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 = 38 | Segment [0] from curve 81 | 641 samples [3512..4152] | 0.147 of the curve [0.806__0.953] | Segment [1] from curve 102 (reversed) | 636 samples [ 454..1089] | 0.081 of the curve [0.058__0.139] | Candidate after realignment and trimming: | Candidate index = 38 | Segment [0] from curve 81 | 513 samples [3648..4160] | 0.118 of the curve [0.837__0.955] | Segment [1] from curve 102 (reversed) | 513 samples [ 443.. 955] | 0.066 of the curve [0.057__0.122] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 0 0 8 0 0 12 0 0 16 0 0 20 0 0 24 1 0 28 1 0 32 1 0 36 2 0 40 1 0 44 1 0 48 1 0 52 0 0 56 -1 0 60 -2 0 63 -3 0 67 -4 0 71 -5 0 75 -6 0 79 -7 0 83 -8 0 87 -9 0 91 -9 0 95 -10 0 99 -10 0 103 -10 0 107 -10 0 111 -11 0 115 -11 0 119 -11 0 123 -12 0 127 -12 0 131 -12 0 135 -12 0 139 -12 0 143 -12 0 147 -13 0 151 -13 0 155 -13 0 158 -14 0 162 -14 0 166 -15 0 170 -16 0 174 -18 0 178 -19 0 181 -21 0 185 -22 0 189 -23 0 193 -25 0 196 -26 0 200 -27 0 204 -28 0 208 -29 0 212 -30 0 216 -31 0 220 -32 0 223 -33 0 227 -35 0 231 -36 0 235 -37 0 238 -39 0 242 -41 0 245 -43 0 249 -45 0 252 -47 0 256 -49 0 259 -51 0 263 -52 0 267 -54 0 270 -56 0 274 -57 0 278 -59 0 281 -60 0 285 -62 0 289 -63 0 293 -64 0 296 -66 0 300 -67 0 304 -69 0 307 -71 0 311 -73 0 315 -74 0 318 -76 0 322 -78 0 325 -79 0 329 -81 0 333 -82 0 337 -84 0 340 -85 0 344 -86 0 348 -87 0 352 -88 0 356 -89 0 360 -90 0 364 -90 0 368 -91 0 372 -92 0 375 -93 0 379 -94 0 383 -95 0 387 -97 0 391 -98 0 394 -100 0 398 -101 0 402 -103 0 405 -104 0 409 -106 0 412 -108 0 416 -110 0 420 -112 0 423 -114 0 427 -115 0 430 -117 0 434 -119 0 437 -121 0 441 -123 0 445 -124 0 448 -126 0 452 -127 0 456 -128 0 460 -129 0 464 -130 0 468 -131 0 472 -131 0 476 -131 0 480 -131 0 484 -131 0 488 -131 0 492 -131 0 496 -130 0 500 -130 0 503 -129 0 507 -128 0 511 -127 0 515 -127 0 519 -126 0 523 -126 0 527 -126 0 531 -126 0 535 -127 0 539 -128 0 543 -129 0 547 -130 0 550 -132 0 554 -134 0 557 -136 0 560 -139 0 563 -141 0 566 -144 0 569 -147 0 572 -150 0 575 -152 0 578 -155 0 580 -158 0 583 -161 0 586 -164 0 589 -167 0 592 -169 0 595 -172 0 598 -174 0 601 -177 0 605 -179 0 608 -181 0 612 -182 0 615 -184 0 619 -185 0 623 -186 0 627 -187 0 631 -187 0 635 -188 0 639 -188 0 643 -188 0 647 -188 0 651 -187 0 655 -187 0 659 -187 0 663 -186 0 667 -186 0 671 -186 0 675 -186 0 679 -186 0 683 -186 0 687 -186 0 691 -187 0 695 -187 0 699 -188 0 703 -189 0 707 -189 0 711 -190 0 715 -191 0 719 -191 0 723 -192 0 727 -192 0 731 -192 0 735 -192 0 739 -191 0 742 -191 0 746 -190 0 750 -189 0 754 -188 0 758 -187 0 762 -186 0 766 -185 0 770 -184 0 773 -183 0 777 -182 0 781 -181 0 785 -180 0 789 -179 0 793 -177 0 796 -176 0 800 -175 0 804 -174 0 808 -173 0 812 -172 0 816 -171 0 820 -170 0 823 -169 0 827 -168 0 831 -167 0 835 -166 0 839 -166 0 843 -165 0 847 -165 0 851 -164 0 855 -163 0 859 -162 0 863 -161 0 866 -160 0 870 -159 0 874 -157 0 877 -155 0 881 -153 0 884 -151 0 888 -149 0 891 -146 0 894 -144 0 897 -141 0 900 -138 0 902 -135 0 905 -132 0 908 -129 0 910 -126 0 913 -123 0 916 -120 0 918 -117 0 921 -114 0 924 -112 0 927 -109 0 929 -106 0 932 -103 0 935 -100 0 938 -97 0 940 -94 0 943 -91 0 946 -88 0 949 -85 0 952 -83 0 955 -80 0 958 -78 0 962 -76 0 965 -75 0 969 -74 0 973 -73 0 977 -72 0 981 -72 0 985 -73 0 989 -73 0 993 -73 0 997 -74 0 1001 -74 0 1005 -75 0 1009 -75 0 1013 -76 0 1017 -76 0 1021 -77 0 1025 -77 0 1029 -78 0 1032 -79 0 1036 -80 0 1040 -82 0 1044 -84 0 1047 -86 0 1051 -87 0 1054 -89 0 1058 -91 0 1061 -93 0 1065 -94 0 1069 -95 0 1073 -96 0 1077 -97 0 1081 -97 0 1085 -97 0 1089 -97 0 1093 -96 0 1097 -96 0 1101 -95 0 1105 -94 0 1109 -93 0 1112 -92 0 1116 -91 0 1120 -90 0 1124 -89 0 1128 -88 0 1132 -87 0 1136 -86 0 1140 -86 0 1144 -85 0 1148 -85 0 1152 -85 0 1156 -85 0 1160 -86 0 1163 -86 0 1167 -87 0 1171 -87 0 1175 -88 0 1179 -88 0 1183 -88 0 1187 -89 0 1191 -89 0 1195 -90 0 1199 -91 0 1203 -91 0 1207 -92 0 1211 -93 0 1215 -94 0 1219 -95 0 1223 -96 0 1227 -97 0 1230 -97 0 1234 -98 0 1238 -98 0 1242 -99 0 1246 -99 0 1250 -99 0 1254 -99 0 1258 -98 0 1262 -98 0 1266 -97 0 1270 -96 0 1274 -95 0 1278 -93 0 1281 -92 0 1285 -90 0 1288 -88 0 1292 -86 0 1295 -84 0 1299 -82 0 1302 -80 0 1305 -77 0 1309 -75 0 1312 -73 0 1315 -71 0 1319 -69 0 1322 -67 0 1326 -65 0 1330 -63 0 1333 -62 0 1337 -61 0 1341 -60 0 1345 -60 0 1349 -60 0 1353 -59 0 1357 -59 0 1361 -59 0 1365 -59 0 1369 -58 0 1373 -58 0 1377 -57 0 1381 -56 0 1385 -55 0 1389 -53 0 1392 -52 0 1396 -51 0 1400 -49 0 1404 -48 0 1407 -47 0 1411 -45 0 1415 -44 0 1419 -43 0 1423 -42 0 1426 -40 0 1430 -39 0 1434 -38 0 1438 -36 0 1441 -35 0 1445 -33 0 1449 -32 0 1452 -30 0 1456 -29 0 1460 -27 0 1464 -26 0 1468 -25 0 1471 -24 0 1475 -24 0 1479 -24 0 1483 -24 0 1487 -24 0 1491 -24 0 1495 -24 0 1499 -24 0 1503 -25 0 1507 -25 0 1511 -25 0 1515 -25 0 1519 -25 0 1523 -24 0 1527 -24 0 1531 -24 0 1535 -24 0 1539 -24 0 1543 -24 0 1547 -24 0 1551 -24 0 1555 -25 0 1559 -26 0 1563 -26 0 1567 -27 0 1571 -28 0 1575 -29 0 1579 -30 0 1583 -31 0 1586 -32 0 1590 -33 0 1594 -34 0 1598 -34 0 1602 -35 0 1606 -35 0 1610 -35 0 1614 -35 0 1618 -35 0 1622 -35 0 1626 -34 0 1630 -33 0 1634 -32 0 1638 -31 0 1641 -30 0 1645 -28 0 1649 -26 0 1652 -24 0 1656 -23 0 1659 -21 0 1663 -18 0 1666 -16 0 1669 -14 0 1673 -12 0 1676 -10 0 1680 -8 0 1683 -6 0 1686 -3 0 1690 -1 0 1693 0 0 1697 2 0 1701 4 0 1704 5 0 1708 7 0 1712 8 0 1716 9 0 1720 10 0 1724 10 0 1728 10 0 1732 10 0 1736 10 0 1740 9 0 1744 9 0 1747 8 0 1751 7 0 1755 6 0 1759 5 0 1763 4 0 1767 3 0 1771 2 0 1775 2 0 1779 1 0 1783 0 0 1787 0 0 1791 0 0 1795 -1 0 1799 -1 0 1802 -2 0 1806 -3 0 1810 -3 0 1814 -4 0 1818 -5 0 1822 -6 0 1826 -6 0 1830 -7 0 1834 -7 0 1838 -7 0 1842 -7 0 1846 -7 0 1850 -6 0 1854 -6 0 1858 -5 0 1862 -5 0 1866 -4 0 1870 -3 0 1874 -3 0 1878 -2 0 1882 -1 0 1886 0 0 1889 0 0 1893 1 0 1897 2 0 1901 3 0 1905 3 0 1909 3 0 1913 3 0 1917 3 0 1921 2 0 1925 1 0 1929 0 0 end frb_curve_t