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 = 37 | Segment [0] from curve 39 | 749 samples [1986..2734] | 0.143 of the curve [0.380__0.524] | Segment [1] from curve 43 (reversed) | 754 samples [4290..5043] | 0.145 of the curve [0.827__0.972] | Candidate after realignment and trimming: | Candidate index = 37 | Segment [0] from curve 39 | 513 samples [2080..2592] | 0.098 of the curve [0.398__0.497] | Segment [1] from curve 43 (reversed) | 513 samples [4439..4951] | 0.099 of the curve [0.856__0.954] | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 -1 0 8 -2 0 11 -3 0 15 -4 0 19 -5 0 23 -6 0 27 -7 0 31 -8 0 35 -9 0 39 -9 0 43 -10 0 47 -11 0 50 -13 0 54 -14 0 58 -15 0 62 -17 0 65 -18 0 69 -20 0 73 -22 0 76 -23 0 80 -25 0 84 -27 0 87 -28 0 91 -30 0 94 -32 0 98 -33 0 102 -35 0 105 -37 0 109 -39 0 112 -41 0 116 -43 0 119 -45 0 123 -47 0 126 -49 0 130 -50 0 133 -52 0 137 -54 0 141 -55 0 145 -56 0 149 -57 0 153 -58 0 156 -59 0 160 -59 0 164 -60 0 168 -60 0 172 -60 0 176 -61 0 180 -61 0 184 -61 0 188 -62 0 192 -62 0 196 -62 0 200 -62 0 204 -62 0 208 -62 0 212 -61 0 216 -61 0 220 -61 0 224 -60 0 228 -59 0 232 -58 0 236 -57 0 240 -56 0 244 -55 0 248 -54 0 251 -53 0 255 -52 0 259 -51 0 263 -50 0 267 -49 0 271 -48 0 275 -48 0 279 -47 0 283 -47 0 287 -46 0 291 -46 0 295 -46 0 299 -46 0 303 -47 0 307 -47 0 311 -47 0 315 -47 0 319 -47 0 323 -47 0 327 -47 0 331 -46 0 334 -45 0 338 -44 0 342 -43 0 346 -41 0 349 -39 0 353 -37 0 356 -36 0 360 -34 0 364 -32 0 367 -30 0 371 -29 0 375 -27 0 378 -26 0 382 -25 0 386 -24 0 390 -23 0 394 -22 0 398 -21 0 402 -21 0 406 -20 0 410 -20 0 414 -20 0 418 -19 0 422 -19 0 426 -19 0 430 -18 0 434 -18 0 438 -17 0 442 -17 0 446 -16 0 449 -16 0 453 -15 0 457 -14 0 461 -14 0 465 -13 0 469 -12 0 473 -12 0 477 -11 0 481 -10 0 485 -9 0 489 -8 0 492 -6 0 496 -5 0 500 -3 0 503 -1 0 507 1 0 510 3 0 514 5 0 517 7 0 520 9 0 524 11 0 527 13 0 531 15 0 534 17 0 538 19 0 541 21 0 545 23 0 549 24 0 552 25 0 556 27 0 560 28 0 564 29 0 568 30 0 572 30 0 576 31 0 580 31 0 584 32 0 588 32 0 592 32 0 596 32 0 600 32 0 604 32 0 608 31 0 612 31 0 616 30 0 620 30 0 623 29 0 627 28 0 631 27 0 635 26 0 639 25 0 643 24 0 647 23 0 651 22 0 654 21 0 658 20 0 662 19 0 666 18 0 670 18 0 674 17 0 678 16 0 682 16 0 686 15 0 690 15 0 694 14 0 698 14 0 702 13 0 706 12 0 710 12 0 713 11 0 717 10 0 721 8 0 725 7 0 728 5 0 732 3 0 735 1 0 738 -2 0 741 -4 0 744 -7 0 747 -10 0 750 -12 0 753 -15 0 756 -18 0 759 -21 0 761 -24 0 764 -27 0 767 -29 0 770 -32 0 773 -35 0 776 -37 0 779 -40 0 783 -42 0 786 -44 0 790 -46 0 793 -48 0 797 -49 0 801 -50 0 805 -50 0 809 -51 0 813 -51 0 817 -51 0 821 -52 0 825 -52 0 829 -53 0 833 -54 0 837 -55 0 840 -56 0 844 -57 0 848 -58 0 852 -59 0 856 -60 0 860 -61 0 863 -62 0 867 -63 0 871 -64 0 875 -65 0 879 -65 0 883 -66 0 887 -66 0 891 -67 0 895 -67 0 899 -68 0 903 -68 0 907 -69 0 911 -70 0 915 -71 0 918 -73 0 922 -74 0 926 -75 0 930 -77 0 933 -78 0 937 -79 0 941 -81 0 945 -82 0 949 -83 0 953 -84 0 957 -84 0 960 -85 0 964 -86 0 968 -86 0 972 -86 0 976 -87 0 980 -87 0 984 -87 0 988 -87 0 992 -87 0 996 -87 0 1000 -87 0 1004 -87 0 1008 -87 0 1012 -87 0 1016 -86 0 1020 -86 0 1024 -86 0 1028 -85 0 1032 -85 0 1036 -84 0 1040 -84 0 1044 -84 0 1048 -83 0 1052 -83 0 1056 -82 0 1060 -82 0 1064 -81 0 1068 -80 0 1072 -79 0 1075 -77 0 1079 -76 0 1083 -74 0 1086 -72 0 1090 -71 0 1094 -69 0 1097 -68 0 1101 -67 0 1105 -66 0 1109 -66 0 1113 -65 0 1117 -66 0 1121 -66 0 1125 -67 0 1129 -68 0 1133 -69 0 1136 -71 0 1140 -73 0 1144 -74 0 1147 -76 0 1151 -78 0 1155 -79 0 1159 -80 0 1162 -81 0 1166 -82 0 1170 -82 0 1174 -81 0 1178 -81 0 1182 -80 0 1186 -79 0 1190 -77 0 1193 -76 0 1197 -74 0 1201 -72 0 1204 -70 0 1208 -68 0 1211 -66 0 1214 -64 0 1218 -62 0 1221 -60 0 1225 -58 0 1229 -57 0 1232 -55 0 1236 -54 0 1240 -53 0 1244 -52 0 1248 -51 0 1252 -50 0 1255 -49 0 1259 -49 0 1263 -49 0 1267 -49 0 1271 -49 0 1275 -49 0 1279 -49 0 1283 -50 0 1287 -50 0 1291 -51 0 1295 -53 0 1299 -54 0 1302 -56 0 1306 -58 0 1310 -59 0 1313 -61 0 1317 -63 0 1321 -64 0 1324 -65 0 1328 -66 0 1332 -66 0 1336 -66 0 1340 -66 0 1344 -66 0 1348 -66 0 1352 -65 0 1356 -65 0 1360 -65 0 1364 -64 0 1368 -64 0 1372 -65 0 1376 -65 0 1380 -65 0 1384 -66 0 1388 -67 0 1392 -68 0 1396 -69 0 1400 -70 0 1403 -71 0 1407 -73 0 1411 -74 0 1415 -76 0 1418 -77 0 1422 -78 0 1426 -80 0 1430 -81 0 1434 -81 0 1438 -82 0 1442 -82 0 1446 -82 0 1450 -81 0 1454 -81 0 1458 -80 0 1462 -79 0 1466 -79 0 1469 -78 0 1473 -78 0 1477 -77 0 1481 -76 0 1485 -75 0 1489 -73 0 1493 -72 0 1496 -70 0 1500 -68 0 1503 -66 0 1506 -64 0 1510 -62 0 1513 -59 0 1517 -57 0 1520 -56 0 1524 -54 0 1528 -53 0 1531 -52 0 1535 -51 0 1539 -49 0 1543 -48 0 1547 -47 0 1551 -46 0 1554 -45 0 1558 -43 0 1562 -41 0 1565 -40 0 1569 -38 0 1572 -35 0 1575 -33 0 1578 -30 0 1581 -28 0 1584 -25 0 1587 -22 0 1589 -19 0 1592 -16 0 1594 -12 0 1597 -9 0 1599 -6 0 1602 -3 0 1605 -1 0 1608 2 0 1611 5 0 1614 8 0 1617 10 0 1620 13 0 1623 15 0 1626 18 0 1629 20 0 1633 22 0 1636 24 0 1640 26 0 1643 28 0 1647 29 0 1651 31 0 1654 33 0 1658 34 0 1661 36 0 1665 38 0 1668 40 0 1672 42 0 1675 44 0 1679 46 0 1682 49 0 1685 51 0 1688 53 0 1692 56 0 1695 58 0 1698 60 0 1701 63 0 1705 65 0 1708 67 0 1712 69 0 1715 71 0 1719 73 0 1722 74 0 1726 76 0 1730 77 0 1734 77 0 1738 78 0 1742 78 0 1746 78 0 1750 78 0 1754 77 0 1758 77 0 1762 76 0 1765 75 0 1769 74 0 1773 72 0 1777 70 0 1780 68 0 1783 66 0 1787 64 0 1790 61 0 1793 58 0 1795 56 0 1798 53 0 1801 50 0 1804 47 0 1807 44 0 1810 42 0 1813 39 0 1816 36 0 1819 34 0 1822 32 0 1825 29 0 1829 27 0 1832 25 0 1835 22 0 1839 20 0 1842 18 0 1845 15 0 1848 13 0 1851 11 0 1855 8 0 1858 6 0 1862 5 0 1865 3 0 1869 2 0 1873 1 0 1877 0 0 1881 -1 0 1885 -1 0 1889 -1 0 1893 -1 0 1897 0 0 1901 0 0 end frb_curve_t