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 = 45 | Segment [0] from curve 88 | 600 samples [4720..5319] | 0.096 of the curve [0.758__0.855] | Segment [1] from curve 107 (reversed) | 600 samples [2662..3261] | 0.066 of the curve [0.293__0.359] | | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 600 0 0 0 4 1 0 8 2 0 12 3 0 15 4 0 19 5 0 23 6 0 27 6 0 31 7 0 35 7 0 39 7 0 43 8 0 47 8 0 51 8 0 55 8 0 59 8 0 63 8 0 67 9 0 71 9 0 75 10 0 79 10 0 83 11 0 87 13 0 90 14 0 94 16 0 98 18 0 101 20 0 104 22 0 107 25 0 110 28 0 113 30 0 115 33 0 118 37 0 120 40 0 123 43 0 125 46 0 128 49 0 131 52 0 134 55 0 137 57 0 140 60 0 143 62 0 146 65 0 150 67 0 153 69 0 156 71 0 159 74 0 162 76 0 165 79 0 168 82 0 171 84 0 174 87 0 177 90 0 180 93 0 183 96 0 185 99 0 188 102 0 191 104 0 193 107 0 196 111 0 198 114 0 201 117 0 203 120 0 206 123 0 208 127 0 210 130 0 213 133 0 216 136 0 219 138 0 222 141 0 225 143 0 228 145 0 232 147 0 236 148 0 240 149 0 244 150 0 248 151 0 251 151 0 255 152 0 259 152 0 263 152 0 267 153 0 271 153 0 275 153 0 279 154 0 283 154 0 287 155 0 291 155 0 295 156 0 299 156 0 303 157 0 307 158 0 311 158 0 315 158 0 319 158 0 323 159 0 327 158 0 331 158 0 335 158 0 339 158 0 343 157 0 347 157 0 351 157 0 355 156 0 359 156 0 363 155 0 367 155 0 371 154 0 375 154 0 379 153 0 383 152 0 386 151 0 390 150 0 394 148 0 398 146 0 401 145 0 405 143 0 408 141 0 411 138 0 415 136 0 418 134 0 421 132 0 425 129 0 428 127 0 431 125 0 434 123 0 438 120 0 441 118 0 445 116 0 448 114 0 452 112 0 455 110 0 459 108 0 462 106 0 466 105 0 469 103 0 473 101 0 476 99 0 479 96 0 483 94 0 486 92 0 490 90 0 493 88 0 496 86 0 500 83 0 503 81 0 506 79 0 510 77 0 513 75 0 517 73 0 520 72 0 524 70 0 528 69 0 532 69 0 536 69 0 540 69 0 544 69 0 548 69 0 552 70 0 556 71 0 560 72 0 564 73 0 568 74 0 571 75 0 575 76 0 579 77 0 583 78 0 587 79 0 591 80 0 594 81 0 598 82 0 602 83 0 606 83 0 610 83 0 614 83 0 618 83 0 622 83 0 626 82 0 630 81 0 634 80 0 638 79 0 641 77 0 645 76 0 649 75 0 653 73 0 657 72 0 660 71 0 664 70 0 668 70 0 672 69 0 676 69 0 680 69 0 684 69 0 688 69 0 692 69 0 696 70 0 700 70 0 704 71 0 708 71 0 712 71 0 716 72 0 720 72 0 724 73 0 728 73 0 732 74 0 736 74 0 740 74 0 744 74 0 748 74 0 752 74 0 756 74 0 760 74 0 764 74 0 768 74 0 772 73 0 776 73 0 780 73 0 784 73 0 788 74 0 792 74 0 796 74 0 800 75 0 804 75 0 808 75 0 812 76 0 816 76 0 820 77 0 824 78 0 828 78 0 832 79 0 836 80 0 839 81 0 843 82 0 847 83 0 851 84 0 855 85 0 859 85 0 863 86 0 867 87 0 871 88 0 875 88 0 879 89 0 883 89 0 887 89 0 891 89 0 895 89 0 899 88 0 902 88 0 906 87 0 910 85 0 914 84 0 918 83 0 921 81 0 925 80 0 929 78 0 932 77 0 936 75 0 940 74 0 944 73 0 948 72 0 952 71 0 956 70 0 960 70 0 963 69 0 967 68 0 971 68 0 975 67 0 979 67 0 983 66 0 987 66 0 991 65 0 995 65 0 999 65 0 1003 65 0 1007 66 0 1011 66 0 1015 67 0 1019 67 0 1023 68 0 1027 69 0 1031 70 0 1035 70 0 1039 71 0 1043 72 0 1047 73 0 1051 73 0 1055 74 0 1058 75 0 1062 75 0 1066 76 0 1070 77 0 1074 79 0 1078 80 0 1081 81 0 1085 83 0 1089 84 0 1093 85 0 1097 86 0 1101 87 0 1105 88 0 1108 88 0 1112 89 0 1116 89 0 1120 89 0 1124 88 0 1128 88 0 1132 87 0 1136 86 0 1140 86 0 1144 85 0 1148 84 0 1152 83 0 1156 83 0 1160 82 0 1164 82 0 1168 81 0 1172 81 0 1176 81 0 1180 81 0 1184 81 0 1188 81 0 1192 81 0 1196 81 0 1200 81 0 1204 81 0 1208 82 0 1212 83 0 1216 84 0 1219 85 0 1223 87 0 1226 89 0 1230 91 0 1233 93 0 1236 96 0 1239 99 0 1242 101 0 1245 104 0 1248 107 0 1251 110 0 1254 112 0 1257 114 0 1261 116 0 1265 117 0 1268 119 0 1272 119 0 1276 120 0 1280 120 0 1284 121 0 1288 121 0 1292 122 0 1296 122 0 1300 123 0 1304 124 0 1308 124 0 1312 125 0 1316 126 0 1320 127 0 1323 128 0 1327 129 0 1331 130 0 1335 130 0 1339 131 0 1343 132 0 1347 133 0 1351 133 0 1355 134 0 1359 135 0 1363 136 0 1366 137 0 1370 138 0 1374 139 0 1378 140 0 1382 140 0 1386 141 0 1390 141 0 1394 140 0 1398 140 0 1402 139 0 1406 138 0 1410 137 0 1413 135 0 1417 134 0 1421 132 0 1424 131 0 1428 129 0 1432 127 0 1435 126 0 1439 124 0 1442 122 0 1446 120 0 1449 118 0 1453 116 0 1456 114 0 1460 112 0 1463 109 0 1466 107 0 1470 105 0 1473 103 0 1477 101 0 1480 100 0 1484 98 0 1488 97 0 1492 96 0 1496 95 0 1499 94 0 1503 93 0 1507 92 0 1511 92 0 1515 91 0 1519 90 0 1523 90 0 1527 90 0 1531 89 0 1535 89 0 1539 90 0 1543 90 0 1547 91 0 1551 92 0 1555 93 0 1558 94 0 1562 96 0 1566 97 0 1569 99 0 1573 101 0 1577 103 0 1580 104 0 1584 106 0 1587 108 0 1591 110 0 1594 112 0 1598 114 0 1602 115 0 1605 117 0 1609 119 0 1613 120 0 1616 121 0 1620 122 0 1624 123 0 1628 124 0 1632 125 0 1636 125 0 1640 126 0 1644 126 0 1648 126 0 1652 126 0 1656 126 0 1660 126 0 1664 126 0 1668 126 0 1672 125 0 1676 125 0 1680 124 0 1684 123 0 1688 123 0 1692 122 0 1695 121 0 1699 120 0 1703 119 0 1707 119 0 1711 118 0 1715 117 0 1719 116 0 1723 116 0 1727 115 0 1731 114 0 1735 114 0 1739 113 0 1743 112 0 1747 112 0 1751 112 0 1755 111 0 1759 111 0 1763 110 0 1767 110 0 1770 109 0 1774 109 0 1778 108 0 1782 107 0 1786 106 0 1790 105 0 1794 104 0 1798 102 0 1801 101 0 1805 99 0 1808 96 0 1811 94 0 1814 92 0 1817 89 0 1820 87 0 1824 84 0 1827 82 0 1830 80 0 1834 78 0 1837 76 0 1841 74 0 1845 73 0 1849 72 0 1853 71 0 1857 70 0 1860 70 0 1864 69 0 1868 68 0 1872 68 0 1876 68 0 1880 67 0 1884 67 0 1888 66 0 1892 66 0 1896 66 0 1900 65 0 1904 65 0 1908 64 0 1912 64 0 1916 63 0 1920 63 0 1924 63 0 1928 62 0 1932 62 0 1936 62 0 1940 62 0 1944 62 0 1948 62 0 1952 62 0 1956 62 0 1960 62 0 1964 62 0 1968 63 0 1972 63 0 1976 63 0 1980 63 0 1984 63 0 1988 63 0 1992 63 0 1996 63 0 2000 63 0 2004 63 0 2008 63 0 2012 63 0 2016 63 0 2020 64 0 2024 64 0 2028 65 0 2032 65 0 2036 66 0 2040 67 0 2044 67 0 2048 68 0 2052 68 0 2056 69 0 2060 69 0 2064 69 0 2068 69 0 2072 69 0 2076 69 0 2080 68 0 2083 67 0 2087 66 0 2091 65 0 2095 63 0 2098 62 0 2102 60 0 2106 58 0 2109 56 0 2113 54 0 2116 52 0 2119 50 0 2123 48 0 2126 46 0 2130 44 0 2133 42 0 2137 41 0 2141 39 0 2144 37 0 2148 36 0 2152 34 0 2155 33 0 2159 31 0 2163 30 0 2167 29 0 2170 27 0 2174 26 0 2178 25 0 2182 24 0 2186 22 0 2189 21 0 2193 20 0 2197 18 0 2201 17 0 2204 16 0 2208 14 0 2212 13 0 2216 11 0 2219 10 0 2223 8 0 2227 7 0 2230 5 0 2234 4 0 2238 2 0 2242 1 0 2246 0 0 end frb_curve_t