begin frb_curve_t (format of 2004-04-30) | Input candidate set: | Last edited on 2005-01-01 23:36:33 by stolfi | | True and recognizable candidates | Essentially entered by hand | Some of them refined with PZRefineCands | | | frb_analyze | maxShift = 0.847 pixels | nSamples = 513 | | Input candidate: | Candidate index = 41 | Segment [0] from curve 90 | 758 samples [ 816..1573] | 0.106 of the curve [0.114__0.220] | Segment [1] from curve 108 (reversed) | 745 samples [3090..3834] | 0.156 of the curve [0.646__0.802] | Candidate after realignment and trimming: | Candidate index = 41 | Segment [0] from curve 90 | 513 samples [1008..1520] | 0.072 of the curve [0.141__0.212] | Segment [1] from curve 108 (reversed) | 513 samples [3141..3653] | 0.107 of the curve [0.657__0.764] | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 1 0 8 2 0 12 3 0 15 5 0 19 6 0 23 7 0 27 9 0 30 10 0 34 12 0 38 13 0 41 14 0 45 16 0 49 17 0 53 19 0 57 20 0 60 21 0 64 21 0 68 22 0 72 22 0 76 23 0 80 23 0 84 23 0 88 23 0 92 23 0 96 24 0 100 24 0 104 24 0 108 24 0 112 25 0 116 25 0 120 25 0 124 25 0 128 25 0 132 25 0 136 24 0 140 24 0 144 24 0 148 24 0 152 23 0 156 23 0 160 23 0 164 22 0 168 22 0 172 22 0 176 21 0 180 21 0 184 20 0 188 20 0 192 20 0 196 19 0 200 19 0 204 19 0 208 18 0 212 18 0 216 18 0 220 18 0 224 18 0 228 17 0 232 17 0 236 17 0 240 17 0 244 16 0 248 16 0 252 16 0 256 16 0 260 16 0 264 16 0 268 16 0 272 16 0 276 16 0 280 16 0 284 16 0 288 16 0 292 16 0 296 16 0 300 16 0 304 15 0 308 15 0 312 15 0 316 14 0 320 14 0 324 14 0 328 13 0 332 13 0 336 13 0 340 12 0 344 12 0 348 11 0 352 10 0 355 9 0 359 8 0 363 7 0 367 6 0 371 5 0 375 5 0 379 4 0 383 5 0 387 5 0 391 6 0 395 7 0 398 8 0 402 10 0 405 12 0 409 14 0 412 17 0 415 19 0 419 21 0 422 23 0 425 25 0 429 27 0 433 29 0 436 30 0 440 32 0 444 32 0 448 33 0 452 34 0 456 34 0 460 34 0 464 35 0 468 35 0 472 35 0 476 35 0 480 35 0 484 34 0 488 34 0 492 34 0 496 34 0 500 33 0 504 33 0 508 33 0 512 32 0 516 32 0 520 31 0 524 31 0 528 30 0 532 30 0 536 29 0 539 28 0 543 27 0 547 26 0 551 25 0 555 24 0 559 23 0 562 22 0 566 20 0 570 19 0 574 18 0 578 16 0 581 15 0 585 14 0 589 12 0 593 11 0 597 11 0 601 10 0 605 9 0 609 9 0 613 8 0 617 8 0 621 8 0 625 8 0 629 8 0 632 8 0 636 9 0 640 9 0 644 9 0 648 10 0 652 10 0 656 10 0 660 10 0 664 10 0 668 10 0 672 10 0 676 10 0 680 10 0 684 10 0 688 10 0 692 10 0 696 10 0 700 10 0 704 10 0 708 10 0 712 10 0 716 11 0 720 11 0 724 11 0 728 11 0 732 11 0 736 11 0 740 11 0 744 10 0 748 10 0 752 9 0 756 8 0 760 8 0 764 7 0 768 6 0 772 6 0 776 5 0 780 4 0 784 4 0 788 3 0 792 2 0 796 1 0 800 1 0 803 0 0 807 -1 0 811 -2 0 815 -3 0 819 -5 0 823 -6 0 826 -7 0 830 -8 0 834 -10 0 838 -11 0 842 -12 0 846 -12 0 850 -13 0 854 -13 0 858 -14 0 862 -14 0 866 -14 0 870 -14 0 874 -14 0 878 -14 0 882 -14 0 886 -13 0 890 -13 0 894 -12 0 897 -12 0 901 -11 0 905 -10 0 909 -10 0 913 -9 0 917 -7 0 921 -6 0 925 -5 0 928 -4 0 932 -2 0 936 -1 0 940 0 0 943 2 0 947 3 0 951 3 0 955 4 0 959 4 0 963 4 0 967 4 0 971 4 0 975 3 0 979 3 0 983 3 0 987 2 0 991 2 0 995 1 0 999 1 0 1003 0 0 1007 0 0 1011 -1 0 1015 -1 0 1019 -2 0 1023 -2 0 1027 -3 0 1031 -3 0 1035 -3 0 1039 -3 0 1043 -3 0 1047 -3 0 1051 -3 0 1055 -3 0 1059 -2 0 1063 -2 0 1067 -1 0 1071 0 0 1074 0 0 1078 1 0 1082 2 0 1086 3 0 1090 3 0 1094 4 0 1098 4 0 1102 5 0 1106 5 0 1110 6 0 1114 6 0 1118 6 0 1122 7 0 1126 7 0 1130 7 0 1134 8 0 1138 8 0 1142 9 0 1146 10 0 1150 11 0 1154 12 0 1157 13 0 1161 14 0 1165 15 0 1169 17 0 1172 18 0 1176 20 0 1180 21 0 1184 22 0 1188 23 0 1191 24 0 1195 25 0 1199 26 0 1203 26 0 1207 27 0 1211 27 0 1215 27 0 1219 27 0 1223 27 0 1227 26 0 1231 26 0 1235 25 0 1239 25 0 1243 24 0 1247 23 0 1251 22 0 1255 21 0 1259 20 0 1262 19 0 1266 18 0 1270 16 0 1274 15 0 1277 13 0 1281 12 0 1285 10 0 1288 9 0 1292 7 0 1296 5 0 1299 4 0 1303 2 0 1307 1 0 1311 0 0 1315 -1 0 1318 -2 0 1322 -3 0 1326 -4 0 1330 -5 0 1334 -5 0 1338 -6 0 1342 -7 0 1346 -8 0 1350 -9 0 1354 -10 0 1357 -11 0 1361 -12 0 1365 -12 0 1369 -13 0 1373 -13 0 1377 -13 0 1381 -13 0 1385 -13 0 1389 -13 0 1393 -12 0 1397 -12 0 1401 -12 0 1405 -12 0 1409 -12 0 1413 -12 0 1417 -12 0 1421 -13 0 1425 -13 0 1429 -14 0 1433 -15 0 1437 -15 0 1441 -16 0 1445 -17 0 1449 -18 0 1453 -18 0 1457 -19 0 1461 -19 0 1465 -20 0 1469 -20 0 1473 -20 0 1477 -20 0 1481 -20 0 1485 -20 0 1489 -20 0 1493 -20 0 1497 -20 0 1501 -20 0 1505 -20 0 1509 -19 0 1513 -19 0 1517 -19 0 1521 -19 0 1525 -19 0 1529 -18 0 1533 -18 0 1537 -18 0 1541 -17 0 1545 -17 0 1548 -17 0 1552 -16 0 1556 -15 0 1560 -14 0 1564 -13 0 1568 -12 0 1572 -11 0 1576 -10 0 1580 -9 0 1583 -8 0 1587 -7 0 1591 -6 0 1595 -5 0 1599 -4 0 1603 -4 0 1607 -4 0 1611 -3 0 1615 -3 0 1619 -3 0 1623 -3 0 1627 -4 0 1631 -4 0 1635 -4 0 1639 -4 0 1643 -3 0 1647 -3 0 1651 -2 0 1655 -1 0 1659 0 0 1662 2 0 1666 3 0 1670 5 0 1673 6 0 1677 8 0 1680 10 0 1684 11 0 1688 13 0 1692 14 0 1695 15 0 1699 16 0 1703 17 0 1707 18 0 1711 19 0 1715 20 0 1719 20 0 1723 21 0 1727 22 0 1731 23 0 1735 24 0 1738 25 0 1742 26 0 1746 27 0 1750 28 0 1754 30 0 1757 31 0 1761 32 0 1765 33 0 1769 34 0 1773 34 0 1777 35 0 1781 35 0 1785 36 0 1789 36 0 1793 36 0 1797 36 0 1801 35 0 1805 35 0 1809 34 0 1813 34 0 1817 33 0 1821 32 0 1825 31 0 1829 30 0 1832 29 0 1836 28 0 1840 27 0 1844 26 0 1848 25 0 1851 23 0 1855 22 0 1859 21 0 1863 20 0 1867 18 0 1870 17 0 1874 16 0 1878 15 0 1882 14 0 1886 13 0 1890 12 0 1894 11 0 1897 9 0 1901 8 0 1905 7 0 1909 6 0 1913 4 0 1916 3 0 1920 2 0 1924 1 0 1928 0 0 1932 -1 0 1936 -1 0 1940 -1 0 1944 -1 0 1948 -1 0 1952 -1 0 1956 -1 0 1960 -1 0 1964 -1 0 1968 -1 0 1972 -1 0 1976 0 0 1980 0 0 1984 0 0 1988 0 0 1992 0 0 1996 0 0 2000 0 0 2004 0 0 end frb_curve_t