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. | | Input candidate: | Candidate index = 15 | Segment [0] from curve 20 | 600 samples [ 383.. 982] | 0.126 of the curve [0.080__0.206] | Segment [1] from curve 31 (reversed) | 600 samples [ 305.. 904] | 0.108 of the curve [0.055__0.163] | | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 600 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 -1 0 40 -1 0 44 -1 0 48 -1 0 52 0 0 56 0 0 60 1 0 64 1 0 68 2 0 72 2 0 76 3 0 80 3 0 84 4 0 88 5 0 92 5 0 96 6 0 100 6 0 103 7 0 107 7 0 111 7 0 115 8 0 119 8 0 123 7 0 127 7 0 131 7 0 135 6 0 139 6 0 143 5 0 147 5 0 151 4 0 155 3 0 159 2 0 163 1 0 167 -1 0 170 -2 0 174 -3 0 178 -5 0 182 -6 0 185 -7 0 189 -8 0 193 -9 0 197 -10 0 201 -10 0 205 -10 0 209 -10 0 213 -10 0 217 -10 0 221 -9 0 225 -8 0 229 -8 0 233 -7 0 237 -6 0 241 -6 0 245 -5 0 249 -4 0 253 -4 0 257 -3 0 261 -3 0 265 -3 0 269 -3 0 273 -3 0 277 -3 0 281 -3 0 285 -3 0 289 -3 0 293 -3 0 297 -3 0 301 -3 0 305 -3 0 309 -3 0 313 -2 0 317 -2 0 320 -1 0 324 -1 0 328 0 0 332 1 0 336 1 0 340 2 0 344 3 0 348 4 0 352 4 0 356 5 0 360 6 0 364 6 0 368 7 0 372 8 0 376 8 0 380 9 0 384 10 0 388 10 0 392 10 0 396 10 0 400 11 0 404 11 0 407 11 0 411 11 0 415 11 0 420 11 0 424 11 0 428 11 0 432 11 0 436 11 0 440 11 0 443 12 0 447 12 0 451 12 0 456 12 0 460 12 0 464 12 0 468 12 0 471 12 0 475 12 0 479 12 0 483 12 0 487 12 0 492 12 0 496 13 0 500 13 0 504 13 0 507 13 0 511 14 0 515 14 0 519 15 0 523 16 0 527 17 0 531 18 0 535 19 0 539 20 0 543 21 0 546 22 0 550 23 0 554 24 0 558 26 0 562 27 0 566 28 0 570 29 0 573 29 0 577 30 0 581 31 0 585 31 0 589 32 0 593 32 0 597 32 0 601 33 0 605 33 0 609 33 0 613 34 0 617 34 0 621 34 0 625 34 0 629 33 0 633 33 0 637 32 0 641 31 0 645 29 0 648 28 0 652 26 0 656 25 0 660 24 0 664 23 0 667 22 0 671 22 0 675 21 0 679 21 0 683 21 0 687 21 0 691 21 0 695 21 0 699 21 0 703 21 0 707 21 0 711 20 0 715 20 0 719 21 0 723 21 0 727 21 0 731 22 0 735 22 0 739 23 0 743 24 0 747 25 0 751 27 0 754 28 0 758 30 0 762 32 0 765 33 0 769 35 0 772 37 0 776 39 0 780 40 0 783 42 0 787 44 0 790 45 0 794 47 0 798 48 0 802 49 0 806 51 0 809 52 0 813 52 0 817 53 0 821 53 0 825 54 0 829 54 0 833 54 0 837 54 0 841 54 0 845 55 0 849 55 0 853 56 0 857 56 0 861 57 0 865 58 0 869 59 0 873 60 0 877 61 0 880 62 0 884 63 0 888 64 0 892 65 0 896 66 0 900 67 0 904 68 0 908 69 0 912 70 0 915 71 0 919 72 0 923 73 0 927 74 0 931 75 0 934 77 0 938 78 0 942 80 0 945 81 0 949 83 0 953 85 0 956 86 0 960 88 0 964 90 0 967 91 0 971 93 0 975 95 0 978 96 0 982 98 0 985 100 0 989 102 0 992 104 0 996 106 0 999 108 0 1003 110 0 1006 112 0 1010 114 0 1013 116 0 1017 118 0 1020 120 0 1024 122 0 1027 124 0 1030 126 0 1033 129 0 1036 131 0 1039 134 0 1042 137 0 1044 140 0 1047 143 0 1049 147 0 1051 150 0 1054 153 0 1056 156 0 1059 159 0 1062 162 0 1065 165 0 1068 168 0 1071 170 0 1074 172 0 1077 174 0 1081 176 0 1084 178 0 1088 180 0 1092 182 0 1095 183 0 1099 185 0 1103 186 0 1107 187 0 1110 188 0 1114 189 0 1118 190 0 1122 190 0 1126 191 0 1130 191 0 1134 192 0 1138 192 0 1142 192 0 1146 192 0 1150 193 0 1154 193 0 1158 193 0 1162 193 0 1166 193 0 1170 193 0 1174 193 0 1178 192 0 1182 191 0 1186 190 0 1190 189 0 1194 188 0 1197 187 0 1201 186 0 1205 185 0 1209 184 0 1213 183 0 1217 182 0 1221 182 0 1225 182 0 1229 182 0 1233 182 0 1237 182 0 1241 183 0 1245 184 0 1248 185 0 1252 186 0 1256 186 0 1260 187 0 1264 188 0 1268 188 0 1272 188 0 1276 188 0 1280 188 0 1284 188 0 1288 187 0 1292 187 0 1296 186 0 1300 186 0 1304 185 0 1308 184 0 1312 183 0 1316 182 0 1320 182 0 1323 181 0 1327 179 0 1331 178 0 1335 177 0 1339 176 0 1343 175 0 1346 173 0 1350 172 0 1354 171 0 1358 169 0 1361 168 0 1365 166 0 1369 165 0 1373 163 0 1376 162 0 1380 160 0 1383 158 0 1387 157 0 1391 155 0 1394 154 0 1398 152 0 1402 151 0 1406 151 0 1410 150 0 1414 150 0 1418 150 0 1422 150 0 1426 150 0 1430 151 0 1434 151 0 1438 152 0 1442 152 0 1446 152 0 1450 152 0 1454 153 0 1458 153 0 1462 153 0 1466 153 0 1470 153 0 1474 153 0 1478 153 0 1482 153 0 1486 154 0 1490 154 0 1494 155 0 1498 156 0 1502 156 0 1506 157 0 1510 157 0 1514 157 0 1518 157 0 1522 157 0 1526 156 0 1530 156 0 1533 155 0 1537 154 0 1541 153 0 1545 152 0 1549 150 0 1553 149 0 1556 148 0 1560 147 0 1564 147 0 1568 146 0 1572 146 0 1576 146 0 1580 146 0 1584 146 0 1588 146 0 1592 146 0 1596 145 0 1600 145 0 1604 145 0 1608 144 0 1612 144 0 1616 143 0 1620 142 0 1624 142 0 1628 141 0 1632 140 0 1636 139 0 1640 139 0 1644 138 0 1648 138 0 1652 137 0 1656 137 0 1660 137 0 1664 136 0 1667 135 0 1671 134 0 1675 133 0 1679 131 0 1682 129 0 1685 126 0 1688 124 0 1691 121 0 1694 118 0 1697 115 0 1699 112 0 1701 109 0 1704 106 0 1706 102 0 1708 99 0 1710 96 0 1713 92 0 1715 89 0 1717 85 0 1719 82 0 1721 79 0 1724 76 0 1727 73 0 1729 70 0 1733 67 0 1736 65 0 1739 63 0 1743 61 0 1746 59 0 1750 57 0 1753 56 0 1757 54 0 1761 53 0 1765 51 0 1768 50 0 1772 49 0 1776 47 0 1780 46 0 1783 44 0 1787 43 0 1791 41 0 1794 40 0 1798 38 0 1802 37 0 1805 35 0 1809 33 0 1813 31 0 1816 29 0 1820 28 0 1823 26 0 1826 23 0 1830 21 0 1833 19 0 1837 17 0 1840 15 0 1844 14 0 1847 12 0 1851 11 0 1855 10 0 1859 9 0 1863 9 0 1867 9 0 1871 10 0 1875 10 0 1879 11 0 1883 12 0 1887 13 0 1891 14 0 1894 15 0 1898 16 0 1902 17 0 1906 17 0 1910 18 0 1914 18 0 1918 18 0 1922 18 0 1926 18 0 1930 18 0 1934 18 0 1938 17 0 1942 17 0 1946 16 0 1950 16 0 1954 16 0 1958 15 0 1962 15 0 1966 14 0 1970 14 0 1974 13 0 1978 12 0 1982 11 0 1985 10 0 1989 9 0 1993 7 0 1997 6 0 2000 4 0 2004 2 0 2007 0 0 2011 -2 0 2014 -3 0 2018 -5 0 2022 -6 0 2026 -8 0 2029 -9 0 2033 -10 0 2037 -11 0 2041 -11 0 2045 -12 0 2049 -13 0 2053 -14 0 2057 -15 0 2060 -16 0 2064 -18 0 2068 -20 0 2071 -22 0 2074 -24 0 2077 -27 0 2080 -30 0 2083 -33 0 2086 -36 0 2088 -38 0 2091 -41 0 2094 -44 0 2098 -46 0 2101 -48 0 2105 -50 0 2108 -52 0 2112 -53 0 2116 -53 0 2120 -54 0 2124 -54 0 2128 -54 0 2132 -54 0 2136 -53 0 2140 -52 0 2144 -51 0 2148 -50 0 2151 -49 0 2155 -48 0 2159 -46 0 2162 -44 0 2166 -42 0 2169 -40 0 2172 -38 0 2176 -35 0 2179 -33 0 2182 -30 0 2185 -28 0 2188 -25 0 2191 -23 0 2195 -21 0 2198 -19 0 2202 -17 0 2206 -16 0 2209 -15 0 2213 -14 0 2217 -13 0 2221 -12 0 2225 -11 0 2229 -10 0 2233 -9 0 2237 -8 0 2240 -7 0 2244 -5 0 2248 -3 0 2251 -2 0 2255 0 0 end frb_curve_t