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 = 49 | Segment [0] from curve 25 | 526 samples [1128..1653] | 0.086 of the curve [0.184__0.269] | Segment [1] from curve 40 (reversed) | 529 samples [2131..2659] | 0.110 of the curve [0.443__0.553] | Candidate after realignment and trimming: | Candidate index = 49 | Segment [0] from curve 25 | 513 samples [1153..1665] | 0.083 of the curve [0.188__0.271] | Segment [1] from curve 40 (reversed) | 513 samples [2129..2641] | 0.107 of the curve [0.442__0.549] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 0 0 8 0 0 12 -1 0 16 -1 0 20 -2 0 24 -3 0 28 -3 0 32 -4 0 36 -5 0 40 -6 0 44 -6 0 47 -7 0 51 -7 0 55 -8 0 59 -9 0 63 -10 0 67 -11 0 71 -13 0 74 -14 0 78 -16 0 81 -18 0 85 -20 0 88 -23 0 91 -25 0 94 -27 0 98 -30 0 101 -32 0 104 -34 0 108 -36 0 111 -38 0 115 -40 0 118 -42 0 122 -44 0 125 -45 0 129 -47 0 133 -49 0 136 -50 0 140 -52 0 144 -54 0 147 -55 0 151 -57 0 155 -58 0 159 -59 0 163 -60 0 167 -60 0 171 -60 0 175 -60 0 179 -60 0 183 -60 0 187 -59 0 191 -59 0 195 -58 0 199 -58 0 203 -57 0 206 -57 0 210 -56 0 214 -56 0 218 -56 0 222 -55 0 226 -55 0 230 -54 0 234 -54 0 238 -53 0 242 -53 0 246 -52 0 250 -52 0 254 -52 0 258 -52 0 262 -52 0 266 -52 0 270 -52 0 274 -53 0 278 -54 0 282 -55 0 286 -56 0 289 -58 0 293 -60 0 296 -62 0 300 -64 0 303 -67 0 306 -69 0 309 -72 0 312 -75 0 315 -77 0 317 -80 0 320 -83 0 323 -86 0 326 -88 0 329 -91 0 333 -93 0 336 -96 0 339 -98 0 343 -100 0 346 -102 0 350 -103 0 353 -105 0 357 -106 0 361 -108 0 365 -109 0 369 -110 0 373 -110 0 377 -111 0 381 -111 0 385 -111 0 389 -112 0 393 -111 0 397 -111 0 401 -111 0 404 -110 0 408 -109 0 412 -108 0 416 -106 0 420 -105 0 423 -103 0 427 -102 0 431 -100 0 434 -98 0 438 -97 0 442 -95 0 445 -93 0 449 -92 0 453 -90 0 456 -89 0 460 -87 0 464 -86 0 468 -85 0 471 -83 0 475 -82 0 479 -80 0 482 -78 0 486 -77 0 489 -75 0 493 -73 0 496 -71 0 500 -69 0 504 -67 0 507 -66 0 511 -65 0 515 -64 0 519 -63 0 523 -62 0 527 -62 0 531 -61 0 535 -61 0 539 -61 0 543 -61 0 547 -61 0 551 -61 0 555 -61 0 559 -62 0 563 -63 0 567 -64 0 570 -65 0 574 -66 0 578 -68 0 581 -70 0 585 -71 0 589 -73 0 593 -74 0 597 -75 0 600 -76 0 604 -76 0 608 -77 0 612 -77 0 616 -77 0 620 -77 0 624 -77 0 628 -78 0 632 -78 0 636 -79 0 640 -80 0 644 -81 0 648 -82 0 651 -84 0 655 -85 0 659 -87 0 663 -88 0 666 -90 0 670 -91 0 674 -92 0 678 -93 0 682 -94 0 686 -94 0 690 -94 0 694 -94 0 698 -94 0 702 -93 0 706 -92 0 709 -91 0 713 -90 0 717 -88 0 721 -87 0 724 -85 0 728 -84 0 732 -83 0 736 -81 0 739 -80 0 743 -80 0 747 -79 0 751 -79 0 755 -79 0 759 -80 0 763 -80 0 767 -81 0 771 -82 0 775 -83 0 779 -84 0 783 -85 0 787 -87 0 790 -88 0 794 -90 0 797 -91 0 801 -93 0 804 -95 0 808 -97 0 811 -99 0 815 -102 0 818 -104 0 822 -106 0 825 -108 0 829 -109 0 832 -111 0 836 -113 0 840 -114 0 843 -115 0 847 -116 0 851 -117 0 855 -118 0 859 -119 0 863 -120 0 867 -120 0 871 -121 0 875 -121 0 879 -121 0 883 -122 0 887 -122 0 891 -122 0 895 -122 0 899 -122 0 903 -122 0 907 -121 0 911 -121 0 915 -120 0 919 -119 0 923 -119 0 927 -118 0 930 -117 0 934 -116 0 938 -115 0 942 -114 0 946 -113 0 950 -112 0 954 -111 0 958 -110 0 962 -109 0 965 -108 0 969 -106 0 972 -104 0 976 -102 0 979 -99 0 981 -96 0 984 -93 0 986 -90 0 988 -87 0 991 -83 0 993 -80 0 995 -77 0 997 -73 0 1000 -70 0 1003 -67 0 1006 -65 0 1009 -62 0 1012 -60 0 1016 -58 0 1020 -57 0 1023 -55 0 1027 -54 0 1031 -53 0 1035 -51 0 1038 -50 0 1042 -49 0 1046 -48 0 1050 -47 0 1054 -46 0 1058 -45 0 1062 -44 0 1065 -43 0 1069 -41 0 1073 -40 0 1077 -39 0 1081 -38 0 1085 -37 0 1088 -36 0 1092 -35 0 1096 -34 0 1100 -33 0 1104 -32 0 1108 -31 0 1112 -30 0 1116 -29 0 1119 -28 0 1123 -28 0 1127 -27 0 1131 -27 0 1135 -27 0 1139 -27 0 1143 -28 0 1147 -28 0 1151 -29 0 1155 -30 0 1159 -31 0 1163 -32 0 1167 -33 0 1171 -34 0 1175 -34 0 1179 -34 0 1183 -34 0 1187 -33 0 1190 -31 0 1194 -29 0 1197 -27 0 1201 -25 0 1204 -23 0 1207 -21 0 1211 -19 0 1214 -17 0 1218 -15 0 1222 -14 0 1225 -12 0 1229 -12 0 1233 -11 0 1237 -10 0 1241 -10 0 1245 -9 0 1249 -9 0 1253 -8 0 1257 -8 0 1261 -7 0 1265 -7 0 1269 -6 0 1273 -6 0 1277 -6 0 1281 -6 0 1285 -6 0 1289 -6 0 1293 -6 0 1297 -6 0 1301 -5 0 1305 -5 0 1309 -5 0 1313 -4 0 1317 -3 0 1321 -3 0 1325 -2 0 1328 -1 0 1332 0 0 1336 0 0 1340 1 0 1344 1 0 1348 1 0 1352 2 0 1356 1 0 1360 1 0 1364 1 0 1368 1 0 1372 1 0 1376 2 0 1380 3 0 1384 4 0 1388 5 0 1391 7 0 1395 8 0 1399 10 0 1402 13 0 1405 15 0 1409 17 0 1412 19 0 1415 21 0 1419 23 0 1422 25 0 1426 27 0 1429 29 0 1433 31 0 1437 32 0 1440 34 0 1444 35 0 1448 36 0 1452 38 0 1456 39 0 1459 40 0 1463 41 0 1467 42 0 1471 43 0 1475 44 0 1479 45 0 1483 46 0 1487 46 0 1491 47 0 1495 47 0 1498 48 0 1502 48 0 1506 49 0 1510 49 0 1514 50 0 1518 51 0 1522 51 0 1526 52 0 1530 53 0 1534 54 0 1538 55 0 1542 56 0 1546 56 0 1550 56 0 1554 56 0 1558 56 0 1562 56 0 1566 56 0 1570 56 0 1574 56 0 1578 55 0 1582 55 0 1586 55 0 1590 56 0 1594 56 0 1598 56 0 1602 56 0 1606 56 0 1610 55 0 1614 55 0 1618 54 0 1622 54 0 1626 53 0 1629 52 0 1633 52 0 1637 52 0 1641 51 0 1645 51 0 1649 51 0 1653 52 0 1657 52 0 1661 53 0 1665 53 0 1669 54 0 1673 55 0 1677 56 0 1681 57 0 1685 59 0 1688 60 0 1692 61 0 1696 62 0 1700 63 0 1704 64 0 1708 65 0 1712 66 0 1716 66 0 1720 66 0 1724 66 0 1728 66 0 1732 66 0 1736 66 0 1739 65 0 1743 64 0 1747 63 0 1751 61 0 1755 60 0 1758 58 0 1761 56 0 1765 53 0 1768 51 0 1771 49 0 1774 46 0 1778 44 0 1781 42 0 1784 39 0 1787 37 0 1791 35 0 1794 32 0 1797 29 0 1799 27 0 1802 24 0 1805 21 0 1807 18 0 1810 14 0 1813 11 0 1815 8 0 1818 6 0 1821 3 0 1824 0 0 1827 -2 0 1831 -4 0 1834 -6 0 1838 -7 0 1842 -8 0 1846 -9 0 1850 -10 0 1854 -10 0 1858 -11 0 1862 -11 0 1866 -11 0 1870 -11 0 1874 -11 0 1878 -11 0 1882 -11 0 1886 -10 0 1890 -10 0 1893 -9 0 1897 -7 0 1901 -6 0 1905 -5 0 1909 -3 0 1912 -2 0 1916 0 0 end frb_curve_t