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 = 14 | Segment [0] from curve 97 | 627 samples [ 184.. 810] | 0.125 of the curve [0.037__0.161] | Segment [1] from curve 103 (reversed) | 634 samples [3385.. 88] | 0.161 of the curve [0.861__0.022] | Candidate after realignment and trimming: | Candidate index = 14 | Segment [0] from curve 97 | 513 samples [ 219.. 731] | 0.102 of the curve [0.044__0.145] | Segment [1] from curve 103 (reversed) | 513 samples [3469.. 51] | 0.131 of the curve [0.883__0.013] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 1 0 8 1 0 12 2 0 16 2 0 20 3 0 24 3 0 28 4 0 32 4 0 36 5 0 40 5 0 44 5 0 48 6 0 52 6 0 56 6 0 60 6 0 64 5 0 68 5 0 72 4 0 75 3 0 79 2 0 83 2 0 87 1 0 91 0 0 95 0 0 99 -1 0 103 -1 0 107 -1 0 111 -1 0 115 -1 0 119 -1 0 123 -1 0 127 -1 0 131 -1 0 135 -2 0 139 -2 0 143 -2 0 147 -2 0 151 -1 0 155 -1 0 159 0 0 163 1 0 166 3 0 170 5 0 173 7 0 177 9 0 180 11 0 183 13 0 187 15 0 191 16 0 195 17 0 199 18 0 203 18 0 207 18 0 211 18 0 215 17 0 219 17 0 223 16 0 227 15 0 230 15 0 234 14 0 238 14 0 242 13 0 246 13 0 250 12 0 254 12 0 258 12 0 262 11 0 266 11 0 270 10 0 274 9 0 278 8 0 282 6 0 285 5 0 289 3 0 292 1 0 296 -1 0 299 -3 0 303 -5 0 307 -6 0 310 -8 0 314 -9 0 318 -10 0 322 -11 0 326 -12 0 330 -12 0 334 -13 0 338 -13 0 342 -14 0 346 -14 0 350 -15 0 354 -15 0 358 -16 0 362 -16 0 365 -17 0 369 -17 0 373 -18 0 377 -19 0 381 -20 0 385 -20 0 389 -20 0 393 -20 0 397 -20 0 401 -19 0 405 -18 0 409 -17 0 413 -16 0 417 -15 0 420 -14 0 424 -13 0 428 -12 0 432 -11 0 436 -10 0 440 -10 0 444 -9 0 448 -8 0 452 -8 0 456 -7 0 460 -6 0 464 -5 0 467 -5 0 471 -4 0 475 -3 0 479 -1 0 483 0 0 487 1 0 491 2 0 494 3 0 498 4 0 502 6 0 506 7 0 510 8 0 513 9 0 517 11 0 521 12 0 525 13 0 529 14 0 533 15 0 536 16 0 540 17 0 544 18 0 548 19 0 552 20 0 556 20 0 560 21 0 564 22 0 568 22 0 572 22 0 576 22 0 580 22 0 584 22 0 588 22 0 592 21 0 596 21 0 600 21 0 604 20 0 608 20 0 612 19 0 616 19 0 620 18 0 624 17 0 628 17 0 631 16 0 635 15 0 639 14 0 643 13 0 647 12 0 651 11 0 654 9 0 658 7 0 661 5 0 665 4 0 668 2 0 672 -1 0 675 -3 0 678 -5 0 682 -7 0 685 -10 0 688 -12 0 691 -15 0 695 -17 0 698 -19 0 701 -22 0 704 -24 0 708 -26 0 711 -28 0 715 -29 0 719 -31 0 722 -32 0 726 -33 0 730 -34 0 734 -35 0 738 -36 0 742 -36 0 746 -37 0 750 -37 0 754 -38 0 758 -38 0 762 -39 0 766 -39 0 770 -40 0 774 -40 0 778 -41 0 782 -41 0 786 -42 0 790 -42 0 794 -43 0 798 -43 0 802 -44 0 806 -44 0 810 -44 0 814 -44 0 818 -45 0 822 -45 0 825 -45 0 829 -44 0 833 -44 0 837 -43 0 841 -43 0 845 -42 0 849 -41 0 853 -40 0 857 -38 0 861 -37 0 865 -36 0 868 -35 0 872 -34 0 876 -34 0 880 -33 0 884 -33 0 888 -33 0 892 -33 0 896 -34 0 900 -34 0 904 -34 0 908 -35 0 912 -35 0 916 -36 0 920 -37 0 924 -37 0 928 -37 0 932 -38 0 936 -38 0 940 -38 0 944 -38 0 948 -39 0 952 -39 0 956 -39 0 960 -39 0 964 -39 0 968 -39 0 972 -39 0 976 -40 0 980 -40 0 984 -41 0 988 -42 0 992 -43 0 995 -44 0 999 -44 0 1003 -45 0 1007 -46 0 1011 -47 0 1015 -47 0 1019 -47 0 1023 -48 0 1027 -48 0 1031 -48 0 1035 -48 0 1039 -48 0 1043 -48 0 1047 -48 0 1051 -48 0 1055 -48 0 1059 -48 0 1063 -48 0 1067 -48 0 1071 -49 0 1075 -48 0 1079 -48 0 1083 -48 0 1087 -47 0 1091 -47 0 1095 -46 0 1099 -45 0 1102 -43 0 1106 -42 0 1110 -40 0 1113 -38 0 1117 -36 0 1120 -34 0 1123 -32 0 1127 -29 0 1130 -27 0 1133 -25 0 1137 -23 0 1140 -21 0 1143 -19 0 1147 -17 0 1151 -15 0 1155 -14 0 1158 -13 0 1162 -12 0 1166 -11 0 1170 -10 0 1174 -10 0 1178 -10 0 1182 -10 0 1186 -10 0 1190 -11 0 1194 -12 0 1198 -13 0 1201 -15 0 1205 -16 0 1208 -18 0 1212 -20 0 1215 -22 0 1219 -24 0 1222 -26 0 1226 -28 0 1230 -29 0 1233 -31 0 1237 -32 0 1241 -33 0 1245 -35 0 1249 -36 0 1252 -37 0 1256 -39 0 1260 -40 0 1264 -41 0 1267 -43 0 1271 -45 0 1274 -47 0 1278 -48 0 1282 -50 0 1285 -52 0 1289 -54 0 1292 -55 0 1296 -57 0 1300 -59 0 1303 -60 0 1307 -61 0 1311 -62 0 1315 -63 0 1319 -64 0 1323 -65 0 1327 -66 0 1331 -67 0 1334 -68 0 1338 -68 0 1342 -69 0 1346 -70 0 1350 -71 0 1354 -72 0 1358 -73 0 1362 -73 0 1366 -74 0 1370 -75 0 1373 -76 0 1377 -77 0 1381 -78 0 1385 -79 0 1389 -80 0 1393 -81 0 1397 -82 0 1401 -83 0 1405 -84 0 1408 -85 0 1412 -86 0 1416 -87 0 1420 -88 0 1424 -90 0 1427 -91 0 1431 -93 0 1435 -95 0 1438 -96 0 1442 -98 0 1446 -100 0 1449 -101 0 1453 -103 0 1457 -104 0 1461 -105 0 1465 -106 0 1468 -107 0 1472 -107 0 1476 -107 0 1480 -108 0 1484 -108 0 1488 -108 0 1492 -107 0 1496 -107 0 1500 -106 0 1504 -106 0 1508 -105 0 1512 -104 0 1516 -103 0 1520 -102 0 1524 -101 0 1527 -100 0 1531 -99 0 1535 -98 0 1539 -97 0 1543 -96 0 1547 -95 0 1551 -94 0 1555 -93 0 1559 -92 0 1562 -91 0 1566 -90 0 1570 -88 0 1574 -87 0 1577 -85 0 1581 -83 0 1584 -81 0 1587 -79 0 1591 -76 0 1594 -74 0 1597 -72 0 1601 -70 0 1604 -68 0 1608 -66 0 1612 -65 0 1615 -64 0 1619 -63 0 1623 -63 0 1627 -62 0 1631 -62 0 1635 -63 0 1639 -63 0 1643 -63 0 1647 -63 0 1651 -63 0 1655 -63 0 1659 -63 0 1663 -63 0 1667 -62 0 1671 -62 0 1675 -62 0 1679 -62 0 1683 -61 0 1687 -61 0 1691 -61 0 1695 -61 0 1699 -61 0 1703 -61 0 1707 -61 0 1711 -61 0 1715 -61 0 1719 -61 0 1723 -62 0 1727 -62 0 1731 -63 0 1735 -63 0 1739 -64 0 1743 -65 0 1747 -66 0 1751 -66 0 1755 -67 0 1759 -68 0 1763 -68 0 1767 -69 0 1771 -69 0 1775 -70 0 1779 -70 0 1783 -70 0 1787 -69 0 1791 -69 0 1794 -68 0 1798 -67 0 1802 -65 0 1805 -64 0 1809 -61 0 1812 -59 0 1815 -56 0 1817 -53 0 1820 -50 0 1823 -47 0 1825 -44 0 1828 -41 0 1831 -38 0 1834 -36 0 1838 -34 0 1841 -32 0 1845 -31 0 1849 -29 0 1852 -28 0 1856 -27 0 1860 -26 0 1864 -25 0 1868 -23 0 1871 -22 0 1875 -20 0 1879 -18 0 1882 -16 0 1885 -14 0 1889 -12 0 1892 -10 0 1896 -8 0 1900 -7 0 1903 -5 0 1907 -4 0 1911 -3 0 1915 -3 0 1919 -3 0 1923 -2 0 1927 -2 0 1931 -2 0 1935 -2 0 1939 -2 0 1943 -2 0 1947 -2 0 1951 -1 0 1955 -1 0 1959 0 0 end frb_curve_t