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 = 47 | Segment [0] from curve 90 | 600 samples [ 938..1537] | 0.084 of the curve [0.131__0.215] | Segment [1] from curve 106 (reversed) | 600 samples [ 911..1510] | 0.092 of the curve [0.139__0.230] | Candidate after realignment and trimming: | Candidate index = 47 | Segment [0] from curve 90 | 513 samples [ 981..1493] | 0.072 of the curve [0.137__0.209] | Segment [1] from curve 106 (reversed) | 513 samples [ 955..1467] | 0.078 of the curve [0.146__0.224] | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 -1 0 8 -2 0 11 -4 0 15 -5 0 19 -6 0 23 -8 0 26 -9 0 30 -11 0 34 -12 0 38 -14 0 41 -15 0 45 -17 0 49 -18 0 52 -20 0 56 -21 0 60 -23 0 64 -24 0 67 -25 0 71 -27 0 75 -28 0 79 -29 0 83 -30 0 86 -31 0 90 -33 0 94 -34 0 98 -35 0 102 -36 0 106 -37 0 109 -38 0 113 -40 0 117 -41 0 121 -42 0 125 -43 0 129 -43 0 133 -44 0 137 -45 0 141 -45 0 145 -45 0 149 -45 0 153 -45 0 157 -45 0 161 -45 0 165 -45 0 169 -45 0 173 -44 0 177 -44 0 181 -44 0 185 -43 0 188 -43 0 192 -42 0 196 -42 0 200 -41 0 204 -41 0 208 -40 0 212 -40 0 216 -39 0 220 -39 0 224 -38 0 228 -38 0 232 -37 0 236 -36 0 240 -36 0 244 -35 0 248 -34 0 252 -34 0 256 -33 0 260 -32 0 263 -31 0 267 -29 0 271 -28 0 275 -27 0 279 -26 0 283 -25 0 286 -24 0 290 -23 0 294 -22 0 298 -21 0 302 -21 0 306 -21 0 310 -21 0 314 -21 0 318 -22 0 322 -23 0 326 -23 0 330 -24 0 334 -25 0 338 -25 0 342 -26 0 346 -26 0 350 -26 0 354 -27 0 358 -27 0 362 -27 0 366 -28 0 370 -28 0 374 -28 0 378 -29 0 382 -29 0 386 -30 0 390 -30 0 394 -31 0 397 -32 0 401 -32 0 405 -33 0 409 -34 0 413 -34 0 417 -35 0 421 -36 0 425 -36 0 429 -37 0 433 -38 0 437 -38 0 441 -39 0 445 -40 0 449 -41 0 453 -42 0 456 -43 0 460 -44 0 464 -45 0 468 -46 0 472 -47 0 476 -48 0 480 -49 0 483 -51 0 487 -52 0 491 -54 0 494 -55 0 498 -57 0 502 -58 0 505 -60 0 509 -62 0 513 -64 0 516 -65 0 520 -67 0 523 -69 0 527 -70 0 531 -72 0 534 -74 0 538 -75 0 542 -77 0 545 -78 0 549 -80 0 553 -81 0 556 -83 0 560 -84 0 564 -86 0 568 -87 0 572 -88 0 575 -90 0 579 -91 0 583 -92 0 587 -94 0 590 -95 0 594 -96 0 598 -97 0 602 -98 0 606 -98 0 610 -98 0 614 -97 0 618 -96 0 622 -95 0 625 -93 0 629 -91 0 632 -90 0 636 -88 0 639 -86 0 643 -84 0 646 -82 0 650 -80 0 654 -79 0 658 -78 0 662 -77 0 666 -77 0 670 -76 0 674 -76 0 678 -76 0 682 -76 0 686 -76 0 690 -77 0 694 -77 0 698 -77 0 702 -76 0 706 -76 0 710 -76 0 714 -75 0 717 -75 0 721 -74 0 725 -74 0 729 -73 0 733 -72 0 737 -71 0 741 -70 0 745 -70 0 749 -69 0 753 -68 0 757 -67 0 760 -66 0 764 -65 0 768 -64 0 772 -63 0 776 -62 0 780 -61 0 784 -60 0 788 -59 0 792 -58 0 795 -57 0 799 -56 0 803 -55 0 807 -55 0 811 -54 0 815 -53 0 819 -52 0 823 -52 0 827 -51 0 831 -51 0 835 -50 0 839 -50 0 843 -49 0 847 -49 0 851 -49 0 855 -49 0 859 -49 0 863 -49 0 867 -49 0 871 -49 0 875 -49 0 879 -50 0 883 -50 0 887 -50 0 891 -51 0 895 -51 0 899 -51 0 903 -52 0 907 -52 0 911 -53 0 915 -53 0 918 -54 0 922 -55 0 926 -56 0 930 -57 0 934 -58 0 938 -59 0 942 -60 0 946 -61 0 949 -62 0 953 -63 0 957 -64 0 961 -65 0 965 -66 0 969 -67 0 973 -67 0 977 -68 0 981 -69 0 985 -69 0 989 -70 0 993 -70 0 997 -70 0 1001 -70 0 1005 -70 0 1009 -69 0 1013 -69 0 1017 -68 0 1021 -68 0 1024 -67 0 1028 -66 0 1032 -66 0 1036 -65 0 1040 -64 0 1044 -63 0 1048 -62 0 1052 -61 0 1056 -60 0 1059 -59 0 1063 -58 0 1067 -57 0 1071 -57 0 1075 -56 0 1079 -56 0 1083 -55 0 1087 -55 0 1091 -55 0 1095 -55 0 1099 -55 0 1103 -54 0 1107 -54 0 1111 -54 0 1115 -54 0 1119 -53 0 1123 -53 0 1127 -52 0 1131 -51 0 1135 -51 0 1139 -50 0 1143 -48 0 1146 -47 0 1150 -46 0 1154 -45 0 1158 -43 0 1161 -42 0 1165 -40 0 1169 -39 0 1173 -37 0 1176 -36 0 1180 -35 0 1184 -33 0 1188 -32 0 1192 -31 0 1195 -30 0 1199 -29 0 1203 -29 0 1207 -28 0 1211 -28 0 1215 -28 0 1219 -27 0 1223 -27 0 1227 -27 0 1231 -27 0 1235 -27 0 1239 -27 0 1243 -27 0 1247 -27 0 1251 -27 0 1255 -27 0 1259 -26 0 1263 -26 0 1267 -26 0 1271 -26 0 1275 -26 0 1279 -26 0 1283 -26 0 1287 -25 0 1291 -25 0 1295 -25 0 1299 -25 0 1303 -25 0 1307 -25 0 1311 -26 0 1315 -26 0 1319 -27 0 1323 -27 0 1327 -28 0 1331 -29 0 1335 -30 0 1339 -31 0 1343 -32 0 1346 -33 0 1350 -34 0 1354 -35 0 1358 -36 0 1362 -38 0 1366 -39 0 1369 -40 0 1373 -41 0 1377 -41 0 1381 -42 0 1385 -43 0 1389 -43 0 1393 -43 0 1397 -43 0 1401 -43 0 1405 -43 0 1409 -43 0 1413 -42 0 1417 -42 0 1421 -41 0 1425 -40 0 1429 -39 0 1433 -38 0 1437 -38 0 1441 -37 0 1444 -36 0 1448 -36 0 1452 -36 0 1456 -36 0 1460 -37 0 1464 -37 0 1468 -38 0 1472 -39 0 1476 -41 0 1480 -42 0 1483 -44 0 1487 -45 0 1490 -47 0 1494 -49 0 1497 -51 0 1501 -53 0 1504 -55 0 1508 -57 0 1511 -59 0 1515 -61 0 1519 -62 0 1523 -63 0 1526 -64 0 1530 -65 0 1534 -65 0 1538 -65 0 1542 -65 0 1546 -64 0 1550 -63 0 1554 -62 0 1558 -60 0 1561 -59 0 1565 -57 0 1569 -56 0 1573 -55 0 1576 -53 0 1580 -52 0 1584 -50 0 1588 -49 0 1591 -47 0 1595 -45 0 1598 -43 0 1602 -41 0 1605 -39 0 1609 -37 0 1612 -35 0 1615 -33 0 1619 -31 0 1622 -29 0 1626 -27 0 1630 -25 0 1633 -24 0 1637 -23 0 1641 -21 0 1645 -20 0 1649 -20 0 1653 -19 0 1656 -18 0 1660 -18 0 1664 -17 0 1668 -17 0 1672 -16 0 1676 -16 0 1680 -16 0 1684 -16 0 1688 -16 0 1692 -16 0 1696 -16 0 1700 -16 0 1704 -17 0 1708 -17 0 1712 -17 0 1716 -18 0 1720 -18 0 1724 -19 0 1728 -19 0 1732 -19 0 1736 -19 0 1740 -20 0 1744 -20 0 1748 -19 0 1752 -19 0 1756 -19 0 1760 -19 0 1764 -18 0 1768 -18 0 1772 -17 0 1776 -16 0 1780 -16 0 1784 -15 0 1788 -14 0 1791 -13 0 1795 -11 0 1799 -10 0 1803 -8 0 1806 -7 0 1810 -6 0 1814 -4 0 1818 -3 0 1822 -2 0 1826 -1 0 1830 -1 0 1834 0 0 1838 0 0 1842 0 0 1846 0 0 1849 -1 0 1853 -1 0 1857 -2 0 1861 -3 0 1865 -5 0 1869 -6 0 1872 -8 0 1876 -9 0 1880 -11 0 1883 -13 0 1887 -14 0 1891 -16 0 1895 -17 0 1899 -17 0 1903 -18 0 1907 -18 0 1910 -17 0 1914 -17 0 1918 -16 0 1922 -14 0 1926 -13 0 1930 -12 0 1933 -10 0 1937 -9 0 1941 -7 0 1945 -6 0 1948 -5 0 1952 -4 0 1956 -3 0 1960 -2 0 1964 -2 0 1968 -1 0 1972 -1 0 1976 0 0 1980 0 0 1984 0 0 end frb_curve_t