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 = 18 | Segment [0] from curve 24 | 600 samples [9279..9878] | 0.057 of the curve [0.877__0.934] | Segment [1] from curve 37 (reversed) | 600 samples [2048..2647] | 0.111 of the curve [0.378__0.489] | Candidate after realignment and trimming: | Candidate index = 18 | Segment [0] from curve 24 | 513 samples [9322..9834] | 0.049 of the curve [0.881__0.930] | Segment [1] from curve 37 (reversed) | 513 samples [2092..2604] | 0.095 of the curve [0.387__0.481] | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 0 0 8 -1 0 12 -2 0 16 -2 0 20 -4 0 23 -5 0 27 -6 0 31 -8 0 34 -9 0 38 -11 0 42 -13 0 45 -15 0 49 -17 0 52 -18 0 56 -20 0 59 -23 0 62 -25 0 66 -27 0 69 -30 0 72 -32 0 75 -34 0 79 -36 0 82 -39 0 86 -41 0 89 -43 0 93 -44 0 96 -46 0 100 -48 0 103 -50 0 107 -51 0 111 -53 0 114 -55 0 118 -56 0 122 -58 0 125 -59 0 129 -60 0 133 -61 0 137 -62 0 141 -62 0 145 -63 0 149 -63 0 153 -62 0 157 -62 0 161 -62 0 165 -61 0 169 -60 0 173 -59 0 177 -58 0 181 -57 0 184 -56 0 188 -55 0 192 -54 0 196 -53 0 200 -53 0 204 -52 0 208 -52 0 212 -51 0 216 -51 0 220 -50 0 224 -50 0 228 -49 0 232 -48 0 236 -48 0 240 -47 0 244 -46 0 247 -46 0 251 -46 0 255 -46 0 259 -46 0 263 -46 0 267 -47 0 271 -47 0 275 -47 0 279 -48 0 283 -48 0 287 -49 0 291 -49 0 295 -50 0 299 -51 0 303 -52 0 307 -53 0 311 -54 0 315 -55 0 318 -56 0 322 -58 0 326 -59 0 330 -60 0 334 -61 0 338 -61 0 342 -61 0 346 -61 0 350 -61 0 354 -60 0 358 -60 0 361 -59 0 365 -58 0 369 -57 0 373 -56 0 377 -56 0 381 -55 0 385 -55 0 389 -54 0 393 -54 0 397 -53 0 401 -53 0 405 -53 0 409 -53 0 413 -53 0 417 -53 0 421 -53 0 425 -53 0 429 -53 0 433 -52 0 437 -52 0 441 -51 0 445 -50 0 449 -50 0 453 -49 0 457 -48 0 461 -48 0 465 -47 0 469 -47 0 473 -47 0 477 -47 0 481 -47 0 485 -47 0 489 -48 0 493 -48 0 497 -48 0 501 -48 0 505 -47 0 508 -47 0 512 -46 0 516 -45 0 520 -45 0 524 -44 0 528 -43 0 532 -43 0 536 -42 0 540 -42 0 544 -42 0 548 -43 0 552 -43 0 556 -44 0 560 -44 0 564 -45 0 568 -45 0 572 -46 0 576 -46 0 580 -46 0 584 -46 0 588 -46 0 592 -45 0 596 -45 0 600 -44 0 604 -44 0 608 -43 0 612 -42 0 616 -41 0 620 -41 0 623 -40 0 627 -40 0 631 -39 0 635 -39 0 639 -39 0 643 -38 0 647 -38 0 651 -38 0 655 -37 0 659 -36 0 663 -36 0 667 -35 0 671 -33 0 675 -32 0 678 -31 0 682 -29 0 686 -28 0 689 -26 0 693 -24 0 697 -23 0 700 -21 0 704 -19 0 708 -18 0 711 -16 0 715 -15 0 719 -14 0 723 -13 0 727 -13 0 731 -13 0 735 -13 0 739 -14 0 743 -14 0 747 -15 0 751 -16 0 754 -18 0 758 -19 0 762 -21 0 765 -23 0 769 -24 0 772 -26 0 776 -28 0 780 -29 0 784 -30 0 788 -31 0 792 -31 0 796 -31 0 800 -31 0 804 -30 0 808 -30 0 812 -29 0 816 -29 0 820 -28 0 824 -28 0 828 -29 0 832 -29 0 836 -30 0 839 -30 0 843 -31 0 847 -31 0 851 -32 0 855 -32 0 859 -31 0 863 -30 0 867 -29 0 871 -28 0 875 -26 0 878 -24 0 882 -23 0 885 -20 0 888 -18 0 892 -16 0 895 -14 0 899 -12 0 902 -10 0 905 -8 0 909 -6 0 912 -3 0 915 -1 0 919 1 0 922 3 0 926 5 0 930 6 0 933 8 0 937 9 0 941 10 0 945 11 0 949 12 0 953 12 0 957 12 0 961 11 0 965 11 0 969 10 0 973 10 0 977 10 0 981 9 0 985 9 0 989 10 0 992 10 0 996 11 0 1000 12 0 1004 13 0 1008 15 0 1012 16 0 1016 17 0 1019 18 0 1023 19 0 1027 20 0 1031 21 0 1035 21 0 1039 21 0 1043 22 0 1047 22 0 1051 22 0 1055 22 0 1059 22 0 1063 23 0 1067 23 0 1071 24 0 1075 25 0 1079 26 0 1082 27 0 1086 29 0 1089 31 0 1093 33 0 1096 36 0 1099 38 0 1102 41 0 1105 44 0 1107 47 0 1110 50 0 1113 53 0 1116 55 0 1119 58 0 1122 61 0 1125 63 0 1128 66 0 1131 68 0 1134 71 0 1138 73 0 1141 75 0 1145 77 0 1148 79 0 1152 81 0 1155 83 0 1159 84 0 1162 86 0 1166 88 0 1169 90 0 1173 92 0 1176 94 0 1179 96 0 1183 99 0 1186 101 0 1189 104 0 1192 106 0 1195 109 0 1198 112 0 1201 114 0 1204 117 0 1208 119 0 1211 121 0 1214 123 0 1218 125 0 1222 126 0 1225 128 0 1229 129 0 1233 130 0 1237 131 0 1241 132 0 1245 133 0 1248 134 0 1252 135 0 1256 136 0 1260 137 0 1264 138 0 1268 139 0 1272 140 0 1276 141 0 1280 141 0 1284 142 0 1288 142 0 1292 143 0 1296 143 0 1300 143 0 1304 143 0 1308 142 0 1311 141 0 1315 140 0 1319 139 0 1323 138 0 1327 137 0 1331 136 0 1335 135 0 1338 134 0 1342 133 0 1346 132 0 1350 132 0 1354 132 0 1358 132 0 1362 132 0 1366 133 0 1370 133 0 1374 134 0 1378 135 0 1382 136 0 1386 136 0 1390 137 0 1394 138 0 1398 139 0 1402 140 0 1406 140 0 1409 141 0 1413 141 0 1417 142 0 1421 142 0 1425 143 0 1429 143 0 1433 143 0 1437 143 0 1441 142 0 1445 142 0 1449 141 0 1453 140 0 1457 139 0 1461 138 0 1465 137 0 1468 135 0 1472 134 0 1476 132 0 1479 131 0 1483 129 0 1487 127 0 1490 126 0 1494 124 0 1498 123 0 1502 121 0 1505 120 0 1509 119 0 1513 117 0 1516 115 0 1520 114 0 1523 112 0 1527 110 0 1531 109 0 1534 107 0 1538 106 0 1542 105 0 1546 104 0 1550 104 0 1554 104 0 1558 105 0 1562 105 0 1566 106 0 1570 107 0 1574 108 0 1578 109 0 1582 110 0 1585 111 0 1589 112 0 1593 113 0 1597 113 0 1601 114 0 1605 115 0 1609 115 0 1613 116 0 1617 117 0 1621 117 0 1625 117 0 1629 118 0 1633 118 0 1637 117 0 1641 117 0 1645 116 0 1649 115 0 1652 114 0 1656 112 0 1660 111 0 1664 109 0 1667 108 0 1671 106 0 1675 105 0 1678 103 0 1682 101 0 1685 99 0 1689 98 0 1692 96 0 1696 94 0 1699 92 0 1703 90 0 1707 88 0 1710 86 0 1714 85 0 1718 84 0 1722 83 0 1726 82 0 1730 82 0 1734 82 0 1738 82 0 1742 82 0 1746 83 0 1750 83 0 1753 84 0 1757 84 0 1761 85 0 1765 85 0 1769 86 0 1773 86 0 1777 86 0 1781 86 0 1785 86 0 1789 85 0 1793 85 0 1797 84 0 1801 82 0 1805 81 0 1808 79 0 1812 77 0 1815 75 0 1818 72 0 1821 70 0 1824 67 0 1827 64 0 1830 61 0 1833 58 0 1835 56 0 1838 53 0 1841 50 0 1843 46 0 1846 43 0 1848 40 0 1851 37 0 1853 34 0 1856 31 0 1859 29 0 1862 26 0 1866 24 0 1869 22 0 1872 20 0 1876 18 0 1880 16 0 1883 14 0 1887 13 0 1891 11 0 1894 10 0 1898 9 0 1902 7 0 1906 6 0 1910 5 0 1913 4 0 1917 3 0 1921 1 0 1925 0 0 end frb_curve_t