{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/tmp/ipykernel_2890583/3069418549.py:15: TqdmExperimentalWarning: Using `tqdm.autonotebook.tqdm` in notebook mode. Use `tqdm.tqdm` instead to force console mode (e.g. in jupyter console)\n", " from tqdm.autonotebook import tqdm\n" ] } ], "source": [ "%matplotlib widget\n", "\n", "import inspect\n", "import re\n", "def debugPrint(x):\n", " frame = inspect.currentframe().f_back\n", " s = inspect.getframeinfo(frame).code_context[0]\n", " r = re.search(r\"\\((.*)\\)\", s).group(1)\n", " print(\"{} [{}] = {}\".format(r,type(x).__name__, x))\n", "import h5py\n", "import os\n", "import torch\n", "os.environ['TORCH_CUDA_ARCH_LIST'] = f'{torch.cuda.get_device_properties(0).major}.{torch.cuda.get_device_properties(0).minor}'\n", "import numpy as np\n", "from tqdm.autonotebook import tqdm\n", "import os\n", "from BasisConvolution.util.dataloader import datasetLoader, processFolder#, DataLoader\n", "from BasisConvolution.util.hyperparameters import defaultHyperParameters\n", "from BasisConvolution.util.dataPlotting import getFileCount, getPreparePlotFunction, getUpdatePlotFunction\n", "import matplotlib.pyplot as plt\n", "import ipywidgets as widgets" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "hyperParameterDict = defaultHyperParameters()\n", "\n", "hyperParameterDict['batch_size'] = 1\n", "hyperParameterDict['maxRollOut'] = 0\n", "hyperParameterDict['maxUnroll'] = 0\n", "\n", "hyperParameterDict['device'] = 'cuda' if torch.cuda.is_available() else 'cpu'\n", "hyperParameterDict['device'] = 'cpu'\n", "\n", "hyperParameterDict['augmentAngle'] = False\n", "hyperParameterDict['augmentJitter'] = False\n", "hyperParameterDict['zeroOffset'] = False" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'fileName': '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5', 'frames': [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 637, 638, 639, 640, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 655, 656, 657, 658, 659, 660, 661, 662, 663, 664, 665, 666, 667, 668, 669, 670, 671, 672, 673, 674, 675, 676, 677, 678, 679, 680, 681, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 697, 698, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 757, 758, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799, 800, 801, 802, 803, 804, 805, 806, 807, 808, 809, 810, 811, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846, 847, 848, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 859, 860, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 886, 887, 888, 889, 890, 891, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 932, 933, 934, 935, 936, 937, 938, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 959, 960, 961, 962, 963, 964, 965, 966, 967, 968, 969, 970, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1018, 1019, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1027, 1028, 1029, 1030, 1031, 1032, 1033, 1034, 1035, 1036, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1054, 1055, 1056, 1057, 1058, 1059, 1060, 1061, 1062, 1063, 1064, 1065, 1066, 1067, 1068, 1069, 1070, 1071, 1072, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1081, 1082, 1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1108, 1109, 1110, 1111, 1112, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1163, 1164, 1165, 1166, 1167, 1168, 1169, 1170, 1171, 1172, 1173, 1174, 1175, 1176, 1177, 1178, 1179, 1180, 1181, 1182, 1183, 1184, 1185, 1186, 1187, 1188, 1189, 1190, 1191, 1192, 1193, 1194, 1195, 1196, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1221, 1222, 1223, 1224, 1225, 1226, 1227, 1228, 1229, 1230, 1231, 1232, 1233, 1234, 1235, 1236, 1237, 1238, 1239, 1240, 1241, 1242, 1243, 1244, 1245, 1246, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1267, 1268, 1269, 1270, 1271, 1272, 1273, 1274, 1275, 1276, 1277, 1278, 1279, 1280, 1281, 1282, 1283, 1284, 1285, 1286, 1287, 1288, 1289, 1290, 1291, 1292, 1293, 1294, 1295, 1296, 1297, 1298, 1299, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1315, 1316, 1317, 1318, 1319, 1320, 1321, 1322, 1323, 1324, 1325, 1326, 1327, 1328, 1329, 1330, 1331, 1332, 1333, 1334, 1335, 1336, 1337, 1338, 1339, 1340, 1341, 1342, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1351, 1352, 1353, 1354, 1355, 1356, 1357, 1358, 1359, 1360, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1370, 1371, 1372, 1373, 1374, 1375, 1376, 1377, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1385, 1386, 1387, 1388, 1389, 1390, 1391, 1392, 1393, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1405, 1406, 1407, 1408, 1409, 1410, 1411, 1412, 1413, 1414, 1415, 1416, 1417, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1432, 1433, 1434, 1435, 1436, 1437, 1438, 1439, 1440, 1441, 1442, 1443, 1444, 1445, 1446, 1447, 1448, 1449, 1450, 1451, 1452, 1453, 1454, 1455, 1456, 1457, 1458, 1459, 1460, 1461, 1462, 1463, 1464, 1465, 1466, 1467, 1468, 1469, 1470, 1471, 1472, 1473, 1474, 1475, 1476, 1477, 1478, 1479, 1480, 1481, 1482, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1494, 1495, 1496, 1497, 1498, 1499, 1500, 1501, 1502, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1512, 1513, 1514, 1515, 1516, 1517, 1518, 1519, 1520, 1521, 1522, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1540, 1541, 1542, 1543, 1544, 1545, 1546, 1547, 1548, 1549, 1550, 1551, 1552, 1553, 1554, 1555, 1556, 1557, 1558, 1559, 1560, 1561, 1562, 1563, 1564, 1565, 1566, 1567, 1568, 1569, 1570, 1571, 1572, 1573, 1574, 1575, 1576, 1577, 1578, 1579, 1580, 1581, 1582, 1583, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1592, 1593, 1594, 1595, 1596, 1597, 1598, 1599, 1600, 1601, 1602, 1603, 1604, 1605, 1606, 1607, 1608, 1609, 1610, 1611, 1612, 1613, 1614, 1615, 1616, 1617, 1618, 1619, 1620, 1621, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1649, 1650, 1651, 1652, 1653, 1654, 1655, 1656, 1657, 1658, 1659, 1660, 1661, 1662, 1663, 1664, 1665, 1666, 1667, 1668, 1669, 1670, 1671, 1672, 1673, 1674, 1675, 1676, 1677, 1678, 1679, 1680, 1681, 1682, 1683, 1684, 1685, 1686, 1687, 1688, 1689, 1690, 1691, 1692, 1693, 1694, 1695, 1696, 1697, 1698, 1699, 1700, 1701, 1702, 1703, 1704, 1705, 1706, 1707, 1708, 1709, 1710, 1711, 1712, 1713, 1714, 1715, 1716, 1717, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1738, 1739, 1740, 1741, 1742, 1743, 1744, 1745, 1746, 1747, 1748, 1749, 1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1758, 1759, 1760, 1761, 1762, 1763, 1764, 1765, 1766, 1767, 1768, 1769, 1770, 1771, 1772, 1773, 1774, 1775, 1776, 1777, 1778, 1779, 1780, 1781, 1782, 1783, 1784, 1785, 1786, 1787, 1788, 1789, 1790, 1791, 1792, 1793, 1794, 1795, 1796, 1797, 1798, 1799, 1800, 1801, 1802, 1803, 1804, 1805, 1806, 1807, 1808, 1809, 1810, 1811, 1812, 1813, 1814, 1815, 1816, 1817, 1818, 1819, 1820, 1821, 1822, 1823, 1824, 1825, 1826, 1827, 1828, 1829, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1840, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848, 1849, 1850, 1851, 1852, 1853, 1854, 1855, 1856, 1857, 1858, 1859, 1860, 1861, 1862, 1863, 1864, 1865, 1866, 1867, 1868, 1869, 1870, 1871, 1872, 1873, 1874, 1875, 1876, 1877, 1878, 1879, 1880, 1881, 1882, 1883, 1884, 1885, 1886, 1887, 1888, 1889, 1890, 1891, 1892, 1893, 1894, 1895, 1896, 1897, 1898, 1899, 1900, 1901, 1902, 1903, 1904, 1905, 1906, 1907, 1908, 1909, 1910, 1911, 1912, 1913, 1914, 1915, 1916, 1917, 1918, 1919, 1920, 1921, 1922, 1923, 1924, 1925, 1926, 1927, 1928, 1929, 1930, 1931, 1932, 1933, 1934, 1935, 1936, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1944, 1945, 1946, 1947, 1948, 1949, 1950, 1951, 1952, 1953, 1954, 1955, 1956, 1957, 1958, 1959, 1960, 1961, 1962, 1963, 1964, 1965, 1966, 1967, 1968, 1969, 1970, 1971, 1972, 1973, 1974, 1975, 1976, 1977, 1978, 1979, 1980, 1981, 1982, 1983, 1984, 1985, 1986, 1987, 1988, 1989, 1990, 1991, 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2029, 2030, 2031, 2032, 2033, 2034, 2035, 2036, 2037, 2038, 2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2047, 2048, 2049, 2050, 2051, 2052, 2053, 2054, 2055, 2056, 2057, 2058, 2059, 2060, 2061, 2062, 2063, 2064, 2065, 2066, 2067, 2068, 2069, 2070, 2071, 2072, 2073, 2074, 2075, 2076, 2077, 2078, 2079, 2080, 2081, 2082, 2083, 2084, 2085, 2086, 2087, 2088, 2089, 2090, 2091, 2092, 2093, 2094, 2095, 2096, 2097, 2098, 2099, 2100, 2101, 2102, 2103, 2104, 2105, 2106, 2107, 2108, 2109, 2110, 2111, 2112, 2113, 2114, 2115, 2116, 2117, 2118, 2119, 2120, 2121, 2122, 2123, 2124, 2125, 2126, 2127, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2142, 2143, 2144, 2145, 2146, 2147, 2148, 2149, 2150, 2151, 2152, 2153, 2154, 2155, 2156, 2157, 2158, 2159, 2160, 2161, 2162, 2163, 2164, 2165, 2166, 2167, 2168, 2169, 2170, 2171, 2172, 2173, 2174, 2175, 2176, 2177, 2178, 2179, 2180, 2181, 2182, 2183, 2184, 2185, 2186, 2187, 2188, 2189, 2190, 2191, 2192, 2193, 2194, 2195, 2196, 2197, 2198, 2199, 2200, 2201, 2202, 2203, 2204, 2205, 2206, 2207, 2208, 2209, 2210, 2211, 2212, 2213, 2214, 2215, 2216, 2217, 2218, 2219, 2220, 2221, 2222, 2223, 2224, 2225, 2226, 2227, 2228, 2229, 2230, 2231, 2232, 2233, 2234, 2235, 2236, 2237, 2238, 2239, 2240, 2241, 2242, 2243, 2244, 2245, 2246, 2247, 2248, 2249, 2250, 2251, 2252, 2253, 2254, 2255, 2256, 2257, 2258, 2259, 2260, 2261, 2262, 2263, 2264, 2265, 2266, 2267, 2268, 2269, 2270, 2271, 2272, 2273, 2274, 2275, 2276, 2277, 2278, 2279, 2280, 2281, 2282, 2283, 2284, 2285, 2286, 2287, 2288, 2289, 2290, 2291, 2292, 2293, 2294, 2295, 2296, 2297, 2298, 2299, 2300, 2301, 2302, 2303, 2304, 2305, 2306, 2307, 2308, 2309, 2310, 2311, 2312, 2313, 2314, 2315, 2316, 2317, 2318, 2319, 2320, 2321, 2322, 2323, 2324, 2325, 2326, 2327, 2328, 2329, 2330, 2331, 2332, 2333, 2334, 2335, 2336, 2337, 2338, 2339, 2340, 2341, 2342, 2343, 2344, 2345, 2346, 2347, 2348, 2349, 2350, 2351, 2352, 2353, 2354, 2355, 2356, 2357, 2358, 2359, 2360, 2361, 2362, 2363, 2364, 2365, 2366, 2367, 2368, 2369, 2370, 2371, 2372, 2373, 2374, 2375, 2376, 2377, 2378, 2379, 2380, 2381, 2382, 2383, 2384, 2385, 2386, 2387, 2388, 2389, 2390, 2391, 2392, 2393, 2394, 2395, 2396, 2397, 2398, 2399, 2400, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2411, 2412, 2413, 2414, 2415, 2416, 2417, 2418, 2419, 2420, 2421, 2422, 2423, 2424, 2425, 2426, 2427, 2428, 2429, 2430, 2431, 2432, 2433, 2434, 2435, 2436, 2437, 2438, 2439, 2440, 2441, 2442, 2443, 2444, 2445, 2446, 2447, 2448, 2449, 2450, 2451, 2452, 2453, 2454, 2455, 2456, 2457, 2458, 2459, 2460, 2461, 2462, 2463, 2464, 2465, 2466, 2467, 2468, 2469, 2470, 2471, 2472, 2473, 2474, 2475, 2476, 2477, 2478, 2479, 2480, 2481, 2482, 2483, 2484, 2485, 2486, 2487, 2488, 2489, 2490, 2491, 2492, 2493, 2494, 2495, 2496, 2497, 2498, 2499, 2500, 2501, 2502, 2503, 2504, 2505, 2506, 2507, 2508, 2509, 2510, 2511, 2512, 2513, 2514, 2515, 2516, 2517, 2518, 2519, 2520, 2521, 2522, 2523, 2524, 2525, 2526, 2527, 2528, 2529, 2530, 2531, 2532, 2533, 2534, 2535, 2536, 2537, 2538, 2539, 2540, 2541, 2542, 2543, 2544, 2545, 2546, 2547, 2548, 2549, 2550, 2551, 2552, 2553, 2554, 2555, 2556, 2557, 2558, 2559, 2560, 2561, 2562, 2563, 2564, 2565, 2566, 2567, 2568, 2569, 2570, 2571, 2572, 2573, 2574, 2575, 2576, 2577, 2578, 2579, 2580, 2581, 2582, 2583, 2584, 2585, 2586, 2587, 2588, 2589, 2590, 2591, 2592, 2593, 2594, 2595, 2596, 2597, 2598, 2599, 2600, 2601, 2602, 2603, 2604, 2605, 2606, 2607, 2608, 2609, 2610, 2611, 2612, 2613, 2614, 2615, 2616, 2617, 2618, 2619, 2620, 2621, 2622, 2623, 2624, 2625, 2626, 2627, 2628, 2629, 2630, 2631, 2632, 2633, 2634, 2635, 2636, 2637, 2638, 2639, 2640, 2641, 2642, 2643, 2644, 2645, 2646, 2647, 2648, 2649, 2650, 2651, 2652, 2653, 2654, 2655, 2656, 2657, 2658, 2659, 2660, 2661, 2662, 2663, 2664, 2665, 2666, 2667, 2668, 2669, 2670, 2671, 2672, 2673, 2674, 2675, 2676, 2677, 2678, 2679, 2680, 2681, 2682, 2683, 2684, 2685, 2686, 2687, 2688, 2689, 2690, 2691, 2692, 2693, 2694, 2695, 2696, 2697, 2698, 2699, 2700, 2701, 2702, 2703, 2704, 2705, 2706, 2707, 2708, 2709, 2710, 2711, 2712, 2713, 2714, 2715, 2716, 2717, 2718, 2719, 2720, 2721, 2722, 2723, 2724, 2725, 2726, 2727, 2728, 2729, 2730, 2731, 2732, 2733, 2734, 2735, 2736, 2737, 2738, 2739, 2740, 2741, 2742, 2743, 2744, 2745, 2746, 2747, 2748, 2749, 2750, 2751, 2752, 2753, 2754, 2755, 2756, 2757, 2758, 2759, 2760, 2761, 2762, 2763, 2764, 2765, 2766, 2767, 2768, 2769, 2770, 2771, 2772, 2773, 2774, 2775, 2776, 2777, 2778, 2779, 2780, 2781, 2782, 2783, 2784, 2785, 2786, 2787, 2788, 2789, 2790, 2791, 2792, 2793, 2794, 2795, 2796, 2797, 2798, 2799, 2800, 2801, 2802, 2803, 2804, 2805, 2806, 2807, 2808, 2809, 2810, 2811, 2812, 2813, 2814, 2815, 2816, 2817, 2818, 2819, 2820, 2821, 2822, 2823, 2824, 2825, 2826, 2827, 2828, 2829, 2830, 2831, 2832, 2833, 2834, 2835, 2836, 2837, 2838, 2839, 2840, 2841, 2842, 2843, 2844, 2845, 2846, 2847, 2848, 2849, 2850, 2851, 2852, 2853, 2854, 2855, 2856, 2857, 2858, 2859, 2860, 2861, 2862, 2863, 2864, 2865, 2866, 2867, 2868, 2869, 2870, 2871, 2872, 2873, 2874, 2875, 2876, 2877, 2878, 2879, 2880, 2881, 2882, 2883, 2884, 2885, 2886, 2887, 2888, 2889, 2890, 2891, 2892, 2893, 2894, 2895, 2896, 2897, 2898, 2899, 2900, 2901, 2902, 2903, 2904, 2905, 2906, 2907, 2908, 2909, 2910, 2911, 2912, 2913, 2914, 2915, 2916, 2917, 2918, 2919, 2920, 2921, 2922, 2923, 2924, 2925, 2926, 2927, 2928, 2929, 2930, 2931, 2932, 2933, 2934, 2935, 2936, 2937, 2938, 2939, 2940, 2941, 2942, 2943, 2944, 2945, 2946, 2947, 2948, 2949, 2950, 2951, 2952, 2953, 2954, 2955, 2956, 2957, 2958, 2959, 2960, 2961, 2962, 2963, 2964, 2965, 2966, 2967, 2968, 2969, 2970, 2971, 2972, 2973, 2974, 2975, 2976, 2977, 2978, 2979, 2980, 2981, 2982, 2983, 2984, 2985, 2986, 2987, 2988, 2989, 2990, 2991, 2992, 2993, 2994, 2995, 2996, 2997, 2998, 2999, 3000, 3001, 3002, 3003, 3004, 3005, 3006, 3007, 3008, 3009, 3010, 3011, 3012, 3013, 3014, 3015, 3016, 3017, 3018, 3019, 3020, 3021, 3022, 3023, 3024, 3025, 3026, 3027, 3028, 3029, 3030, 3031, 3032, 3033, 3034, 3035, 3036, 3037, 3038, 3039, 3040, 3041, 3042, 3043, 3044, 3045, 3046, 3047, 3048, 3049, 3050, 3051, 3052, 3053, 3054, 3055, 3056, 3057, 3058, 3059, 3060, 3061, 3062, 3063, 3064, 3065, 3066, 3067, 3068, 3069, 3070, 3071, 3072, 3073, 3074, 3075, 3076, 3077, 3078, 3079, 3080, 3081, 3082, 3083, 3084, 3085, 3086, 3087, 3088, 3089, 3090, 3091, 3092, 3093, 3094, 3095, 3096, 3097, 3098, 3099, 3100, 3101, 3102, 3103, 3104, 3105, 3106, 3107, 3108, 3109, 3110, 3111, 3112, 3113, 3114, 3115, 3116, 3117, 3118, 3119, 3120, 3121, 3122, 3123, 3124, 3125, 3126, 3127, 3128, 3129, 3130, 3131, 3132, 3133, 3134, 3135, 3136, 3137, 3138, 3139, 3140, 3141, 3142, 3143, 3144, 3145, 3146, 3147, 3148, 3149, 3150, 3151, 3152, 3153, 3154, 3155, 3156, 3157, 3158, 3159, 3160, 3161, 3162, 3163, 3164, 3165, 3166, 3167, 3168, 3169, 3170, 3171, 3172, 3173, 3174, 3175, 3176, 3177, 3178, 3179, 3180, 3181, 3182, 3183, 3184, 3185, 3186, 3187, 3188, 3189, 3190, 3191, 3192, 3193, 3194, 3195, 3196, 3197, 3198, 3199, 3200, 3201, 3202, 3203, 3204, 3205, 3206, 3207, 3208, 3209, 3210, 3211, 3212, 3213, 3214, 3215, 3216, 3217, 3218, 3219, 3220, 3221, 3222, 3223, 3224, 3225, 3226, 3227, 3228, 3229, 3230, 3231, 3232, 3233, 3234, 3235, 3236, 3237, 3238, 3239, 3240, 3241, 3242, 3243, 3244, 3245, 3246, 3247, 3248, 3249, 3250, 3251, 3252, 3253, 3254, 3255, 3256, 3257, 3258, 3259, 3260, 3261, 3262, 3263, 3264, 3265, 3266, 3267, 3268, 3269, 3270, 3271, 3272, 3273, 3274, 3275, 3276, 3277, 3278, 3279, 3280, 3281, 3282, 3283, 3284, 3285, 3286, 3287, 3288, 3289, 3290, 3291, 3292, 3293, 3294, 3295, 3296, 3297, 3298, 3299, 3300, 3301, 3302, 3303, 3304, 3305, 3306, 3307, 3308, 3309, 3310, 3311, 3312, 3313, 3314, 3315, 3316, 3317, 3318, 3319, 3320, 3321, 3322, 3323, 3324, 3325, 3326, 3327, 3328, 3329, 3330, 3331, 3332, 3333, 3334, 3335, 3336, 3337, 3338, 3339, 3340, 3341, 3342, 3343, 3344, 3345, 3346, 3347, 3348, 3349, 3350, 3351, 3352, 3353, 3354, 3355, 3356, 3357, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3365, 3366, 3367, 3368, 3369, 3370, 3371, 3372, 3373, 3374, 3375, 3376, 3377, 3378, 3379, 3380, 3381, 3382, 3383, 3384, 3385, 3386, 3387, 3388, 3389, 3390, 3391, 3392, 3393, 3394, 3395, 3396, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3404, 3405, 3406, 3407, 3408, 3409, 3410, 3411, 3412, 3413, 3414, 3415, 3416, 3417, 3418, 3419, 3420, 3421, 3422, 3423, 3424, 3425, 3426, 3427, 3428, 3429, 3430, 3431, 3432, 3433, 3434, 3435, 3436, 3437, 3438, 3439, 3440, 3441, 3442, 3443, 3444, 3445, 3446, 3447, 3448, 3449, 3450, 3451, 3452, 3453, 3454, 3455, 3456, 3457, 3458, 3459, 3460, 3461, 3462, 3463, 3464, 3465, 3466, 3467, 3468, 3469, 3470, 3471, 3472, 3473, 3474, 3475, 3476, 3477, 3478, 3479, 3480, 3481, 3482, 3483, 3484, 3485, 3486, 3487, 3488, 3489, 3490, 3491, 3492, 3493, 3494, 3495, 3496, 3497, 3498, 3499, 3500, 3501, 3502, 3503, 3504, 3505, 3506, 3507, 3508, 3509, 3510, 3511, 3512, 3513, 3514, 3515, 3516, 3517, 3518, 3519, 3520, 3521, 3522, 3523, 3524, 3525, 3526, 3527, 3528, 3529, 3530, 3531, 3532, 3533, 3534, 3535, 3536, 3537, 3538, 3539, 3540, 3541, 3542, 3543, 3544, 3545, 3546, 3547, 3548, 3549, 3550, 3551, 3552, 3553, 3554, 3555, 3556, 3557, 3558, 3559, 3560, 3561, 3562, 3563, 3564, 3565, 3566, 3567, 3568, 3569, 3570, 3571, 3572, 3573, 3574, 3575, 3576, 3577, 3578, 3579, 3580, 3581, 3582, 3583, 3584, 3585, 3586, 3587, 3588, 3589, 3590, 3591, 3592, 3593, 3594, 3595, 3596, 3597, 3598, 3599, 3600, 3601, 3602, 3603, 3604, 3605, 3606, 3607, 3608, 3609, 3610, 3611, 3612, 3613, 3614, 3615, 3616, 3617, 3618, 3619, 3620, 3621, 3622, 3623, 3624, 3625, 3626, 3627, 3628, 3629, 3630, 3631, 3632, 3633, 3634, 3635, 3636, 3637, 3638, 3639, 3640, 3641, 3642, 3643, 3644, 3645, 3646, 3647, 3648, 3649, 3650, 3651, 3652, 3653, 3654, 3655, 3656, 3657, 3658, 3659, 3660, 3661, 3662, 3663, 3664, 3665, 3666, 3667, 3668, 3669, 3670, 3671, 3672, 3673, 3674, 3675, 3676, 3677, 3678, 3679, 3680, 3681, 3682, 3683, 3684, 3685, 3686, 3687, 3688, 3689, 3690, 3691, 3692, 3693, 3694, 3695, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3703, 3704, 3705, 3706, 3707, 3708, 3709, 3710, 3711, 3712, 3713, 3714, 3715, 3716, 3717, 3718, 3719, 3720, 3721, 3722, 3723, 3724, 3725, 3726, 3727, 3728, 3729, 3730, 3731, 3732, 3733, 3734, 3735, 3736, 3737, 3738, 3739, 3740, 3741, 3742, 3743, 3744, 3745, 3746, 3747, 3748, 3749, 3750, 3751, 3752, 3753, 3754, 3755, 3756, 3757, 3758, 3759, 3760, 3761, 3762, 3763, 3764, 3765, 3766, 3767, 3768, 3769, 3770, 3771, 3772, 3773, 3774, 3775, 3776, 3777, 3778, 3779, 3780, 3781, 3782, 3783, 3784, 3785, 3786, 3787, 3788, 3789, 3790, 3791, 3792, 3793, 3794, 3795, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3803, 3804, 3805, 3806, 3807, 3808, 3809, 3810, 3811, 3812, 3813, 3814, 3815, 3816, 3817, 3818, 3819, 3820, 3821, 3822, 3823, 3824, 3825, 3826, 3827, 3828, 3829, 3830, 3831, 3832, 3833, 3834, 3835, 3836, 3837, 3838, 3839, 3840, 3841, 3842, 3843, 3844, 3845, 3846, 3847, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3855, 3856, 3857, 3858, 3859, 3860, 3861, 3862, 3863, 3864, 3865, 3866, 3867, 3868, 3869, 3870, 3871, 3872, 3873, 3874, 3875, 3876, 3877, 3878, 3879, 3880, 3881, 3882, 3883, 3884, 3885, 3886, 3887, 3888, 3889, 3890, 3891, 3892, 3893, 3894, 3895, 3896, 3897, 3898, 3899, 3900, 3901, 3902, 3903, 3904, 3905, 3906, 3907, 3908, 3909, 3910, 3911, 3912, 3913, 3914, 3915, 3916, 3917, 3918, 3919, 3920, 3921, 3922, 3923, 3924, 3925, 3926, 3927, 3928, 3929, 3930, 3931, 3932, 3933, 3934, 3935, 3936, 3937, 3938, 3939, 3940, 3941, 3942, 3943, 3944, 3945, 3946, 3947, 3948, 3949, 3950, 3951, 3952, 3953, 3954, 3955, 3956, 3957, 3958, 3959, 3960, 3961, 3962, 3963, 3964, 3965, 3966, 3967, 3968, 3969, 3970, 3971, 3972, 3973, 3974, 3975, 3976, 3977, 3978, 3979, 3980, 3981, 3982, 3983, 3984, 3985, 3986, 3987, 3988, 3989, 3990, 3991, 3992, 3993, 3994, 3995, 3996, 3997, 3998, 3999, 4000, 4001, 4002, 4003, 4004, 4005, 4006, 4007, 4008, 4009, 4010, 4011, 4012, 4013, 4014, 4015, 4016, 4017, 4018, 4019, 4020, 4021, 4022, 4023, 4024, 4025, 4026, 4027, 4028, 4029, 4030, 4031, 4032, 4033, 4034, 4035, 4036, 4037, 4038, 4039, 4040, 4041, 4042, 4043, 4044, 4045, 4046, 4047, 4048, 4049, 4050, 4051, 4052, 4053, 4054, 4055, 4056, 4057, 4058, 4059, 4060, 4061, 4062, 4063, 4064, 4065, 4066, 4067, 4068, 4069, 4070, 4071, 4072, 4073, 4074, 4075, 4076, 4077, 4078, 4079, 4080, 4081, 4082, 4083, 4084, 4085, 4086, 4087, 4088, 4089, 4090, 4091, 4092, 4093, 4094, 4095, 4096], 'samples': ['00001', '00002', '00003', '00004', '00005', '00006', '00007', '00008', '00009', '00010', '00011', '00012', '00013', '00014', '00015', '00016', '00017', '00018', '00019', '00020', '00021', '00022', '00023', '00024', '00025', '00026', '00027', '00028', '00029', '00030', '00031', '00032', '00033', '00034', '00035', '00036', '00037', '00038', '00039', '00040', '00041', '00042', '00043', '00044', '00045', '00046', '00047', '00048', '00049', '00050', '00051', '00052', '00053', '00054', '00055', '00056', '00057', '00058', '00059', '00060', '00061', '00062', '00063', '00064', '00065', '00066', '00067', '00068', '00069', '00070', '00071', '00072', '00073', '00074', '00075', '00076', '00077', '00078', '00079', '00080', '00081', '00082', '00083', '00084', '00085', '00086', '00087', '00088', '00089', '00090', '00091', '00092', '00093', '00094', '00095', '00096', '00097', '00098', '00099', '00100', '00101', '00102', '00103', '00104', '00105', '00106', '00107', '00108', '00109', '00110', '00111', '00112', '00113', '00114', '00115', '00116', '00117', '00118', '00119', '00120', '00121', '00122', '00123', '00124', '00125', '00126', '00127', '00128', '00129', '00130', '00131', '00132', '00133', '00134', '00135', '00136', '00137', '00138', '00139', '00140', '00141', '00142', '00143', '00144', '00145', '00146', '00147', '00148', '00149', '00150', '00151', '00152', '00153', '00154', '00155', '00156', '00157', '00158', '00159', '00160', '00161', '00162', '00163', '00164', '00165', '00166', '00167', '00168', '00169', '00170', '00171', '00172', '00173', '00174', '00175', '00176', '00177', '00178', '00179', '00180', '00181', '00182', '00183', '00184', '00185', '00186', '00187', '00188', '00189', '00190', '00191', '00192', '00193', '00194', '00195', '00196', '00197', '00198', '00199', '00200', '00201', '00202', '00203', '00204', '00205', '00206', '00207', '00208', '00209', '00210', '00211', '00212', '00213', '00214', '00215', '00216', '00217', '00218', '00219', '00220', '00221', '00222', '00223', '00224', '00225', '00226', '00227', '00228', '00229', '00230', '00231', '00232', '00233', '00234', '00235', '00236', '00237', '00238', '00239', '00240', '00241', '00242', '00243', '00244', '00245', '00246', '00247', '00248', '00249', '00250', '00251', '00252', '00253', '00254', '00255', '00256', '00257', '00258', '00259', '00260', '00261', '00262', '00263', '00264', '00265', '00266', '00267', '00268', '00269', '00270', '00271', '00272', '00273', '00274', '00275', '00276', '00277', '00278', '00279', '00280', '00281', '00282', '00283', '00284', '00285', '00286', '00287', '00288', '00289', '00290', '00291', '00292', '00293', '00294', '00295', '00296', '00297', '00298', '00299', '00300', '00301', '00302', '00303', '00304', '00305', '00306', '00307', '00308', '00309', '00310', '00311', '00312', '00313', '00314', '00315', '00316', '00317', '00318', '00319', '00320', '00321', '00322', '00323', '00324', '00325', '00326', '00327', '00328', '00329', '00330', '00331', '00332', '00333', '00334', '00335', '00336', '00337', '00338', '00339', '00340', '00341', '00342', '00343', '00344', '00345', '00346', '00347', '00348', '00349', '00350', '00351', '00352', '00353', '00354', '00355', '00356', '00357', '00358', '00359', '00360', '00361', '00362', '00363', '00364', '00365', '00366', '00367', '00368', '00369', '00370', '00371', '00372', '00373', '00374', '00375', '00376', '00377', '00378', '00379', '00380', '00381', '00382', '00383', '00384', '00385', '00386', '00387', '00388', '00389', '00390', '00391', '00392', '00393', '00394', '00395', '00396', '00397', '00398', '00399', '00400', '00401', '00402', '00403', '00404', '00405', '00406', '00407', '00408', '00409', '00410', '00411', '00412', '00413', '00414', '00415', '00416', '00417', '00418', '00419', '00420', '00421', '00422', '00423', '00424', '00425', '00426', '00427', '00428', '00429', '00430', '00431', '00432', '00433', '00434', '00435', '00436', '00437', '00438', '00439', '00440', '00441', '00442', '00443', '00444', '00445', '00446', '00447', '00448', '00449', '00450', '00451', '00452', '00453', '00454', '00455', '00456', '00457', '00458', '00459', '00460', '00461', '00462', '00463', '00464', '00465', '00466', '00467', '00468', '00469', '00470', '00471', '00472', '00473', '00474', '00475', '00476', '00477', '00478', '00479', '00480', '00481', '00482', '00483', '00484', '00485', '00486', '00487', '00488', '00489', '00490', '00491', '00492', '00493', '00494', '00495', '00496', '00497', '00498', '00499', '00500', '00501', '00502', '00503', '00504', '00505', '00506', '00507', '00508', '00509', '00510', '00511', '00512', '00513', '00514', '00515', '00516', '00517', '00518', '00519', '00520', '00521', '00522', '00523', '00524', '00525', '00526', '00527', '00528', '00529', '00530', '00531', '00532', '00533', '00534', '00535', '00536', '00537', '00538', '00539', '00540', '00541', '00542', '00543', '00544', '00545', '00546', '00547', '00548', '00549', '00550', '00551', '00552', '00553', '00554', '00555', '00556', '00557', '00558', '00559', '00560', '00561', '00562', '00563', '00564', '00565', '00566', '00567', '00568', '00569', '00570', '00571', '00572', '00573', '00574', '00575', '00576', '00577', '00578', '00579', '00580', '00581', '00582', '00583', '00584', '00585', '00586', '00587', '00588', '00589', '00590', '00591', '00592', '00593', '00594', '00595', '00596', '00597', '00598', '00599', '00600', '00601', '00602', '00603', '00604', '00605', '00606', '00607', '00608', '00609', '00610', '00611', '00612', '00613', '00614', '00615', '00616', '00617', '00618', '00619', '00620', '00621', '00622', '00623', '00624', '00625', '00626', '00627', '00628', '00629', '00630', '00631', '00632', '00633', '00634', '00635', '00636', '00637', '00638', '00639', '00640', '00641', '00642', '00643', '00644', '00645', '00646', '00647', '00648', '00649', '00650', '00651', '00652', '00653', '00654', '00655', '00656', '00657', '00658', '00659', '00660', '00661', '00662', '00663', '00664', '00665', '00666', '00667', '00668', '00669', '00670', '00671', '00672', '00673', '00674', '00675', '00676', '00677', '00678', '00679', '00680', '00681', '00682', '00683', '00684', '00685', '00686', '00687', '00688', '00689', '00690', '00691', '00692', '00693', '00694', '00695', '00696', '00697', '00698', '00699', '00700', '00701', '00702', '00703', '00704', '00705', '00706', '00707', '00708', '00709', '00710', '00711', '00712', '00713', '00714', '00715', '00716', '00717', '00718', '00719', '00720', '00721', '00722', '00723', '00724', '00725', '00726', '00727', '00728', '00729', '00730', '00731', '00732', '00733', '00734', '00735', '00736', '00737', '00738', '00739', '00740', '00741', '00742', '00743', '00744', '00745', '00746', '00747', '00748', '00749', '00750', '00751', '00752', '00753', '00754', '00755', '00756', '00757', '00758', '00759', '00760', '00761', '00762', '00763', '00764', '00765', '00766', '00767', '00768', '00769', '00770', '00771', '00772', '00773', '00774', '00775', '00776', '00777', '00778', '00779', '00780', '00781', '00782', '00783', '00784', '00785', '00786', '00787', '00788', '00789', '00790', '00791', '00792', '00793', '00794', '00795', '00796', '00797', '00798', '00799', '00800', '00801', '00802', '00803', '00804', '00805', '00806', '00807', '00808', '00809', '00810', '00811', '00812', '00813', '00814', '00815', '00816', '00817', '00818', '00819', '00820', '00821', '00822', '00823', '00824', '00825', '00826', '00827', '00828', '00829', '00830', '00831', '00832', '00833', '00834', '00835', '00836', '00837', '00838', '00839', '00840', '00841', '00842', '00843', '00844', '00845', '00846', '00847', '00848', '00849', '00850', '00851', '00852', '00853', '00854', '00855', '00856', '00857', '00858', '00859', '00860', '00861', '00862', '00863', '00864', '00865', '00866', '00867', '00868', '00869', '00870', '00871', '00872', '00873', '00874', '00875', '00876', '00877', '00878', '00879', '00880', '00881', '00882', '00883', '00884', '00885', '00886', '00887', '00888', '00889', '00890', '00891', '00892', '00893', '00894', '00895', '00896', '00897', '00898', '00899', '00900', '00901', '00902', '00903', '00904', '00905', '00906', '00907', '00908', '00909', '00910', '00911', '00912', '00913', '00914', '00915', '00916', '00917', '00918', '00919', '00920', '00921', '00922', '00923', '00924', '00925', '00926', '00927', '00928', '00929', '00930', '00931', '00932', '00933', '00934', '00935', '00936', '00937', '00938', '00939', '00940', '00941', '00942', '00943', '00944', '00945', '00946', '00947', '00948', '00949', '00950', '00951', '00952', '00953', '00954', '00955', '00956', '00957', '00958', '00959', '00960', '00961', '00962', '00963', '00964', '00965', '00966', '00967', '00968', '00969', '00970', '00971', '00972', '00973', '00974', '00975', '00976', '00977', '00978', '00979', '00980', '00981', '00982', '00983', '00984', '00985', '00986', '00987', '00988', '00989', '00990', '00991', '00992', '00993', '00994', '00995', '00996', '00997', '00998', '00999', '01000', '01001', '01002', '01003', '01004', '01005', '01006', '01007', '01008', '01009', '01010', '01011', '01012', '01013', '01014', '01015', '01016', '01017', '01018', '01019', '01020', '01021', '01022', '01023', '01024', '01025', '01026', '01027', '01028', '01029', '01030', '01031', '01032', '01033', '01034', '01035', '01036', '01037', '01038', '01039', '01040', '01041', '01042', '01043', '01044', '01045', '01046', '01047', '01048', '01049', '01050', '01051', '01052', '01053', '01054', '01055', '01056', '01057', '01058', '01059', '01060', '01061', '01062', '01063', '01064', '01065', '01066', '01067', '01068', '01069', '01070', '01071', '01072', '01073', '01074', '01075', '01076', '01077', '01078', '01079', '01080', '01081', '01082', '01083', '01084', '01085', '01086', '01087', '01088', '01089', '01090', '01091', '01092', '01093', '01094', '01095', '01096', '01097', '01098', '01099', '01100', '01101', '01102', '01103', '01104', '01105', '01106', '01107', '01108', '01109', '01110', '01111', '01112', '01113', '01114', '01115', '01116', '01117', '01118', '01119', '01120', '01121', '01122', '01123', '01124', '01125', '01126', '01127', '01128', '01129', '01130', '01131', '01132', '01133', '01134', '01135', '01136', '01137', '01138', '01139', '01140', '01141', '01142', '01143', '01144', '01145', '01146', '01147', '01148', '01149', '01150', '01151', '01152', '01153', '01154', '01155', '01156', '01157', '01158', '01159', '01160', '01161', '01162', '01163', '01164', '01165', '01166', '01167', '01168', '01169', '01170', '01171', '01172', '01173', '01174', '01175', '01176', '01177', '01178', '01179', '01180', '01181', '01182', '01183', '01184', '01185', '01186', '01187', '01188', '01189', '01190', '01191', '01192', '01193', '01194', '01195', '01196', '01197', '01198', '01199', '01200', '01201', '01202', '01203', '01204', '01205', '01206', '01207', '01208', '01209', '01210', '01211', '01212', '01213', '01214', '01215', '01216', '01217', '01218', '01219', '01220', '01221', '01222', '01223', '01224', '01225', '01226', '01227', '01228', '01229', '01230', '01231', '01232', '01233', '01234', '01235', '01236', '01237', '01238', '01239', '01240', '01241', '01242', '01243', '01244', '01245', '01246', '01247', '01248', '01249', '01250', '01251', '01252', '01253', '01254', '01255', '01256', '01257', '01258', '01259', '01260', '01261', '01262', '01263', '01264', '01265', '01266', '01267', '01268', '01269', '01270', '01271', '01272', '01273', '01274', '01275', '01276', '01277', '01278', '01279', '01280', '01281', '01282', '01283', '01284', '01285', '01286', '01287', '01288', '01289', '01290', '01291', '01292', '01293', '01294', '01295', '01296', '01297', '01298', '01299', '01300', '01301', '01302', '01303', '01304', '01305', '01306', '01307', '01308', '01309', '01310', '01311', '01312', '01313', '01314', '01315', '01316', '01317', '01318', '01319', '01320', '01321', '01322', '01323', '01324', '01325', '01326', '01327', '01328', '01329', '01330', '01331', '01332', '01333', '01334', '01335', '01336', '01337', '01338', '01339', '01340', '01341', '01342', '01343', '01344', '01345', '01346', '01347', '01348', '01349', '01350', '01351', '01352', '01353', '01354', '01355', '01356', '01357', '01358', '01359', '01360', '01361', '01362', '01363', '01364', '01365', '01366', '01367', '01368', '01369', '01370', '01371', '01372', '01373', '01374', '01375', '01376', '01377', '01378', '01379', '01380', '01381', '01382', '01383', '01384', '01385', '01386', '01387', '01388', '01389', '01390', '01391', '01392', '01393', '01394', '01395', '01396', '01397', '01398', '01399', '01400', '01401', '01402', '01403', '01404', '01405', '01406', '01407', '01408', '01409', '01410', '01411', '01412', '01413', '01414', '01415', '01416', '01417', '01418', '01419', '01420', '01421', '01422', '01423', '01424', '01425', '01426', '01427', '01428', '01429', '01430', '01431', '01432', '01433', '01434', '01435', '01436', '01437', '01438', '01439', '01440', '01441', '01442', '01443', '01444', '01445', '01446', '01447', '01448', '01449', '01450', '01451', '01452', '01453', '01454', '01455', '01456', '01457', '01458', '01459', '01460', '01461', '01462', '01463', '01464', '01465', '01466', '01467', '01468', '01469', '01470', '01471', '01472', '01473', '01474', '01475', '01476', '01477', '01478', '01479', '01480', '01481', '01482', '01483', '01484', '01485', '01486', '01487', '01488', '01489', '01490', '01491', '01492', '01493', '01494', '01495', '01496', '01497', '01498', '01499', '01500', '01501', '01502', '01503', '01504', '01505', '01506', '01507', '01508', '01509', '01510', '01511', '01512', '01513', '01514', '01515', '01516', '01517', '01518', '01519', '01520', '01521', '01522', '01523', '01524', '01525', '01526', '01527', '01528', '01529', '01530', '01531', '01532', '01533', '01534', '01535', '01536', '01537', '01538', '01539', '01540', '01541', '01542', '01543', '01544', '01545', '01546', '01547', '01548', '01549', '01550', '01551', '01552', '01553', '01554', '01555', '01556', '01557', '01558', '01559', '01560', '01561', '01562', '01563', '01564', '01565', '01566', '01567', '01568', '01569', '01570', '01571', '01572', '01573', '01574', '01575', '01576', '01577', '01578', '01579', '01580', '01581', '01582', '01583', '01584', '01585', '01586', '01587', '01588', '01589', '01590', '01591', '01592', '01593', '01594', '01595', '01596', '01597', '01598', '01599', '01600', '01601', '01602', '01603', '01604', '01605', '01606', '01607', '01608', '01609', '01610', '01611', '01612', '01613', '01614', '01615', '01616', '01617', '01618', '01619', '01620', '01621', '01622', '01623', '01624', '01625', '01626', '01627', '01628', '01629', '01630', '01631', '01632', '01633', '01634', '01635', '01636', '01637', '01638', '01639', '01640', '01641', '01642', '01643', '01644', '01645', '01646', '01647', '01648', '01649', '01650', '01651', '01652', '01653', '01654', '01655', '01656', '01657', '01658', '01659', '01660', '01661', '01662', '01663', '01664', '01665', '01666', '01667', '01668', '01669', '01670', '01671', '01672', '01673', '01674', '01675', '01676', '01677', '01678', '01679', '01680', '01681', '01682', '01683', '01684', '01685', '01686', '01687', '01688', '01689', '01690', '01691', '01692', '01693', '01694', '01695', '01696', '01697', '01698', '01699', '01700', '01701', '01702', '01703', '01704', '01705', '01706', '01707', '01708', '01709', '01710', '01711', '01712', '01713', '01714', '01715', '01716', '01717', '01718', '01719', '01720', '01721', '01722', '01723', '01724', '01725', '01726', '01727', '01728', '01729', '01730', '01731', '01732', '01733', '01734', '01735', '01736', '01737', '01738', '01739', '01740', '01741', '01742', '01743', '01744', '01745', '01746', '01747', '01748', '01749', '01750', '01751', '01752', '01753', '01754', '01755', '01756', '01757', '01758', '01759', '01760', '01761', '01762', '01763', '01764', '01765', '01766', '01767', '01768', '01769', '01770', '01771', '01772', '01773', '01774', '01775', '01776', '01777', '01778', '01779', '01780', '01781', '01782', '01783', '01784', '01785', '01786', '01787', '01788', '01789', '01790', '01791', '01792', '01793', '01794', '01795', '01796', '01797', '01798', '01799', '01800', '01801', '01802', '01803', '01804', '01805', '01806', '01807', '01808', '01809', '01810', '01811', '01812', '01813', '01814', '01815', '01816', '01817', '01818', '01819', '01820', '01821', '01822', '01823', '01824', '01825', '01826', '01827', '01828', '01829', '01830', '01831', '01832', '01833', '01834', '01835', '01836', '01837', '01838', '01839', '01840', '01841', '01842', '01843', '01844', '01845', '01846', '01847', '01848', '01849', '01850', '01851', '01852', '01853', '01854', '01855', '01856', '01857', '01858', '01859', '01860', '01861', '01862', '01863', '01864', '01865', '01866', '01867', '01868', '01869', '01870', '01871', '01872', '01873', '01874', '01875', '01876', '01877', '01878', '01879', '01880', '01881', '01882', '01883', '01884', '01885', '01886', '01887', '01888', '01889', '01890', '01891', '01892', '01893', '01894', '01895', '01896', '01897', '01898', '01899', '01900', '01901', '01902', '01903', '01904', '01905', '01906', '01907', '01908', '01909', '01910', '01911', '01912', '01913', '01914', '01915', '01916', '01917', '01918', '01919', '01920', '01921', '01922', '01923', '01924', '01925', '01926', '01927', '01928', '01929', '01930', '01931', '01932', '01933', '01934', '01935', '01936', '01937', '01938', '01939', '01940', '01941', '01942', '01943', '01944', '01945', '01946', '01947', '01948', '01949', '01950', '01951', '01952', '01953', '01954', '01955', '01956', '01957', '01958', '01959', '01960', '01961', '01962', '01963', '01964', '01965', '01966', '01967', '01968', '01969', '01970', '01971', '01972', '01973', '01974', '01975', '01976', '01977', '01978', '01979', '01980', '01981', '01982', '01983', '01984', '01985', '01986', '01987', '01988', '01989', '01990', '01991', '01992', '01993', '01994', '01995', '01996', '01997', '01998', '01999', '02000', '02001', '02002', '02003', '02004', '02005', '02006', '02007', '02008', '02009', '02010', '02011', '02012', '02013', '02014', '02015', '02016', '02017', '02018', '02019', '02020', '02021', '02022', '02023', '02024', '02025', '02026', '02027', '02028', '02029', '02030', '02031', '02032', '02033', '02034', '02035', '02036', '02037', '02038', '02039', '02040', '02041', '02042', '02043', '02044', '02045', '02046', '02047', '02048', '02049', '02050', '02051', '02052', '02053', '02054', '02055', '02056', '02057', '02058', '02059', '02060', '02061', '02062', '02063', '02064', '02065', '02066', '02067', '02068', '02069', '02070', '02071', '02072', '02073', '02074', '02075', '02076', '02077', '02078', '02079', '02080', '02081', '02082', '02083', '02084', '02085', '02086', '02087', '02088', '02089', '02090', '02091', '02092', '02093', '02094', '02095', '02096', '02097', '02098', '02099', '02100', '02101', '02102', '02103', '02104', '02105', '02106', '02107', '02108', '02109', '02110', '02111', '02112', '02113', '02114', '02115', '02116', '02117', '02118', '02119', '02120', '02121', '02122', '02123', '02124', '02125', '02126', '02127', '02128', '02129', '02130', '02131', '02132', '02133', '02134', '02135', '02136', '02137', '02138', '02139', '02140', '02141', '02142', '02143', '02144', '02145', '02146', '02147', '02148', '02149', '02150', '02151', '02152', '02153', '02154', '02155', '02156', '02157', '02158', '02159', '02160', '02161', '02162', '02163', '02164', '02165', '02166', '02167', '02168', '02169', '02170', '02171', '02172', '02173', '02174', '02175', '02176', '02177', '02178', '02179', '02180', '02181', '02182', '02183', '02184', '02185', '02186', '02187', '02188', '02189', '02190', '02191', '02192', '02193', '02194', '02195', '02196', '02197', '02198', '02199', '02200', '02201', '02202', '02203', '02204', '02205', '02206', '02207', '02208', '02209', '02210', '02211', '02212', '02213', '02214', '02215', '02216', '02217', '02218', '02219', '02220', '02221', '02222', '02223', '02224', '02225', '02226', '02227', '02228', '02229', '02230', '02231', '02232', '02233', '02234', '02235', '02236', '02237', '02238', '02239', '02240', '02241', '02242', '02243', '02244', '02245', '02246', '02247', '02248', '02249', '02250', '02251', '02252', '02253', '02254', '02255', '02256', '02257', '02258', '02259', '02260', '02261', '02262', '02263', '02264', '02265', '02266', '02267', '02268', '02269', '02270', '02271', '02272', '02273', '02274', '02275', '02276', '02277', '02278', '02279', '02280', '02281', '02282', '02283', '02284', '02285', '02286', '02287', '02288', '02289', '02290', '02291', '02292', '02293', '02294', '02295', '02296', '02297', '02298', '02299', '02300', '02301', '02302', '02303', '02304', '02305', '02306', '02307', '02308', '02309', '02310', '02311', '02312', '02313', '02314', '02315', '02316', '02317', '02318', '02319', '02320', '02321', '02322', '02323', '02324', '02325', '02326', '02327', '02328', '02329', '02330', '02331', '02332', '02333', '02334', '02335', '02336', '02337', '02338', '02339', '02340', '02341', '02342', '02343', '02344', '02345', '02346', '02347', '02348', '02349', '02350', '02351', '02352', '02353', '02354', '02355', '02356', '02357', '02358', '02359', '02360', '02361', '02362', '02363', '02364', '02365', '02366', '02367', '02368', '02369', '02370', '02371', '02372', '02373', '02374', '02375', '02376', '02377', '02378', '02379', '02380', '02381', '02382', '02383', '02384', '02385', '02386', '02387', '02388', '02389', '02390', '02391', '02392', '02393', '02394', '02395', '02396', '02397', '02398', '02399', '02400', '02401', '02402', '02403', '02404', '02405', '02406', '02407', '02408', '02409', '02410', '02411', '02412', '02413', '02414', '02415', '02416', '02417', '02418', '02419', '02420', '02421', '02422', '02423', '02424', '02425', '02426', '02427', '02428', '02429', '02430', '02431', '02432', '02433', '02434', '02435', '02436', '02437', '02438', '02439', '02440', '02441', '02442', '02443', '02444', '02445', '02446', '02447', '02448', '02449', '02450', '02451', '02452', '02453', '02454', '02455', '02456', '02457', '02458', '02459', '02460', '02461', '02462', '02463', '02464', '02465', '02466', '02467', '02468', '02469', '02470', '02471', '02472', '02473', '02474', '02475', '02476', '02477', '02478', '02479', '02480', '02481', '02482', '02483', '02484', '02485', '02486', '02487', '02488', '02489', '02490', '02491', '02492', '02493', '02494', '02495', '02496', '02497', '02498', '02499', '02500', '02501', '02502', '02503', '02504', '02505', '02506', '02507', '02508', '02509', '02510', '02511', '02512', '02513', '02514', '02515', '02516', '02517', '02518', '02519', '02520', '02521', '02522', '02523', '02524', '02525', '02526', '02527', '02528', '02529', '02530', '02531', '02532', '02533', '02534', '02535', '02536', '02537', '02538', '02539', '02540', '02541', '02542', '02543', '02544', '02545', '02546', '02547', '02548', '02549', '02550', '02551', '02552', '02553', '02554', '02555', '02556', '02557', '02558', '02559', '02560', '02561', '02562', '02563', '02564', '02565', '02566', '02567', '02568', '02569', '02570', '02571', '02572', '02573', '02574', '02575', '02576', '02577', '02578', '02579', '02580', '02581', '02582', '02583', '02584', '02585', '02586', '02587', '02588', '02589', '02590', '02591', '02592', '02593', '02594', '02595', '02596', '02597', '02598', '02599', '02600', '02601', '02602', '02603', '02604', '02605', '02606', '02607', '02608', '02609', '02610', '02611', '02612', '02613', '02614', '02615', '02616', '02617', '02618', '02619', '02620', '02621', '02622', '02623', '02624', '02625', '02626', '02627', '02628', '02629', '02630', '02631', '02632', '02633', '02634', '02635', '02636', '02637', '02638', '02639', '02640', '02641', '02642', '02643', '02644', '02645', '02646', '02647', '02648', '02649', '02650', '02651', '02652', '02653', '02654', '02655', '02656', '02657', '02658', '02659', '02660', '02661', '02662', '02663', '02664', '02665', '02666', '02667', '02668', '02669', '02670', '02671', '02672', '02673', '02674', '02675', '02676', '02677', '02678', '02679', '02680', '02681', '02682', '02683', '02684', '02685', '02686', '02687', '02688', '02689', '02690', '02691', '02692', '02693', '02694', '02695', '02696', '02697', '02698', '02699', '02700', '02701', '02702', '02703', '02704', '02705', '02706', '02707', '02708', '02709', '02710', '02711', '02712', '02713', '02714', '02715', '02716', '02717', '02718', '02719', '02720', '02721', '02722', '02723', '02724', '02725', '02726', '02727', '02728', '02729', '02730', '02731', '02732', '02733', '02734', '02735', '02736', '02737', '02738', '02739', '02740', '02741', '02742', '02743', '02744', '02745', '02746', '02747', '02748', '02749', '02750', '02751', '02752', '02753', '02754', '02755', '02756', '02757', '02758', '02759', '02760', '02761', '02762', '02763', '02764', '02765', '02766', '02767', '02768', '02769', '02770', '02771', '02772', '02773', '02774', '02775', '02776', '02777', '02778', '02779', '02780', '02781', '02782', '02783', '02784', '02785', '02786', '02787', '02788', '02789', '02790', '02791', '02792', '02793', '02794', '02795', '02796', '02797', '02798', '02799', '02800', '02801', '02802', '02803', '02804', '02805', '02806', '02807', '02808', '02809', '02810', '02811', '02812', '02813', '02814', '02815', '02816', '02817', '02818', '02819', '02820', '02821', '02822', '02823', '02824', '02825', '02826', '02827', '02828', '02829', '02830', '02831', '02832', '02833', '02834', '02835', '02836', '02837', '02838', '02839', '02840', '02841', '02842', '02843', '02844', '02845', '02846', '02847', '02848', '02849', '02850', '02851', '02852', '02853', '02854', '02855', '02856', '02857', '02858', '02859', '02860', '02861', '02862', '02863', '02864', '02865', '02866', '02867', '02868', '02869', '02870', '02871', '02872', '02873', '02874', '02875', '02876', '02877', '02878', '02879', '02880', '02881', '02882', '02883', '02884', '02885', '02886', '02887', '02888', '02889', '02890', '02891', '02892', '02893', '02894', '02895', '02896', '02897', '02898', '02899', '02900', '02901', '02902', '02903', '02904', '02905', '02906', '02907', '02908', '02909', '02910', '02911', '02912', '02913', '02914', '02915', '02916', '02917', '02918', '02919', '02920', '02921', '02922', '02923', '02924', '02925', '02926', '02927', '02928', '02929', '02930', '02931', '02932', '02933', '02934', '02935', '02936', '02937', '02938', '02939', '02940', '02941', '02942', '02943', '02944', '02945', '02946', '02947', '02948', '02949', '02950', '02951', '02952', '02953', '02954', '02955', '02956', '02957', '02958', '02959', '02960', '02961', '02962', '02963', '02964', '02965', '02966', '02967', '02968', '02969', '02970', '02971', '02972', '02973', '02974', '02975', '02976', '02977', '02978', '02979', '02980', '02981', '02982', '02983', '02984', '02985', '02986', '02987', '02988', '02989', '02990', '02991', '02992', '02993', '02994', '02995', '02996', '02997', '02998', '02999', '03000', '03001', '03002', '03003', '03004', '03005', '03006', '03007', '03008', '03009', '03010', '03011', '03012', '03013', '03014', '03015', '03016', '03017', '03018', '03019', '03020', '03021', '03022', '03023', '03024', '03025', '03026', '03027', '03028', '03029', '03030', '03031', '03032', '03033', '03034', '03035', '03036', '03037', '03038', '03039', '03040', '03041', '03042', '03043', '03044', '03045', '03046', '03047', '03048', '03049', '03050', '03051', '03052', '03053', '03054', '03055', '03056', '03057', '03058', '03059', '03060', '03061', '03062', '03063', '03064', '03065', '03066', '03067', '03068', '03069', '03070', '03071', '03072', '03073', '03074', '03075', '03076', '03077', '03078', '03079', '03080', '03081', '03082', '03083', '03084', '03085', '03086', '03087', '03088', '03089', '03090', '03091', '03092', '03093', '03094', '03095', '03096', '03097', '03098', '03099', '03100', '03101', '03102', '03103', '03104', '03105', '03106', '03107', '03108', '03109', '03110', '03111', '03112', '03113', '03114', '03115', '03116', '03117', '03118', '03119', '03120', '03121', '03122', '03123', '03124', '03125', '03126', '03127', '03128', '03129', '03130', '03131', '03132', '03133', '03134', '03135', '03136', '03137', '03138', '03139', '03140', '03141', '03142', '03143', '03144', '03145', '03146', '03147', '03148', '03149', '03150', '03151', '03152', '03153', '03154', '03155', '03156', '03157', '03158', '03159', '03160', '03161', '03162', '03163', '03164', '03165', '03166', '03167', '03168', '03169', '03170', '03171', '03172', '03173', '03174', '03175', '03176', '03177', '03178', '03179', '03180', '03181', '03182', '03183', '03184', '03185', '03186', '03187', '03188', '03189', '03190', '03191', '03192', '03193', '03194', '03195', '03196', '03197', '03198', '03199', '03200', '03201', '03202', '03203', '03204', '03205', '03206', '03207', '03208', '03209', '03210', '03211', '03212', '03213', '03214', '03215', '03216', '03217', '03218', '03219', '03220', '03221', '03222', '03223', '03224', '03225', '03226', '03227', '03228', '03229', '03230', '03231', '03232', '03233', '03234', '03235', '03236', '03237', '03238', '03239', '03240', '03241', '03242', '03243', '03244', '03245', '03246', '03247', '03248', '03249', '03250', '03251', '03252', '03253', '03254', '03255', '03256', '03257', '03258', '03259', '03260', '03261', '03262', '03263', '03264', '03265', '03266', '03267', '03268', '03269', '03270', '03271', '03272', '03273', '03274', '03275', '03276', '03277', '03278', '03279', '03280', '03281', '03282', '03283', '03284', '03285', '03286', '03287', '03288', '03289', '03290', '03291', '03292', '03293', '03294', '03295', '03296', '03297', '03298', '03299', '03300', '03301', '03302', '03303', '03304', '03305', '03306', '03307', '03308', '03309', '03310', '03311', '03312', '03313', '03314', '03315', '03316', '03317', '03318', '03319', '03320', '03321', '03322', '03323', '03324', '03325', '03326', '03327', '03328', '03329', '03330', '03331', '03332', '03333', '03334', '03335', '03336', '03337', '03338', '03339', '03340', '03341', '03342', '03343', '03344', '03345', '03346', '03347', '03348', '03349', '03350', '03351', '03352', '03353', '03354', '03355', '03356', '03357', '03358', '03359', '03360', '03361', '03362', '03363', '03364', '03365', '03366', '03367', '03368', '03369', '03370', '03371', '03372', '03373', '03374', '03375', '03376', '03377', '03378', '03379', '03380', '03381', '03382', '03383', '03384', '03385', '03386', '03387', '03388', '03389', '03390', '03391', '03392', '03393', '03394', '03395', '03396', '03397', '03398', '03399', '03400', '03401', '03402', '03403', '03404', '03405', '03406', '03407', '03408', '03409', '03410', '03411', '03412', '03413', '03414', '03415', '03416', '03417', '03418', '03419', '03420', '03421', '03422', '03423', '03424', '03425', '03426', '03427', '03428', '03429', '03430', '03431', '03432', '03433', '03434', '03435', '03436', '03437', '03438', '03439', '03440', '03441', '03442', '03443', '03444', '03445', '03446', '03447', '03448', '03449', '03450', '03451', '03452', '03453', '03454', '03455', '03456', '03457', '03458', '03459', '03460', '03461', '03462', '03463', '03464', '03465', '03466', '03467', '03468', '03469', '03470', '03471', '03472', '03473', '03474', '03475', '03476', '03477', '03478', '03479', '03480', '03481', '03482', '03483', '03484', '03485', '03486', '03487', '03488', '03489', '03490', '03491', '03492', '03493', '03494', '03495', '03496', '03497', '03498', '03499', '03500', '03501', '03502', '03503', '03504', '03505', '03506', '03507', '03508', '03509', '03510', '03511', '03512', '03513', '03514', '03515', '03516', '03517', '03518', '03519', '03520', '03521', '03522', '03523', '03524', '03525', '03526', '03527', '03528', '03529', '03530', '03531', '03532', '03533', '03534', '03535', '03536', '03537', '03538', '03539', '03540', '03541', '03542', '03543', '03544', '03545', '03546', '03547', '03548', '03549', '03550', '03551', '03552', '03553', '03554', '03555', '03556', '03557', '03558', '03559', '03560', '03561', '03562', '03563', '03564', '03565', '03566', '03567', '03568', '03569', '03570', '03571', '03572', '03573', '03574', '03575', '03576', '03577', '03578', '03579', '03580', '03581', '03582', '03583', '03584', '03585', '03586', '03587', '03588', '03589', '03590', '03591', '03592', '03593', '03594', '03595', '03596', '03597', '03598', '03599', '03600', '03601', '03602', '03603', '03604', '03605', '03606', '03607', '03608', '03609', '03610', '03611', '03612', '03613', '03614', '03615', '03616', '03617', '03618', '03619', '03620', '03621', '03622', '03623', '03624', '03625', '03626', '03627', '03628', '03629', '03630', '03631', '03632', '03633', '03634', '03635', '03636', '03637', '03638', '03639', '03640', '03641', '03642', '03643', '03644', '03645', '03646', '03647', '03648', '03649', '03650', '03651', '03652', '03653', '03654', '03655', '03656', '03657', '03658', '03659', '03660', '03661', '03662', '03663', '03664', '03665', '03666', '03667', '03668', '03669', '03670', '03671', '03672', '03673', '03674', '03675', '03676', '03677', '03678', '03679', '03680', '03681', '03682', '03683', '03684', '03685', '03686', '03687', '03688', '03689', '03690', '03691', '03692', '03693', '03694', '03695', '03696', '03697', '03698', '03699', '03700', '03701', '03702', '03703', '03704', '03705', '03706', '03707', '03708', '03709', '03710', '03711', '03712', '03713', '03714', '03715', '03716', '03717', '03718', '03719', '03720', '03721', '03722', '03723', '03724', '03725', '03726', '03727', '03728', '03729', '03730', '03731', '03732', '03733', '03734', '03735', '03736', '03737', '03738', '03739', '03740', '03741', '03742', '03743', '03744', '03745', '03746', '03747', '03748', '03749', '03750', '03751', '03752', '03753', '03754', '03755', '03756', '03757', '03758', '03759', '03760', '03761', '03762', '03763', '03764', '03765', '03766', '03767', '03768', '03769', '03770', '03771', '03772', '03773', '03774', '03775', '03776', '03777', '03778', '03779', '03780', '03781', '03782', '03783', '03784', '03785', '03786', '03787', '03788', '03789', '03790', '03791', '03792', '03793', '03794', '03795', '03796', '03797', '03798', '03799', '03800', '03801', '03802', '03803', '03804', '03805', '03806', '03807', '03808', '03809', '03810', '03811', '03812', '03813', '03814', '03815', '03816', '03817', '03818', '03819', '03820', '03821', '03822', '03823', '03824', '03825', '03826', '03827', '03828', '03829', '03830', '03831', '03832', '03833', '03834', '03835', '03836', '03837', '03838', '03839', '03840', '03841', '03842', '03843', '03844', '03845', '03846', '03847', '03848', '03849', '03850', '03851', '03852', '03853', '03854', '03855', '03856', '03857', '03858', '03859', '03860', '03861', '03862', '03863', '03864', '03865', '03866', '03867', '03868', '03869', '03870', '03871', '03872', '03873', '03874', '03875', '03876', '03877', '03878', '03879', '03880', '03881', '03882', '03883', '03884', '03885', '03886', '03887', '03888', '03889', '03890', '03891', '03892', '03893', '03894', '03895', '03896', '03897', '03898', '03899', '03900', '03901', '03902', '03903', '03904', '03905', '03906', '03907', '03908', '03909', '03910', '03911', '03912', '03913', '03914', '03915', '03916', '03917', '03918', '03919', '03920', '03921', '03922', '03923', '03924', '03925', '03926', '03927', '03928', '03929', '03930', '03931', '03932', '03933', '03934', '03935', '03936', '03937', '03938', '03939', '03940', '03941', '03942', '03943', '03944', '03945', '03946', '03947', '03948', '03949', '03950', '03951', '03952', '03953', '03954', '03955', '03956', '03957', '03958', '03959', '03960', '03961', '03962', '03963', '03964', '03965', '03966', '03967', '03968', '03969', '03970', '03971', '03972', '03973', '03974', '03975', '03976', '03977', '03978', '03979', '03980', '03981', '03982', '03983', '03984', '03985', '03986', '03987', '03988', '03989', '03990', '03991', '03992', '03993', '03994', '03995', '03996', '03997', '03998', '03999', '04000', '04001', '04002', '04003', '04004', '04005', '04006', '04007', '04008', '04009', '04010', '04011', '04012', '04013', '04014', '04015', '04016', '04017', '04018', '04019', '04020', '04021', '04022', '04023', '04024', '04025', '04026', '04027', '04028', '04029', '04030', '04031', '04032', '04033', '04034', '04035', '04036', '04037', '04038', '04039', '04040', '04041', '04042', '04043', '04044', '04045', '04046', '04047', '04048', '04049', '04050', '04051', '04052', '04053', '04054', '04055', '04056', '04057', '04058', '04059', '04060', '04061', '04062', '04063', '04064', '04065', '04066', '04067', '04068', '04069', '04070', '04071', '04072', '04073', '04074', '04075', '04076', '04077', '04078', '04079', '04080', '04081', '04082', '04083', '04084', '04085', '04086', '04087', '04088', '04089', '04090', '04091', '04092', '04093', '04094', '04095', '04096'], 'frameDistance': 4, 'frameSpacing': 1, 'maxRollout': 0, 'skip': 0, 'limit': -1, 'isTemporalData': True, 'style': 'newFormat'}\n", "00001\n", "04096\n" ] } ], "source": [ "\n", "datasetPath = '/home/winchenbach/dev/diffSPH/partiBench/generator/export'\n", "train_ds = datasetLoader(processFolder(hyperParameterDict, datasetPath))\n", "print(train_ds[0][2])\n", "print(train_ds[0][2]['samples'][0])\n", "print(train_ds[0][2]['samples'][-1])\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "f = h5py.File(train_ds[0][2]['fileName'], 'r')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4095" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(f['simulationExport'].keys()) - 1" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4094" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "getFileCount(train_ds[0][2]['fileName'])" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Preparing Plot\n", "Loading frame output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5:\"00001\" w/ unroll length 0\n", "Loaded frame 00001\n", "Loaded Frame\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "f1a680ac42bb4941bd6c4ca946fe4d44", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Dropdown(description='File:', layout=Layout(width='initial'), options=('/home/winchenbach/dev/diffSPH/partiBen…" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "842fb7353922446fbcf58ea5691a7f64", "version_major": 2, "version_minor": 0 }, "text/plain": [ "IntSlider(value=0, description='Slider:', max=4096)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6d889d564b3d4a60a9c80ad616b7fb27", "version_major": 2, "version_minor": 0 }, "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", " \n", "
\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5', '00033', None, None, None]\n", "Loading frame output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5:\"00033\" w/ unroll length 0\n", "Loaded frame 00033\n", "Loaded Frame\n", "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5', '04096', None, None, None]\n", "Loading frame output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5:\"04096\" w/ unroll length 0\n", "Loaded frame 04096\n", "Loaded Frame\n", "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x8.0x2x0_2024_11_03-21_32_01.hdf5', '04096', None, None, None]\n", "Loading frame output_free-slip_wObstacle_128x2x8.0x2x0_2024_11_03-21_32_01.hdf5:\"04096\" w/ unroll length 0\n", "Loaded frame 04096\n", "Loaded Frame\n", "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x2.0x2x0_2024_11_03-10_52_33.hdf5', '04096', None, None, None]\n", "Loading frame output_none_128x2x2.0x2x0_2024_11_03-10_52_33.hdf5:\"04096\" w/ unroll length 0\n", "Loaded frame 04096\n", "Loaded Frame\n", "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x3.0_2024_11_03-18_53_46.hdf5', '04096', None, None, None]\n", "Loading frame output_free-slip_wObstacle_TGV_128x2x3.0_2024_11_03-18_53_46.hdf5:\"04096\" w/ unroll length 0\n", "Loaded frame 04096\n", "Loaded Frame\n", "Preparing Plot for ['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x6.0_2024_11_03-19_13_41.hdf5', '04096', None, None, None]\n", "Loading frame output_free-slip_wObstacle_TGV_128x2x6.0_2024_11_03-19_13_41.hdf5:\"04096\" w/ unroll length 0\n", "Loaded frame 04096\n", "Loaded Frame\n" ] } ], "source": [ "# datasetPath = '../datasets/SFBC_dataset_I/dataset'\n", "# datasetPath = '../datasets/SFBC_dataset_II/dataset/train'\n", "# datasetPath = '../datasets/SFBC_dataset_III/dataset/train'\n", "# datasetPath = '../datasets/SFBC_dataset_I/dataset'\n", "datasetPath = '/home/winchenbach/dev/diffSPH/partiBench/generator/export'\n", "\n", "train_ds = datasetLoader(processFolder(hyperParameterDict, datasetPath))\n", "\n", "plotState = getPreparePlotFunction(train_ds.fileFormat)(train_ds, hyperParameterDict)\n", "updateFn = getUpdatePlotFunction(train_ds.fileFormat)\n", "\n", "dropdown = widgets.Dropdown(options=train_ds.fileNames, description='File:', layout={'width': 'initial'})\n", "slider = widgets.IntSlider(min=0, max=getFileCount(train_ds.fileNames[0]) + 2, value=0, description='Slider:')\n", "\n", "def on_change(change):\n", " if change['type'] == 'change' and change['name'] == 'value':\n", " slider.max = getFileCount(change['new']) + 2\n", " if slider.value > slider.max:\n", " slider.value = 0\n", " # print(change['new'], slider.value)\n", " updateFn(plotState, train_ds, hyperParameterDict, [change['new'], slider.value, None, None, None])\n", "\n", "def on_change_slider(change):\n", " if change['type'] == 'change' and change['name'] == 'value': \n", " # print(change['new'])\n", " updateFn(plotState, train_ds, hyperParameterDict, [dropdown.value, change['new'], None, None, None])\n", "\n", "dropdown.observe(on_change)\n", "slider.observe(on_change_slider)\n", "\n", "display(dropdown)\n", "display(slider)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "00002\n", "04096\n" ] } ], "source": [] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "\n", "datasetPath = '/home/winchenbach/dev/diffSPH/partiBench/generator/export'\n", "folder = processFolder(hyperParameterDict, datasetPath)\n", "train_ds = datasetLoader(processFolder(hyperParameterDict, datasetPath))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "('/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5',\n", " '00002',\n", " {'fileName': '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5',\n", " 'frames': [2,\n", " 3,\n", " 4,\n", " 5,\n", " 6,\n", " 7,\n", " 8,\n", " 9,\n", " 10,\n", " 11,\n", " 12,\n", " 13,\n", " 14,\n", " 15,\n", " 16,\n", " 17,\n", " 18,\n", " 19,\n", " 20,\n", " 21,\n", " 22,\n", " 23,\n", " 24,\n", " 25,\n", " 26,\n", " 27,\n", " 28,\n", " 29,\n", " 30,\n", " 31,\n", " 32,\n", " 33,\n", " 34,\n", " 35,\n", " 36,\n", " 37,\n", " 38,\n", " 39,\n", " 40,\n", " 41,\n", " 42,\n", " 43,\n", " 44,\n", " 45,\n", " 46,\n", " 47,\n", " 48,\n", " 49,\n", " 50,\n", " 51,\n", " 52,\n", " 53,\n", " 54,\n", " 55,\n", " 56,\n", " 57,\n", " 58,\n", " 59,\n", " 60,\n", " 61,\n", " 62,\n", " 63,\n", " 64,\n", " 65,\n", " 66,\n", " 67,\n", " 68,\n", " 69,\n", " 70,\n", " 71,\n", " 72,\n", " 73,\n", " 74,\n", " 75,\n", " 76,\n", " 77,\n", " 78,\n", " 79,\n", " 80,\n", " 81,\n", " 82,\n", " 83,\n", " 84,\n", " 85,\n", " 86,\n", " 87,\n", " 88,\n", " 89,\n", " 90,\n", " 91,\n", " 92,\n", " 93,\n", " 94,\n", " 95,\n", " 96,\n", " 97,\n", " 98,\n", " 99,\n", " 100,\n", " 101,\n", " 102,\n", " 103,\n", " 104,\n", " 105,\n", " 106,\n", " 107,\n", " 108,\n", " 109,\n", " 110,\n", " 111,\n", " 112,\n", " 113,\n", " 114,\n", " 115,\n", " 116,\n", " 117,\n", " 118,\n", " 119,\n", " 120,\n", " 121,\n", " 122,\n", " 123,\n", " 124,\n", " 125,\n", " 126,\n", " 127,\n", " 128,\n", " 129,\n", " 130,\n", " 131,\n", " 132,\n", " 133,\n", " 134,\n", " 135,\n", " 136,\n", " 137,\n", " 138,\n", " 139,\n", " 140,\n", " 141,\n", " 142,\n", " 143,\n", " 144,\n", " 145,\n", " 146,\n", " 147,\n", " 148,\n", " 149,\n", " 150,\n", " 151,\n", " 152,\n", " 153,\n", " 154,\n", " 155,\n", " 156,\n", " 157,\n", " 158,\n", " 159,\n", " 160,\n", " 161,\n", " 162,\n", " 163,\n", " 164,\n", " 165,\n", " 166,\n", " 167,\n", " 168,\n", " 169,\n", " 170,\n", " 171,\n", " 172,\n", " 173,\n", " 174,\n", " 175,\n", " 176,\n", " 177,\n", " 178,\n", " 179,\n", " 180,\n", " 181,\n", " 182,\n", " 183,\n", " 184,\n", " 185,\n", " 186,\n", " 187,\n", " 188,\n", " 189,\n", " 190,\n", " 191,\n", " 192,\n", " 193,\n", " 194,\n", " 195,\n", " 196,\n", " 197,\n", " 198,\n", " 199,\n", " 200,\n", " 201,\n", " 202,\n", " 203,\n", " 204,\n", " 205,\n", " 206,\n", " 207,\n", " 208,\n", " 209,\n", " 210,\n", " 211,\n", " 212,\n", " 213,\n", " 214,\n", " 215,\n", " 216,\n", " 217,\n", " 218,\n", " 219,\n", " 220,\n", " 221,\n", " 222,\n", " 223,\n", " 224,\n", " 225,\n", " 226,\n", " 227,\n", " 228,\n", " 229,\n", " 230,\n", " 231,\n", " 232,\n", " 233,\n", " 234,\n", " 235,\n", " 236,\n", " 237,\n", " 238,\n", " 239,\n", " 240,\n", " 241,\n", " 242,\n", " 243,\n", " 244,\n", " 245,\n", " 246,\n", " 247,\n", " 248,\n", " 249,\n", " 250,\n", " 251,\n", " 252,\n", " 253,\n", " 254,\n", " 255,\n", " 256,\n", " 257,\n", " 258,\n", " 259,\n", " 260,\n", " 261,\n", " 262,\n", " 263,\n", " 264,\n", " 265,\n", " 266,\n", " 267,\n", " 268,\n", " 269,\n", " 270,\n", " 271,\n", " 272,\n", " 273,\n", " 274,\n", " 275,\n", " 276,\n", " 277,\n", " 278,\n", " 279,\n", " 280,\n", " 281,\n", " 282,\n", " 283,\n", " 284,\n", " 285,\n", " 286,\n", " 287,\n", " 288,\n", " 289,\n", " 290,\n", " 291,\n", " 292,\n", " 293,\n", " 294,\n", " 295,\n", " 296,\n", " 297,\n", " 298,\n", " 299,\n", " 300,\n", " 301,\n", " 302,\n", " 303,\n", " 304,\n", " 305,\n", " 306,\n", " 307,\n", " 308,\n", " 309,\n", " 310,\n", " 311,\n", " 312,\n", " 313,\n", " 314,\n", " 315,\n", " 316,\n", " 317,\n", " 318,\n", " 319,\n", " 320,\n", " 321,\n", " 322,\n", " 323,\n", " 324,\n", " 325,\n", " 326,\n", " 327,\n", " 328,\n", " 329,\n", " 330,\n", " 331,\n", " 332,\n", " 333,\n", " 334,\n", " 335,\n", " 336,\n", " 337,\n", " 338,\n", " 339,\n", " 340,\n", " 341,\n", " 342,\n", " 343,\n", " 344,\n", " 345,\n", " 346,\n", " 347,\n", " 348,\n", " 349,\n", " 350,\n", " 351,\n", " 352,\n", " 353,\n", " 354,\n", " 355,\n", " 356,\n", " 357,\n", " 358,\n", " 359,\n", " 360,\n", " 361,\n", " 362,\n", " 363,\n", " 364,\n", " 365,\n", " 366,\n", " 367,\n", " 368,\n", " 369,\n", " 370,\n", " 371,\n", " 372,\n", " 373,\n", " 374,\n", " 375,\n", " 376,\n", " 377,\n", " 378,\n", " 379,\n", " 380,\n", " 381,\n", " 382,\n", " 383,\n", " 384,\n", " 385,\n", " 386,\n", " 387,\n", " 388,\n", " 389,\n", " 390,\n", " 391,\n", " 392,\n", " 393,\n", " 394,\n", " 395,\n", " 396,\n", " 397,\n", " 398,\n", " 399,\n", " 400,\n", " 401,\n", " 402,\n", " 403,\n", " 404,\n", " 405,\n", " 406,\n", " 407,\n", " 408,\n", " 409,\n", " 410,\n", " 411,\n", " 412,\n", " 413,\n", " 414,\n", " 415,\n", " 416,\n", " 417,\n", " 418,\n", " 419,\n", " 420,\n", " 421,\n", " 422,\n", " 423,\n", " 424,\n", " 425,\n", " 426,\n", " 427,\n", " 428,\n", " 429,\n", " 430,\n", " 431,\n", " 432,\n", " 433,\n", " 434,\n", " 435,\n", " 436,\n", " 437,\n", " 438,\n", " 439,\n", " 440,\n", " 441,\n", " 442,\n", " 443,\n", " 444,\n", " 445,\n", " 446,\n", " 447,\n", " 448,\n", " 449,\n", " 450,\n", " 451,\n", " 452,\n", " 453,\n", " 454,\n", " 455,\n", " 456,\n", " 457,\n", " 458,\n", " 459,\n", " 460,\n", " 461,\n", " 462,\n", " 463,\n", " 464,\n", " 465,\n", " 466,\n", " 467,\n", " 468,\n", " 469,\n", " 470,\n", " 471,\n", " 472,\n", " 473,\n", " 474,\n", " 475,\n", " 476,\n", " 477,\n", " 478,\n", " 479,\n", " 480,\n", " 481,\n", " 482,\n", " 483,\n", " 484,\n", " 485,\n", " 486,\n", " 487,\n", " 488,\n", " 489,\n", " 490,\n", " 491,\n", " 492,\n", " 493,\n", " 494,\n", " 495,\n", " 496,\n", " 497,\n", " 498,\n", " 499,\n", " 500,\n", " 501,\n", " 502,\n", " 503,\n", " 504,\n", " 505,\n", " 506,\n", " 507,\n", " 508,\n", " 509,\n", " 510,\n", " 511,\n", " 512,\n", " 513,\n", " 514,\n", " 515,\n", " 516,\n", " 517,\n", " 518,\n", " 519,\n", " 520,\n", " 521,\n", " 522,\n", " 523,\n", " 524,\n", " 525,\n", " 526,\n", " 527,\n", " 528,\n", " 529,\n", " 530,\n", " 531,\n", " 532,\n", " 533,\n", " 534,\n", " 535,\n", " 536,\n", " 537,\n", " 538,\n", " 539,\n", " 540,\n", " 541,\n", " 542,\n", " 543,\n", " 544,\n", " 545,\n", " 546,\n", " 547,\n", " 548,\n", " 549,\n", " 550,\n", " 551,\n", " 552,\n", " 553,\n", " 554,\n", " 555,\n", " 556,\n", " 557,\n", " 558,\n", " 559,\n", " 560,\n", " 561,\n", " 562,\n", " 563,\n", " 564,\n", " 565,\n", " 566,\n", " 567,\n", " 568,\n", " 569,\n", " 570,\n", " 571,\n", " 572,\n", " 573,\n", " 574,\n", " 575,\n", " 576,\n", " 577,\n", " 578,\n", " 579,\n", " 580,\n", " 581,\n", " 582,\n", " 583,\n", " 584,\n", " 585,\n", " 586,\n", " 587,\n", " 588,\n", " 589,\n", " 590,\n", " 591,\n", " 592,\n", " 593,\n", " 594,\n", " 595,\n", " 596,\n", " 597,\n", " 598,\n", " 599,\n", " 600,\n", " 601,\n", " 602,\n", " 603,\n", " 604,\n", " 605,\n", " 606,\n", " 607,\n", " 608,\n", " 609,\n", " 610,\n", " 611,\n", " 612,\n", " 613,\n", " 614,\n", " 615,\n", " 616,\n", " 617,\n", " 618,\n", " 619,\n", " 620,\n", " 621,\n", " 622,\n", " 623,\n", " 624,\n", " 625,\n", " 626,\n", " 627,\n", " 628,\n", " 629,\n", " 630,\n", " 631,\n", " 632,\n", " 633,\n", " 634,\n", " 635,\n", " 636,\n", " 637,\n", " 638,\n", " 639,\n", " 640,\n", " 641,\n", " 642,\n", " 643,\n", " 644,\n", " 645,\n", " 646,\n", " 647,\n", " 648,\n", " 649,\n", " 650,\n", " 651,\n", " 652,\n", " 653,\n", " 654,\n", " 655,\n", " 656,\n", " 657,\n", " 658,\n", " 659,\n", " 660,\n", " 661,\n", " 662,\n", " 663,\n", " 664,\n", " 665,\n", " 666,\n", " 667,\n", " 668,\n", " 669,\n", " 670,\n", " 671,\n", " 672,\n", " 673,\n", " 674,\n", " 675,\n", " 676,\n", " 677,\n", " 678,\n", " 679,\n", " 680,\n", " 681,\n", " 682,\n", " 683,\n", " 684,\n", " 685,\n", " 686,\n", " 687,\n", " 688,\n", " 689,\n", " 690,\n", " 691,\n", " 692,\n", " 693,\n", " 694,\n", " 695,\n", " 696,\n", " 697,\n", " 698,\n", " 699,\n", " 700,\n", " 701,\n", " 702,\n", " 703,\n", " 704,\n", " 705,\n", " 706,\n", " 707,\n", " 708,\n", " 709,\n", " 710,\n", " 711,\n", " 712,\n", " 713,\n", " 714,\n", " 715,\n", " 716,\n", " 717,\n", " 718,\n", " 719,\n", " 720,\n", " 721,\n", " 722,\n", " 723,\n", " 724,\n", " 725,\n", " 726,\n", " 727,\n", " 728,\n", " 729,\n", " 730,\n", " 731,\n", " 732,\n", " 733,\n", " 734,\n", " 735,\n", " 736,\n", " 737,\n", " 738,\n", " 739,\n", " 740,\n", " 741,\n", " 742,\n", " 743,\n", " 744,\n", " 745,\n", " 746,\n", " 747,\n", " 748,\n", " 749,\n", " 750,\n", " 751,\n", " 752,\n", " 753,\n", " 754,\n", " 755,\n", " 756,\n", " 757,\n", " 758,\n", " 759,\n", " 760,\n", " 761,\n", " 762,\n", " 763,\n", " 764,\n", " 765,\n", " 766,\n", " 767,\n", " 768,\n", " 769,\n", " 770,\n", " 771,\n", " 772,\n", " 773,\n", " 774,\n", " 775,\n", " 776,\n", " 777,\n", " 778,\n", " 779,\n", " 780,\n", " 781,\n", " 782,\n", " 783,\n", " 784,\n", " 785,\n", " 786,\n", " 787,\n", " 788,\n", " 789,\n", " 790,\n", " 791,\n", " 792,\n", " 793,\n", " 794,\n", " 795,\n", " 796,\n", " 797,\n", " 798,\n", " 799,\n", " 800,\n", " 801,\n", " 802,\n", " 803,\n", " 804,\n", " 805,\n", " 806,\n", " 807,\n", " 808,\n", " 809,\n", " 810,\n", " 811,\n", " 812,\n", " 813,\n", " 814,\n", " 815,\n", " 816,\n", " 817,\n", " 818,\n", " 819,\n", " 820,\n", " 821,\n", " 822,\n", " 823,\n", " 824,\n", " 825,\n", " 826,\n", " 827,\n", " 828,\n", " 829,\n", " 830,\n", " 831,\n", " 832,\n", " 833,\n", " 834,\n", " 835,\n", " 836,\n", " 837,\n", " 838,\n", " 839,\n", " 840,\n", " 841,\n", " 842,\n", " 843,\n", " 844,\n", " 845,\n", " 846,\n", " 847,\n", " 848,\n", " 849,\n", " 850,\n", " 851,\n", " 852,\n", " 853,\n", " 854,\n", " 855,\n", " 856,\n", " 857,\n", " 858,\n", " 859,\n", " 860,\n", " 861,\n", " 862,\n", " 863,\n", " 864,\n", " 865,\n", " 866,\n", " 867,\n", " 868,\n", " 869,\n", " 870,\n", " 871,\n", " 872,\n", " 873,\n", " 874,\n", " 875,\n", " 876,\n", " 877,\n", " 878,\n", " 879,\n", " 880,\n", " 881,\n", " 882,\n", " 883,\n", " 884,\n", " 885,\n", " 886,\n", " 887,\n", " 888,\n", " 889,\n", " 890,\n", " 891,\n", " 892,\n", " 893,\n", " 894,\n", " 895,\n", " 896,\n", " 897,\n", " 898,\n", " 899,\n", " 900,\n", " 901,\n", " 902,\n", " 903,\n", " 904,\n", " 905,\n", " 906,\n", " 907,\n", " 908,\n", " 909,\n", " 910,\n", " 911,\n", " 912,\n", " 913,\n", " 914,\n", " 915,\n", " 916,\n", " 917,\n", " 918,\n", " 919,\n", " 920,\n", " 921,\n", " 922,\n", " 923,\n", " 924,\n", " 925,\n", " 926,\n", " 927,\n", " 928,\n", " 929,\n", " 930,\n", " 931,\n", " 932,\n", " 933,\n", " 934,\n", " 935,\n", " 936,\n", " 937,\n", " 938,\n", " 939,\n", " 940,\n", " 941,\n", " 942,\n", " 943,\n", " 944,\n", " 945,\n", " 946,\n", " 947,\n", " 948,\n", " 949,\n", " 950,\n", " 951,\n", " 952,\n", " 953,\n", " 954,\n", " 955,\n", " 956,\n", " 957,\n", " 958,\n", " 959,\n", " 960,\n", " 961,\n", " 962,\n", " 963,\n", " 964,\n", " 965,\n", " 966,\n", " 967,\n", " 968,\n", " 969,\n", " 970,\n", " 971,\n", " 972,\n", " 973,\n", " 974,\n", " 975,\n", " 976,\n", " 977,\n", " 978,\n", " 979,\n", " 980,\n", " 981,\n", " 982,\n", " 983,\n", " 984,\n", " 985,\n", " 986,\n", " 987,\n", " 988,\n", " 989,\n", " 990,\n", " 991,\n", " 992,\n", " 993,\n", " 994,\n", " 995,\n", " 996,\n", " 997,\n", " 998,\n", " 999,\n", " 1000,\n", " 1001,\n", " ...],\n", " 'samples': ['00002',\n", " '00003',\n", " '00004',\n", " '00005',\n", " '00006',\n", " '00007',\n", " '00008',\n", " '00009',\n", " '00010',\n", " '00011',\n", " '00012',\n", " '00013',\n", " '00014',\n", " '00015',\n", " '00016',\n", " '00017',\n", " '00018',\n", " '00019',\n", " '00020',\n", " '00021',\n", " '00022',\n", " '00023',\n", " '00024',\n", " '00025',\n", " '00026',\n", " '00027',\n", " '00028',\n", " '00029',\n", " '00030',\n", " '00031',\n", " '00032',\n", " '00033',\n", " '00034',\n", " '00035',\n", " '00036',\n", " '00037',\n", " '00038',\n", " '00039',\n", " '00040',\n", " '00041',\n", " '00042',\n", " '00043',\n", " '00044',\n", " '00045',\n", " '00046',\n", " '00047',\n", " '00048',\n", " '00049',\n", " '00050',\n", " '00051',\n", " '00052',\n", " '00053',\n", " '00054',\n", " '00055',\n", " '00056',\n", " '00057',\n", " '00058',\n", " '00059',\n", " '00060',\n", " '00061',\n", " '00062',\n", " '00063',\n", " '00064',\n", " '00065',\n", " '00066',\n", " '00067',\n", " '00068',\n", " '00069',\n", " '00070',\n", " '00071',\n", " '00072',\n", " '00073',\n", " '00074',\n", " '00075',\n", " '00076',\n", " '00077',\n", " '00078',\n", " '00079',\n", " '00080',\n", " '00081',\n", " '00082',\n", " '00083',\n", " '00084',\n", " '00085',\n", " '00086',\n", " '00087',\n", " '00088',\n", " '00089',\n", " '00090',\n", " '00091',\n", " '00092',\n", " '00093',\n", " '00094',\n", " '00095',\n", " '00096',\n", " '00097',\n", " '00098',\n", " '00099',\n", " '00100',\n", " '00101',\n", " '00102',\n", " '00103',\n", " '00104',\n", " '00105',\n", " '00106',\n", " '00107',\n", " '00108',\n", " '00109',\n", " '00110',\n", " '00111',\n", " '00112',\n", " '00113',\n", " '00114',\n", " '00115',\n", " '00116',\n", " '00117',\n", " '00118',\n", " '00119',\n", " '00120',\n", " '00121',\n", " '00122',\n", " '00123',\n", " '00124',\n", " '00125',\n", " '00126',\n", " '00127',\n", " '00128',\n", " '00129',\n", " '00130',\n", " '00131',\n", " '00132',\n", " '00133',\n", " '00134',\n", " '00135',\n", " '00136',\n", " '00137',\n", " '00138',\n", " '00139',\n", " '00140',\n", " '00141',\n", " '00142',\n", " '00143',\n", " '00144',\n", " '00145',\n", " '00146',\n", " '00147',\n", " '00148',\n", " '00149',\n", " '00150',\n", " '00151',\n", " '00152',\n", " '00153',\n", " '00154',\n", " '00155',\n", " '00156',\n", " '00157',\n", " '00158',\n", " '00159',\n", " '00160',\n", " '00161',\n", " '00162',\n", " '00163',\n", " '00164',\n", " '00165',\n", " '00166',\n", " '00167',\n", " '00168',\n", " '00169',\n", " '00170',\n", " '00171',\n", " '00172',\n", " '00173',\n", " '00174',\n", " '00175',\n", " '00176',\n", " '00177',\n", " '00178',\n", " '00179',\n", " '00180',\n", " '00181',\n", " '00182',\n", " '00183',\n", " '00184',\n", " '00185',\n", " '00186',\n", " '00187',\n", " '00188',\n", " '00189',\n", " '00190',\n", " '00191',\n", " '00192',\n", " '00193',\n", " '00194',\n", " '00195',\n", " '00196',\n", " '00197',\n", " '00198',\n", " '00199',\n", " '00200',\n", " '00201',\n", " '00202',\n", " '00203',\n", " '00204',\n", " '00205',\n", " '00206',\n", " '00207',\n", " '00208',\n", " '00209',\n", " '00210',\n", " '00211',\n", " '00212',\n", " '00213',\n", " '00214',\n", " '00215',\n", " '00216',\n", " '00217',\n", " '00218',\n", " '00219',\n", " '00220',\n", " '00221',\n", " '00222',\n", " '00223',\n", " '00224',\n", " '00225',\n", " '00226',\n", " '00227',\n", " '00228',\n", " '00229',\n", " '00230',\n", " '00231',\n", " '00232',\n", " '00233',\n", " '00234',\n", " '00235',\n", " '00236',\n", " '00237',\n", " '00238',\n", " '00239',\n", " '00240',\n", " '00241',\n", " '00242',\n", " '00243',\n", " '00244',\n", " '00245',\n", " '00246',\n", " '00247',\n", " '00248',\n", " '00249',\n", " '00250',\n", " '00251',\n", " '00252',\n", " '00253',\n", " '00254',\n", " '00255',\n", " '00256',\n", " '00257',\n", " '00258',\n", " '00259',\n", " '00260',\n", " '00261',\n", " '00262',\n", " '00263',\n", " '00264',\n", " '00265',\n", " '00266',\n", " '00267',\n", " '00268',\n", " '00269',\n", " '00270',\n", " '00271',\n", " '00272',\n", " '00273',\n", " '00274',\n", " '00275',\n", " '00276',\n", " '00277',\n", " '00278',\n", " '00279',\n", " '00280',\n", " '00281',\n", " '00282',\n", " '00283',\n", " '00284',\n", " '00285',\n", " '00286',\n", " '00287',\n", " '00288',\n", " '00289',\n", " '00290',\n", " '00291',\n", " '00292',\n", " '00293',\n", " '00294',\n", " '00295',\n", " '00296',\n", " '00297',\n", " '00298',\n", " '00299',\n", " '00300',\n", " '00301',\n", " '00302',\n", " '00303',\n", " '00304',\n", " '00305',\n", " '00306',\n", " '00307',\n", " '00308',\n", " '00309',\n", " '00310',\n", " '00311',\n", " '00312',\n", " '00313',\n", " '00314',\n", " '00315',\n", " '00316',\n", " '00317',\n", " '00318',\n", " '00319',\n", " '00320',\n", " '00321',\n", " '00322',\n", " '00323',\n", " '00324',\n", " '00325',\n", " '00326',\n", " '00327',\n", " '00328',\n", " '00329',\n", " '00330',\n", " '00331',\n", " '00332',\n", " '00333',\n", " '00334',\n", " '00335',\n", " '00336',\n", " '00337',\n", " '00338',\n", " '00339',\n", " '00340',\n", " '00341',\n", " '00342',\n", " '00343',\n", " '00344',\n", " '00345',\n", " '00346',\n", " '00347',\n", " '00348',\n", " '00349',\n", " '00350',\n", " '00351',\n", " '00352',\n", " '00353',\n", " '00354',\n", " '00355',\n", " '00356',\n", " '00357',\n", " '00358',\n", " '00359',\n", " '00360',\n", " '00361',\n", " '00362',\n", " '00363',\n", " '00364',\n", " '00365',\n", " '00366',\n", " '00367',\n", " '00368',\n", " '00369',\n", " '00370',\n", " '00371',\n", " '00372',\n", " '00373',\n", " '00374',\n", " '00375',\n", " '00376',\n", " '00377',\n", " '00378',\n", " '00379',\n", " '00380',\n", " '00381',\n", " '00382',\n", " '00383',\n", " '00384',\n", " '00385',\n", " '00386',\n", " '00387',\n", " '00388',\n", " '00389',\n", " '00390',\n", " '00391',\n", " '00392',\n", " '00393',\n", " '00394',\n", " '00395',\n", " '00396',\n", " '00397',\n", " '00398',\n", " '00399',\n", " '00400',\n", " '00401',\n", " '00402',\n", " '00403',\n", " '00404',\n", " '00405',\n", " '00406',\n", " '00407',\n", " '00408',\n", " '00409',\n", " '00410',\n", " '00411',\n", " '00412',\n", " '00413',\n", " '00414',\n", " '00415',\n", " '00416',\n", " '00417',\n", " '00418',\n", " '00419',\n", " '00420',\n", " '00421',\n", " '00422',\n", " '00423',\n", " '00424',\n", " '00425',\n", " '00426',\n", " '00427',\n", " '00428',\n", " '00429',\n", " '00430',\n", " '00431',\n", " '00432',\n", " '00433',\n", " '00434',\n", " '00435',\n", " '00436',\n", " '00437',\n", " '00438',\n", " '00439',\n", " '00440',\n", " '00441',\n", " '00442',\n", " '00443',\n", " '00444',\n", " '00445',\n", " '00446',\n", " '00447',\n", " '00448',\n", " '00449',\n", " '00450',\n", " '00451',\n", " '00452',\n", " '00453',\n", " '00454',\n", " '00455',\n", " '00456',\n", " '00457',\n", " '00458',\n", " '00459',\n", " '00460',\n", " '00461',\n", " '00462',\n", " '00463',\n", " '00464',\n", " '00465',\n", " '00466',\n", " '00467',\n", " '00468',\n", " '00469',\n", " '00470',\n", " '00471',\n", " '00472',\n", " '00473',\n", " '00474',\n", " '00475',\n", " '00476',\n", " '00477',\n", " '00478',\n", " '00479',\n", " '00480',\n", " '00481',\n", " '00482',\n", " '00483',\n", " '00484',\n", " '00485',\n", " '00486',\n", " '00487',\n", " '00488',\n", " '00489',\n", " '00490',\n", " '00491',\n", " '00492',\n", " '00493',\n", " '00494',\n", " '00495',\n", " '00496',\n", " '00497',\n", " '00498',\n", " '00499',\n", " '00500',\n", " '00501',\n", " '00502',\n", " '00503',\n", " '00504',\n", " '00505',\n", " '00506',\n", " '00507',\n", " '00508',\n", " '00509',\n", " '00510',\n", " '00511',\n", " '00512',\n", " '00513',\n", " '00514',\n", " '00515',\n", " '00516',\n", " '00517',\n", " '00518',\n", " '00519',\n", " '00520',\n", " '00521',\n", " '00522',\n", " '00523',\n", " '00524',\n", " '00525',\n", " '00526',\n", " '00527',\n", " '00528',\n", " '00529',\n", " '00530',\n", " '00531',\n", " '00532',\n", " '00533',\n", " '00534',\n", " '00535',\n", " '00536',\n", " '00537',\n", " '00538',\n", " '00539',\n", " '00540',\n", " '00541',\n", " '00542',\n", " '00543',\n", " '00544',\n", " '00545',\n", " '00546',\n", " '00547',\n", " '00548',\n", " '00549',\n", " '00550',\n", " '00551',\n", " '00552',\n", " '00553',\n", " '00554',\n", " '00555',\n", " '00556',\n", " '00557',\n", " '00558',\n", " '00559',\n", " '00560',\n", " '00561',\n", " '00562',\n", " '00563',\n", " '00564',\n", " '00565',\n", " '00566',\n", " '00567',\n", " '00568',\n", " '00569',\n", " '00570',\n", " '00571',\n", " '00572',\n", " '00573',\n", " '00574',\n", " '00575',\n", " '00576',\n", " '00577',\n", " '00578',\n", " '00579',\n", " '00580',\n", " '00581',\n", " '00582',\n", " '00583',\n", " '00584',\n", " '00585',\n", " '00586',\n", " '00587',\n", " '00588',\n", " '00589',\n", " '00590',\n", " '00591',\n", " '00592',\n", " '00593',\n", " '00594',\n", " '00595',\n", " '00596',\n", " '00597',\n", " '00598',\n", " '00599',\n", " '00600',\n", " '00601',\n", " '00602',\n", " '00603',\n", " '00604',\n", " '00605',\n", " '00606',\n", " '00607',\n", " '00608',\n", " '00609',\n", " '00610',\n", " '00611',\n", " '00612',\n", " '00613',\n", " '00614',\n", " '00615',\n", " '00616',\n", " '00617',\n", " '00618',\n", " '00619',\n", " '00620',\n", " '00621',\n", " '00622',\n", " '00623',\n", " '00624',\n", " '00625',\n", " '00626',\n", " '00627',\n", " '00628',\n", " '00629',\n", " '00630',\n", " '00631',\n", " '00632',\n", " '00633',\n", " '00634',\n", " '00635',\n", " '00636',\n", " '00637',\n", " '00638',\n", " '00639',\n", " '00640',\n", " '00641',\n", " '00642',\n", " '00643',\n", " '00644',\n", " '00645',\n", " '00646',\n", " '00647',\n", " '00648',\n", " '00649',\n", " '00650',\n", " '00651',\n", " '00652',\n", " '00653',\n", " '00654',\n", " '00655',\n", " '00656',\n", " '00657',\n", " '00658',\n", " '00659',\n", " '00660',\n", " '00661',\n", " '00662',\n", " '00663',\n", " '00664',\n", " '00665',\n", " '00666',\n", " '00667',\n", " '00668',\n", " '00669',\n", " '00670',\n", " '00671',\n", " '00672',\n", " '00673',\n", " '00674',\n", " '00675',\n", " '00676',\n", " '00677',\n", " '00678',\n", " '00679',\n", " '00680',\n", " '00681',\n", " '00682',\n", " '00683',\n", " '00684',\n", " '00685',\n", " '00686',\n", " '00687',\n", " '00688',\n", " '00689',\n", " '00690',\n", " '00691',\n", " '00692',\n", " '00693',\n", " '00694',\n", " '00695',\n", " '00696',\n", " '00697',\n", " '00698',\n", " '00699',\n", " '00700',\n", " '00701',\n", " '00702',\n", " '00703',\n", " '00704',\n", " '00705',\n", " '00706',\n", " '00707',\n", " '00708',\n", " '00709',\n", " '00710',\n", " '00711',\n", " '00712',\n", " '00713',\n", " '00714',\n", " '00715',\n", " '00716',\n", " '00717',\n", " '00718',\n", " '00719',\n", " '00720',\n", " '00721',\n", " '00722',\n", " '00723',\n", " '00724',\n", " '00725',\n", " '00726',\n", " '00727',\n", " '00728',\n", " '00729',\n", " '00730',\n", " '00731',\n", " '00732',\n", " '00733',\n", " '00734',\n", " '00735',\n", " '00736',\n", " '00737',\n", " '00738',\n", " '00739',\n", " '00740',\n", " '00741',\n", " '00742',\n", " '00743',\n", " '00744',\n", " '00745',\n", " '00746',\n", " '00747',\n", " '00748',\n", " '00749',\n", " '00750',\n", " '00751',\n", " '00752',\n", " '00753',\n", " '00754',\n", " '00755',\n", " '00756',\n", " '00757',\n", " '00758',\n", " '00759',\n", " '00760',\n", " '00761',\n", " '00762',\n", " '00763',\n", " '00764',\n", " '00765',\n", " '00766',\n", " '00767',\n", " '00768',\n", " '00769',\n", " '00770',\n", " '00771',\n", " '00772',\n", " '00773',\n", " '00774',\n", " '00775',\n", " '00776',\n", " '00777',\n", " '00778',\n", " '00779',\n", " '00780',\n", " '00781',\n", " '00782',\n", " '00783',\n", " '00784',\n", " '00785',\n", " '00786',\n", " '00787',\n", " '00788',\n", " '00789',\n", " '00790',\n", " '00791',\n", " '00792',\n", " '00793',\n", " '00794',\n", " '00795',\n", " '00796',\n", " '00797',\n", " '00798',\n", " '00799',\n", " '00800',\n", " '00801',\n", " '00802',\n", " '00803',\n", " '00804',\n", " '00805',\n", " '00806',\n", " '00807',\n", " '00808',\n", " '00809',\n", " '00810',\n", " '00811',\n", " '00812',\n", " '00813',\n", " '00814',\n", " '00815',\n", " '00816',\n", " '00817',\n", " '00818',\n", " '00819',\n", " '00820',\n", " '00821',\n", " '00822',\n", " '00823',\n", " '00824',\n", " '00825',\n", " '00826',\n", " '00827',\n", " '00828',\n", " '00829',\n", " '00830',\n", " '00831',\n", " '00832',\n", " '00833',\n", " '00834',\n", " '00835',\n", " '00836',\n", " '00837',\n", " '00838',\n", " '00839',\n", " '00840',\n", " '00841',\n", " '00842',\n", " '00843',\n", " '00844',\n", " '00845',\n", " '00846',\n", " '00847',\n", " '00848',\n", " '00849',\n", " '00850',\n", " '00851',\n", " '00852',\n", " '00853',\n", " '00854',\n", " '00855',\n", " '00856',\n", " '00857',\n", " '00858',\n", " '00859',\n", " '00860',\n", " '00861',\n", " '00862',\n", " '00863',\n", " '00864',\n", " '00865',\n", " '00866',\n", " '00867',\n", " '00868',\n", " '00869',\n", " '00870',\n", " '00871',\n", " '00872',\n", " '00873',\n", " '00874',\n", " '00875',\n", " '00876',\n", " '00877',\n", " '00878',\n", " '00879',\n", " '00880',\n", " '00881',\n", " '00882',\n", " '00883',\n", " '00884',\n", " '00885',\n", " '00886',\n", " '00887',\n", " '00888',\n", " '00889',\n", " '00890',\n", " '00891',\n", " '00892',\n", " '00893',\n", " '00894',\n", " '00895',\n", " '00896',\n", " '00897',\n", " '00898',\n", " '00899',\n", " '00900',\n", " '00901',\n", " '00902',\n", " '00903',\n", " '00904',\n", " '00905',\n", " '00906',\n", " '00907',\n", " '00908',\n", " '00909',\n", " '00910',\n", " '00911',\n", " '00912',\n", " '00913',\n", " '00914',\n", " '00915',\n", " '00916',\n", " '00917',\n", " '00918',\n", " '00919',\n", " '00920',\n", " '00921',\n", " '00922',\n", " '00923',\n", " '00924',\n", " '00925',\n", " '00926',\n", " '00927',\n", " '00928',\n", " '00929',\n", " '00930',\n", " '00931',\n", " '00932',\n", " '00933',\n", " '00934',\n", " '00935',\n", " '00936',\n", " '00937',\n", " '00938',\n", " '00939',\n", " '00940',\n", " '00941',\n", " '00942',\n", " '00943',\n", " '00944',\n", " '00945',\n", " '00946',\n", " '00947',\n", " '00948',\n", " '00949',\n", " '00950',\n", " '00951',\n", " '00952',\n", " '00953',\n", " '00954',\n", " '00955',\n", " '00956',\n", " '00957',\n", " '00958',\n", " '00959',\n", " '00960',\n", " '00961',\n", " '00962',\n", " '00963',\n", " '00964',\n", " '00965',\n", " '00966',\n", " '00967',\n", " '00968',\n", " '00969',\n", " '00970',\n", " '00971',\n", " '00972',\n", " '00973',\n", " '00974',\n", " '00975',\n", " '00976',\n", " '00977',\n", " '00978',\n", " '00979',\n", " '00980',\n", " '00981',\n", " '00982',\n", " '00983',\n", " '00984',\n", " '00985',\n", " '00986',\n", " '00987',\n", " '00988',\n", " '00989',\n", " '00990',\n", " '00991',\n", " '00992',\n", " '00993',\n", " '00994',\n", " '00995',\n", " '00996',\n", " '00997',\n", " '00998',\n", " '00999',\n", " '01000',\n", " '01001',\n", " ...],\n", " 'frameDistance': 4,\n", " 'frameSpacing': 1,\n", " 'maxRollout': 10,\n", " 'skip': 1,\n", " 'limit': -1,\n", " 'isTemporalData': True,\n", " 'style': 'newFormat'},\n", " 0,\n", " 0)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "train_ds[0]" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x1x0_2024_11_03-13_17_50.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x2x0_2024_11_03-13_27_25.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x3x0_2024_11_03-13_37_00.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x1.0x4x0_2024_11_03-13_46_34.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x2.0x1x0_2024_11_03-13_56_09.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x2.0x2x0_2024_11_03-14_05_47.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x2.0x3x0_2024_11_03-14_15_24.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x2.0x4x0_2024_11_03-14_25_03.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x4.0x1x0_2024_11_03-14_34_41.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x4.0x2x0_2024_11_03-14_44_25.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x4.0x3x0_2024_11_03-14_54_24.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x4.0x4x0_2024_11_03-15_04_03.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x8.0x1x0_2024_11_03-15_13_41.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x8.0x2x0_2024_11_03-15_23_21.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x8.0x3x0_2024_11_03-15_33_06.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_128x2x8.0x4x0_2024_11_03-15_42_50.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_TGV_128x2x2.0_2024_11_03-12_47_54.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_TGV_128x2x3.0_2024_11_03-12_48_30.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_TGV_128x2x4.0_2024_11_03-12_58_09.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_TGV_128x2x6.0_2024_11_03-13_08_01.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x1.0x1x0_2024_11_03-19_23_43.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x1.0x2x0_2024_11_03-19_33_33.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x1.0x3x0_2024_11_03-19_43_24.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x1.0x4x0_2024_11_03-19_53_15.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x2.0x1x0_2024_11_03-20_03_06.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x2.0x2x0_2024_11_03-20_12_58.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x2.0x3x0_2024_11_03-20_22_52.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x2.0x4x0_2024_11_03-20_32_43.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x4.0x1x0_2024_11_03-20_42_33.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x4.0x2x0_2024_11_03-20_52_26.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x4.0x3x0_2024_11_03-21_02_17.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x4.0x4x0_2024_11_03-21_12_11.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x8.0x1x0_2024_11_03-21_22_04.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x8.0x2x0_2024_11_03-21_32_01.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x8.0x3x0_2024_11_03-21_42_02.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_128x2x8.0x4x0_2024_11_03-21_52_01.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x2.0_2024_11_03-18_53_16.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x3.0_2024_11_03-18_53_46.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x4.0_2024_11_03-19_03_39.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_free-slip_wObstacle_TGV_128x2x6.0_2024_11_03-19_13_41.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x1.0x1x0_2024_11_03-10_14_22.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x1.0x2x0_2024_11_03-10_22_11.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x1.0x3x0_2024_11_03-10_29_52.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x1.0x4x0_2024_11_03-10_37_25.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x2.0x1x0_2024_11_03-10_44_58.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x2.0x2x0_2024_11_03-10_52_33.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x2.0x3x0_2024_11_03-11_00_11.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x2.0x4x0_2024_11_03-11_07_49.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x4.0x1x0_2024_11_03-11_15_29.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x4.0x2x0_2024_11_03-11_23_06.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x4.0x3x0_2024_11_03-11_30_45.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x4.0x4x0_2024_11_03-11_38_30.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x8.0x1x0_2024_11_03-11_46_10.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x8.0x2x0_2024_11_03-11_53_56.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x8.0x3x0_2024_11_03-12_01_40.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_128x2x8.0x4x0_2024_11_03-12_09_26.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_TGV_128x2x2.0_2024_11_03-12_17_12.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_TGV_128x2x3.0_2024_11_03-12_24_43.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_TGV_128x2x4.0_2024_11_03-12_32_26.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_none_TGV_128x2x6.0_2024_11_03-12_40_08.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x1.0x1x0_2024_11_03-16_22_03.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x1.0x2x0_2024_11_03-16_31_25.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x1.0x3x0_2024_11_03-16_40_46.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x1.0x4x0_2024_11_03-16_50_07.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x2.0x1x0_2024_11_03-16_59_28.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x2.0x2x0_2024_11_03-17_08_53.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x2.0x3x0_2024_11_03-17_18_17.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x2.0x4x0_2024_11_03-17_27_41.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x4.0x1x0_2024_11_03-17_37_05.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x4.0x2x0_2024_11_03-17_46_35.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x4.0x3x0_2024_11_03-17_56_01.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x4.0x4x0_2024_11_03-18_05_30.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x8.0x1x0_2024_11_03-18_15_00.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x8.0x2x0_2024_11_03-18_24_29.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x8.0x3x0_2024_11_03-18_34_04.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_128x2x8.0x4x0_2024_11_03-18_43_40.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_TGV_128x2x2.0_2024_11_03-15_52_37.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_TGV_128x2x3.0_2024_11_03-15_53_25.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_TGV_128x2x4.0_2024_11_03-16_02_56.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_TGV_128x2x6.0_2024_11_03-16_12_29.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x1.0x1x0_2024_11_03-22_31_13.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x1.0x2x0_2024_11_03-22_40_40.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x1.0x3x0_2024_11_03-22_50_01.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x1.0x4x0_2024_11_03-22_59_24.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x2.0x1x0_2024_11_03-23_08_50.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x2.0x2x0_2024_11_03-23_18_18.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x2.0x3x0_2024_11_03-23_27_45.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x2.0x4x0_2024_11_03-23_37_10.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x4.0x1x0_2024_11_03-23_46_39.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x4.0x2x0_2024_11_03-23_56_08.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x4.0x3x0_2024_11_04-00_05_43.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x4.0x4x0_2024_11_04-00_15_16.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x8.0x1x0_2024_11_04-00_24_48.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x8.0x2x0_2024_11_04-00_34_19.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x8.0x3x0_2024_11_04-00_43_56.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_128x2x8.0x4x0_2024_11_04-00_53_35.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_TGV_128x2x2.0_2024_11_03-22_01_59.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_TGV_128x2x3.0_2024_11_03-22_02_28.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_TGV_128x2x4.0_2024_11_03-22_11_56.hdf5', '/home/winchenbach/dev/diffSPH/partiBench/generator/export/output_zero_wObstacle_TGV_128x2x6.0_2024_11_03-22_21_32.hdf5']\n" ] } ], "source": [ "fileNames = train_ds.fileNames\n", "print(fileNames)\n", "\n", "# for fileName in fileNames" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "fileName, key, fileData, fileIndex, fileOffset = train_ds[0]\n", "file = h5py.File(fileName, 'r')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "inFile = file" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "device = hyperParameterDict['device']\n", "dtype = torch.float32" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n" ] } ], "source": [ "print(inFile['initial']['fluid'].keys())\n", "inFile['simulationExport']['00001'].keys()\n", "\n", "grp = inFile['simulationExport']['00001']\n", "print(grp.keys())" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "from BasisConvolution.util.testcases import computeSupport, parseSPHConfig" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "inFile['config'].keys()" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "inFile.attrs.keys()" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [], "source": [ "targetNeighbors = inFile.attrs['targetNeighbors']\n", "\n", "staticFluidData = {\n", " 'positions': torch.from_numpy(inFile['initial']['fluid']['positions'][:]).to(device = device, dtype = dtype),\n", " 'velocities': torch.from_numpy(inFile['initial']['fluid']['velocities'][:]).to(device = device, dtype = dtype),\n", " 'gravityAcceleration': torch.zeros_like(torch.from_numpy(inFile['initial']['fluid']['velocities'][:]).to(device = device, dtype = dtype)),\n", " 'densities': torch.from_numpy(inFile['initial']['fluid']['densities'][:]).to(device = device, dtype = dtype),\n", " 'areas': torch.from_numpy(inFile['initial']['fluid']['areas'][:]).to(device = device, dtype = dtype),\n", " 'masses': torch.from_numpy(inFile['initial']['fluid']['masses'][:]).to(device = device, dtype = dtype),\n", " 'supports': computeSupport(torch.from_numpy(inFile['initial']['fluid']['areas'][:]).to(device = device, dtype = dtype), targetNeighbors, 2),\n", " 'indices': torch.from_numpy(inFile['initial']['fluid']['UID'][:]).to(device = device, dtype = torch.int32),\n", " 'numParticles': len(inFile['initial']['fluid']['positions'][:]), \n", "}\n", "\n", "config = parseSPHConfig(inFile, device, dtype)\n", "area = inFile.attrs['radius'] **2 if 'area' not in inFile.attrs else inFile.attrs['area']\n", "support = np.max(staticFluidData['supports'].detach().cpu().numpy()) if 'support' not in inFile.attrs else inFile.attrs['support']\n", "if hyperParameterDict['numNeighbors'] > 0:\n", " support = computeSupport(area, hyperParameterDict['numNeighbors'], 2)\n", "attributes = {\n", " 'support': support,\n", " 'targetNeighbors': inFile.attrs['targetNeighbors'],\n", " 'restDensity': inFile.attrs['restDensity'],\n", " 'dt': config['timestep']['dt'],\n", " 'time': 0.0,\n", " 'radius': inFile.attrs['radius'],\n", " 'area': area,\n", "}\n" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "tensor([6.1035e-05, 6.1035e-05, 6.1035e-05, ..., 6.1035e-05, 6.1035e-05,\n", " 6.1035e-05])\n" ] }, { "data": { "text/plain": [ "45.238956451416016" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "areas = torch.from_numpy(inFile['initial']['fluid']['areas'][:]).to(device = device, dtype = dtype)\n", "print(areas)\n", "computeSupport(areas, 45, 2)\n", "hyperParameterDict['numNeighbors']\n", "inFile.attrs['targetNeighbors']" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "ename": "NameError", "evalue": "name 'area' is not defined", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[26], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m computeSupport(area, hyperParameterDict[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnumNeighbors\u001b[39m\u001b[38;5;124m'\u001b[39m], \u001b[38;5;241m2\u001b[39m)\n", "\u001b[0;31mNameError\u001b[0m: name 'area' is not defined" ] } ], "source": [ "computeSupport(area, hyperParameterDict['numNeighbors'], 2)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'indices': tensor([ 0, 1, 2, ..., 2657, 2658, 2659]), 'positions': tensor([[-0.5352, -0.5352],\n", " [-0.5273, -0.5352],\n", " [-0.5195, -0.5352],\n", " ...,\n", " [ 0.5195, 0.5352],\n", " [ 0.5273, 0.5352],\n", " [ 0.5352, 0.5352]]), 'normals': tensor([[-0.7071, -0.7071],\n", " [-0.6137, -0.7895],\n", " [-0.4851, -0.8745],\n", " ...,\n", " [ 0.4851, 0.8745],\n", " [ 0.6137, 0.7895],\n", " [ 0.7071, 0.7071]]), 'distances': tensor([-0.0497, -0.0445, -0.0402, ..., -0.0402, -0.0445, -0.0497]), 'areas': tensor([6.1035e-05, 6.1035e-05, 6.1035e-05, ..., 6.1035e-05, 6.1035e-05,\n", " 6.1035e-05]), 'masses': tensor([0.0610, 0.0610, 0.0610, ..., 0.0610, 0.0610, 0.0610]), 'velocities': tensor([[0., 0.],\n", " [0., 0.],\n", " [0., 0.],\n", " ...,\n", " [0., 0.],\n", " [0., 0.],\n", " [0., 0.]]), 'densities': tensor([1., 1., 1., ..., 1., 1., 1.]), 'supports': tensor([nan, nan, nan, ..., nan, nan, nan]), 'bodyIDs': tensor([0, 0, 0, ..., 0, 0, 0]), 'numParticles': 2660}\n" ] } ], "source": [ "if 'boundaryInformation' in inFile:\n", " staticBoundaryData = {\n", " 'indices': torch.arange(0, inFile['boundaryInformation']['boundaryPosition'].shape[0], device = device, dtype = torch.int64),\n", " 'positions': torch.from_numpy(inFile['boundaryInformation']['boundaryPosition'][:]).to(device = device, dtype = dtype),\n", " 'normals': torch.from_numpy(inFile['boundaryInformation']['boundaryNormals'][:]).to(device = device, dtype = dtype),\n", " 'areas': torch.from_numpy(inFile['boundaryInformation']['boundaryArea'][:]).to(device = device, dtype = dtype),\n", " 'masses': torch.from_numpy(inFile['boundaryInformation']['boundaryArea'][:]).to(device = device, dtype = dtype) * config['fluid']['rho0'],\n", " 'velocities': torch.from_numpy(inFile['boundaryInformation']['boundaryVelocity'][:]).to(device = device, dtype = dtype),\n", " 'densities': torch.from_numpy(inFile['boundaryInformation']['boundaryRestDensity'][:]).to(device = device, dtype = dtype),\n", " 'supports': torch.from_numpy(inFile['boundaryInformation']['boundarySupport'][:]).to(device = device, dtype = dtype),\n", " 'bodyIDs': torch.from_numpy(inFile['boundaryInformation']['boundaryBodyAssociation'][:]).to(device = device, dtype = torch.int64),\n", " 'numParticles': len(inFile['boundaryInformation']['boundaryPosition'][:]),\n", " } if 'boundaryInformation' in inFile else None\n", "elif 'initial' in inFile:\n", " staticBoundaryData = {\n", " 'indices': torch.from_numpy(inFile['initial']['boundary']['UID'][:]).to(device = device, dtype = torch.int64),\n", " 'positions': torch.from_numpy(inFile['initial']['boundary']['positions'][:]).to(device = device, dtype = dtype),\n", " 'normals': torch.from_numpy(inFile['initial']['boundary']['normals'][:]).to(device = device, dtype = dtype),\n", " 'distances': torch.from_numpy(inFile['initial']['boundary']['distances'][:]).to(device = device, dtype = dtype),\n", " 'areas': torch.from_numpy(inFile['initial']['boundary']['areas'][:]).to(device = device, dtype = dtype),\n", " 'masses': torch.from_numpy(inFile['initial']['boundary']['masses'][:]).to(device = device, dtype = dtype),\n", " 'velocities': torch.from_numpy(inFile['initial']['boundary']['velocities'][:]).to(device = device, dtype = dtype),\n", " 'densities': torch.from_numpy(inFile['initial']['boundary']['densities'][:]).to(device = device, dtype = dtype),\n", " 'supports': computeSupport(torch.from_numpy(inFile['initial']['boundary']['areas'][:]).to(device = device, dtype = dtype), inFile.attrs['targetNeighbors'], 2),\n", " 'bodyIDs': torch.from_numpy(inFile['initial']['boundary']['bodyIDs'][:]).to(device = device, dtype = torch.int64),\n", " 'numParticles': len(inFile['initial']['boundary']['UID'][:]),\n", "\n", " } if 'boundary' in inFile['initial'] else None\n", "else:\n", " staticBoundaryData = None\n", "print(staticBoundaryData)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "inFile['simulationExport']['00001'].keys()\n", "\n", "grp = inFile['simulationExport']['00001']\n", "\n", "dynamicBoundaryData = {}\n", "for k in staticBoundaryData.keys():\n", " if isinstance(staticBoundaryData[k], torch.Tensor):\n", " dynamicBoundaryData[k] = staticBoundaryData[k].clone()\n", " else:\n", " dynamicBoundaryData[k] = staticBoundaryData[k]\n", "\n", "if 'boundaryDensity' in grp:\n", " dynamicBoundaryData['densities'] = torch.from_numpy(grp['boundaryDensity'][:]).to(device = device, dtype = dtype)\n", "if 'boundaryVelocity' in grp:\n", " dynamicBoundaryData['velocities'] = torch.from_numpy(grp['boundaryVelocity'][:]).to(device = device, dtype = dtype)\n", "if 'boundaryPosition' in grp:\n", " dynamicBoundaryData['positions'] = torch.from_numpy(grp['boundaryPosition'][:]).to(device = device, dtype = dtype)\n", "if 'boundaryNormals' in grp:\n", " dynamicBoundaryData['normals'] = torch.from_numpy(grp['boundaryNormals'][:]).to(device = device, dtype = dtype)\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "ename": "ImportError", "evalue": "cannot import name 'loadAugmentedFrame' from 'BasisConvolution.util.dataloader' (/home/winchenbach/dev/SFBC_tum_pbs/src/BasisConvolution/util/dataloader.py)", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mImportError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[6], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mBasisConvolution\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutil\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdataloader\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m datasetLoader, loadAugmentedFrame\n\u001b[1;32m 3\u001b[0m config, attributes, currentState, priorState, trajectoryStates \u001b[38;5;241m=\u001b[39m loadAugmentedFrame(\u001b[38;5;241m0\u001b[39m, train_ds, hyperParameterDict)\n", "\u001b[0;31mImportError\u001b[0m: cannot import name 'loadAugmentedFrame' from 'BasisConvolution.util.dataloader' (/home/winchenbach/dev/SFBC_tum_pbs/src/BasisConvolution/util/dataloader.py)" ] } ], "source": [ "from BasisConvolution.util.dataloader import datasetLoader, loadAugmentedFrame\n", "\n", "config, attributes, currentState, priorState, trajectoryStates = loadAugmentedFrame(0, train_ds, hyperParameterDict)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "c27719191c08492ea90796383c8926c7", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Dropdown(description='File:', layout=Layout(width='initial'), options=('/home/winchenbach/dev/diffSPH/partiBen…" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "281965f34e884827acc7c9e431fcfd33", "version_major": 2, "version_minor": 0 }, "text/plain": [ "IntSlider(value=0, description='Slider:', max=4094)" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "90f300e758ff4ed5a47224716dba202e", "version_major": 2, "version_minor": 0 }, "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", " \n", "
\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" }, { "ename": "TypeError", "evalue": "'NoneType' object is not subscriptable", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/ipywidgets/widgets/widget.py:773\u001b[0m, in \u001b[0;36mWidget._handle_msg\u001b[0;34m(self, msg)\u001b[0m\n\u001b[1;32m 771\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mbuffer_paths\u001b[39m\u001b[38;5;124m'\u001b[39m \u001b[38;5;129;01min\u001b[39;00m data:\n\u001b[1;32m 772\u001b[0m _put_buffers(state, data[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mbuffer_paths\u001b[39m\u001b[38;5;124m'\u001b[39m], msg[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mbuffers\u001b[39m\u001b[38;5;124m'\u001b[39m])\n\u001b[0;32m--> 773\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mset_state(state)\n\u001b[1;32m 775\u001b[0m \u001b[38;5;66;03m# Handle a state request.\u001b[39;00m\n\u001b[1;32m 776\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m method \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mrequest_state\u001b[39m\u001b[38;5;124m'\u001b[39m:\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/ipywidgets/widgets/widget.py:650\u001b[0m, in \u001b[0;36mWidget.set_state\u001b[0;34m(self, sync_data)\u001b[0m\n\u001b[1;32m 645\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_send(msg, buffers\u001b[38;5;241m=\u001b[39mecho_buffers)\n\u001b[1;32m 647\u001b[0m \u001b[38;5;66;03m# The order of these context managers is important. Properties must\u001b[39;00m\n\u001b[1;32m 648\u001b[0m \u001b[38;5;66;03m# be locked when the hold_trait_notification context manager is\u001b[39;00m\n\u001b[1;32m 649\u001b[0m \u001b[38;5;66;03m# released and notifications are fired.\u001b[39;00m\n\u001b[0;32m--> 650\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_lock_property(\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39msync_data), \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mhold_trait_notifications():\n\u001b[1;32m 651\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m sync_data:\n\u001b[1;32m 652\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkeys:\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/contextlib.py:144\u001b[0m, in \u001b[0;36m_GeneratorContextManager.__exit__\u001b[0;34m(self, typ, value, traceback)\u001b[0m\n\u001b[1;32m 142\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m typ \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 143\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 144\u001b[0m \u001b[38;5;28mnext\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mgen)\n\u001b[1;32m 145\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mStopIteration\u001b[39;00m:\n\u001b[1;32m 146\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mFalse\u001b[39;00m\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1498\u001b[0m, in \u001b[0;36mHasTraits.hold_trait_notifications\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 1496\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m changes \u001b[38;5;129;01min\u001b[39;00m cache\u001b[38;5;241m.\u001b[39mvalues():\n\u001b[1;32m 1497\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m change \u001b[38;5;129;01min\u001b[39;00m changes:\n\u001b[0;32m-> 1498\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mnotify_change(change)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/ipywidgets/widgets/widget.py:701\u001b[0m, in \u001b[0;36mWidget.notify_change\u001b[0;34m(self, change)\u001b[0m\n\u001b[1;32m 698\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkeys \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_should_send_property(name, \u001b[38;5;28mgetattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, name)):\n\u001b[1;32m 699\u001b[0m \u001b[38;5;66;03m# Send new state to front-end\u001b[39;00m\n\u001b[1;32m 700\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39msend_state(key\u001b[38;5;241m=\u001b[39mname)\n\u001b[0;32m--> 701\u001b[0m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39mnotify_change(change)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1513\u001b[0m, in \u001b[0;36mHasTraits.notify_change\u001b[0;34m(self, change)\u001b[0m\n\u001b[1;32m 1511\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mnotify_change\u001b[39m(\u001b[38;5;28mself\u001b[39m, change):\n\u001b[1;32m 1512\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Notify observers of a change event\"\"\"\u001b[39;00m\n\u001b[0;32m-> 1513\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_notify_observers(change)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1560\u001b[0m, in \u001b[0;36mHasTraits._notify_observers\u001b[0;34m(self, event)\u001b[0m\n\u001b[1;32m 1557\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(c, EventHandler) \u001b[38;5;129;01mand\u001b[39;00m c\u001b[38;5;241m.\u001b[39mname \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 1558\u001b[0m c \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, c\u001b[38;5;241m.\u001b[39mname)\n\u001b[0;32m-> 1560\u001b[0m c(event)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/ipywidgets/widgets/widget_selection.py:236\u001b[0m, in \u001b[0;36m_Selection._propagate_index\u001b[0;34m(self, change)\u001b[0m\n\u001b[1;32m 234\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mlabel \u001b[38;5;241m=\u001b[39m label\n\u001b[1;32m 235\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mvalue \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m value:\n\u001b[0;32m--> 236\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mvalue \u001b[38;5;241m=\u001b[39m value\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:729\u001b[0m, in \u001b[0;36mTraitType.__set__\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m 727\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m TraitError(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mThe \u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m trait is read-only.\u001b[39m\u001b[38;5;124m'\u001b[39m \u001b[38;5;241m%\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mname)\n\u001b[1;32m 728\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 729\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mset(obj, value)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:718\u001b[0m, in \u001b[0;36mTraitType.set\u001b[0;34m(self, obj, value)\u001b[0m\n\u001b[1;32m 714\u001b[0m silent \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m\n\u001b[1;32m 715\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m silent \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[1;32m 716\u001b[0m \u001b[38;5;66;03m# we explicitly compare silent to True just in case the equality\u001b[39;00m\n\u001b[1;32m 717\u001b[0m \u001b[38;5;66;03m# comparison above returns something other than True/False\u001b[39;00m\n\u001b[0;32m--> 718\u001b[0m obj\u001b[38;5;241m.\u001b[39m_notify_trait(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mname, old_value, new_value)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1501\u001b[0m, in \u001b[0;36mHasTraits._notify_trait\u001b[0;34m(self, name, old_value, new_value)\u001b[0m\n\u001b[1;32m 1500\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_notify_trait\u001b[39m(\u001b[38;5;28mself\u001b[39m, name, old_value, new_value):\n\u001b[0;32m-> 1501\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mnotify_change(\n\u001b[1;32m 1502\u001b[0m Bunch(\n\u001b[1;32m 1503\u001b[0m name\u001b[38;5;241m=\u001b[39mname,\n\u001b[1;32m 1504\u001b[0m old\u001b[38;5;241m=\u001b[39mold_value,\n\u001b[1;32m 1505\u001b[0m new\u001b[38;5;241m=\u001b[39mnew_value,\n\u001b[1;32m 1506\u001b[0m owner\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mself\u001b[39m,\n\u001b[1;32m 1507\u001b[0m \u001b[38;5;28mtype\u001b[39m\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mchange\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 1508\u001b[0m )\n\u001b[1;32m 1509\u001b[0m )\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/ipywidgets/widgets/widget.py:701\u001b[0m, in \u001b[0;36mWidget.notify_change\u001b[0;34m(self, change)\u001b[0m\n\u001b[1;32m 698\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m name \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkeys \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_should_send_property(name, \u001b[38;5;28mgetattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, name)):\n\u001b[1;32m 699\u001b[0m \u001b[38;5;66;03m# Send new state to front-end\u001b[39;00m\n\u001b[1;32m 700\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39msend_state(key\u001b[38;5;241m=\u001b[39mname)\n\u001b[0;32m--> 701\u001b[0m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39mnotify_change(change)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1513\u001b[0m, in \u001b[0;36mHasTraits.notify_change\u001b[0;34m(self, change)\u001b[0m\n\u001b[1;32m 1511\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mnotify_change\u001b[39m(\u001b[38;5;28mself\u001b[39m, change):\n\u001b[1;32m 1512\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Notify observers of a change event\"\"\"\u001b[39;00m\n\u001b[0;32m-> 1513\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_notify_observers(change)\n", "File \u001b[0;32m~/anaconda3/envs/torch_sfbc/lib/python3.11/site-packages/traitlets/traitlets.py:1560\u001b[0m, in \u001b[0;36mHasTraits._notify_observers\u001b[0;34m(self, event)\u001b[0m\n\u001b[1;32m 1557\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(c, EventHandler) \u001b[38;5;129;01mand\u001b[39;00m c\u001b[38;5;241m.\u001b[39mname \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 1558\u001b[0m c \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(\u001b[38;5;28mself\u001b[39m, c\u001b[38;5;241m.\u001b[39mname)\n\u001b[0;32m-> 1560\u001b[0m c(event)\n", "Cell \u001b[0;32mIn[3], line 21\u001b[0m, in \u001b[0;36mon_change\u001b[0;34m(change)\u001b[0m\n\u001b[1;32m 19\u001b[0m slider\u001b[38;5;241m.\u001b[39mvalue \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[1;32m 20\u001b[0m \u001b[38;5;66;03m# print(change['new'], slider.value)\u001b[39;00m\n\u001b[0;32m---> 21\u001b[0m updateFn(plotState, train_ds, hyperParameterDict, [change[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mnew\u001b[39m\u001b[38;5;124m'\u001b[39m], slider\u001b[38;5;241m.\u001b[39mvalue, \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m])\n", "File \u001b[0;32m~/dev/SFBC_tum_pbs/src/BasisConvolution/util/dataPlotting.py:95\u001b[0m, in \u001b[0;36mupdatePlot_testCase_II\u001b[0;34m(plotState, train_ds, hyperParameterDict, frame)\u001b[0m\n\u001b[1;32m 91\u001b[0m deAugmentedState \u001b[38;5;241m=\u001b[39m augmentState(copy\u001b[38;5;241m.\u001b[39mdeepcopy(currentState), augRotation \u001b[38;5;241m=\u001b[39m currentState[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124maugmentRotation\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mT \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124maugmentRotation\u001b[39m\u001b[38;5;124m'\u001b[39m \u001b[38;5;129;01min\u001b[39;00m currentState \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m, augmentFeatures\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[1;32m 93\u001b[0m visualizationState \u001b[38;5;241m=\u001b[39m prepVisualizationState(deAugmentedState, config)\n\u001b[0;32m---> 95\u001b[0m updatePlot(indexPlot, visualizationState, quantity \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mindices\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m 96\u001b[0m updatePlot(xVelocityPlot, visualizationState, quantity \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mvelocities\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m 97\u001b[0m updatePlot(yVelocityPlot, visualizationState, quantity \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mvelocities\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", "File \u001b[0;32m~/dev/SFBC_tum_pbs/src/BasisConvolution/util/plotting.py:406\u001b[0m, in \u001b[0;36mupdatePlot\u001b[0;34m(plotState, visualizationState, quantity)\u001b[0m\n\u001b[1;32m 404\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m scBoundary \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 405\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m which \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfluid\u001b[39m\u001b[38;5;124m'\u001b[39m:\n\u001b[0;32m--> 406\u001b[0m scBoundary\u001b[38;5;241m.\u001b[39mset_offsets(visualizationState[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mboundary\u001b[39m\u001b[38;5;124m'\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mpositions\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mdetach()\u001b[38;5;241m.\u001b[39mcpu()\u001b[38;5;241m.\u001b[39mnumpy())\n\u001b[1;32m 407\u001b[0m \u001b[38;5;66;03m# scBoundary.set_array(qcpu.numpy())\u001b[39;00m\n\u001b[1;32m 408\u001b[0m \u001b[38;5;66;03m# scBoundary.set_norm(norm)\u001b[39;00m\n\u001b[1;32m 409\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m which \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mboundary\u001b[39m\u001b[38;5;124m'\u001b[39m:\n", "\u001b[0;31mTypeError\u001b[0m: 'NoneType' object is not subscriptable" ] } ], "source": [ "# datasetPath = '../datasets/SFBC_dataset_I/dataset'\n", "# datasetPath = '../datasets/SFBC_dataset_II/dataset/train'\n", "# datasetPath = '../datasets/SFBC_dataset_III/dataset/train'\n", "# datasetPath = '../datasets/SFBC_dataset_I/dataset'\n", "datasetPath = '/home/winchenbach/dev/diffSPH/partiBench/generator/export'\n", "\n", "train_ds = datasetLoader(processFolder(hyperParameterDict, datasetPath))\n", "\n", "plotState = getPreparePlotFunction(train_ds.fileFormat)(train_ds, hyperParameterDict)\n", "updateFn = getUpdatePlotFunction(train_ds.fileFormat)\n", "\n", "dropdown = widgets.Dropdown(options=train_ds.fileNames, description='File:', layout={'width': 'initial'})\n", "slider = widgets.IntSlider(min=0, max=getFileCount(train_ds.fileNames[0]), value=0, description='Slider:')\n", "\n", "def on_change(change):\n", " if change['type'] == 'change' and change['name'] == 'value':\n", " slider.max = getFileCount(change['new'])\n", " if slider.value > slider.max:\n", " slider.value = 0\n", " # print(change['new'], slider.value)\n", " updateFn(plotState, train_ds, hyperParameterDict, [change['new'], slider.value, None, None, None])\n", "\n", "def on_change_slider(change):\n", " if change['type'] == 'change' and change['name'] == 'value': \n", " # print(change['new'])\n", " updateFn(plotState, train_ds, hyperParameterDict, [dropdown.value, change['new'], None, None, None])\n", "\n", "dropdown.observe(on_change)\n", "slider.observe(on_change_slider)\n", "\n", "display(dropdown)\n", "display(slider)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "torch_sfbc", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 2 }