begin frb_curve_t (format of 2004-04-30) | Input candidate set: | Last edited on 2005-01-02 00:20:33 by stolfi | | False candidates | Generated from ../../std/s/raw.can by swapping segments | between candidates. | | | frb_analyze | maxShift = 0.000 pixels | nSamples = 513 | | Input candidate: | Candidate index = 46 | Segment [0] from curve 89 | 600 samples [4095..4694] | 0.089 of the curve [0.605__0.693] | Segment [1] from curve 107 (reversed) | 600 samples [4257..4856] | 0.066 of the curve [0.468__0.534] | Candidate after realignment and trimming: | Candidate index = 46 | Segment [0] from curve 89 | 513 samples [4138..4650] | 0.076 of the curve [0.611__0.686] | Segment [1] from curve 107 (reversed) | 513 samples [4301..4813] | 0.056 of the curve [0.473__0.530] | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 513 0 0 0 4 -1 0 8 -2 0 11 -4 0 15 -5 0 19 -7 0 22 -9 0 26 -11 0 29 -13 0 32 -16 0 36 -18 0 39 -20 0 42 -22 0 45 -25 0 49 -27 0 52 -29 0 56 -31 0 59 -33 0 63 -35 0 66 -36 0 70 -38 0 74 -40 0 77 -42 0 81 -43 0 84 -45 0 88 -47 0 91 -49 0 94 -52 0 98 -54 0 101 -56 0 104 -59 0 107 -61 0 110 -64 0 113 -67 0 116 -69 0 119 -72 0 122 -74 0 126 -76 0 129 -78 0 133 -80 0 137 -81 0 141 -82 0 144 -83 0 148 -83 0 152 -84 0 156 -84 0 160 -84 0 164 -83 0 168 -83 0 172 -83 0 176 -83 0 180 -82 0 184 -82 0 188 -81 0 192 -81 0 196 -80 0 200 -79 0 204 -78 0 208 -77 0 212 -76 0 216 -75 0 219 -74 0 223 -73 0 227 -71 0 231 -70 0 235 -69 0 238 -67 0 242 -66 0 246 -65 0 250 -64 0 254 -63 0 258 -62 0 262 -62 0 266 -61 0 270 -61 0 274 -61 0 278 -61 0 282 -62 0 285 -62 0 289 -63 0 293 -65 0 297 -66 0 301 -67 0 305 -68 0 308 -69 0 312 -70 0 316 -70 0 320 -70 0 324 -70 0 328 -70 0 332 -69 0 336 -68 0 340 -67 0 344 -67 0 348 -66 0 352 -65 0 356 -64 0 360 -64 0 364 -63 0 368 -63 0 372 -62 0 376 -62 0 380 -61 0 384 -61 0 388 -61 0 392 -60 0 395 -59 0 399 -58 0 403 -57 0 407 -56 0 411 -55 0 415 -54 0 418 -52 0 422 -51 0 426 -49 0 430 -48 0 433 -46 0 437 -45 0 441 -44 0 445 -42 0 448 -41 0 452 -40 0 456 -38 0 460 -37 0 463 -36 0 467 -35 0 471 -34 0 475 -33 0 479 -32 0 483 -31 0 487 -30 0 491 -29 0 495 -28 0 498 -27 0 502 -26 0 506 -25 0 510 -24 0 514 -23 0 518 -22 0 522 -21 0 526 -20 0 529 -20 0 533 -19 0 537 -18 0 541 -17 0 545 -17 0 549 -16 0 553 -16 0 557 -16 0 561 -16 0 565 -15 0 569 -15 0 573 -15 0 577 -14 0 581 -14 0 585 -14 0 589 -13 0 593 -12 0 597 -12 0 601 -11 0 605 -10 0 609 -9 0 612 -7 0 616 -6 0 620 -5 0 624 -3 0 627 -2 0 631 0 0 635 1 0 638 3 0 642 5 0 646 6 0 649 8 0 653 10 0 656 12 0 660 14 0 663 16 0 667 18 0 670 20 0 674 22 0 677 23 0 681 25 0 685 27 0 688 28 0 692 30 0 696 31 0 699 33 0 703 34 0 707 35 0 711 37 0 715 38 0 718 39 0 722 41 0 726 42 0 730 43 0 734 44 0 738 45 0 741 46 0 745 46 0 749 47 0 753 48 0 757 49 0 761 50 0 765 51 0 769 52 0 773 53 0 777 54 0 780 55 0 784 56 0 788 58 0 792 59 0 795 61 0 799 62 0 803 64 0 806 65 0 810 67 0 814 68 0 818 70 0 821 71 0 825 72 0 829 73 0 833 73 0 837 73 0 841 73 0 845 73 0 849 72 0 853 70 0 856 69 0 860 67 0 863 64 0 866 62 0 869 59 0 872 56 0 874 53 0 877 50 0 880 47 0 883 44 0 886 42 0 889 39 0 892 37 0 896 35 0 899 33 0 903 32 0 907 30 0 910 29 0 914 28 0 918 27 0 922 27 0 926 26 0 930 25 0 934 25 0 938 25 0 942 25 0 946 24 0 950 24 0 954 24 0 958 24 0 962 24 0 966 24 0 970 24 0 974 24 0 978 23 0 982 23 0 986 22 0 990 22 0 994 21 0 998 20 0 1002 20 0 1006 19 0 1010 18 0 1014 18 0 1017 17 0 1021 17 0 1025 16 0 1029 16 0 1033 15 0 1037 15 0 1041 14 0 1045 13 0 1049 13 0 1053 12 0 1057 12 0 1061 11 0 1065 10 0 1069 10 0 1073 9 0 1077 9 0 1081 8 0 1085 8 0 1089 8 0 1093 8 0 1097 8 0 1101 8 0 1105 8 0 1109 8 0 1113 9 0 1117 9 0 1121 10 0 1125 11 0 1128 12 0 1132 13 0 1136 14 0 1140 16 0 1143 17 0 1147 19 0 1151 21 0 1154 23 0 1158 25 0 1161 27 0 1164 29 0 1167 32 0 1171 34 0 1174 37 0 1177 39 0 1180 42 0 1183 45 0 1186 47 0 1189 50 0 1192 52 0 1195 55 0 1198 57 0 1202 59 0 1206 60 0 1210 61 0 1213 62 0 1217 62 0 1221 62 0 1225 62 0 1229 61 0 1233 60 0 1237 59 0 1241 58 0 1245 56 0 1249 55 0 1252 54 0 1256 53 0 1260 52 0 1264 51 0 1268 51 0 1272 50 0 1276 50 0 1280 50 0 1284 51 0 1288 51 0 1292 52 0 1296 52 0 1300 53 0 1304 54 0 1308 55 0 1312 55 0 1316 56 0 1320 56 0 1324 56 0 1327 56 0 1331 55 0 1335 55 0 1339 54 0 1343 53 0 1347 52 0 1351 50 0 1355 49 0 1358 48 0 1362 47 0 1366 46 0 1370 44 0 1374 43 0 1378 42 0 1381 41 0 1385 40 0 1389 38 0 1393 38 0 1397 37 0 1401 36 0 1405 36 0 1409 35 0 1413 35 0 1417 35 0 1421 34 0 1425 34 0 1429 34 0 1433 34 0 1437 33 0 1441 33 0 1445 32 0 1449 32 0 1452 31 0 1456 30 0 1460 29 0 1464 28 0 1468 27 0 1472 26 0 1476 25 0 1479 23 0 1483 22 0 1487 20 0 1491 19 0 1494 18 0 1498 16 0 1502 15 0 1506 13 0 1509 12 0 1513 11 0 1517 10 0 1521 8 0 1525 8 0 1529 7 0 1533 6 0 1537 6 0 1541 6 0 1545 5 0 1549 5 0 1553 5 0 1557 5 0 1561 5 0 1565 5 0 1569 5 0 1573 4 0 1577 4 0 1581 4 0 1584 3 0 1588 3 0 1592 2 0 1596 2 0 1600 1 0 1604 1 0 1608 1 0 1612 0 0 1616 0 0 1620 0 0 1624 0 0 1628 -1 0 1632 -1 0 1636 -1 0 1640 -1 0 1644 -1 0 1648 -1 0 1652 -1 0 1656 -1 0 1660 -1 0 1664 -1 0 1668 0 0 1672 0 0 1676 1 0 1680 1 0 1684 2 0 1688 2 0 1692 2 0 1696 3 0 1700 3 0 1704 3 0 1708 3 0 1712 3 0 1716 3 0 1720 2 0 1724 1 0 1728 1 0 1732 0 0 1736 -1 0 1740 -2 0 1743 -3 0 1747 -4 0 1751 -4 0 1755 -5 0 1759 -5 0 1763 -6 0 1767 -6 0 1771 -6 0 1775 -6 0 1779 -6 0 1783 -6 0 1787 -6 0 1791 -6 0 1795 -6 0 1799 -6 0 1803 -6 0 1807 -6 0 1811 -6 0 1815 -6 0 1819 -6 0 1823 -6 0 1827 -5 0 1831 -5 0 1835 -4 0 1839 -4 0 1843 -3 0 1847 -2 0 1851 -1 0 1855 0 0 1858 1 0 1862 2 0 1866 3 0 1870 3 0 1874 4 0 1878 4 0 1882 4 0 1886 5 0 1890 5 0 1894 5 0 1898 5 0 1902 4 0 1906 4 0 1910 4 0 1914 4 0 1918 4 0 1922 4 0 1926 3 0 1930 3 0 1934 2 0 1938 2 0 1942 1 0 1946 1 0 1950 0 0 1954 0 0 end frb_curve_t