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 = 16 | Segment [0] from curve 24 | 1378 samples [8847..10224] | 0.130 of the curve [0.837__0.967] | Segment [1] from curve 36 (reversed) | 1361 samples [ 711..2071] | 0.247 of the curve [0.129__0.377] | Candidate after realignment and trimming: | Candidate index = 16 | Segment [0] from curve 24 | 513 samples [9082..9594] | 0.049 of the curve [0.859__0.907] | Segment [1] from curve 36 (reversed) | 513 samples [1330..1842] | 0.093 of the curve [0.242__0.335] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 2 -3 0 5 -6 0 8 -9 0 11 -12 0 14 -15 0 16 -18 0 19 -20 0 22 -23 0 25 -26 0 27 -29 0 30 -32 0 33 -35 0 35 -38 0 38 -41 0 40 -44 0 43 -47 0 46 -50 0 48 -53 0 51 -56 0 54 -59 0 57 -61 0 60 -64 0 64 -66 0 67 -68 0 71 -69 0 75 -71 0 79 -71 0 83 -72 0 87 -72 0 91 -72 0 95 -72 0 99 -71 0 103 -71 0 107 -70 0 110 -69 0 114 -69 0 118 -68 0 122 -67 0 126 -67 0 130 -67 0 134 -66 0 138 -67 0 142 -67 0 146 -68 0 150 -68 0 154 -70 0 158 -71 0 161 -72 0 165 -74 0 169 -76 0 172 -77 0 176 -79 0 179 -81 0 183 -83 0 187 -85 0 190 -86 0 194 -88 0 198 -90 0 201 -91 0 205 -92 0 209 -93 0 213 -94 0 217 -95 0 221 -95 0 225 -95 0 229 -95 0 233 -94 0 237 -94 0 241 -93 0 245 -92 0 248 -91 0 252 -90 0 256 -89 0 260 -88 0 264 -86 0 268 -85 0 271 -84 0 275 -84 0 279 -83 0 283 -83 0 287 -82 0 291 -82 0 295 -82 0 299 -82 0 303 -82 0 307 -82 0 311 -82 0 315 -82 0 319 -82 0 323 -82 0 327 -82 0 331 -82 0 335 -82 0 339 -82 0 343 -81 0 347 -81 0 351 -81 0 355 -81 0 359 -80 0 363 -80 0 367 -80 0 371 -80 0 375 -79 0 379 -79 0 383 -80 0 387 -80 0 391 -80 0 395 -81 0 399 -82 0 403 -84 0 406 -85 0 410 -87 0 414 -89 0 417 -90 0 421 -92 0 424 -94 0 428 -95 0 432 -97 0 436 -98 0 440 -99 0 443 -100 0 447 -101 0 451 -101 0 455 -101 0 459 -102 0 463 -102 0 467 -102 0 471 -101 0 475 -101 0 479 -101 0 483 -100 0 487 -100 0 491 -99 0 495 -98 0 499 -97 0 503 -96 0 507 -95 0 510 -93 0 514 -92 0 518 -90 0 521 -88 0 525 -86 0 528 -84 0 531 -82 0 534 -79 0 537 -76 0 540 -74 0 543 -71 0 546 -68 0 548 -65 0 551 -62 0 553 -59 0 556 -56 0 559 -53 0 562 -50 0 565 -48 0 568 -45 0 571 -43 0 575 -41 0 579 -40 0 583 -39 0 587 -38 0 590 -38 0 595 -37 0 598 -37 0 602 -38 0 606 -38 0 610 -39 0 614 -40 0 618 -40 0 622 -41 0 626 -42 0 630 -43 0 634 -44 0 638 -45 0 642 -46 0 645 -47 0 649 -48 0 653 -48 0 657 -48 0 661 -49 0 665 -49 0 669 -49 0 673 -48 0 677 -48 0 681 -47 0 685 -46 0 689 -45 0 693 -44 0 697 -43 0 701 -42 0 705 -42 0 709 -41 0 713 -41 0 717 -41 0 721 -41 0 725 -42 0 728 -43 0 732 -44 0 736 -45 0 740 -46 0 744 -47 0 748 -48 0 752 -48 0 756 -49 0 760 -49 0 764 -50 0 768 -50 0 772 -50 0 776 -50 0 780 -50 0 784 -50 0 788 -49 0 792 -49 0 796 -49 0 800 -49 0 804 -50 0 808 -50 0 812 -51 0 816 -51 0 819 -52 0 823 -53 0 827 -54 0 831 -56 0 835 -57 0 838 -59 0 842 -61 0 845 -62 0 849 -64 0 853 -66 0 856 -68 0 860 -70 0 863 -72 0 866 -74 0 870 -76 0 873 -78 0 877 -80 0 880 -82 0 884 -84 0 887 -86 0 890 -89 0 894 -90 0 897 -92 0 901 -94 0 905 -96 0 908 -98 0 912 -99 0 916 -100 0 920 -101 0 924 -102 0 928 -102 0 932 -103 0 936 -103 0 940 -103 0 944 -102 0 948 -102 0 951 -101 0 955 -101 0 959 -101 0 963 -101 0 967 -101 0 971 -101 0 975 -101 0 979 -102 0 983 -103 0 987 -104 0 991 -105 0 995 -106 0 999 -107 0 1003 -108 0 1006 -109 0 1010 -110 0 1014 -111 0 1018 -111 0 1022 -112 0 1026 -113 0 1030 -113 0 1034 -114 0 1038 -114 0 1042 -114 0 1046 -115 0 1050 -115 0 1054 -116 0 1058 -116 0 1062 -117 0 1066 -117 0 1070 -117 0 1074 -117 0 1078 -117 0 1082 -117 0 1086 -116 0 1090 -115 0 1093 -114 0 1097 -112 0 1101 -110 0 1104 -108 0 1107 -106 0 1111 -104 0 1114 -101 0 1117 -98 0 1119 -95 0 1122 -93 0 1125 -90 0 1128 -87 0 1131 -85 0 1135 -83 0 1138 -80 0 1142 -79 0 1145 -77 0 1149 -75 0 1153 -74 0 1156 -72 0 1160 -71 0 1164 -70 0 1168 -69 0 1172 -69 0 1176 -68 0 1180 -68 0 1184 -67 0 1188 -67 0 1192 -67 0 1196 -68 0 1200 -68 0 1204 -68 0 1208 -69 0 1212 -69 0 1216 -70 0 1220 -70 0 1224 -71 0 1228 -71 0 1232 -72 0 1236 -72 0 1239 -73 0 1243 -73 0 1247 -74 0 1251 -75 0 1255 -76 0 1259 -76 0 1263 -77 0 1267 -78 0 1271 -79 0 1275 -80 0 1279 -81 0 1282 -82 0 1286 -84 0 1290 -85 0 1294 -87 0 1297 -88 0 1301 -90 0 1305 -91 0 1308 -93 0 1312 -95 0 1316 -96 0 1319 -98 0 1323 -99 0 1327 -100 0 1331 -102 0 1335 -103 0 1338 -104 0 1342 -105 0 1346 -106 0 1350 -106 0 1354 -107 0 1358 -108 0 1362 -108 0 1366 -108 0 1370 -109 0 1374 -109 0 1378 -109 0 1382 -109 0 1386 -109 0 1390 -110 0 1394 -110 0 1398 -110 0 1402 -110 0 1406 -110 0 1410 -110 0 1414 -110 0 1418 -110 0 1422 -110 0 1426 -109 0 1430 -109 0 1434 -109 0 1438 -108 0 1442 -107 0 1446 -106 0 1449 -105 0 1453 -103 0 1457 -102 0 1461 -100 0 1464 -99 0 1468 -97 0 1472 -96 0 1475 -94 0 1479 -93 0 1483 -91 0 1486 -90 0 1490 -89 0 1494 -87 0 1498 -86 0 1502 -85 0 1506 -85 0 1510 -84 0 1514 -83 0 1518 -83 0 1522 -83 0 1526 -83 0 1530 -83 0 1534 -84 0 1538 -84 0 1541 -85 0 1545 -86 0 1549 -87 0 1553 -88 0 1557 -88 0 1561 -89 0 1565 -90 0 1569 -90 0 1573 -90 0 1577 -90 0 1581 -90 0 1585 -89 0 1589 -88 0 1593 -87 0 1597 -86 0 1601 -85 0 1604 -84 0 1608 -82 0 1612 -81 0 1616 -80 0 1619 -78 0 1623 -77 0 1627 -75 0 1630 -74 0 1634 -72 0 1638 -71 0 1642 -69 0 1645 -68 0 1649 -66 0 1653 -65 0 1656 -63 0 1660 -62 0 1664 -60 0 1668 -59 0 1671 -58 0 1675 -57 0 1679 -56 0 1683 -55 0 1687 -54 0 1691 -53 0 1695 -52 0 1699 -51 0 1702 -50 0 1706 -49 0 1710 -48 0 1714 -47 0 1718 -46 0 1722 -45 0 1725 -43 0 1729 -41 0 1732 -39 0 1736 -37 0 1739 -34 0 1742 -32 0 1745 -29 0 1748 -26 0 1750 -23 0 1753 -21 0 1756 -18 0 1759 -16 0 1763 -13 0 1766 -12 0 1770 -10 0 1774 -9 0 1778 -7 0 1782 -7 0 1785 -6 0 1789 -5 0 1793 -5 0 1797 -5 0 1801 -4 0 1805 -4 0 1809 -4 0 1813 -4 0 1817 -4 0 1821 -4 0 1825 -4 0 1829 -4 0 1833 -4 0 1837 -4 0 1841 -4 0 1845 -4 0 1849 -4 0 1853 -5 0 1857 -5 0 1861 -6 0 1865 -6 0 1869 -7 0 1873 -7 0 1877 -7 0 1881 -8 0 1885 -8 0 1889 -8 0 1893 -8 0 1897 -8 0 1901 -7 0 1905 -7 0 1909 -6 0 1913 -5 0 1917 -3 0 1920 -2 0 1924 0 0 end frb_curve_t