begin frb_curve_t (format of 2004-04-30) | Input candidate set: | Last edited on 2005-01-02 00:20:33 by stolfi | | False candidates | Generated from ../../std/s/raw.can by swapping segments | between candidates. | | | frb_analyze | maxShift = 0.000 pixels | nSamples = 513 | | Input candidate: | Candidate index = 35 | Segment [0] from curve 63 | 800 samples [1487..2286] | 0.099 of the curve [0.184__0.283] | Segment [1] from curve 95 (reversed) | 526 samples [2379..2904] | 0.147 of the curve [0.664__0.811] | Candidate after realignment and trimming: | Candidate index = 35 | Segment [0] from curve 63 | 513 samples [1630..2142] | 0.064 of the curve [0.202__0.265] | Segment [1] from curve 95 (reversed) | 513 samples [2386..2898] | 0.143 of the curve [0.666__0.809] | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 0 0 8 1 0 12 1 0 16 1 0 20 1 0 24 1 0 28 1 0 32 1 0 36 1 0 40 0 0 44 0 0 48 -1 0 52 -2 0 56 -3 0 60 -3 0 63 -4 0 67 -5 0 71 -6 0 75 -7 0 79 -8 0 83 -9 0 87 -10 0 91 -11 0 95 -11 0 99 -12 0 102 -13 0 106 -13 0 110 -14 0 114 -14 0 118 -15 0 122 -15 0 126 -15 0 130 -16 0 134 -16 0 138 -17 0 142 -17 0 146 -18 0 150 -19 0 154 -20 0 158 -20 0 162 -21 0 166 -22 0 170 -23 0 173 -24 0 177 -25 0 181 -26 0 185 -27 0 189 -29 0 193 -30 0 197 -31 0 200 -32 0 204 -33 0 208 -34 0 212 -35 0 216 -36 0 220 -36 0 224 -37 0 228 -37 0 232 -38 0 236 -38 0 240 -38 0 244 -38 0 248 -38 0 252 -38 0 256 -39 0 260 -39 0 264 -39 0 268 -39 0 272 -39 0 276 -39 0 280 -39 0 284 -39 0 288 -39 0 292 -39 0 296 -39 0 300 -39 0 304 -39 0 308 -40 0 312 -40 0 316 -40 0 320 -40 0 324 -40 0 328 -40 0 332 -40 0 336 -41 0 340 -41 0 344 -41 0 348 -42 0 352 -42 0 356 -42 0 360 -43 0 364 -44 0 367 -44 0 371 -45 0 375 -46 0 379 -47 0 383 -48 0 387 -49 0 391 -51 0 394 -52 0 398 -53 0 402 -54 0 406 -55 0 410 -56 0 414 -56 0 418 -56 0 422 -56 0 426 -56 0 430 -56 0 434 -55 0 438 -55 0 442 -54 0 446 -53 0 450 -53 0 454 -52 0 458 -51 0 461 -50 0 465 -49 0 469 -49 0 473 -48 0 477 -47 0 481 -45 0 485 -44 0 488 -43 0 492 -41 0 496 -40 0 499 -38 0 503 -36 0 507 -35 0 510 -33 0 514 -31 0 517 -30 0 521 -28 0 525 -27 0 529 -25 0 533 -24 0 536 -23 0 540 -23 0 544 -22 0 548 -21 0 552 -21 0 556 -20 0 560 -19 0 564 -18 0 568 -18 0 572 -17 0 576 -15 0 579 -14 0 583 -13 0 587 -12 0 591 -11 0 595 -10 0 599 -9 0 603 -8 0 606 -7 0 610 -6 0 614 -5 0 618 -5 0 622 -4 0 626 -4 0 630 -4 0 634 -3 0 638 -3 0 642 -3 0 646 -3 0 650 -4 0 654 -4 0 658 -4 0 662 -5 0 666 -5 0 670 -6 0 674 -6 0 678 -7 0 682 -7 0 686 -8 0 690 -9 0 694 -10 0 698 -11 0 701 -12 0 705 -13 0 709 -15 0 713 -16 0 716 -18 0 720 -20 0 723 -21 0 727 -23 0 730 -25 0 734 -28 0 737 -30 0 740 -32 0 744 -34 0 747 -36 0 750 -39 0 753 -41 0 757 -43 0 760 -46 0 763 -48 0 766 -51 0 769 -54 0 772 -56 0 775 -59 0 778 -62 0 781 -64 0 784 -67 0 787 -70 0 790 -72 0 793 -75 0 796 -78 0 799 -80 0 803 -82 0 806 -84 0 809 -86 0 813 -88 0 816 -90 0 820 -92 0 823 -94 0 827 -96 0 830 -98 0 834 -99 0 838 -101 0 841 -102 0 845 -104 0 849 -105 0 853 -106 0 857 -107 0 860 -109 0 864 -110 0 868 -110 0 872 -111 0 876 -112 0 880 -113 0 884 -113 0 888 -113 0 892 -114 0 896 -114 0 900 -114 0 904 -114 0 908 -113 0 912 -113 0 916 -113 0 920 -112 0 924 -111 0 928 -111 0 932 -110 0 936 -109 0 939 -108 0 943 -107 0 947 -106 0 951 -105 0 955 -104 0 959 -103 0 963 -102 0 967 -102 0 971 -101 0 975 -101 0 979 -101 0 983 -101 0 987 -101 0 991 -101 0 995 -101 0 999 -101 0 1003 -101 0 1007 -101 0 1011 -101 0 1015 -101 0 1019 -100 0 1023 -100 0 1027 -100 0 1031 -99 0 1035 -99 0 1039 -98 0 1042 -98 0 1046 -97 0 1050 -95 0 1054 -94 0 1058 -93 0 1061 -91 0 1065 -90 0 1069 -88 0 1073 -87 0 1076 -85 0 1080 -84 0 1084 -83 0 1088 -82 0 1092 -82 0 1096 -82 0 1100 -82 0 1104 -83 0 1108 -83 0 1112 -84 0 1116 -85 0 1119 -87 0 1123 -88 0 1127 -89 0 1131 -91 0 1134 -92 0 1138 -94 0 1142 -95 0 1146 -96 0 1149 -98 0 1153 -99 0 1157 -100 0 1161 -101 0 1165 -102 0 1169 -103 0 1172 -104 0 1176 -105 0 1180 -106 0 1184 -107 0 1188 -108 0 1192 -109 0 1196 -110 0 1200 -111 0 1204 -111 0 1208 -112 0 1212 -112 0 1216 -112 0 1220 -112 0 1224 -112 0 1228 -111 0 1232 -111 0 1235 -110 0 1239 -110 0 1243 -109 0 1247 -108 0 1251 -107 0 1255 -106 0 1259 -105 0 1263 -105 0 1267 -104 0 1271 -104 0 1275 -103 0 1279 -103 0 1283 -103 0 1287 -103 0 1291 -103 0 1295 -103 0 1299 -103 0 1303 -103 0 1307 -104 0 1311 -104 0 1315 -104 0 1319 -104 0 1323 -104 0 1327 -104 0 1331 -103 0 1335 -103 0 1339 -102 0 1343 -101 0 1347 -101 0 1350 -100 0 1354 -99 0 1358 -98 0 1362 -97 0 1366 -96 0 1370 -95 0 1374 -95 0 1378 -94 0 1382 -93 0 1385 -92 0 1389 -90 0 1393 -89 0 1397 -88 0 1400 -86 0 1404 -84 0 1407 -82 0 1411 -80 0 1414 -78 0 1418 -76 0 1421 -74 0 1424 -72 0 1428 -70 0 1432 -68 0 1435 -66 0 1439 -65 0 1443 -64 0 1447 -63 0 1451 -62 0 1455 -62 0 1459 -62 0 1463 -61 0 1467 -61 0 1471 -61 0 1475 -61 0 1479 -61 0 1483 -61 0 1487 -61 0 1491 -62 0 1495 -62 0 1499 -62 0 1503 -61 0 1507 -61 0 1511 -61 0 1515 -60 0 1519 -59 0 1522 -59 0 1526 -57 0 1530 -56 0 1534 -55 0 1537 -53 0 1541 -51 0 1544 -49 0 1548 -47 0 1551 -45 0 1555 -43 0 1558 -41 0 1562 -39 0 1565 -37 0 1569 -35 0 1572 -33 0 1576 -32 0 1580 -30 0 1583 -29 0 1587 -28 0 1591 -27 0 1595 -26 0 1599 -26 0 1603 -26 0 1607 -26 0 1611 -26 0 1615 -26 0 1619 -26 0 1623 -27 0 1627 -27 0 1631 -28 0 1635 -28 0 1639 -29 0 1643 -29 0 1647 -30 0 1651 -30 0 1655 -31 0 1659 -31 0 1663 -32 0 1667 -32 0 1671 -33 0 1675 -33 0 1679 -33 0 1683 -34 0 1687 -34 0 1690 -34 0 1694 -34 0 1698 -34 0 1703 -34 0 1707 -34 0 1711 -34 0 1715 -33 0 1718 -33 0 1722 -32 0 1726 -31 0 1730 -30 0 1734 -28 0 1737 -27 0 1741 -25 0 1745 -23 0 1748 -22 0 1752 -20 0 1755 -18 0 1759 -16 0 1762 -13 0 1765 -11 0 1769 -9 0 1772 -7 0 1775 -5 0 1779 -3 0 1782 -1 0 1786 1 0 1789 3 0 1793 5 0 1797 7 0 1800 8 0 1804 9 0 1808 11 0 1812 12 0 1816 13 0 1819 14 0 1823 15 0 1827 16 0 1831 17 0 1835 18 0 1839 19 0 1843 20 0 1846 22 0 1850 23 0 1854 24 0 1858 26 0 1861 27 0 1865 28 0 1869 29 0 1873 30 0 1877 31 0 1881 32 0 1885 32 0 1889 32 0 1893 33 0 1897 32 0 1901 32 0 1905 31 0 1909 31 0 1912 29 0 1916 28 0 1920 27 0 1923 25 0 1927 23 0 1930 21 0 1934 18 0 1937 16 0 1940 13 0 1943 11 0 1946 8 0 1949 5 0 1952 3 0 1955 0 0 end frb_curve_t