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 = 7 | Segment [0] from curve 7 | 600 samples [2778..3377] | 0.090 of the curve [0.418__0.508] | Segment [1] from curve 10 (reversed) | 600 samples [4288..4887] | 0.113 of the curve [0.809__0.922] | | | | side = "b" | | converted to shape function unit = 0.00529167 samples = 600 0 0 0 3 2 0 7 4 0 10 6 0 14 8 0 18 10 0 21 11 0 25 12 0 29 13 0 33 15 0 37 15 0 41 16 0 44 17 0 48 18 0 52 19 0 56 19 0 60 20 0 64 21 0 68 21 0 72 22 0 76 23 0 80 24 0 84 25 0 88 26 0 92 26 0 95 27 0 99 28 0 103 29 0 107 29 0 111 29 0 115 30 0 119 30 0 123 30 0 127 29 0 131 29 0 135 28 0 139 27 0 143 26 0 147 24 0 150 23 0 154 21 0 157 19 0 161 17 0 164 16 0 168 14 0 171 12 0 175 10 0 179 8 0 182 6 0 186 5 0 190 3 0 194 2 0 197 2 0 201 1 0 205 1 0 209 1 0 213 1 0 217 1 0 221 1 0 225 2 0 229 2 0 233 2 0 237 3 0 241 3 0 245 3 0 249 3 0 253 3 0 257 3 0 261 3 0 265 2 0 269 2 0 273 2 0 277 2 0 281 1 0 285 1 0 289 1 0 293 1 0 297 0 0 301 0 0 305 0 0 309 -1 0 313 -1 0 317 -1 0 321 -1 0 325 -1 0 329 0 0 333 0 0 337 1 0 341 2 0 345 3 0 349 4 0 353 4 0 357 5 0 361 6 0 364 7 0 368 8 0 372 9 0 376 10 0 380 11 0 384 12 0 388 13 0 392 13 0 396 14 0 400 15 0 404 15 0 408 15 0 412 15 0 416 15 0 420 15 0 424 15 0 428 15 0 432 16 0 436 16 0 440 16 0 444 17 0 447 17 0 451 18 0 455 18 0 460 18 0 464 18 0 467 18 0 471 18 0 475 18 0 479 17 0 483 17 0 487 16 0 491 15 0 495 14 0 499 14 0 503 13 0 507 12 0 511 11 0 515 10 0 519 9 0 523 9 0 526 8 0 530 7 0 534 6 0 538 6 0 542 5 0 546 5 0 550 5 0 554 5 0 558 5 0 562 5 0 566 5 0 570 5 0 574 4 0 578 4 0 582 4 0 586 3 0 590 3 0 594 2 0 598 2 0 602 2 0 606 2 0 610 1 0 614 2 0 618 2 0 622 2 0 626 3 0 630 3 0 634 4 0 638 5 0 642 6 0 646 6 0 650 7 0 653 8 0 657 9 0 661 11 0 665 12 0 669 13 0 673 14 0 677 15 0 680 16 0 684 17 0 688 17 0 692 18 0 696 18 0 700 18 0 704 18 0 708 18 0 712 18 0 716 18 0 720 17 0 724 17 0 728 17 0 732 16 0 736 16 0 740 16 0 744 16 0 748 17 0 752 17 0 756 17 0 760 18 0 764 18 0 768 19 0 772 20 0 776 20 0 780 21 0 784 21 0 788 22 0 792 22 0 796 22 0 800 21 0 804 21 0 808 20 0 812 19 0 815 18 0 819 17 0 823 16 0 827 15 0 831 14 0 835 13 0 839 12 0 843 11 0 846 10 0 850 9 0 854 8 0 858 7 0 862 6 0 866 6 0 870 5 0 874 4 0 878 4 0 882 3 0 886 3 0 890 2 0 894 2 0 898 1 0 902 1 0 906 0 0 909 -1 0 913 -1 0 917 -2 0 921 -3 0 925 -4 0 929 -5 0 933 -5 0 937 -6 0 941 -6 0 945 -6 0 949 -6 0 953 -6 0 957 -6 0 961 -6 0 965 -6 0 969 -6 0 973 -5 0 977 -5 0 981 -4 0 985 -3 0 989 -2 0 993 -1 0 996 0 0 1000 2 0 1004 3 0 1007 5 0 1011 7 0 1014 9 0 1018 11 0 1021 12 0 1025 14 0 1029 16 0 1032 17 0 1036 18 0 1040 20 0 1044 20 0 1048 21 0 1052 22 0 1056 22 0 1060 22 0 1064 22 0 1068 22 0 1072 22 0 1076 21 0 1080 21 0 1084 21 0 1088 20 0 1092 20 0 1096 20 0 1100 19 0 1104 18 0 1108 18 0 1112 17 0 1115 16 0 1119 14 0 1123 13 0 1126 11 0 1130 9 0 1134 7 0 1137 6 0 1141 4 0 1144 2 0 1148 0 0 1151 -2 0 1155 -4 0 1158 -6 0 1162 -8 0 1165 -9 0 1169 -11 0 1173 -12 0 1177 -14 0 1180 -15 0 1184 -16 0 1188 -18 0 1192 -19 0 1195 -20 0 1199 -22 0 1203 -23 0 1207 -25 0 1210 -26 0 1214 -28 0 1218 -29 0 1222 -30 0 1226 -30 0 1230 -31 0 1234 -31 0 1238 -31 0 1242 -30 0 1246 -29 0 1250 -28 0 1253 -27 0 1257 -26 0 1261 -24 0 1264 -22 0 1268 -20 0 1271 -18 0 1275 -16 0 1278 -14 0 1281 -12 0 1285 -10 0 1288 -8 0 1292 -5 0 1295 -3 0 1298 -1 0 1302 1 0 1305 3 0 1309 5 0 1312 6 0 1316 8 0 1320 10 0 1323 12 0 1327 13 0 1330 15 0 1334 16 0 1338 18 0 1342 19 0 1346 20 0 1349 22 0 1353 23 0 1357 24 0 1361 24 0 1365 25 0 1369 26 0 1373 26 0 1377 26 0 1381 27 0 1385 27 0 1389 27 0 1393 26 0 1397 26 0 1401 26 0 1405 26 0 1409 25 0 1413 25 0 1417 25 0 1421 25 0 1425 25 0 1429 25 0 1433 25 0 1437 25 0 1441 25 0 1445 25 0 1449 25 0 1453 24 0 1457 24 0 1461 23 0 1465 22 0 1468 21 0 1472 20 0 1476 19 0 1480 18 0 1484 17 0 1488 16 0 1492 16 0 1496 16 0 1500 16 0 1504 16 0 1508 17 0 1512 17 0 1516 17 0 1520 18 0 1524 18 0 1528 18 0 1532 19 0 1536 19 0 1540 19 0 1544 19 0 1548 19 0 1552 20 0 1556 21 0 1560 22 0 1563 23 0 1567 24 0 1571 25 0 1575 26 0 1579 28 0 1582 29 0 1586 29 0 1590 30 0 1594 31 0 1598 31 0 1602 32 0 1606 32 0 1610 33 0 1614 34 0 1618 35 0 1622 36 0 1625 38 0 1629 39 0 1633 41 0 1636 43 0 1639 45 0 1643 47 0 1646 49 0 1650 51 0 1654 53 0 1657 54 0 1661 55 0 1665 57 0 1669 58 0 1673 59 0 1677 59 0 1681 60 0 1684 61 0 1688 61 0 1692 61 0 1696 62 0 1700 62 0 1704 62 0 1708 61 0 1712 61 0 1716 61 0 1720 60 0 1724 59 0 1728 58 0 1732 57 0 1736 56 0 1739 54 0 1743 53 0 1747 51 0 1750 49 0 1754 47 0 1757 45 0 1760 42 0 1764 40 0 1767 38 0 1770 36 0 1774 34 0 1777 32 0 1781 30 0 1785 28 0 1788 27 0 1792 25 0 1795 23 0 1799 21 0 1802 19 0 1806 17 0 1809 15 0 1812 13 0 1816 10 0 1819 8 0 1822 6 0 1825 3 0 1828 1 0 1831 -2 0 1834 -5 0 1837 -7 0 1841 -10 0 1844 -12 0 1847 -14 0 1850 -17 0 1854 -19 0 1857 -21 0 1861 -22 0 1865 -24 0 1868 -25 0 1872 -26 0 1876 -26 0 1880 -27 0 1884 -27 0 1888 -27 0 1892 -28 0 1896 -28 0 1900 -28 0 1904 -28 0 1908 -28 0 1912 -28 0 1916 -28 0 1920 -28 0 1924 -28 0 1928 -28 0 1932 -28 0 1936 -28 0 1940 -28 0 1944 -28 0 1948 -27 0 1952 -27 0 1956 -26 0 1960 -25 0 1964 -24 0 1968 -23 0 1971 -21 0 1975 -20 0 1979 -18 0 1982 -16 0 1986 -14 0 1989 -12 0 1993 -10 0 1996 -9 0 2000 -7 0 2004 -6 0 2008 -5 0 2012 -4 0 2016 -4 0 2020 -4 0 2024 -5 0 2028 -6 0 2031 -6 0 2035 -7 0 2039 -9 0 2043 -10 0 2047 -11 0 2051 -12 0 2055 -13 0 2059 -13 0 2062 -14 0 2066 -14 0 2070 -15 0 2074 -15 0 2078 -15 0 2083 -15 0 2086 -15 0 2090 -15 0 2094 -14 0 2098 -14 0 2102 -14 0 2106 -13 0 2110 -13 0 2114 -13 0 2118 -13 0 2122 -13 0 2126 -13 0 2130 -13 0 2134 -14 0 2138 -14 0 2142 -15 0 2146 -15 0 2150 -16 0 2154 -17 0 2158 -17 0 2162 -18 0 2166 -18 0 2170 -19 0 2174 -19 0 2178 -19 0 2182 -20 0 2186 -20 0 2190 -20 0 2194 -20 0 2198 -20 0 2202 -19 0 2206 -18 0 2210 -18 0 2214 -17 0 2217 -15 0 2221 -14 0 2225 -13 0 2229 -12 0 2233 -11 0 2237 -10 0 2241 -9 0 2245 -8 0 2248 -8 0 2252 -8 0 2256 -8 0 2260 -8 0 2264 -8 0 2268 -8 0 2272 -8 0 2276 -8 0 2280 -7 0 2284 -7 0 2288 -6 0 2292 -5 0 2296 -4 0 2300 -3 0 2304 -1 0 2307 0 0 end frb_curve_t