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 = 9 | Segment [0] from curve 63 | 800 samples [1487..2286] | 0.099 of the curve [0.184__0.283] | Segment [1] from curve 102 (reversed) | 812 samples [4512..5323] | 0.104 of the curve [0.577__0.680] | Candidate after realignment and trimming: | Candidate index = 9 | Segment [0] from curve 63 | 513 samples [1516..2028] | 0.064 of the curve [0.188__0.251] | Segment [1] from curve 102 (reversed) | 513 samples [4781..5293] | 0.066 of the curve [0.611__0.677] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 -1 0 8 -1 0 12 -2 0 16 -3 0 20 -4 0 24 -4 0 28 -5 0 31 -6 0 35 -6 0 39 -6 0 43 -6 0 47 -6 0 51 -6 0 55 -5 0 59 -5 0 63 -4 0 67 -3 0 71 -2 0 75 -2 0 79 0 0 83 1 0 87 2 0 91 3 0 94 4 0 98 5 0 102 6 0 106 7 0 110 8 0 114 8 0 118 9 0 122 10 0 126 10 0 130 11 0 134 11 0 138 12 0 142 12 0 146 12 0 150 12 0 154 12 0 158 12 0 162 12 0 166 11 0 170 11 0 173 10 0 177 10 0 181 9 0 185 9 0 189 8 0 193 8 0 197 8 0 201 7 0 205 7 0 209 7 0 213 6 0 217 6 0 221 6 0 225 5 0 229 5 0 233 5 0 237 4 0 241 4 0 245 3 0 249 3 0 253 2 0 257 1 0 261 0 0 265 -1 0 269 -2 0 273 -2 0 276 -3 0 280 -3 0 284 -4 0 288 -4 0 292 -3 0 296 -3 0 300 -3 0 304 -2 0 308 -2 0 312 -2 0 316 -2 0 320 -2 0 324 -2 0 328 -3 0 332 -3 0 336 -4 0 340 -5 0 344 -7 0 348 -8 0 351 -9 0 355 -11 0 359 -12 0 363 -13 0 366 -15 0 370 -16 0 374 -17 0 378 -19 0 381 -20 0 385 -21 0 389 -23 0 393 -24 0 396 -25 0 400 -27 0 404 -28 0 408 -30 0 411 -32 0 415 -34 0 418 -35 0 422 -37 0 425 -39 0 429 -41 0 433 -43 0 436 -44 0 440 -46 0 443 -48 0 447 -49 0 451 -51 0 454 -53 0 457 -56 0 460 -58 0 463 -61 0 466 -64 0 469 -66 0 472 -69 0 475 -72 0 478 -74 0 481 -77 0 484 -79 0 488 -81 0 491 -83 0 495 -85 0 498 -87 0 502 -89 0 506 -90 0 509 -92 0 513 -94 0 517 -95 0 520 -97 0 524 -98 0 528 -100 0 531 -102 0 535 -103 0 539 -105 0 542 -106 0 546 -108 0 550 -109 0 554 -111 0 557 -112 0 561 -113 0 565 -115 0 568 -116 0 572 -118 0 576 -119 0 579 -121 0 583 -123 0 587 -125 0 590 -126 0 594 -128 0 598 -129 0 602 -130 0 606 -131 0 610 -131 0 614 -132 0 617 -133 0 621 -134 0 625 -135 0 629 -136 0 633 -138 0 636 -139 0 640 -141 0 644 -142 0 648 -144 0 651 -145 0 655 -146 0 659 -147 0 663 -147 0 667 -148 0 671 -148 0 675 -148 0 679 -148 0 683 -148 0 687 -148 0 691 -148 0 695 -148 0 699 -148 0 703 -147 0 707 -147 0 711 -146 0 715 -146 0 719 -145 0 723 -144 0 727 -143 0 731 -142 0 734 -141 0 738 -141 0 742 -140 0 746 -140 0 750 -140 0 754 -139 0 758 -139 0 762 -139 0 766 -138 0 770 -138 0 774 -138 0 778 -137 0 782 -136 0 786 -135 0 790 -134 0 794 -133 0 798 -132 0 801 -131 0 805 -129 0 809 -128 0 813 -127 0 816 -125 0 820 -123 0 823 -122 0 827 -120 0 831 -118 0 834 -116 0 837 -113 0 841 -111 0 844 -109 0 847 -107 0 850 -104 0 854 -102 0 857 -99 0 860 -97 0 863 -95 0 867 -93 0 870 -91 0 874 -89 0 877 -87 0 881 -85 0 885 -84 0 888 -82 0 892 -81 0 896 -79 0 899 -77 0 903 -76 0 906 -74 0 910 -72 0 914 -70 0 917 -68 0 921 -67 0 924 -65 0 928 -64 0 932 -63 0 936 -62 0 940 -61 0 944 -60 0 948 -60 0 952 -60 0 956 -60 0 960 -60 0 964 -60 0 968 -60 0 972 -60 0 976 -60 0 980 -60 0 984 -60 0 988 -59 0 992 -59 0 996 -58 0 999 -57 0 1003 -55 0 1007 -54 0 1010 -52 0 1014 -50 0 1017 -48 0 1020 -45 0 1023 -42 0 1026 -40 0 1029 -37 0 1032 -34 0 1035 -31 0 1037 -28 0 1040 -26 0 1043 -23 0 1047 -21 0 1050 -18 0 1053 -16 0 1057 -15 0 1061 -13 0 1065 -12 0 1069 -11 0 1072 -10 0 1076 -10 0 1080 -9 0 1084 -8 0 1088 -8 0 1092 -7 0 1096 -6 0 1100 -6 0 1104 -5 0 1108 -5 0 1112 -4 0 1116 -4 0 1120 -3 0 1124 -3 0 1128 -3 0 1132 -2 0 1136 -2 0 1140 -2 0 1144 -2 0 1148 -1 0 1152 -1 0 1156 0 0 1160 0 0 1164 1 0 1168 1 0 1171 2 0 1175 3 0 1179 4 0 1183 6 0 1187 7 0 1191 8 0 1194 10 0 1198 11 0 1202 13 0 1206 14 0 1209 15 0 1213 17 0 1217 18 0 1221 20 0 1224 21 0 1228 22 0 1232 23 0 1236 24 0 1240 25 0 1244 26 0 1248 27 0 1251 27 0 1255 28 0 1260 28 0 1264 28 0 1268 27 0 1272 27 0 1275 27 0 1279 27 0 1283 27 0 1287 26 0 1291 26 0 1295 26 0 1299 26 0 1303 25 0 1307 25 0 1311 24 0 1315 24 0 1319 23 0 1323 23 0 1327 22 0 1331 22 0 1335 22 0 1339 22 0 1343 22 0 1347 22 0 1351 23 0 1355 23 0 1359 24 0 1363 24 0 1367 25 0 1371 25 0 1375 26 0 1379 26 0 1383 27 0 1387 27 0 1391 28 0 1395 28 0 1399 29 0 1403 29 0 1407 30 0 1411 31 0 1414 32 0 1418 33 0 1422 35 0 1426 36 0 1430 37 0 1433 39 0 1437 40 0 1441 41 0 1445 42 0 1449 44 0 1452 45 0 1456 46 0 1460 46 0 1464 47 0 1468 48 0 1472 49 0 1476 50 0 1480 50 0 1484 51 0 1488 52 0 1492 53 0 1495 54 0 1499 55 0 1503 56 0 1507 57 0 1511 58 0 1515 59 0 1518 61 0 1522 63 0 1526 64 0 1529 66 0 1533 68 0 1536 70 0 1540 72 0 1543 74 0 1547 76 0 1550 78 0 1554 80 0 1557 82 0 1561 83 0 1564 85 0 1568 87 0 1572 89 0 1575 90 0 1579 92 0 1582 94 0 1586 96 0 1589 98 0 1593 100 0 1596 102 0 1599 105 0 1602 107 0 1606 109 0 1609 111 0 1612 114 0 1615 116 0 1619 118 0 1622 121 0 1625 123 0 1629 125 0 1632 127 0 1636 128 0 1640 129 0 1644 130 0 1648 130 0 1652 131 0 1656 130 0 1660 130 0 1664 129 0 1668 128 0 1672 127 0 1675 126 0 1679 125 0 1683 124 0 1687 122 0 1691 121 0 1694 120 0 1698 118 0 1702 117 0 1706 115 0 1709 114 0 1713 113 0 1717 112 0 1721 111 0 1725 110 0 1729 110 0 1733 110 0 1737 109 0 1741 109 0 1745 108 0 1749 107 0 1752 105 0 1756 103 0 1759 101 0 1762 98 0 1764 95 0 1766 91 0 1768 88 0 1770 85 0 1773 81 0 1775 78 0 1777 75 0 1780 72 0 1783 69 0 1786 67 0 1790 65 0 1793 63 0 1797 62 0 1801 62 0 1805 61 0 1809 60 0 1813 60 0 1817 59 0 1821 58 0 1825 57 0 1829 56 0 1832 55 0 1836 53 0 1839 51 0 1843 49 0 1846 46 0 1849 44 0 1852 41 0 1855 38 0 1858 35 0 1860 32 0 1863 29 0 1865 26 0 1867 23 0 1870 19 0 1872 16 0 1875 13 0 1878 11 0 1881 8 0 1884 6 0 1888 4 0 1892 3 0 1896 2 0 1899 1 0 1903 0 0 end frb_curve_t