 + 10580 2472 - 14 + 11 20 - 10582.5 + 10585.5 2482 @@ -98411,13 +98411,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10618 + 10615 2452 - 34 + 31 40 - 10636.5 + 10630.5 2472 @@ -98520,9 +98520,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11494 + 11500 3939 - 138 + 126 44 @@ -98545,13 +98545,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11496 + 11502 3941 - 51 + 48 20 - 11523 + 11526 3951 @@ -98572,13 +98572,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11496 + 11502 3961 - 51 + 48 20 - 11523 + 11526 3971 @@ -98628,13 +98628,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11577 + 11574 3941 - 53 + 50 20 - 11605 + 11599 3951 @@ -98654,13 +98654,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11577 + 11574 3961 - 53 + 50 20 - 11605 + 11599 3971 @@ -98690,9 +98690,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11669 + 11675 3673 - 170 + 158 84 @@ -98717,13 +98717,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11671 + 11677 3675 - 67 + 64 20 - 11714 + 11717 3685 @@ -98745,13 +98745,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11671 + 11677 3695 - 67 + 64 20 - 11714 + 11717 3705 @@ -98802,13 +98802,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11671 + 11677 3715 - 67 + 64 20 - 11714 + 11717 3725 @@ -98850,13 +98850,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11671 + 11677 3735 - 67 + 64 20 - 11714 + 11717 3745 @@ -98899,13 +98899,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11768 + 11765 3675 - 69 + 66 40 - 11796 + 11790 3695 @@ -98927,13 +98927,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11768 + 11765 3715 - 69 + 66 40 - 11796 + 11790 3735 @@ -98962,9 +98962,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11234 + 11240 3939 - 102 + 90 44 @@ -98987,13 +98987,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11236 + 11242 3941 - 34 + 31 20 - 11254.5 + 11257.5 3951 @@ -99014,13 +99014,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11236 + 11242 3961 - 34 + 31 20 - 11254.5 + 11257.5 3971 @@ -99041,13 +99041,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11300 + 11297 3941 - 34 + 31 40 - 11318.5 + 11312.5 3961 @@ -99078,9 +99078,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11115 + 11121 3973 - 88 + 76 28 @@ -99104,13 +99104,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11117 + 11123 3975 - 27 + 24 24 - 11132 + 11135 3987 @@ -99131,13 +99131,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11174 + 11171 3975 - 27 + 24 24 - 11189 + 11183 3987 @@ -99168,9 +99168,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11103 + 11109 3878 - 88 + 76 28 @@ -99194,13 +99194,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11105 + 11111 3880 - 27 + 24 24 - 11120 + 11123 3892 @@ -99221,13 +99221,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11162 + 11159 3880 - 27 + 24 24 - 11177 + 11171 3892 @@ -99282,9 +99282,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11363 + 11369 3983 - 74 + 62 64 @@ -99318,13 +99318,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11365 + 11371 3985 - 31 + 28 20 - 11382 + 11385 3995 @@ -99344,13 +99344,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11365 + 11371 4005 - 31 + 28 20 - 11382 + 11385 4015 @@ -99390,13 +99390,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11365 + 11371 4025 - 31 + 28 20 - 11382 + 11385 4035 @@ -99437,13 +99437,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11426 + 11423 3985 - 9 + 6 60 - 11432 + 11426 4015 @@ -99475,9 +99475,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11486 + 11492 3853 - 136 + 124 44 @@ -99505,13 +99505,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11488 + 11494 3855 - 49 + 46 40 - 11522 + 11525 3875 @@ -99534,13 +99534,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11567 + 11564 3855 - 53 + 50 20 - 11587 + 11581 3865 @@ -99562,13 +99562,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 11567 + 11564 3875 - 53 + 50 20 - 11587 + 11581 3885 @@ -99596,9 +99596,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10426 + 10432 2398 - 82 + 70 44 @@ -99630,13 +99630,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10428 + 10434 2400 - 14 + 11 20 - 10436.5 + 10439.5 2410 @@ -99657,13 +99657,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10428 + 10434 2420 - 14 + 11 20 - 10436.5 + 10439.5 2430 @@ -99683,13 +99683,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10472 + 10469 2400 - 34 + 31 40 - 10490.5 + 10484.5 2420 @@ -99719,9 +99719,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10541 + 10547 2391 - 82 + 70 44 @@ -99744,13 +99744,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10543 + 10549 2393 - 14 + 11 20 - 10551.5 + 10554.5 2403 @@ -99770,13 +99770,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10543 + 10549 2413 - 14 + 11 20 - 10551.5 + 10554.5 2423 @@ -99817,13 +99817,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10587 + 10584 2393 - 34 + 31 40 - 10605.5 + 10599.5 2413 @@ -99853,9 +99853,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10248 + 10254 3039 - 126 + 114 64 @@ -99891,13 +99891,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10250 + 10256 3041 - 67 + 64 20 - 10303 + 10306 3051 @@ -99919,13 +99919,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10250 + 10256 3061 - 67 + 64 20 - 10303 + 10306 3071 @@ -99965,13 +99965,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10250 + 10256 3081 - 67 + 64 20 - 10303 + 10306 3091 @@ -100013,13 +100013,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 10347 + 10344 3041 - 25 + 22 60 - 10353 + 10347 3071 @@ -100139,9 +100139,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4053 + 4059 3133 - 110 + 98 84 @@ -100166,13 +100166,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4055 + 4061 3135 - 54 + 51 20 - 4091.5 + 4094.5 3145 @@ -100195,13 +100195,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4055 + 4061 3155 - 54 + 51 20 - 4091.5 + 4094.5 3165 @@ -100224,13 +100224,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4055 + 4061 3175 - 54 + 51 20 - 4091.5 + 4094.5 3185 @@ -100275,13 +100275,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4055 + 4061 3195 - 54 + 51 20 - 4091.5 + 4094.5 3205 @@ -100322,13 +100322,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4139 + 4136 3135 - 22 + 19 80 - 4151.5 + 4145.5 3175 @@ -100395,9 +100395,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4728 + 4734 3067 - 88 + 76 28 @@ -100421,13 +100421,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4730 + 4736 3069 - 27 + 24 24 - 4745 + 4748 3081 @@ -100448,13 +100448,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4787 + 4784 3069 - 27 + 24 24 - 4802 + 4796 3081 @@ -100485,9 +100485,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4694 + 4700 2935 - 88 + 76 28 @@ -100511,13 +100511,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4696 + 4702 2937 - 27 + 24 24 - 4711 + 4714 2949 @@ -100538,13 +100538,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4753 + 4750 2937 - 27 + 24 24 - 4768 + 4762 2949 @@ -100573,9 +100573,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4736 + 4742 3388 - 110 + 98 84 @@ -100600,13 +100600,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4738 + 4744 3390 - 54 + 51 20 - 4774.5 + 4777.5 3400 @@ -100629,13 +100629,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4738 + 4744 3410 - 54 + 51 20 - 4774.5 + 4777.5 3420 @@ -100658,13 +100658,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4738 + 4744 3430 - 54 + 51 20 - 4774.5 + 4777.5 3440 @@ -100709,13 +100709,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4738 + 4744 3450 - 54 + 51 20 - 4774.5 + 4777.5 3460 @@ -100756,13 +100756,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4822 + 4819 3390 - 22 + 19 80 - 4834.5 + 4828.5 3430 @@ -100961,9 +100961,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5521 + 5527 3024 - 71 + 65 64 @@ -100987,13 +100987,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5523 + 5529 3026 - 40 + 37 20 - 5544.5 + 5547.5 3036 @@ -101014,13 +101014,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5523 + 5529 3046 - 40 + 37 20 - 5544.5 + 5547.5 3056 @@ -101061,13 +101061,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5523 + 5529 3066 - 40 + 37 20 - 5544.5 + 5547.5 3076 @@ -101203,9 +101203,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5397 + 5403 3084 - 90 + 78 64 @@ -101240,13 +101240,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5399 + 5405 3086 - 47 + 44 20 - 5432 + 5435 3096 @@ -101267,13 +101267,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5399 + 5405 3106 - 47 + 44 20 - 5432 + 5435 3116 @@ -101313,13 +101313,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5399 + 5405 3126 - 47 + 44 20 - 5432 + 5435 3136 @@ -101360,13 +101360,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5476 + 5473 3086 - 9 + 6 60 - 5482 + 5476 3116 @@ -101400,7 +101400,7 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a 5284 2838 - 198 + 284 20 @@ -101586,9 +101586,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4776 + 4782 3175 - 161 + 149 104 @@ -101611,13 +101611,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4778 + 4784 3177 - 69 + 66 20 - 4814 + 4817 3187 @@ -101638,13 +101638,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4778 + 4784 3197 - 69 + 66 20 - 4814 + 4817 3207 @@ -101665,13 +101665,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4778 + 4784 3217 - 69 + 66 20 - 4814 + 4817 3227 @@ -101692,13 +101692,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4778 + 4784 3237 - 69 + 66 20 - 4814 + 4817 3247 @@ -101718,13 +101718,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4778 + 4784 3257 - 69 + 66 20 - 4814 + 4817 3267 @@ -101765,13 +101765,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4877 + 4874 3177 - 58 + 55 33 - 4907.5 + 4901.5 3193.667 @@ -101792,13 +101792,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4877 + 4874 3210 - 58 + 55 33 - 4907.5 + 4901.5 3227 @@ -101818,13 +101818,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4877 + 4874 3243 - 58 + 55 34 - 4907.5 + 4901.5 3260.333 @@ -101888,9 +101888,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4660 + 4666 2705 - 96 + 84 44 @@ -101913,13 +101913,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4662 + 4668 2707 - 33 + 30 40 - 4680 + 4683 2727 @@ -101939,13 +101939,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4725 + 4722 2707 - 29 + 26 20 - 4741 + 4735 2717 @@ -101965,13 +101965,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4725 + 4722 2727 - 29 + 26 20 - 4741 + 4735 2737 @@ -102000,9 +102000,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4502 + 4508 3171 - 96 + 84 44 @@ -102025,13 +102025,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4504 + 4510 3173 - 33 + 30 40 - 4522 + 4525 3193 @@ -102051,13 +102051,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4567 + 4564 3173 - 29 + 26 20 - 4583 + 4577 3183 @@ -102077,13 +102077,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 4567 + 4564 3193 - 29 + 26 20 - 4583 + 4577 3203 @@ -102147,9 +102147,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5084 + 5090 2754 - 112 + 100 64 @@ -102172,13 +102172,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5086 + 5092 2756 - 41 + 38 20 - 5108 + 5111 2766 @@ -102199,13 +102199,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5086 + 5092 2776 - 41 + 38 20 - 5108 + 5111 2786 @@ -102225,13 +102225,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5086 + 5092 2796 - 41 + 38 20 - 5108 + 5111 2806 @@ -102271,13 +102271,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5157 + 5154 2756 - 37 + 34 30 - 5177 + 5171 2771 @@ -102297,13 +102297,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5157 + 5154 2786 - 37 + 34 30 - 5177 + 5171 2801 @@ -102331,9 +102331,9 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5142 + 5148 2941 - 112 + 100 64 @@ -102356,13 +102356,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5144 + 5150 2943 - 41 + 38 20 - 5166 + 5169 2953 @@ -102383,13 +102383,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5144 + 5150 2963 - 41 + 38 20 - 5166 + 5169 2973 @@ -102409,13 +102409,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5144 + 5150 2983 - 41 + 38 20 - 5166 + 5169 2993 @@ -102455,13 +102455,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5215 + 5212 2943 - 37 + 34 30 - 5235 + 5229 2958 @@ -102481,13 +102481,13 @@ For best results {v} parameters should be between 0 and 1, in numerical order, a - 5215 + 5212 2973 - 37 + 34 30 - 5235 + 5229 2988 @@ -102525,9 +102525,9 @@ However, not all geometry and attributes are supported. - 11751 + 11757 3929 - 142 + 130 144 @@ -102551,13 +102551,13 @@ However, not all geometry and attributes are supported. - 11753 + 11759 3931 - 85 + 82 20 - 11797 + 11800 3941 @@ -102578,13 +102578,13 @@ However, not all geometry and attributes are supported. - 11753 + 11759 3951 - 85 + 82 20 - 11797 + 11800 3961 @@ -102628,13 +102628,13 @@ See manual for supported attributes. - 11753 + 11759 3971 - 85 + 82 20 - 11797 + 11800 3981 @@ -102654,13 +102654,13 @@ See manual for supported attributes. - 11753 + 11759 3991 - 85 + 82 20 - 11797 + 11800 4001 @@ -102702,13 +102702,13 @@ See manual for supported attributes. - 11753 + 11759 4011 - 85 + 82 20 - 11797 + 11800 4021 @@ -102748,13 +102748,13 @@ See manual for supported attributes. - 11753 + 11759 4031 - 85 + 82 20 - 11797 + 11800 4041 @@ -102795,13 +102795,13 @@ See manual for supported attributes. - 11753 + 11759 4051 - 85 + 82 20 - 11797 + 11800 4061 @@ -102841,13 +102841,13 @@ See manual for supported attributes. - 11868 + 11865 3931 - 23 + 20 70 - 11881 + 11875 3966 @@ -102867,13 +102867,13 @@ See manual for supported attributes. - 11868 + 11865 4001 - 23 + 20 70 - 11881 + 11875 4036 @@ -102964,9 +102964,9 @@ See manual for supported attributes. - 11703 + 11709 3816 - 90 + 78 64 @@ -103001,13 +103001,13 @@ See manual for supported attributes. - 11705 + 11711 3818 - 47 + 44 20 - 11738 + 11741 3828 @@ -103028,13 +103028,13 @@ See manual for supported attributes. - 11705 + 11711 3838 - 47 + 44 20 - 11738 + 11741 3848 @@ -103074,13 +103074,13 @@ See manual for supported attributes. - 11705 + 11711 3858 - 47 + 44 20 - 11738 + 11741 3868 @@ -103121,13 +103121,13 @@ See manual for supported attributes. - 11782 + 11779 3818 - 9 + 6 60 - 11788 + 11782 3848 @@ -103161,7 +103161,7 @@ See manual for supported attributes. 11477 3800 - 198 + 279 20 @@ -103538,9 +103538,9 @@ However, not all geometry and attributes are supported. - 11941 + 11947 3453 - 142 + 130 144 @@ -103564,13 +103564,13 @@ However, not all geometry and attributes are supported. - 11943 + 11949 3455 - 85 + 82 20 - 11987 + 11990 3465 @@ -103591,13 +103591,13 @@ However, not all geometry and attributes are supported. - 11943 + 11949 3475 - 85 + 82 20 - 11987 + 11990 3485 @@ -103641,13 +103641,13 @@ See manual for supported attributes. - 11943 + 11949 3495 - 85 + 82 20 - 11987 + 11990 3505 @@ -103667,13 +103667,13 @@ See manual for supported attributes. - 11943 + 11949 3515 - 85 + 82 20 - 11987 + 11990 3525 @@ -103715,13 +103715,13 @@ See manual for supported attributes. - 11943 + 11949 3535 - 85 + 82 20 - 11987 + 11990 3545 @@ -103761,13 +103761,13 @@ See manual for supported attributes. - 11943 + 11949 3555 - 85 + 82 20 - 11987 + 11990 3565 @@ -103808,13 +103808,13 @@ See manual for supported attributes. - 11943 + 11949 3575 - 85 + 82 20 - 11987 + 11990 3585 @@ -103854,13 +103854,13 @@ See manual for supported attributes. - 12058 + 12055 3455 - 23 + 20 70 - 12071 + 12065 3490 @@ -103880,13 +103880,13 @@ See manual for supported attributes. - 12058 + 12055 3525 - 23 + 20 70 - 12071 + 12065 3560 @@ -104030,9 +104030,9 @@ See manual for supported attributes. - 11730 + 11736 3613 - 136 + 124 44 @@ -104057,13 +104057,13 @@ See manual for supported attributes. - 11732 + 11738 3615 - 49 + 46 40 - 11766 + 11769 3635 @@ -104085,13 +104085,13 @@ See manual for supported attributes. - 11811 + 11808 3615 - 53 + 50 20 - 11831 + 11825 3625 @@ -104112,13 +104112,13 @@ See manual for supported attributes. - 11811 + 11808 3635 - 53 + 50 20 - 11831 + 11825 3645 @@ -104152,9 +104152,9 @@ See manual for supported attributes. - 11530 + 11536 3509 - 100 + 88 44 @@ -104178,13 +104178,13 @@ See manual for supported attributes. - 11532 + 11538 3511 - 42 + 39 20 - 11554.5 + 11557.5 3521 @@ -104205,13 +104205,13 @@ See manual for supported attributes. - 11532 + 11538 3531 - 42 + 39 20 - 11554.5 + 11557.5 3541 @@ -104261,13 +104261,13 @@ See manual for supported attributes. - 11604 + 11601 3511 - 24 + 21 20 - 11617.5 + 11611.5 3521 @@ -104288,13 +104288,13 @@ See manual for supported attributes. - 11604 + 11601 3531 - 24 + 21 20 - 11617.5 + 11611.5 3541 @@ -104322,9 +104322,9 @@ See manual for supported attributes. - 11565 + 11571 3398 - 89 + 77 84 @@ -104347,13 +104347,13 @@ See manual for supported attributes. - 11567 + 11573 3400 - 24 + 21 80 - 11580.5 + 11583.5 3440 @@ -104373,13 +104373,13 @@ See manual for supported attributes. - 11621 + 11618 3400 - 31 + 28 20 - 11638 + 11632 3410 @@ -104399,13 +104399,13 @@ See manual for supported attributes. - 11621 + 11618 3420 - 31 + 28 20 - 11638 + 11632 3430 @@ -104425,13 +104425,13 @@ See manual for supported attributes. - 11621 + 11618 3440 - 31 + 28 20 - 11638 + 11632 3450 @@ -104451,13 +104451,13 @@ See manual for supported attributes. - 11621 + 11618 3460 - 31 + 28 20 - 11638 + 11632 3470 @@ -104854,9 +104854,9 @@ See manual for supported attributes. - 6352 + 6358 3767 - 118 + 106 44 @@ -104880,13 +104880,13 @@ See manual for supported attributes. - 6354 + 6360 3769 - 46 + 43 20 - 6378.5 + 6381.5 3779 @@ -104906,13 +104906,13 @@ See manual for supported attributes. - 6354 + 6360 3789 - 46 + 43 20 - 6378.5 + 6381.5 3799 @@ -104953,13 +104953,13 @@ See manual for supported attributes. - 6430 + 6427 3769 - 38 + 35 40 - 6450.5 + 6444.5 3789 @@ -105025,9 +105025,9 @@ See manual for supported attributes. - 6350 + 6356 3818 - 110 + 98 84 @@ -105051,13 +105051,13 @@ See manual for supported attributes. - 6352 + 6358 3820 - 54 + 51 20 - 6388.5 + 6391.5 3830 @@ -105080,13 +105080,13 @@ See manual for supported attributes. - 6352 + 6358 3840 - 54 + 51 20 - 6388.5 + 6391.5 3850 @@ -105109,13 +105109,13 @@ See manual for supported attributes. - 6352 + 6358 3860 - 54 + 51 20 - 6388.5 + 6391.5 3870 @@ -105160,13 +105160,13 @@ See manual for supported attributes. - 6352 + 6358 3880 - 54 + 51 20 - 6388.5 + 6391.5 3890 @@ -105207,13 +105207,13 @@ See manual for supported attributes. - 6436 + 6433 3820 - 22 + 19 80 - 6448.5 + 6442.5 3860 @@ -105267,9 +105267,9 @@ See manual for supported attributes. - 6597 + 6603 3545 - 138 + 126 64 @@ -105292,13 +105292,13 @@ See manual for supported attributes. - 6599 + 6605 3547 - 51 + 48 20 - 6626 + 6629 3557 @@ -105318,13 +105318,13 @@ See manual for supported attributes. - 6599 + 6605 3567 - 51 + 48 20 - 6626 + 6629 3577 @@ -105370,13 +105370,13 @@ See manual for supported attributes. - 6599 + 6605 3587 - 51 + 48 20 - 6626 + 6629 3597 @@ -105416,13 +105416,13 @@ See manual for supported attributes. - 6680 + 6677 3547 - 53 + 50 30 - 6708 + 6702 3562 @@ -105442,13 +105442,13 @@ See manual for supported attributes. - 6680 + 6677 3577 - 53 + 50 30 - 6708 + 6702 3592 @@ -105512,9 +105512,9 @@ See manual for supported attributes. - 6603 + 6609 3818 - 146 + 134 44 @@ -105537,13 +105537,13 @@ See manual for supported attributes. - 6605 + 6611 3820 - 41 + 38 20 - 6627 + 6630 3830 @@ -105587,13 +105587,13 @@ See manual for supported attributes. - 6605 + 6611 3840 - 41 + 38 20 - 6627 + 6630 3850 @@ -105636,13 +105636,13 @@ See manual for supported attributes. - 6676 + 6673 3820 - 71 + 68 40 - 6695 + 6689 3840 @@ -105670,9 +105670,9 @@ See manual for supported attributes. - 6617 + 6623 3935 - 126 + 114 44 @@ -105694,13 +105694,13 @@ See manual for supported attributes. - 6619 + 6625 3937 - 41 + 38 20 - 6641 + 6644 3947 @@ -105744,13 +105744,13 @@ See manual for supported attributes. - 6619 + 6625 3957 - 41 + 38 20 - 6641 + 6644 3967 @@ -105792,13 +105792,13 @@ See manual for supported attributes. - 6690 + 6687 3937 - 51 + 48 40 - 6709 + 6703 3957 @@ -105823,7 +105823,7 @@ See manual for supported attributes. false 1 - d7954812-a0c2-40b2-b3a7-0a934dc60efc + 2ca6ad5c-f5aa-4c91-a5df-d0bacd73234b 1 Double click to edit panel content… @@ -105831,8 +105831,8 @@ See manual for supported attributes. - 6823 - 4053 + 6834 + 4039 160 100 @@ -105840,8 +105840,8 @@ See manual for supported attributes. 0 0 - 6823.076 - 4053.758 + 6834.076 + 4039.758 @@ -105879,9 +105879,9 @@ See manual for supported attributes. - 6631 + 6637 3863 - 93 + 81 28 @@ -105905,13 +105905,13 @@ See manual for supported attributes. - 6633 + 6639 3865 - 22 + 19 24 - 6645.5 + 6648.5 3877 @@ -105931,13 +105931,13 @@ See manual for supported attributes. - 6685 + 6682 3865 - 37 + 34 24 - 6705 + 6699 3877 @@ -105965,9 +105965,9 @@ See manual for supported attributes. - 6639 + 6645 3891 - 82 + 70 44 @@ -105999,13 +105999,13 @@ See manual for supported attributes. - 6641 + 6647 3893 - 14 + 11 20 - 6649.5 + 6652.5 3903 @@ -106025,13 +106025,13 @@ See manual for supported attributes. - 6641 + 6647 3913 - 14 + 11 20 - 6649.5 + 6652.5 3923 @@ -106072,13 +106072,13 @@ See manual for supported attributes. - 6685 + 6682 3893 - 34 + 31 40 - 6703.5 + 6697.5 3913 @@ -106184,9 +106184,9 @@ Sine wave distribution - 6645 + 6651 4111 - 88 + 76 28 @@ -106210,13 +106210,13 @@ Sine wave distribution - 6647 + 6653 4113 - 27 + 24 24 - 6662 + 6665 4125 @@ -106237,13 +106237,13 @@ Sine wave distribution - 6704 + 6701 4113 - 27 + 24 24 - 6719 + 6713 4125 @@ -106271,9 +106271,9 @@ Sine wave distribution - 6602 + 6608 3633 - 138 + 126 64 @@ -106296,13 +106296,13 @@ Sine wave distribution - 6604 + 6610 3635 - 51 + 48 20 - 6631 + 6634 3645 @@ -106322,13 +106322,13 @@ Sine wave distribution - 6604 + 6610 3655 - 51 + 48 20 - 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wave distribution - 9217 + 9214 4265 - 42 + 39 24 - 9239.5 + 9233.5 4277 @@ -113936,9 +113936,9 @@ Sine wave distribution - 9135 + 9141 4334 - 117 + 105 64 @@ -113960,13 +113960,13 @@ Sine wave distribution - 9137 + 9143 4336 - 33 + 30 20 - 9155 + 9158 4346 @@ -114006,13 +114006,13 @@ Sine wave distribution - 9137 + 9143 4356 - 33 + 30 20 - 9155 + 9158 4366 @@ -114053,13 +114053,13 @@ Sine wave distribution - 9137 + 9143 4376 - 33 + 30 20 - 9155 + 9158 4386 @@ -114101,13 +114101,13 @@ Sine wave distribution - 9200 + 9197 4336 - 50 + 47 60 - 9218.5 + 9212.5 4366 @@ -114135,9 +114135,9 @@ Sine wave distribution - 6531 + 6537 3483 - 93 + 81 28 @@ -114161,13 +114161,13 @@ Sine wave distribution - 6533 + 6539 3485 - 22 + 19 24 - 6545.5 + 6548.5 3497 @@ -114187,13 +114187,13 @@ Sine wave distribution - 6585 + 6582 3485 - 37 + 34 24 - 6605 + 6599 3497 @@ -114290,9 +114290,9 @@ Sine wave distribution - 10146 + 10152 3443 - 110 + 98 84 @@ -114317,13 +114317,13 @@ Sine wave distribution - 10148 + 10154 3445 - 54 + 51 20 - 10184.5 + 10187.5 3455 @@ -114346,13 +114346,13 @@ Sine wave distribution - 10148 + 10154 3465 - 54 + 51 20 - 10184.5 + 10187.5 3475 @@ -114375,13 +114375,13 @@ Sine wave distribution - 10148 + 10154 3485 - 54 + 51 20 - 10184.5 + 10187.5 3495 @@ -114426,13 +114426,13 @@ Sine wave distribution - 10148 + 10154 3505 - 54 + 51 20 - 10184.5 + 10187.5 3515 @@ -114473,13 +114473,13 @@ Sine wave distribution - 10232 + 10229 3445 - 22 + 19 80 - 10244.5 + 10238.5 3485 @@ -114632,9 +114632,9 @@ Sine wave distribution - 10750 + 10756 3588 - 82 + 70 44 @@ -114657,13 +114657,13 @@ Sine wave distribution - 10752 + 10758 3590 - 14 + 11 20 - 10760.5 + 10763.5 3600 @@ -114683,13 +114683,13 @@ Sine wave distribution - 10752 + 10758 3610 - 14 + 11 20 - 10760.5 + 10763.5 3620 @@ -114730,13 +114730,13 @@ Sine wave distribution - 10796 + 10793 3590 - 34 + 31 40 - 10814.5 + 10808.5 3610 @@ -114912,9 +114912,9 @@ Sine wave distribution - 11086 + 11092 4219 - 71 + 65 64 @@ -114938,13 +114938,13 @@ Sine wave distribution - 11088 + 11094 4221 - 40 + 37 20 - 11109.5 + 11112.5 4231 @@ -114965,13 +114965,13 @@ Sine wave distribution - 11088 + 11094 4241 - 40 + 37 20 - 11109.5 + 11112.5 4251 @@ -115012,13 +115012,13 @@ Sine wave distribution - 11088 + 11094 4261 - 40 + 37 20 - 11109.5 + 11112.5 4271 @@ -115067,9 +115067,9 @@ Sine wave distribution - 9787 + 9793 4289 - 90 + 78 64 @@ -115104,13 +115104,13 @@ Sine wave distribution - 9789 + 9795 4291 - 47 + 44 20 - 9822 + 9825 4301 @@ -115130,13 +115130,13 @@ Sine wave distribution - 9789 + 9795 4311 - 47 + 44 20 - 9822 + 9825 4321 @@ -115176,13 +115176,13 @@ Sine wave distribution - 9789 + 9795 4331 - 47 + 44 20 - 9822 + 9825 4341 @@ -115223,13 +115223,13 @@ Sine wave distribution - 9866 + 9863 4291 - 9 + 6 60 - 9872 + 9866 4321 @@ -115260,9 +115260,9 @@ Sine wave distribution - 10620 + 10626 4403 - 137 + 125 64 @@ -115285,13 +115285,13 @@ Sine wave distribution - 10622 + 10628 4405 - 53 + 50 30 - 10650 + 10653 4420 @@ -115312,13 +115312,13 @@ Sine wave distribution - 10622 + 10628 4435 - 53 + 50 30 - 10650 + 10653 4450 @@ -115338,13 +115338,13 @@ Sine wave distribution - 10705 + 10702 4405 - 50 + 47 20 - 10731.5 + 10725.5 4415 @@ -115364,13 +115364,13 @@ Sine wave distribution - 10705 + 10702 4425 - 50 + 47 20 - 10731.5 + 10725.5 4435 @@ -115390,13 +115390,13 @@ Sine wave distribution - 10705 + 10702 4445 - 50 + 47 20 - 10731.5 + 10725.5 4455 @@ -115428,7 +115428,7 @@ Sine wave distribution 9269 4376 - 198 + 284 20 @@ -115470,9 +115470,9 @@ Sine wave distribution - 10777 + 10783 4406 - 114 + 102 64 @@ -115495,13 +115495,13 @@ Sine wave distribution - 10779 + 10785 4408 - 23 + 20 60 - 10792 + 10795 4438 @@ -115521,13 +115521,13 @@ Sine wave distribution - 10832 + 10829 4408 - 57 + 54 20 - 10862 + 10856 4418 @@ -115547,13 +115547,13 @@ Sine wave distribution - 10832 + 10829 4428 - 57 + 54 20 - 10862 + 10856 4438 @@ -115573,13 +115573,13 @@ Sine wave distribution - 10832 + 10829 4448 - 57 + 54 20 - 10862 + 10856 4458 @@ -115608,9 +115608,9 @@ Sine wave distribution - 10475 + 10481 4403 - 125 + 113 64 @@ -115633,13 +115633,13 @@ Sine wave distribution - 10477 + 10483 4405 - 33 + 30 20 - 10495 + 10498 4415 @@ -115660,13 +115660,13 @@ Sine wave distribution - 10477 + 10483 4425 - 33 + 30 20 - 10495 + 10498 4435 @@ -115706,13 +115706,13 @@ Sine wave distribution - 10477 + 10483 4445 - 33 + 30 20 - 10495 + 10498 4455 @@ -115753,13 +115753,13 @@ Sine wave distribution - 10540 + 10537 4405 - 58 + 55 20 - 10570.5 + 10564.5 4415 @@ -115780,13 +115780,13 @@ Sine wave distribution - 10540 + 10537 4425 - 58 + 55 20 - 10570.5 + 10564.5 4435 @@ -115807,13 +115807,13 @@ Sine wave distribution - 10540 + 10537 4445 - 58 + 55 20 - 10570.5 + 10564.5 4455 @@ -115841,9 +115841,9 @@ Sine wave distribution - 10135 + 10141 4353 - 104 + 92 28 @@ -115866,13 +115866,13 @@ Sine wave distribution - 10137 + 10143 4355 - 33 + 30 24 - 10155 + 10158 4367 @@ -115892,13 +115892,13 @@ Sine wave distribution - 10200 + 10197 4355 - 37 + 34 24 - 10220 + 10214 4367 @@ -115926,9 +115926,9 @@ Sine wave distribution - 10149 + 10155 4274 - 82 + 70 44 @@ -115960,13 +115960,13 @@ Sine wave distribution - 10151 + 10157 4276 - 14 + 11 20 - 10159.5 + 10162.5 4286 @@ -115987,13 +115987,13 @@ Sine wave distribution - 10151 + 10157 4296 - 14 + 11 20 - 10159.5 + 10162.5 4306 @@ -116013,13 +116013,13 @@ Sine wave distribution - 10195 + 10192 4276 - 34 + 31 40 - 10213.5 + 10207.5 4296 @@ -116050,9 +116050,9 @@ Sine wave distribution - 10466 + 10472 4333 - 130 + 118 44 @@ -116075,13 +116075,13 @@ Sine wave distribution - 10468 + 10474 4335 - 55 + 52 20 - 10497 + 10500 4345 @@ -116102,13 +116102,13 @@ Sine wave distribution - 10468 + 10474 4355 - 55 + 52 20 - 10497 + 10500 4365 @@ -116129,13 +116129,13 @@ Sine wave distribution - 10553 + 10550 4335 - 41 + 38 40 - 10567 + 10561 4355 @@ -116164,9 +116164,9 @@ Sine wave distribution - 10628 + 10634 4316 - 154 + 142 64 @@ -116189,13 +116189,13 @@ Sine wave distribution - 10630 + 10636 4318 - 67 + 64 20 - 10673 + 10676 4328 @@ -116217,13 +116217,13 @@ Sine wave distribution - 10630 + 10636 4338 - 67 + 64 20 - 10673 + 10676 4348 @@ -116268,13 +116268,13 @@ Sine wave distribution - 10630 + 10636 4358 - 67 + 64 20 - 10673 + 10676 4368 @@ -116314,13 +116314,13 @@ Sine wave distribution - 10727 + 10724 4318 - 53 + 50 30 - 10755 + 10749 4333 @@ -116340,13 +116340,13 @@ Sine wave distribution - 10727 + 10724 4348 - 53 + 50 30 - 10755 + 10749 4363 @@ -116375,9 +116375,9 @@ Sine wave distribution - 10807 + 10813 4332 - 96 + 84 44 @@ -116400,13 +116400,13 @@ Sine wave distribution - 10809 + 10815 4334 - 33 + 30 40 - 10827 + 10830 4354 @@ -116426,13 +116426,13 @@ Sine wave distribution - 10872 + 10869 4334 - 29 + 26 20 - 10888 + 10882 4344 @@ -116452,13 +116452,13 @@ Sine wave distribution - 10872 + 10869 4354 - 29 + 26 20 - 10888 + 10882 4364 @@ -116523,9 +116523,9 @@ Sine wave distribution - 11037 + 11043 4338 - 141 + 129 84 @@ -116550,13 +116550,13 @@ Sine wave distribution - 11039 + 11045 4340 - 66 + 63 20 - 11081.5 + 11084.5 4350 @@ -116577,13 +116577,13 @@ Sine wave distribution - 11039 + 11045 4360 - 66 + 63 20 - 11081.5 + 11084.5 4370 @@ -116623,13 +116623,13 @@ Sine wave distribution - 11039 + 11045 4380 - 66 + 63 20 - 11081.5 + 11084.5 4390 @@ -116669,13 +116669,13 @@ Sine wave distribution - 11039 + 11045 4400 - 66 + 63 20 - 11081.5 + 11084.5 4410 @@ -116715,13 +116715,13 @@ Sine wave distribution - 11135 + 11132 4340 - 41 + 38 26 - 11157 + 11151 4353.333 @@ -116741,13 +116741,13 @@ Sine wave distribution - 11135 + 11132 4366 - 41 + 38 27 - 11157 + 11151 4380 @@ -116767,13 +116767,13 @@ Sine wave distribution - 11135 + 11132 4393 - 41 + 38 27 - 11157 + 11151 4406.667 @@ -116805,7 +116805,7 @@ Sine wave distribution 10913 4444 - 198 + 279 20 @@ -117144,9 +117144,9 @@ Sine wave distribution - 11095 + 11101 4542 - 71 + 65 64 @@ -117170,13 +117170,13 @@ Sine wave distribution - 11097 + 11103 4544 - 40 + 37 20 - 11118.5 + 11121.5 4554 @@ -117197,13 +117197,13 @@ Sine wave distribution - 11097 + 11103 4564 - 40 + 37 20 - 11118.5 + 11121.5 4574 @@ -117244,13 +117244,13 @@ Sine wave distribution - 11097 + 11103 4584 - 40 + 37 20 - 11118.5 + 11121.5 4594 @@ -117299,9 +117299,9 @@ Sine wave distribution - 10621 + 10627 4733 - 137 + 125 64 @@ -117324,13 +117324,13 @@ Sine wave distribution - 10623 + 10629 4735 - 53 + 50 30 - 10651 + 10654 4750 @@ -117351,13 +117351,13 @@ Sine wave distribution - 10623 + 10629 4765 - 53 + 50 30 - 10651 + 10654 4780 @@ -117377,13 +117377,13 @@ Sine wave distribution - 10706 + 10703 4735 - 50 + 47 20 - 10732.5 + 10726.5 4745 @@ -117403,13 +117403,13 @@ Sine wave distribution - 10706 + 10703 4755 - 50 + 47 20 - 10732.5 + 10726.5 4765 @@ -117429,13 +117429,13 @@ Sine wave distribution - 10706 + 10703 4775 - 50 + 47 20 - 10732.5 + 10726.5 4785 @@ -117464,9 +117464,9 @@ Sine wave distribution - 10778 + 10784 4736 - 114 + 102 64 @@ -117489,13 +117489,13 @@ Sine wave distribution - 10780 + 10786 4738 - 23 + 20 60 - 10793 + 10796 4768 @@ -117515,13 +117515,13 @@ Sine wave distribution - 10833 + 10830 4738 - 57 + 54 20 - 10863 + 10857 4748 @@ -117541,13 +117541,13 @@ Sine wave distribution - 10833 + 10830 4758 - 57 + 54 20 - 10863 + 10857 4768 @@ -117567,13 +117567,13 @@ Sine wave distribution - 10833 + 10830 4778 - 57 + 54 20 - 10863 + 10857 4788 @@ -117602,9 +117602,9 @@ Sine wave distribution - 10476 + 10482 4733 - 125 + 113 64 @@ -117627,13 +117627,13 @@ Sine wave distribution - 10478 + 10484 4735 - 33 + 30 20 - 10496 + 10499 4745 @@ -117654,13 +117654,13 @@ Sine wave distribution - 10478 + 10484 4755 - 33 + 30 20 - 10496 + 10499 4765 @@ -117700,13 +117700,13 @@ Sine wave distribution - 10478 + 10484 4775 - 33 + 30 20 - 10496 + 10499 4785 @@ -117747,13 +117747,13 @@ Sine wave distribution - 10541 + 10538 4735 - 58 + 55 20 - 10571.5 + 10565.5 4745 @@ -117774,13 +117774,13 @@ Sine wave distribution - 10541 + 10538 4755 - 58 + 55 20 - 10571.5 + 10565.5 4765 @@ -117801,13 +117801,13 @@ Sine wave distribution - 10541 + 10538 4775 - 58 + 55 20 - 10571.5 + 10565.5 4785 @@ -117836,9 +117836,9 @@ Sine wave distribution - 10462 + 10468 4648 - 130 + 118 44 @@ -117861,13 +117861,13 @@ Sine wave distribution - 10464 + 10470 4650 - 55 + 52 20 - 10493 + 10496 4660 @@ -117888,13 +117888,13 @@ Sine wave distribution - 10464 + 10470 4670 - 55 + 52 20 - 10493 + 10496 4680 @@ -117915,13 +117915,13 @@ Sine wave distribution - 10549 + 10546 4650 - 41 + 38 40 - 10563 + 10557 4670 @@ -117950,9 +117950,9 @@ Sine wave distribution - 10629 + 10635 4646 - 154 + 142 64 @@ -117975,13 +117975,13 @@ Sine wave distribution - 10631 + 10637 4648 - 67 + 64 20 - 10674 + 10677 4658 @@ -118003,13 +118003,13 @@ Sine wave distribution - 10631 + 10637 4668 - 67 + 64 20 - 10674 + 10677 4678 @@ -118054,13 +118054,13 @@ Sine wave distribution - 10631 + 10637 4688 - 67 + 64 20 - 10674 + 10677 4698 @@ -118100,13 +118100,13 @@ Sine wave distribution - 10728 + 10725 4648 - 53 + 50 30 - 10756 + 10750 4663 @@ -118126,13 +118126,13 @@ Sine wave distribution - 10728 + 10725 4678 - 53 + 50 30 - 10756 + 10750 4693 @@ -118161,9 +118161,9 @@ Sine wave distribution - 10808 + 10814 4662 - 96 + 84 44 @@ -118186,13 +118186,13 @@ Sine wave distribution - 10810 + 10816 4664 - 33 + 30 40 - 10828 + 10831 4684 @@ -118212,13 +118212,13 @@ Sine wave distribution - 10873 + 10870 4664 - 29 + 26 20 - 10889 + 10883 4674 @@ -118238,13 +118238,13 @@ Sine wave distribution - 10873 + 10870 4684 - 29 + 26 20 - 10889 + 10883 4694 @@ -118309,9 +118309,9 @@ Sine wave distribution - 10988 + 10994 4663 - 141 + 129 84 @@ -118336,13 +118336,13 @@ Sine wave distribution - 10990 + 10996 4665 - 66 + 63 20 - 11032.5 + 11035.5 4675 @@ -118363,13 +118363,13 @@ Sine wave distribution - 10990 + 10996 4685 - 66 + 63 20 - 11032.5 + 11035.5 4695 @@ -118409,13 +118409,13 @@ Sine wave distribution - 10990 + 10996 4705 - 66 + 63 20 - 11032.5 + 11035.5 4715 @@ -118455,13 +118455,13 @@ Sine wave distribution - 10990 + 10996 4725 - 66 + 63 20 - 11032.5 + 11035.5 4735 @@ -118501,13 +118501,13 @@ Sine wave distribution - 11086 + 11083 4665 - 41 + 38 26 - 11108 + 11102 4678.333 @@ -118527,13 +118527,13 @@ Sine wave distribution - 11086 + 11083 4691 - 41 + 38 27 - 11108 + 11102 4705 @@ -118553,13 +118553,13 @@ Sine wave distribution - 11086 + 11083 4718 - 41 + 38 27 - 11108 + 11102 4731.667 @@ -118591,7 +118591,7 @@ Sine wave distribution 10917 4776 - 198 + 279 20 @@ -118974,9 +118974,9 @@ Sine wave distribution - 11110 + 11116 4889 - 71 + 65 64 @@ -119000,13 +119000,13 @@ Sine wave distribution - 11112 + 11118 4891 - 40 + 37 20 - 11133.5 + 11136.5 4901 @@ -119027,13 +119027,13 @@ Sine wave distribution - 11112 + 11118 4911 - 40 + 37 20 - 11133.5 + 11136.5 4921 @@ -119074,13 +119074,13 @@ Sine wave distribution - 11112 + 11118 4931 - 40 + 37 20 - 11133.5 + 11136.5 4941 @@ -119129,9 +119129,9 @@ Sine wave distribution - 10644 + 10650 5073 - 137 + 125 64 @@ -119154,13 +119154,13 @@ Sine wave distribution - 10646 + 10652 5075 - 53 + 50 30 - 10674 + 10677 5090 @@ -119181,13 +119181,13 @@ Sine wave distribution - 10646 + 10652 5105 - 53 + 50 30 - 10674 + 10677 5120 @@ -119207,13 +119207,13 @@ Sine wave distribution - 10729 + 10726 5075 - 50 + 47 20 - 10755.5 + 10749.5 5085 @@ -119233,13 +119233,13 @@ Sine wave distribution - 10729 + 10726 5095 - 50 + 47 20 - 10755.5 + 10749.5 5105 @@ -119259,13 +119259,13 @@ Sine wave distribution - 10729 + 10726 5115 - 50 + 47 20 - 10755.5 + 10749.5 5125 @@ -119294,9 +119294,9 @@ Sine wave distribution - 10801 + 10807 5076 - 114 + 102 64 @@ -119319,13 +119319,13 @@ Sine wave distribution - 10803 + 10809 5078 - 23 + 20 60 - 10816 + 10819 5108 @@ -119345,13 +119345,13 @@ Sine wave distribution - 10856 + 10853 5078 - 57 + 54 20 - 10886 + 10880 5088 @@ -119371,13 +119371,13 @@ Sine wave distribution - 10856 + 10853 5098 - 57 + 54 20 - 10886 + 10880 5108 @@ -119397,13 +119397,13 @@ Sine wave distribution - 10856 + 10853 5118 - 57 + 54 20 - 10886 + 10880 5128 @@ -119432,9 +119432,9 @@ Sine wave distribution - 10499 + 10505 5073 - 125 + 113 64 @@ -119457,13 +119457,13 @@ Sine wave distribution - 10501 + 10507 5075 - 33 + 30 20 - 10519 + 10522 5085 @@ -119484,13 +119484,13 @@ Sine wave distribution - 10501 + 10507 5095 - 33 + 30 20 - 10519 + 10522 5105 @@ -119530,13 +119530,13 @@ Sine wave distribution - 10501 + 10507 5115 - 33 + 30 20 - 10519 + 10522 5125 @@ -119577,13 +119577,13 @@ Sine wave distribution - 10564 + 10561 5075 - 58 + 55 20 - 10594.5 + 10588.5 5085 @@ -119604,13 +119604,13 @@ Sine wave distribution - 10564 + 10561 5095 - 58 + 55 20 - 10594.5 + 10588.5 5105 @@ -119631,13 +119631,13 @@ Sine wave distribution - 10564 + 10561 5115 - 58 + 55 20 - 10594.5 + 10588.5 5125 @@ -119666,9 +119666,9 @@ Sine wave distribution - 10490 + 10496 5003 - 130 + 118 44 @@ -119691,13 +119691,13 @@ Sine wave distribution - 10492 + 10498 5005 - 55 + 52 20 - 10521 + 10524 5015 @@ -119718,13 +119718,13 @@ Sine wave distribution - 10492 + 10498 5025 - 55 + 52 20 - 10521 + 10524 5035 @@ -119745,13 +119745,13 @@ Sine wave distribution - 10577 + 10574 5005 - 41 + 38 40 - 10591 + 10585 5025 @@ -119780,9 +119780,9 @@ Sine wave distribution - 10652 + 10658 4986 - 154 + 142 64 @@ -119805,13 +119805,13 @@ Sine wave distribution - 10654 + 10660 4988 - 67 + 64 20 - 10697 + 10700 4998 @@ -119833,13 +119833,13 @@ Sine wave distribution - 10654 + 10660 5008 - 67 + 64 20 - 10697 + 10700 5018 @@ -119884,13 +119884,13 @@ Sine wave distribution - 10654 + 10660 5028 - 67 + 64 20 - 10697 + 10700 5038 @@ -119930,13 +119930,13 @@ Sine wave distribution - 10751 + 10748 4988 - 53 + 50 30 - 10779 + 10773 5003 @@ -119956,13 +119956,13 @@ Sine wave distribution - 10751 + 10748 5018 - 53 + 50 30 - 10779 + 10773 5033 @@ -119991,9 +119991,9 @@ Sine wave distribution - 10831 + 10837 5002 - 96 + 84 44 @@ -120016,13 +120016,13 @@ Sine wave distribution - 10833 + 10839 5004 - 33 + 30 40 - 10851 + 10854 5024 @@ -120042,13 +120042,13 @@ Sine wave distribution - 10896 + 10893 5004 - 29 + 26 20 - 10912 + 10906 5014 @@ -120068,13 +120068,13 @@ Sine wave distribution - 10896 + 10893 5024 - 29 + 26 20 - 10912 + 10906 5034 @@ -120139,9 +120139,9 @@ Sine wave distribution - 11011 + 11017 5003 - 141 + 129 84 @@ -120166,13 +120166,13 @@ Sine wave distribution - 11013 + 11019 5005 - 66 + 63 20 - 11055.5 + 11058.5 5015 @@ -120193,13 +120193,13 @@ Sine wave distribution - 11013 + 11019 5025 - 66 + 63 20 - 11055.5 + 11058.5 5035 @@ -120239,13 +120239,13 @@ Sine wave distribution - 11013 + 11019 5045 - 66 + 63 20 - 11055.5 + 11058.5 5055 @@ -120285,13 +120285,13 @@ Sine wave distribution - 11013 + 11019 5065 - 66 + 63 20 - 11055.5 + 11058.5 5075 @@ -120331,13 +120331,13 @@ Sine wave distribution - 11109 + 11106 5005 - 41 + 38 26 - 11131 + 11125 5018.333 @@ -120357,13 +120357,13 @@ Sine wave distribution - 11109 + 11106 5031 - 41 + 38 27 - 11131 + 11125 5045 @@ -120383,13 +120383,13 @@ Sine wave distribution - 11109 + 11106 5058 - 41 + 38 27 - 11131 + 11125 5071.667 @@ -120421,7 +120421,7 @@ Sine wave distribution 10940 5116 - 198 + 279 20 @@ -120719,9 +120719,9 @@ Sine wave distribution - 11282 + 11288 4523 - 100 + 88 44 @@ -120746,13 +120746,13 @@ Sine wave distribution - 11284 + 11290 4525 - 42 + 39 20 - 11306.5 + 11309.5 4535 @@ -120774,13 +120774,13 @@ Sine wave distribution - 11284 + 11290 4545 - 42 + 39 20 - 11306.5 + 11309.5 4555 @@ -120827,13 +120827,13 @@ Sine wave distribution - 11356 + 11353 4525 - 24 + 21 40 - 11369.5 + 11363.5 4545 @@ -120861,9 +120861,9 @@ Sine wave distribution - 11404 + 11410 4611 - 116 + 104 104 @@ -120885,13 +120885,13 @@ Sine wave distribution - 11406 + 11412 4613 - 40 + 37 20 - 11427.5 + 11430.5 4623 @@ -120931,13 +120931,13 @@ Sine wave distribution - 11406 + 11412 4633 - 40 + 37 20 - 11427.5 + 11430.5 4643 @@ -120977,13 +120977,13 @@ Sine wave distribution - 11406 + 11412 4653 - 40 + 37 20 - 11427.5 + 11430.5 4663 @@ -121023,13 +121023,13 @@ Sine wave distribution - 11406 + 11412 4673 - 40 + 37 20 - 11427.5 + 11430.5 4683 @@ -121070,13 +121070,13 @@ Sine wave distribution - 11406 + 11412 4693 - 40 + 37 20 - 11427.5 + 11430.5 4703 @@ -121116,13 +121116,13 @@ Sine wave distribution - 11476 + 11473 4613 - 42 + 39 100 - 11498.5 + 11492.5 4663 @@ -121154,7 +121154,7 @@ Sine wave distribution 11236 4757 - 198 + 279 20 @@ -121281,9 +121281,9 @@ Sine wave distribution - 10202 + 10208 4143 - 71 + 65 64 @@ -121307,13 +121307,13 @@ Sine wave distribution - 10204 + 10210 4145 - 40 + 37 20 - 10225.5 + 10228.5 4155 @@ -121334,13 +121334,13 @@ Sine wave distribution - 10204 + 10210 4165 - 40 + 37 20 - 10225.5 + 10228.5 4175 @@ -121381,13 +121381,13 @@ Sine wave distribution - 10204 + 10210 4185 - 40 + 37 20 - 10225.5 + 10228.5 4195 @@ -121491,14 +121491,14 @@ Sine wave distribution - 7336 - 3812 - 90 + 7380 + 3836 + 78 64 - 7400 - 3844 + 7438 + 3868 @@ -121528,14 +121528,14 @@ Sine wave distribution - 7338 - 3814 - 47 + 7382 + 3838 + 44 20 - 7371 - 3824 + 7412 + 3848 @@ -121554,14 +121554,14 @@ Sine wave distribution - 7338 - 3834 - 47 + 7382 + 3858 + 44 20 - 7371 - 3844 + 7412 + 3868 @@ -121600,14 +121600,14 @@ Sine wave distribution - 7338 - 3854 - 47 + 7382 + 3878 + 44 20 - 7371 - 3864 + 7412 + 3888 @@ -121647,14 +121647,14 @@ Sine wave distribution - 7415 - 3814 - 9 + 7450 + 3838 + 6 60 - 7421 - 3844 + 7453 + 3868 @@ -121684,13 +121684,13 @@ Sine wave distribution - 7542 + 7547 3825 - 96 + 84 64 - 7595 + 7594 3857 @@ -121709,13 +121709,13 @@ Sine wave distribution - 7544 + 7549 3827 - 36 + 33 20 - 7563.5 + 7565.5 3837 @@ -121736,13 +121736,13 @@ Sine wave distribution - 7544 + 7549 3847 - 36 + 33 20 - 7563.5 + 7565.5 3857 @@ -121782,13 +121782,13 @@ Sine wave distribution - 7544 + 7549 3867 - 36 + 33 20 - 7563.5 + 7565.5 3877 @@ -121829,13 +121829,13 @@ Sine wave distribution - 7610 + 7606 3827 - 26 + 23 60 - 7624.5 + 7617.5 3857 @@ -121864,9 +121864,9 @@ Sine wave distribution - 7789 + 7795 3936 - 102 + 90 44 @@ -121889,13 +121889,13 @@ Sine wave distribution - 7791 + 7797 3938 - 34 + 31 20 - 7809.5 + 7812.5 3948 @@ -121916,13 +121916,13 @@ Sine wave distribution - 7791 + 7797 3958 - 34 + 31 20 - 7809.5 + 7812.5 3968 @@ -121943,13 +121943,13 @@ Sine wave distribution - 7855 + 7852 3938 - 34 + 31 40 - 7873.5 + 7867.5 3958 @@ -121979,9 +121979,9 @@ Sine wave distribution - 8002 + 8008 4437 - 90 + 78 64 @@ -122016,13 +122016,13 @@ Sine wave distribution - 8004 + 8010 4439 - 47 + 44 20 - 8037 + 8040 4449 @@ -122043,13 +122043,13 @@ Sine wave distribution - 8004 + 8010 4459 - 47 + 44 20 - 8037 + 8040 4469 @@ -122089,13 +122089,13 @@ Sine wave distribution - 8004 + 8010 4479 - 47 + 44 20 - 8037 + 8040 4489 @@ -122136,13 +122136,13 @@ Sine wave distribution - 8081 + 8078 4439 - 9 + 6 60 - 8087 + 8081 4469 @@ -122176,7 +122176,7 @@ Sine wave distribution 7819 4490 - 157 + 238 20 @@ -122327,14 +122327,14 @@ Sine wave distribution - 7390 - 3923 - 90 + 7384 + 3920 + 78 64 - 7454 - 3955 + 7442 + 3952 @@ -122357,21 +122357,21 @@ Sine wave distribution List List false - a25e8df6-e858-48f0-98d2-81a8b37a4161 + 24e72bd0-3a6b-42b9-b570-4d19dc447451 1 - 7392 - 3925 - 47 + 7386 + 3922 + 44 20 - 7425 - 3935 + 7416 + 3932 @@ -122390,14 +122390,14 @@ Sine wave distribution - 7392 - 3945 - 47 + 7386 + 3942 + 44 20 - 7425 - 3955 + 7416 + 3952 @@ -122436,14 +122436,14 @@ Sine wave distribution - 7392 - 3965 - 47 + 7386 + 3962 + 44 20 - 7425 - 3975 + 7416 + 3972 @@ -122483,14 +122483,14 @@ Sine wave distribution - 7469 - 3925 - 9 + 7454 + 3922 + 6 60 - 7475 - 3955 + 7457 + 3952 @@ -122523,14 +122523,14 @@ Sine wave distribution - 7350 - 3917 + 7370 + 3768 40 16 - 7370 - 3925 + 7390 + 3776 @@ -122556,9 +122556,9 @@ Sine wave distribution - 7782 + 7788 3852 - 107 + 95 44 @@ -122581,13 +122581,13 @@ Sine wave distribution - 7784 + 7790 3854 - 39 + 36 20 - 7805 + 7808 3864 @@ -122609,13 +122609,13 @@ Sine wave distribution - 7784 + 7790 3874 - 39 + 36 20 - 7805 + 7808 3884 @@ -122636,13 +122636,13 @@ Sine wave distribution - 7853 + 7850 3854 - 34 + 31 40 - 7871.5 + 7865.5 3874 @@ -122671,9 +122671,9 @@ Sine wave distribution - 7696 + 7702 4008 - 112 + 100 44 @@ -122697,13 +122697,13 @@ Sine wave distribution - 7698 + 7704 4010 - 44 + 41 20 - 7721.5 + 7724.5 4020 @@ -122725,13 +122725,13 @@ Sine wave distribution - 7698 + 7704 4030 - 44 + 41 20 - 7721.5 + 7724.5 4040 @@ -122752,13 +122752,13 @@ Sine wave distribution - 7772 + 7769 4010 - 34 + 31 40 - 7790.5 + 7784.5 4030 @@ -122787,9 +122787,9 @@ Sine wave distribution - 7696 + 7702 4081 - 112 + 100 44 @@ -122813,13 +122813,13 @@ Sine wave distribution - 7698 + 7704 4083 - 44 + 41 20 - 7721.5 + 7724.5 4093 @@ -122841,13 +122841,13 @@ Sine wave distribution - 7698 + 7704 4103 - 44 + 41 20 - 7721.5 + 7724.5 4113 @@ -122868,13 +122868,13 @@ Sine wave distribution - 7772 + 7769 4083 - 34 + 31 40 - 7790.5 + 7784.5 4103 @@ -122903,14 +122903,14 @@ Sine wave distribution - 7464 - 4039 - 82 + 7407 + 4036 + 70 44 - 7495 - 4061 + 7432 + 4058 @@ -122937,14 +122937,14 @@ Sine wave distribution - 7466 - 4041 - 14 + 7409 + 4038 + 11 20 - 7474.5 - 4051 + 7414.5 + 4048 @@ -122963,14 +122963,14 @@ Sine wave distribution - 7466 - 4061 - 14 + 7409 + 4058 + 11 20 - 7474.5 - 4071 + 7414.5 + 4068 @@ -123010,14 +123010,14 @@ Sine wave distribution - 7510 - 4041 - 34 + 7444 + 4038 + 31 40 - 7528.5 - 4061 + 7459.5 + 4058 @@ -123171,9 +123171,9 @@ Sine wave distribution - 7501 + 7507 4113 - 82 + 70 44 @@ -123205,13 +123205,13 @@ Sine wave distribution - 7503 + 7509 4115 - 14 + 11 20 - 7511.5 + 7514.5 4125 @@ -123225,20 +123225,20 @@ Sine wave distribution B B true - ff55c725-5737-43b9-8c34-b181452ecd33 + 4e9affca-28ea-446d-8a48-70d296e335fd 1 - 7503 + 7509 4135 - 14 + 11 20 - 7511.5 + 7514.5 4145 @@ -123258,13 +123258,13 @@ Sine wave distribution - 7547 + 7544 4115 - 34 + 31 40 - 7565.5 + 7559.5 4135 @@ -123295,14 +123295,14 @@ Sine wave distribution - 7517 - 4188 - 82 + 7411 + 4203 + 86 44 - 7548 - 4210 + 7436 + 4225 @@ -123320,14 +123320,14 @@ Sine wave distribution - 7519 - 4190 - 14 + 7413 + 4205 + 11 20 - 7527.5 - 4200 + 7418.5 + 4215 @@ -123347,23 +123347,24 @@ Sine wave distribution - 7519 - 4210 - 14 + 7413 + 4225 + 11 20 - 7527.5 - 4220 + 7418.5 + 4235 - + The result of the Division 55206b04-ef0c-435c-af1c-1782d403eb66 + 2 Result Result false @@ -123373,14 +123374,14 @@ Sine wave distribution - 7563 - 4190 - 34 + 7448 + 4205 + 47 40 - 7581.5 - 4210 + 7463.5 + 4225 @@ -123408,14 +123409,14 @@ Sine wave distribution - 7803 - 4273 - 138 + 7806 + 4254 + 126 64 - 7871 - 4305 + 7868 + 4286 @@ -123433,14 +123434,14 @@ Sine wave distribution - 7805 - 4275 - 51 + 7808 + 4256 + 48 20 7832 - 4285 + 4266 @@ -123459,14 +123460,14 @@ Sine wave distribution - 7805 - 4295 - 51 + 7808 + 4276 + 48 20 7832 - 4305 + 4286 @@ -123511,14 +123512,14 @@ Sine wave distribution - 7805 - 4315 - 51 + 7808 + 4296 + 48 20 7832 - 4325 + 4306 @@ -123557,14 +123558,14 @@ Sine wave distribution - 7886 - 4275 - 53 + 7880 + 4256 + 50 30 - 7914 - 4290 + 7905 + 4271 @@ -123583,14 +123584,14 @@ Sine wave distribution - 7886 - 4305 - 53 + 7880 + 4286 + 50 30 - 7914 - 4320 + 7905 + 4301 @@ -123618,9 +123619,9 @@ Sine wave distribution - 7633 + 7639 4152 - 105 + 93 64 @@ -123643,13 +123644,13 @@ Sine wave distribution - 7635 + 7641 4154 - 28 + 25 60 - 7650.5 + 7653.5 4184 @@ -123670,13 +123671,13 @@ Sine wave distribution - 7693 + 7690 4154 - 43 + 40 20 - 7716 + 7710 4164 @@ -123697,13 +123698,13 @@ Sine wave distribution - 7693 + 7690 4174 - 43 + 40 20 - 7716 + 7710 4184 @@ -123724,13 +123725,13 @@ Sine wave distribution - 7693 + 7690 4194 - 43 + 40 20 - 7716 + 7710 4204 @@ -123759,9 +123760,9 @@ Sine wave distribution - 7889 + 7895 4034 - 137 + 125 84 @@ -123794,13 +123795,13 @@ Sine wave distribution - 7891 + 7897 4036 - 76 + 73 20 - 7930.5 + 7933.5 4046 @@ -123840,13 +123841,13 @@ Sine wave distribution - 7891 + 7897 4056 - 76 + 73 20 - 7930.5 + 7933.5 4066 @@ -123886,13 +123887,13 @@ Sine wave distribution - 7891 + 7897 4076 - 76 + 73 20 - 7930.5 + 7933.5 4086 @@ -123934,13 +123935,13 @@ Sine wave distribution - 7891 + 7897 4096 - 76 + 73 20 - 7930.5 + 7933.5 4106 @@ -123961,13 +123962,13 @@ Sine wave distribution - 7997 + 7994 4036 - 27 + 24 80 - 8012 + 8006 4076 @@ -123998,9 +123999,9 @@ Sine wave distribution - 8200 + 8206 4078 - 129 + 117 44 @@ -124023,13 +124024,13 @@ Sine wave distribution - 8202 + 8208 4080 - 41 + 38 20 - 8224 + 8227 4090 @@ -124051,13 +124052,13 @@ Sine wave distribution - 8202 + 8208 4100 - 41 + 38 20 - 8224 + 8227 4110 @@ -124078,13 +124079,13 @@ Sine wave distribution - 8273 + 8270 4080 - 54 + 51 40 - 8301.5 + 8295.5 4100 @@ -124113,9 +124114,9 @@ Sine wave distribution - 7994 + 8000 3941 - 111 + 99 44 @@ -124138,13 +124139,13 @@ Sine wave distribution - 7996 + 8002 3943 - 39 + 36 20 - 8017 + 8020 3953 @@ -124165,13 +124166,13 @@ Sine wave distribution - 7996 + 8002 3963 - 39 + 36 20 - 8017 + 8020 3973 @@ -124192,13 +124193,13 @@ Sine wave distribution - 8065 + 8062 3943 - 38 + 35 20 - 8085.5 + 8079.5 3953 @@ -124219,13 +124220,13 @@ Sine wave distribution - 8065 + 8062 3963 - 38 + 35 20 - 8085.5 + 8079.5 3973 @@ -124254,9 +124255,9 @@ Sine wave distribution - 7671 + 7677 3832 - 105 + 93 64 @@ -124279,13 +124280,13 @@ Sine wave distribution - 7673 + 7679 3834 - 28 + 25 60 - 7688.5 + 7691.5 3864 @@ -124306,13 +124307,13 @@ Sine wave distribution - 7731 + 7728 3834 - 43 + 40 20 - 7754 + 7748 3844 @@ -124333,13 +124334,13 @@ Sine wave distribution - 7731 + 7728 3854 - 43 + 40 20 - 7754 + 7748 3864 @@ -124360,13 +124361,13 @@ Sine wave distribution - 7731 + 7728 3874 - 43 + 40 20 - 7754 + 7748 3884 @@ -124421,9 +124422,9 @@ Sine wave distribution - 7792 + 7798 3776 - 120 + 108 64 @@ -124446,13 +124447,13 @@ Sine wave distribution - 7794 + 7800 3778 - 45 + 42 20 - 7818 + 7821 3788 @@ -124472,13 +124473,13 @@ Sine wave distribution - 7794 + 7800 3798 - 45 + 42 20 - 7818 + 7821 3808 @@ -124518,13 +124519,13 @@ Sine wave distribution - 7794 + 7800 3818 - 45 + 42 20 - 7818 + 7821 3828 @@ -124564,13 +124565,13 @@ Sine wave distribution - 7869 + 7866 3778 - 41 + 38 60 - 7891 + 7885 3808 @@ -124598,9 +124599,9 @@ Sine wave distribution - 8140 + 8146 4422 - 116 + 104 104 @@ -124622,13 +124623,13 @@ Sine wave distribution - 8142 + 8148 4424 - 40 + 37 20 - 8163.5 + 8166.5 4434 @@ -124668,13 +124669,13 @@ Sine wave distribution - 8142 + 8148 4444 - 40 + 37 20 - 8163.5 + 8166.5 4454 @@ -124714,13 +124715,13 @@ Sine wave distribution - 8142 + 8148 4464 - 40 + 37 20 - 8163.5 + 8166.5 4474 @@ -124760,13 +124761,13 @@ Sine wave distribution - 8142 + 8148 4484 - 40 + 37 20 - 8163.5 + 8166.5 4494 @@ -124806,13 +124807,13 @@ Sine wave distribution - 8142 + 8148 4504 - 40 + 37 20 - 8163.5 + 8166.5 4514 @@ -124852,13 +124853,13 @@ Sine wave distribution - 8212 + 8209 4424 - 42 + 39 100 - 8234.5 + 8228.5 4474 @@ -124887,9 +124888,9 @@ Sine wave distribution - 7789 + 7795 4411 - 129 + 117 44 @@ -124912,13 +124913,13 @@ Sine wave distribution - 7791 + 7797 4413 - 41 + 38 20 - 7813 + 7816 4423 @@ -124940,13 +124941,13 @@ Sine wave distribution - 7791 + 7797 4433 - 41 + 38 20 - 7813 + 7816 4443 @@ -124967,13 +124968,13 @@ Sine wave distribution - 7862 + 7859 4413 - 54 + 51 40 - 7890.5 + 7884.5 4433 @@ -125002,9 +125003,9 @@ Sine wave distribution - 8336 + 8342 4566 - 90 + 78 64 @@ -125038,13 +125039,13 @@ Sine wave distribution - 8338 + 8344 4568 - 47 + 44 20 - 8371 + 8374 4578 @@ -125064,13 +125065,13 @@ Sine wave distribution - 8338 + 8344 4588 - 47 + 44 20 - 8371 + 8374 4598 @@ -125110,13 +125111,13 @@ Sine wave distribution - 8338 + 8344 4608 - 47 + 44 20 - 8371 + 8374 4618 @@ -125157,13 +125158,13 @@ Sine wave distribution - 8415 + 8412 4568 - 9 + 6 60 - 8421 + 8415 4598 @@ -125194,9 +125195,9 @@ Sine wave distribution - 8194 + 8200 4304 - 96 + 84 64 @@ -125219,13 +125220,13 @@ Sine wave distribution - 8196 + 8202 4306 - 36 + 33 20 - 8215.5 + 8218.5 4316 @@ -125246,13 +125247,13 @@ Sine wave distribution - 8196 + 8202 4326 - 36 + 33 20 - 8215.5 + 8218.5 4336 @@ -125292,13 +125293,13 @@ Sine wave distribution - 8196 + 8202 4346 - 36 + 33 20 - 8215.5 + 8218.5 4356 @@ -125339,13 +125340,13 @@ Sine wave distribution - 8262 + 8259 4306 - 26 + 23 60 - 8276.5 + 8270.5 4336 @@ -125374,9 +125375,9 @@ Sine wave distribution - 8073 + 8079 4195 - 100 + 88 44 @@ -125401,13 +125402,13 @@ Sine wave distribution - 8075 + 8081 4197 - 42 + 39 20 - 8097.5 + 8100.5 4207 @@ -125427,13 +125428,13 @@ Sine wave distribution - 8075 + 8081 4217 - 42 + 39 20 - 8097.5 + 8100.5 4227 @@ -125479,13 +125480,13 @@ Sine wave distribution - 8147 + 8144 4197 - 24 + 21 40 - 8160.5 + 8154.5 4217 @@ -125594,9 +125595,9 @@ Sine wave distribution - 7122 + 7128 4266 - 90 + 78 64 @@ -125631,13 +125632,13 @@ Sine wave distribution - 7124 + 7130 4268 - 47 + 44 20 - 7157 + 7160 4278 @@ -125658,13 +125659,13 @@ Sine wave distribution - 7124 + 7130 4288 - 47 + 44 20 - 7157 + 7160 4298 @@ -125704,13 +125705,13 @@ Sine wave distribution - 7124 + 7130 4308 - 47 + 44 20 - 7157 + 7160 4318 @@ -125751,13 +125752,13 @@ Sine wave distribution - 7201 + 7198 4268 - 9 + 6 60 - 7207 + 7201 4298 @@ -125789,9 +125790,9 @@ Sine wave distribution - 7130 + 7136 4068 - 90 + 78 64 @@ -125826,13 +125827,13 @@ Sine wave distribution - 7132 + 7138 4070 - 47 + 44 20 - 7165 + 7168 4080 @@ -125853,13 +125854,13 @@ Sine wave distribution - 7132 + 7138 4090 - 47 + 44 20 - 7165 + 7168 4100 @@ -125899,13 +125900,13 @@ Sine wave distribution - 7132 + 7138 4110 - 47 + 44 20 - 7165 + 7168 4120 @@ -125946,13 +125947,13 @@ Sine wave distribution - 7209 + 7206 4070 - 9 + 6 60 - 7215 + 7209 4100 @@ -125966,198 +125967,6 @@ Sine wave distribution - - c74efd0e-7fe3-4c2d-8c9d-295c5672fb13 - Null Item - - - - - Test a data item for null or invalidity - true - 80470945-fe2e-49e6-8e56-e76e16b835bd - Null Item - Null Item - - - - - - 6943 - 3850 - 140 - 64 - - - 7003 - 3882 - - - - - - Item to test - b2673a7e-c8fc-4b1d-b14e-859282ddf571 - 1 - Item - Item - true - 3b95dd5d-bd0e-48a2-ae7c-90fbc3cdf70c - 1 - - - - - - 6945 - 3852 - 43 - 60 - - - 6976 - 3882 - - - - - - - - True if item is Null - 304b2627-aba9-40d0-9743-9b870a1f9e0f - Null Flags - Null Flags - false - 0 - - - - - - 7018 - 3852 - 63 - 20 - - - 7051 - 3862 - - - - - - - - True if item is Invalid - 92d6e5e9-ae3a-4053-b646-6069f78d5d39 - Invalid Flags - Invalid Flags - false - 0 - - - - - - 7018 - 3872 - 63 - 20 - - - 7051 - 3882 - - - - - - - - A textual description of the object state - 912e366c-0cdc-40c1-8e38-01e9bdc5fa4e - Description - Description - false - 0 - - - - - - 7018 - 3892 - 63 - 20 - - - 7051 - 3902 - - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 3b4dca9d-f65d-4cf3-b547-91942e37ba4f - Panel - - false - 0 - 92d6e5e9-ae3a-4053-b646-6069f78d5d39 - 1 - Double click to edit panel content… - - - - - - 7141 - 3813 - 160 - 100 - - 0 - 0 - 0 - - 7141.277 - 3813.183 - - - - - - - 255;255;255;255 - - true - true - true - false - false - true - - - - - - - b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -126193,7 +126002,7 @@ Sine wave distribution - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -126253,7 +126062,7 @@ Sine wave distribution - + 429cbba9-55ee-4e84-98ea-876c44db879a Sub Curve @@ -126271,9 +126080,9 @@ Sine wave distribution - 2796 + 2802 2218 - 124 + 112 44 @@ -126296,13 +126105,13 @@ Sine wave distribution - 2798 + 2804 2220 - 57 + 54 20 - 2828 + 2831 2230 @@ -126323,13 +126132,13 @@ Sine wave distribution - 2798 + 2804 2240 - 57 + 54 20 - 2828 + 2831 2250 @@ -126349,13 +126158,13 @@ Sine wave distribution - 2885 + 2882 2220 - 33 + 30 40 - 2903 + 2897 2240 @@ -126366,7 +126175,7 @@ Sine wave distribution - + d1a28e95-cf96-4936-bf34-8bf142d731bf Construct Domain @@ -126383,9 +126192,9 @@ Sine wave distribution - 2558 + 2564 2257 - 140 + 128 44 @@ -126408,13 +126217,13 @@ Sine wave distribution - 2560 + 2566 2259 - 65 + 62 20 - 2594 + 2597 2269 @@ -126455,13 +126264,13 @@ Sine wave distribution - 2560 + 2566 2279 - 65 + 62 20 - 2594 + 2597 2289 @@ -126501,13 +126310,13 @@ Sine wave distribution - 2655 + 2652 2259 - 41 + 38 40 - 2677 + 2671 2279 @@ -126518,7 +126327,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -126539,7 +126348,7 @@ Sine wave distribution 2106 1991 - 158 + 239 20 @@ -126563,7 +126372,7 @@ Sine wave distribution - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -126581,9 +126390,9 @@ Sine wave distribution - 2460 + 2466 2210 - 82 + 70 44 @@ -126615,13 +126424,13 @@ Sine wave distribution - 2462 + 2468 2212 - 14 + 11 20 - 2470.5 + 2473.5 2222 @@ -126642,13 +126451,13 @@ Sine wave distribution - 2462 + 2468 2232 - 14 + 11 20 - 2470.5 + 2473.5 2242 @@ -126668,13 +126477,13 @@ Sine wave distribution - 2506 + 2503 2212 - 34 + 31 40 - 2524.5 + 2518.5 2232 @@ -126687,7 +126496,7 @@ Sine wave distribution - + ccfd6ba8-ecb1-44df-a47e-08126a653c51 Curve Domain @@ -126705,9 +126514,9 @@ Sine wave distribution - 2266 + 2272 2339 - 116 + 104 44 @@ -126730,13 +126539,13 @@ Sine wave distribution - 2268 + 2274 2341 - 41 + 38 20 - 2290 + 2293 2351 @@ -126756,13 +126565,13 @@ Sine wave distribution - 2268 + 2274 2361 - 41 + 38 20 - 2290 + 2293 2371 @@ -126782,13 +126591,13 @@ Sine wave distribution - 2339 + 2336 2341 - 41 + 38 20 - 2361 + 2355 2351 @@ -126808,13 +126617,13 @@ Sine wave distribution - 2339 + 2336 2361 - 41 + 38 20 - 2361 + 2355 2371 @@ -126825,7 +126634,7 @@ Sine wave distribution - + 825ea536-aebb-41e9-af32-8baeb2ecb590 Deconstruct Domain @@ -126842,9 +126651,9 @@ Sine wave distribution - 2414 + 2420 2320 - 104 + 92 44 @@ -126867,13 +126676,13 @@ Sine wave distribution - 2416 + 2422 2322 - 41 + 38 40 - 2438 + 2441 2342 @@ -126893,13 +126702,13 @@ Sine wave distribution - 2487 + 2484 2322 - 29 + 26 20 - 2503 + 2497 2332 @@ -126919,13 +126728,13 @@ Sine wave distribution - 2487 + 2484 2342 - 29 + 26 20 - 2503 + 2497 2352 @@ -126936,7 +126745,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -126989,7 +126798,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -127042,7 +126851,7 @@ Sine wave distribution - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -127059,9 +126868,9 @@ Sine wave distribution - 2607 + 2613 2162 - 82 + 70 44 @@ -127093,13 +126902,13 @@ Sine wave distribution - 2609 + 2615 2164 - 14 + 11 20 - 2617.5 + 2620.5 2174 @@ -127120,13 +126929,13 @@ Sine wave distribution - 2609 + 2615 2184 - 14 + 11 20 - 2617.5 + 2620.5 2194 @@ -127146,13 +126955,13 @@ Sine wave distribution - 2653 + 2650 2164 - 34 + 31 40 - 2671.5 + 2665.5 2184 @@ -127165,7 +126974,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -127218,7 +127027,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -127254,7 +127063,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -127290,7 +127099,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -127326,7 +127135,7 @@ Sine wave distribution - + 2fcc2743-8339-4cdf-a046-a1f17439191d Remap Numbers @@ -127343,9 +127152,9 @@ Sine wave distribution - 2220 + 2226 1890 - 115 + 103 64 @@ -127367,13 +127176,13 @@ Sine wave distribution - 2222 + 2228 1892 - 38 + 35 20 - 2242.5 + 2245.5 1902 @@ -127393,13 +127202,13 @@ Sine wave distribution - 2222 + 2228 1912 - 38 + 35 20 - 2242.5 + 2245.5 1922 @@ -127442,13 +127251,13 @@ Sine wave distribution - 2222 + 2228 1932 - 38 + 35 20 - 2242.5 + 2245.5 1942 @@ -127491,13 +127300,13 @@ Sine wave distribution - 2290 + 2287 1892 - 43 + 40 30 - 2313 + 2307 1907 @@ -127517,13 +127326,13 @@ Sine wave distribution - 2290 + 2287 1922 - 43 + 40 30 - 2313 + 2307 1937 @@ -127534,7 +127343,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -127570,7 +127379,7 @@ Sine wave distribution - + a3371040-e552-4bc8-b0ff-10a840258e88 Negative @@ -127587,9 +127396,9 @@ Sine wave distribution - 2101 + 2107 2091 - 100 + 88 28 @@ -127612,13 +127421,13 @@ Sine wave distribution - 2103 + 2109 2093 - 32 + 29 24 - 2120.5 + 2123.5 2105 @@ -127638,13 +127447,13 @@ Sine wave distribution - 2165 + 2162 2093 - 34 + 31 24 - 2183.5 + 2177.5 2105 @@ -127655,7 +127464,7 @@ Sine wave distribution - + 78fed580-851b-46fe-af2f-6519a9d378e0 Power @@ -127672,9 +127481,9 @@ Sine wave distribution - 2368 + 2374 2090 - 82 + 70 44 @@ -127696,13 +127505,13 @@ Sine wave distribution - 2370 + 2376 2092 - 14 + 11 20 - 2378.5 + 2381.5 2102 @@ -127744,13 +127553,13 @@ Sine wave distribution - 2370 + 2376 2112 - 14 + 11 20 - 2378.5 + 2381.5 2122 @@ -127770,13 +127579,13 @@ Sine wave distribution - 2414 + 2411 2092 - 34 + 31 40 - 2432.5 + 2426.5 2112 @@ -127787,7 +127596,7 @@ Sine wave distribution - + 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division @@ -127804,9 +127613,9 @@ Sine wave distribution - 2281 + 2287 2090 - 82 + 70 44 @@ -127829,13 +127638,13 @@ Sine wave distribution - 2283 + 2289 2092 - 14 + 11 20 - 2291.5 + 2294.5 2102 @@ -127855,13 +127664,13 @@ Sine wave distribution - 2283 + 2289 2112 - 14 + 11 20 - 2291.5 + 2294.5 2122 @@ -127902,13 +127711,13 @@ Sine wave distribution - 2327 + 2324 2092 - 34 + 31 40 - 2345.5 + 2339.5 2112 @@ -127919,7 +127728,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -127945,7 +127754,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -127972,7 +127781,7 @@ Sine wave distribution - + 6b021f56-b194-4210-b9a1-6cef3b7d0848 Evaluate Length @@ -127990,9 +127799,9 @@ Sine wave distribution - 2584 + 2590 2492 - 144 + 132 64 @@ -128015,13 +127824,13 @@ Sine wave distribution - 2586 + 2592 2494 - 57 + 54 20 - 2616 + 2619 2504 @@ -128042,13 +127851,13 @@ Sine wave distribution - 2586 + 2592 2514 - 57 + 54 20 - 2616 + 2619 2524 @@ -128068,13 +127877,13 @@ Sine wave distribution - 2586 + 2592 2534 - 57 + 54 20 - 2616 + 2619 2544 @@ -128114,13 +127923,13 @@ Sine wave distribution - 2673 + 2670 2494 - 53 + 50 20 - 2701 + 2695 2504 @@ -128140,13 +127949,13 @@ Sine wave distribution - 2673 + 2670 2514 - 53 + 50 20 - 2701 + 2695 2524 @@ -128166,13 +127975,13 @@ Sine wave distribution - 2673 + 2670 2534 - 53 + 50 20 - 2701 + 2695 2544 @@ -128183,7 +127992,7 @@ Sine wave distribution - + c75b62fa-0a33-4da7-a5bd-03fd0068fd93 Length @@ -128201,9 +128010,9 @@ Sine wave distribution - 2369 + 2375 2499 - 104 + 92 28 @@ -128226,13 +128035,13 @@ Sine wave distribution - 2371 + 2377 2501 - 33 + 30 24 - 2389 + 2392 2513 @@ -128252,13 +128061,13 @@ Sine wave distribution - 2434 + 2431 2501 - 37 + 34 24 - 2454 + 2448 2513 @@ -128269,7 +128078,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -128290,7 +128099,7 @@ Sine wave distribution 2509 2599 - 198 + 279 20 @@ -128314,7 +128123,7 @@ Sine wave distribution - + ce46b74e-00c9-43c4-805a-193b69ea4a11 Multiplication @@ -128331,9 +128140,9 @@ Sine wave distribution - 2486 + 2492 2489 - 82 + 70 44 @@ -128365,13 +128174,13 @@ Sine wave distribution - 2488 + 2494 2491 - 14 + 11 20 - 2496.5 + 2499.5 2501 @@ -128392,13 +128201,13 @@ Sine wave distribution - 2488 + 2494 2511 - 14 + 11 20 - 2496.5 + 2499.5 2521 @@ -128418,13 +128227,13 @@ Sine wave distribution - 2532 + 2529 2491 - 34 + 31 40 - 2550.5 + 2544.5 2511 @@ -128437,7 +128246,7 @@ Sine wave distribution - + 22990b1f-9be6-477c-ad89-f775cd347105 Flip Curve @@ -128454,9 +128263,9 @@ Sine wave distribution - 2363 + 2369 2600 - 100 + 88 44 @@ -128478,13 +128287,13 @@ Sine wave distribution - 2365 + 2371 2602 - 33 + 30 20 - 2383 + 2386 2612 @@ -128504,13 +128313,13 @@ Sine wave distribution - 2365 + 2371 2622 - 33 + 30 20 - 2383 + 2386 2632 @@ -128530,13 +128339,13 @@ Sine wave distribution - 2428 + 2425 2602 - 33 + 30 20 - 2446 + 2440 2612 @@ -128556,13 +128365,13 @@ Sine wave distribution - 2428 + 2425 2622 - 33 + 30 20 - 2446 + 2440 2632 @@ -128573,7 +128382,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -128626,7 +128435,7 @@ Sine wave distribution - + 9c007a04-d0d9-48e4-9da3-9ba142bc4d46 Subtraction @@ -128643,9 +128452,9 @@ Sine wave distribution - 2544 + 2550 2104 - 82 + 70 44 @@ -128676,13 +128485,13 @@ Sine wave distribution - 2546 + 2552 2106 - 14 + 11 20 - 2554.5 + 2557.5 2116 @@ -128724,13 +128533,13 @@ Sine wave distribution - 2546 + 2552 2126 - 14 + 11 20 - 2554.5 + 2557.5 2136 @@ -128750,13 +128559,13 @@ Sine wave distribution - 2590 + 2587 2106 - 34 + 31 40 - 2608.5 + 2602.5 2126 @@ -128769,7 +128578,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -128805,7 +128614,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -128827,8 +128636,8 @@ Sine wave distribution - 7155 - 3952 + 7279 + 4247 160 100 @@ -128836,8 +128645,8 @@ Sine wave distribution 0 0 - 7155 - 3952.79 + 7279 + 4247.79 @@ -128858,7 +128667,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -128894,149 +128703,7 @@ Sine wave distribution - - - f3230ecb-3631-4d6f-86f2-ef4b2ed37f45 - Replace Nulls - - - - - Replace nulls or invalid data with other data - true - 2475187c-ae7a-44e1-888a-2e37e5918498 - Replace Nulls - Replace Nulls - - - - - - 7191 - 4178 - 136 - 44 - - - 7277 - 4200 - - - - - - 1 - Items to test for null - 434ce433-b31c-44e2-ab51-630c40b5323f - Items - Items - false - 9deb1eb8-bb3c-4124-9ab2-c562992d4d0c - 1 - - - - - - 7193 - 4180 - 69 - 20 - - - 7229 - 4190 - - - - - - - - 1 - Items to replace nulls with - 745aec13-924f-466c-9670-5e78dad3f6c4 - Replacements - Replacements - false - e606dca8-aca3-45df-85e6-434e26711ab9 - 1 - - - - - - 7193 - 4200 - 69 - 20 - - - 7229 - 4210 - - - - - - - - 1 - List without any nulls - 7991d489-ccf4-49ad-80ab-eee4f68e2dd2 - Items - Items - false - 0 - - - - - - 7292 - 4180 - 33 - 20 - - - 7310 - 4190 - - - - - - - - Number of items replaced - 981f8f99-d6c3-475f-a69d-b89545d1a972 - Count - Count - false - 0 - - - - - - 7292 - 4200 - 33 - 20 - - - 7310 - 4210 - - - - - - - - - - + fbac3e32-f100-4292-8692-77240a42fd1a Point @@ -129096,7 +128763,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -129132,7 +128799,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -129185,7 +128852,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -129221,7 +128888,7 @@ Sine wave distribution - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -129258,7 +128925,7 @@ Sine wave distribution - + 59daf374-bc21-4a5e-8282-5504fb7ae9ae List Item @@ -129277,9 +128944,9 @@ Sine wave distribution - 7073 + 7079 4517 - 106 + 94 64 @@ -129314,13 +128981,13 @@ Sine wave distribution - 7075 + 7081 4519 - 47 + 44 20 - 7108 + 7111 4529 @@ -129341,13 +129008,13 @@ Sine wave distribution - 7075 + 7081 4539 - 47 + 44 20 - 7108 + 7111 4549 @@ -129387,13 +129054,13 @@ Sine wave distribution - 7075 + 7081 4559 - 47 + 44 20 - 7108 + 7111 4569 @@ -129435,13 +129102,13 @@ Sine wave distribution - 7152 + 7149 4519 - 25 + 22 60 - 7158 + 7152 4549 @@ -129454,7 +129121,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -129482,7 +129149,7 @@ Sine wave distribution - + 4d2a06bd-4b0f-4c65-9ee0-4220e4c01703 Scale @@ -129500,9 +129167,9 @@ Sine wave distribution - 7201 + 7207 4512 - 138 + 126 64 @@ -129525,13 +129192,13 @@ Sine wave distribution - 7203 + 7209 4514 - 51 + 48 20 - 7230 + 7233 4524 @@ -129551,13 +129218,13 @@ Sine wave distribution - 7203 + 7209 4534 - 51 + 48 20 - 7230 + 7233 4544 @@ -129603,13 +129270,13 @@ Sine wave distribution - 7203 + 7209 4554 - 51 + 48 20 - 7230 + 7233 4564 @@ -129649,13 +129316,13 @@ Sine wave distribution - 7284 + 7281 4514 - 53 + 50 30 - 7312 + 7306 4529 @@ -129675,13 +129342,13 @@ Sine wave distribution - 7284 + 7281 4544 - 53 + 50 30 - 7312 + 7306 4559 @@ -129692,7 +129359,7 @@ Sine wave distribution - + 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line @@ -129710,9 +129377,9 @@ Sine wave distribution - 3837 + 3843 2816 - 114 + 102 44 @@ -129734,13 +129401,13 @@ Sine wave distribution - 3839 + 3845 2818 - 55 + 52 20 - 3868 + 3871 2828 @@ -129785,13 +129452,13 @@ Sine wave distribution - 3839 + 3845 2838 - 55 + 52 20 - 3868 + 3871 2848 @@ -129836,13 +129503,13 @@ Sine wave distribution - 3924 + 3921 2818 - 25 + 22 40 - 3938 + 3932 2838 @@ -129853,7 +129520,7 @@ Sine wave distribution - + c74efd0e-7fe3-4c2d-8c9d-295c5672fb13 Null Item @@ -129870,9 +129537,9 @@ Sine wave distribution - 4207 + 4213 2832 - 124 + 112 64 @@ -129894,13 +129561,13 @@ Sine wave distribution - 4209 + 4215 2834 - 27 + 24 60 - 4224 + 4227 2864 @@ -129920,13 +129587,13 @@ Sine wave distribution - 4266 + 4263 2834 - 63 + 60 20 - 4299 + 4293 2844 @@ -129946,13 +129613,13 @@ Sine wave distribution - 4266 + 4263 2854 - 63 + 60 20 - 4299 + 4293 2864 @@ -129972,13 +129639,13 @@ Sine wave distribution - 4266 + 4263 2874 - 63 + 60 20 - 4299 + 4293 2884 @@ -129989,7 +129656,7 @@ Sine wave distribution - + fc5b7d12-7247-4de0-81bc-9b2c2f8f72f6 Map to Surface @@ -130006,9 +129673,9 @@ Sine wave distribution - 3730 + 3736 2930 - 121 + 109 64 @@ -130031,13 +129698,13 @@ Sine wave distribution - 3732 + 3738 2932 - 54 + 51 20 - 3768.5 + 3771.5 2942 @@ -130059,13 +129726,13 @@ Sine wave distribution - 3732 + 3738 2952 - 54 + 51 20 - 3768.5 + 3771.5 2962 @@ -130087,13 +129754,13 @@ Sine wave distribution - 3732 + 3738 2972 - 54 + 51 20 - 3768.5 + 3771.5 2982 @@ -130113,13 +129780,13 @@ Sine wave distribution - 3816 + 3813 2932 - 33 + 30 60 - 3834 + 3828 2962 @@ -130130,7 +129797,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -130166,7 +129833,7 @@ Sine wave distribution - + a7a41d0a-2188-4f7a-82cc-1a2c4e4ec850 Loft @@ -130184,9 +129851,9 @@ Sine wave distribution - 3455 + 3461 3023 - 116 + 104 44 @@ -130211,13 +129878,13 @@ Sine wave distribution - 3457 + 3463 3025 - 58 + 55 20 - 3495.5 + 3498.5 3035 @@ -130237,13 +129904,13 @@ Sine wave distribution - 3457 + 3463 3045 - 58 + 55 20 - 3495.5 + 3498.5 3055 @@ -130289,13 +129956,13 @@ Sine wave distribution - 3545 + 3542 3025 - 24 + 21 40 - 3558.5 + 3552.5 3045 @@ -130306,7 +129973,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -130342,7 +130009,7 @@ Sine wave distribution - + deaf8653-5528-4286-807c-3de8b8dad781 Surface @@ -130378,7 +130045,7 @@ Sine wave distribution - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -130431,7 +130098,7 @@ Sine wave distribution - + c75b62fa-0a33-4da7-a5bd-03fd0068fd93 Length @@ -130448,9 +130115,9 @@ Sine wave distribution - 3683 + 3689 3101 - 104 + 92 28 @@ -130473,13 +130140,13 @@ Sine wave distribution - 3685 + 3691 3103 - 33 + 30 24 - 3703 + 3706 3115 @@ -130499,13 +130166,13 @@ Sine wave distribution - 3748 + 3745 3103 - 37 + 34 24 - 3768 + 3762 3115 @@ -130516,7 +130183,7 @@ Sine wave distribution - + 2fcc2743-8339-4cdf-a046-a1f17439191d Remap Numbers @@ -130533,9 +130200,9 @@ Sine wave distribution - 2281 + 2287 2153 - 115 + 103 64 @@ -130558,13 +130225,13 @@ Sine wave distribution - 2283 + 2289 2155 - 38 + 35 20 - 2303.5 + 2306.5 2165 @@ -130585,13 +130252,13 @@ Sine wave distribution - 2283 + 2289 2175 - 38 + 35 20 - 2303.5 + 2306.5 2185 @@ -130634,13 +130301,13 @@ Sine wave distribution - 2283 + 2289 2195 - 38 + 35 20 - 2303.5 + 2306.5 2205 @@ -130683,13 +130350,13 @@ Sine wave distribution - 2351 + 2348 2155 - 43 + 40 30 - 2374 + 2368 2170 @@ -130709,13 +130376,13 @@ Sine wave distribution - 2351 + 2348 2185 - 43 + 40 30 - 2374 + 2368 2200 @@ -130726,7 +130393,7 @@ Sine wave distribution - + f44b92b0-3b5b-493a-86f4-fd7408c3daf3 Bounds @@ -130743,9 +130410,9 @@ Sine wave distribution - 2123 + 2129 2171 - 138 + 126 28 @@ -130770,13 +130437,13 @@ Sine wave distribution - 2125 + 2131 2173 - 63 + 60 24 - 2166 + 2169 2185 @@ -130796,13 +130463,13 @@ Sine wave distribution - 2218 + 2215 2173 - 41 + 38 24 - 2240 + 2234 2185 @@ -130813,7 +130480,7 @@ Sine wave distribution - + eeafc956-268e-461d-8e73-ee05c6f72c01 Stream Filter @@ -130831,9 +130498,9 @@ Sine wave distribution - 2437 + 2443 2155 - 89 + 77 64 @@ -130865,13 +130532,13 @@ Sine wave distribution - 2439 + 2445 2157 - 28 + 25 20 - 2454.5 + 2457.5 2167 @@ -130914,13 +130581,13 @@ Sine wave distribution - 2439 + 2445 2177 - 28 + 25 20 - 2454.5 + 2457.5 2187 @@ -130943,13 +130610,13 @@ Sine wave distribution - 2439 + 2445 2197 - 28 + 25 20 - 2454.5 + 2457.5 2207 @@ -130971,13 +130638,13 @@ Sine wave distribution - 2497 + 2494 2157 - 27 + 24 60 - 2512 + 2506 2187 @@ -130990,7 +130657,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -131015,7 +130682,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -131051,7 +130718,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -131087,7 +130754,7 @@ Sine wave distribution - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -131123,7 +130790,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -131149,7 +130816,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -131174,7 +130841,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -131210,7 +130877,7 @@ Sine wave distribution - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -131235,7 +130902,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -131271,7 +130938,7 @@ Sine wave distribution - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -131307,7 +130974,7 @@ Sine wave distribution - + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 Curve @@ -131343,7 +131010,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -131364,7 +131031,7 @@ Sine wave distribution 4249 2713 - 198 + 295 20 @@ -131388,7 +131055,7 @@ Sine wave distribution - + ccfd6ba8-ecb1-44df-a47e-08126a653c51 Curve Domain @@ -131406,9 +131073,9 @@ Sine wave distribution - 4608 + 4614 2628 - 116 + 104 44 @@ -131431,13 +131098,13 @@ Sine wave distribution - 4610 + 4616 2630 - 41 + 38 20 - 4632 + 4635 2640 @@ -131457,13 +131124,13 @@ Sine wave distribution - 4610 + 4616 2650 - 41 + 38 20 - 4632 + 4635 2660 @@ -131483,13 +131150,13 @@ Sine wave distribution - 4681 + 4678 2630 - 41 + 38 20 - 4703 + 4697 2640 @@ -131509,13 +131176,13 @@ Sine wave distribution - 4681 + 4678 2650 - 41 + 38 20 - 4703 + 4697 2660 @@ -131526,7 +131193,7 @@ Sine wave distribution - + b6236720-8d88-4289-93c3-ac4c99f9b97b Relay @@ -131562,7 +131229,7 @@ Sine wave distribution - + 825ea536-aebb-41e9-af32-8baeb2ecb590 Deconstruct Domain @@ -131579,9 +131246,9 @@ Sine wave distribution - 4769 + 4775 2589 - 104 + 92 44 @@ -131604,13 +131271,13 @@ Sine wave distribution - 4771 + 4777 2591 - 41 + 38 40 - 4793 + 4796 2611 @@ -131630,13 +131297,13 @@ Sine wave distribution - 4842 + 4839 2591 - 29 + 26 20 - 4858 + 4852 2601 @@ -131656,13 +131323,13 @@ Sine wave distribution - 4842 + 4839 2611 - 29 + 26 20 - 4858 + 4852 2621 @@ -131673,7 +131340,7 @@ Sine wave distribution - + 4c4e56eb-2f04-43f9-95a3-cc46a14f495a Line @@ -131691,9 +131358,9 @@ Sine wave distribution - 4482 + 4488 2632 - 114 + 102 44 @@ -131716,13 +131383,13 @@ Sine wave distribution - 4484 + 4490 2634 - 55 + 52 20 - 4513 + 4516 2644 @@ -131742,13 +131409,13 @@ Sine wave distribution - 4484 + 4490 2654 - 55 + 52 20 - 4513 + 4516 2664 @@ -131793,13 +131460,13 @@ Sine wave distribution - 4569 + 4566 2634 - 25 + 22 40 - 4583 + 4577 2654 @@ -131810,7 +131477,7 @@ Sine wave distribution - + fc6979e4-7e91-4508-8e05-37c680779751 Evaluate Curve @@ -131828,9 +131495,9 @@ Sine wave distribution - 4852 + 4858 2932 - 130 + 118 64 @@ -131853,13 +131520,13 @@ Sine wave distribution - 4854 + 4860 2934 - 53 + 50 30 - 4882 + 4885 2949 @@ -131880,13 +131547,13 @@ Sine wave distribution - 4854 + 4860 2964 - 53 + 50 30 - 4882 + 4885 2979 @@ -131926,13 +131593,13 @@ Sine wave distribution - 4937 + 4934 2934 - 43 + 40 20 - 4960 + 4954 2944 @@ -131952,13 +131619,13 @@ Sine wave distribution - 4937 + 4934 2954 - 43 + 40 20 - 4960 + 4954 2964 @@ -131978,13 +131645,13 @@ Sine wave distribution - 4937 + 4934 2974 - 43 + 40 20 - 4960 + 4954 2984 @@ -131995,7 +131662,7 @@ Sine wave distribution - + 4c619bc9-39fd-4717-82a6-1e07ea237bbe Line SDL @@ -132013,9 +131680,9 @@ Sine wave distribution - 4775 + 4781 2745 - 106 + 94 64 @@ -132038,13 +131705,13 @@ Sine wave distribution - 4777 + 4783 2747 - 47 + 44 20 - 4802 + 4805 2757 @@ -132065,13 +131732,13 @@ Sine wave distribution - 4777 + 4783 2767 - 47 + 44 20 - 4802 + 4805 2777 @@ -132116,13 +131783,13 @@ Sine wave distribution - 4777 + 4783 2787 - 47 + 44 20 - 4802 + 4805 2797 @@ -132162,13 +131829,13 @@ Sine wave distribution - 4854 + 4851 2747 - 25 + 22 60 - 4868 + 4862 2777 @@ -132179,7 +131846,7 @@ Sine wave distribution - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -132200,7 +131867,7 @@ Sine wave distribution 4428 2787 - 198 + 295 20 @@ -132224,7 +131891,7 @@ Sine wave distribution - + 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points @@ -132242,9 +131909,9 @@ Sine wave distribution - 4935 + 4941 2782 - 96 + 84 44 @@ -132267,13 +131934,13 @@ Sine wave distribution - 4937 + 4943 2784 - 33 + 30 40 - 4955 + 4958 2804 @@ -132293,13 +131960,13 @@ Sine wave distribution - 5000 + 4997 2784 - 29 + 26 20 - 5016 + 5010 2794 @@ -132319,13 +131986,13 @@ Sine wave distribution - 5000 + 4997 2804 - 29 + 26 20 - 5016 + 5010 2814 @@ -132336,7 +132003,7 @@ Sine wave distribution - + f12daa2f-4fd5-48c1-8ac3-5dea476912ca Mirror @@ -132354,9 +132021,9 @@ Sine wave distribution - 4826 + 4832 2843 - 138 + 126 44 @@ -132379,13 +132046,13 @@ Sine wave distribution - 4828 + 4834 2845 - 51 + 48 20 - 4855 + 4858 2855 @@ -132406,13 +132073,13 @@ Sine wave distribution - 4828 + 4834 2865 - 51 + 48 20 - 4855 + 4858 2875 @@ -132462,13 +132129,13 @@ Sine wave distribution - 4909 + 4906 2845 - 53 + 50 20 - 4937 + 4931 2855 @@ -132488,13 +132155,13 @@ Sine wave distribution - 4909 + 4906 2865 - 53 + 50 20 - 4937 + 4931 2875 @@ -132505,7 +132172,7 @@ Sine wave distribution - + 11bbd48b-bb0a-4f1b-8167-fa297590390d End Points @@ -132523,9 +132190,9 @@ Sine wave distribution - 4985 + 4991 2854 - 96 + 84 44 @@ -132548,13 +132215,13 @@ Sine wave distribution - 4987 + 4993 2856 - 33 + 30 40 - 5005 + 5008 2876 @@ -132574,13 +132241,13 @@ Sine wave distribution - 5050 + 5047 2856 - 29 + 26 20 - 5066 + 5060 2866 @@ -132600,13 +132267,13 @@ Sine wave distribution - 5050 + 5047 2876 - 29 + 26 20 - 5066 + 5060 2886 @@ -132617,6 +132284,479 @@ Sine wave distribution + + + e64c5fb1-845c-4ab1-8911-5f338516ba67 + Series + + + + + Create a series of numbers. + 576b7b13-b86a-4182-bb68-029e8864eb91 + Series + Series + + + + + + 6292 + 4581 + 89 + 64 + + + 6336 + 4613 + + + + + + First number in the series + 042f2b1d-830a-428e-ba55-2f30e4339a87 + Start + Start + false + 0 + + + + + + 6294 + 4583 + 30 + 20 + + + 6309 + 4593 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + Step size for each successive number + 75c37efe-4802-4ff5-984b-8463b000557e + Step + Step + 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