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 = 49 | Segment [0] from curve 105 | 600 samples [ 379.. 978] | 0.119 of the curve [0.075__0.194] | Segment [1] from curve 108 (reversed) | 600 samples [3206..3805] | 0.125 of the curve [0.671__0.796] | | | | 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 -8 0 43 -8 0 47 -8 0 51 -8 0 55 -8 0 59 -8 0 63 -7 0 67 -7 0 71 -7 0 75 -6 0 79 -6 0 83 -5 0 87 -5 0 91 -4 0 95 -4 0 99 -3 0 103 -3 0 107 -3 0 111 -3 0 115 -3 0 119 -3 0 123 -3 0 127 -4 0 131 -4 0 135 -5 0 139 -5 0 143 -6 0 147 -7 0 151 -7 0 155 -8 0 159 -8 0 163 -9 0 167 -9 0 171 -8 0 175 -8 0 178 -7 0 182 -7 0 186 -5 0 190 -4 0 194 -3 0 197 -1 0 201 1 0 204 3 0 208 5 0 211 7 0 215 9 0 218 11 0 222 13 0 225 15 0 229 17 0 232 18 0 236 20 0 240 21 0 243 23 0 247 24 0 251 26 0 255 27 0 258 29 0 262 31 0 266 32 0 269 34 0 273 35 0 277 37 0 280 38 0 284 39 0 288 40 0 292 41 0 296 42 0 300 43 0 304 44 0 308 44 0 312 45 0 316 45 0 319 46 0 323 47 0 327 48 0 331 49 0 335 51 0 338 52 0 342 54 0 345 56 0 349 59 0 352 61 0 355 63 0 359 65 0 362 67 0 366 68 0 370 70 0 374 71 0 378 72 0 382 72 0 386 72 0 390 72 0 394 72 0 398 72 0 402 71 0 405 70 0 409 70 0 413 69 0 417 68 0 421 68 0 425 67 0 429 66 0 433 66 0 437 65 0 441 65 0 445 65 0 449 65 0 453 65 0 457 65 0 461 66 0 465 66 0 469 67 0 473 68 0 477 69 0 481 69 0 485 70 0 489 70 0 493 70 0 497 70 0 501 70 0 504 69 0 508 68 0 512 67 0 516 66 0 520 65 0 524 64 0 528 62 0 531 61 0 535 61 0 539 60 0 543 59 0 547 59 0 551 58 0 555 58 0 559 58 0 563 57 0 567 57 0 571 57 0 575 58 0 579 58 0 583 58 0 587 59 0 591 60 0 595 61 0 599 62 0 603 63 0 606 64 0 610 65 0 614 66 0 618 67 0 622 69 0 625 70 0 629 71 0 633 73 0 637 74 0 641 75 0 645 76 0 648 76 0 652 77 0 656 77 0 660 78 0 664 78 0 668 78 0 672 78 0 676 78 0 680 78 0 684 78 0 688 78 0 692 78 0 696 78 0 700 78 0 704 78 0 708 78 0 712 78 0 716 77 0 720 77 0 724 77 0 728 76 0 732 76 0 736 75 0 740 75 0 744 74 0 748 74 0 752 73 0 756 72 0 760 72 0 764 71 0 768 71 0 772 70 0 776 70 0 780 69 0 784 68 0 788 68 0 792 67 0 796 67 0 800 67 0 804 66 0 808 66 0 812 65 0 816 65 0 820 64 0 824 64 0 827 64 0 831 63 0 835 63 0 839 62 0 843 62 0 847 62 0 851 62 0 855 62 0 859 62 0 863 61 0 867 61 0 871 61 0 875 61 0 879 60 0 883 60 0 887 59 0 891 59 0 895 58 0 899 58 0 903 57 0 907 57 0 911 56 0 915 56 0 919 55 0 923 55 0 927 54 0 931 53 0 935 53 0 939 52 0 942 50 0 946 49 0 950 48 0 954 47 0 958 46 0 962 45 0 966 44 0 970 44 0 974 45 0 978 45 0 981 46 0 985 47 0 989 49 0 993 51 0 996 53 0 999 55 0 1003 57 0 1006 59 0 1010 61 0 1013 63 0 1017 65 0 1020 66 0 1024 67 0 1028 68 0 1032 69 0 1036 70 0 1040 70 0 1044 70 0 1048 70 0 1052 70 0 1056 70 0 1060 70 0 1064 70 0 1068 70 0 1072 69 0 1076 69 0 1080 68 0 1084 68 0 1088 67 0 1092 67 0 1096 66 0 1100 66 0 1104 65 0 1108 64 0 1111 64 0 1115 63 0 1119 62 0 1123 61 0 1127 60 0 1131 59 0 1135 58 0 1139 57 0 1142 55 0 1146 54 0 1150 52 0 1154 51 0 1157 49 0 1161 48 0 1165 46 0 1168 45 0 1172 43 0 1176 42 0 1180 41 0 1183 40 0 1187 39 0 1191 38 0 1195 37 0 1199 37 0 1203 36 0 1207 36 0 1211 36 0 1215 36 0 1219 36 0 1223 36 0 1227 36 0 1231 36 0 1235 36 0 1239 36 0 1243 36 0 1247 36 0 1251 36 0 1255 36 0 1259 36 0 1263 36 0 1267 35 0 1271 35 0 1275 35 0 1279 35 0 1283 34 0 1287 34 0 1291 34 0 1295 34 0 1299 34 0 1303 34 0 1307 34 0 1311 34 0 1315 34 0 1319 33 0 1323 33 0 1327 33 0 1331 32 0 1335 31 0 1339 30 0 1343 30 0 1347 29 0 1351 28 0 1354 27 0 1358 26 0 1362 25 0 1366 24 0 1370 23 0 1374 23 0 1378 22 0 1382 21 0 1386 20 0 1389 19 0 1393 17 0 1397 16 0 1401 15 0 1405 13 0 1408 12 0 1412 11 0 1416 9 0 1420 8 0 1423 7 0 1427 5 0 1431 4 0 1435 4 0 1439 3 0 1443 2 0 1447 2 0 1451 2 0 1455 2 0 1459 1 0 1463 1 0 1467 1 0 1471 2 0 1475 2 0 1479 2 0 1483 2 0 1487 3 0 1491 3 0 1495 4 0 1499 5 0 1503 6 0 1506 7 0 1510 8 0 1514 9 0 1518 10 0 1522 11 0 1526 13 0 1529 13 0 1533 14 0 1537 15 0 1541 15 0 1545 15 0 1549 15 0 1553 15 0 1557 14 0 1561 14 0 1565 13 0 1569 12 0 1573 12 0 1577 11 0 1581 11 0 1585 10 0 1589 9 0 1593 9 0 1597 8 0 1601 7 0 1605 6 0 1608 6 0 1612 5 0 1616 5 0 1620 4 0 1624 4 0 1628 3 0 1632 3 0 1636 3 0 1640 3 0 1644 4 0 1648 4 0 1652 5 0 1656 5 0 1660 6 0 1664 6 0 1668 7 0 1672 7 0 1676 8 0 1680 8 0 1684 9 0 1688 9 0 1692 9 0 1696 9 0 1700 9 0 1704 10 0 1708 10 0 1712 10 0 1716 10 0 1720 10 0 1724 11 0 1728 11 0 1732 12 0 1736 12 0 1740 13 0 1744 14 0 1747 15 0 1751 16 0 1755 17 0 1759 19 0 1763 20 0 1767 21 0 1770 22 0 1774 23 0 1778 24 0 1782 24 0 1786 25 0 1790 25 0 1794 25 0 1798 25 0 1802 25 0 1806 25 0 1810 24 0 1814 24 0 1818 23 0 1822 23 0 1826 22 0 1830 21 0 1834 20 0 1838 19 0 1841 18 0 1845 16 0 1849 15 0 1853 14 0 1856 12 0 1860 10 0 1863 9 0 1867 7 0 1871 5 0 1874 3 0 1878 1 0 1881 0 0 1885 -2 0 1889 -4 0 1892 -5 0 1896 -7 0 1900 -8 0 1904 -9 0 1908 -10 0 1911 -11 0 1915 -12 0 1919 -13 0 1923 -14 0 1927 -15 0 1931 -16 0 1935 -18 0 1938 -19 0 1942 -20 0 1946 -21 0 1950 -22 0 1954 -22 0 1958 -23 0 1962 -23 0 1966 -23 0 1970 -23 0 1974 -23 0 1978 -23 0 1982 -23 0 1986 -23 0 1990 -23 0 1994 -23 0 1998 -24 0 2002 -24 0 2006 -25 0 2010 -26 0 2014 -26 0 2018 -27 0 2021 -28 0 2025 -29 0 2029 -30 0 2033 -31 0 2037 -32 0 2041 -32 0 2045 -33 0 2049 -34 0 2053 -34 0 2057 -35 0 2061 -35 0 2065 -35 0 2069 -35 0 2073 -35 0 2077 -36 0 2081 -36 0 2085 -36 0 2089 -36 0 2093 -36 0 2097 -36 0 2101 -36 0 2105 -36 0 2109 -36 0 2113 -36 0 2117 -36 0 2121 -35 0 2125 -35 0 2129 -35 0 2133 -35 0 2137 -35 0 2141 -34 0 2145 -33 0 2149 -33 0 2152 -32 0 2156 -31 0 2160 -30 0 2164 -29 0 2168 -28 0 2172 -27 0 2176 -26 0 2180 -26 0 2184 -25 0 2188 -25 0 2192 -25 0 2196 -25 0 2200 -25 0 2204 -25 0 2208 -25 0 2212 -26 0 2216 -26 0 2220 -26 0 2224 -26 0 2228 -26 0 2232 -26 0 2236 -25 0 2240 -25 0 2243 -24 0 2247 -22 0 2251 -21 0 2255 -20 0 2258 -18 0 2262 -17 0 2266 -15 0 2270 -14 0 2273 -13 0 2277 -11 0 2281 -10 0 2285 -9 0 2289 -9 0 2293 -8 0 2297 -8 0 2301 -7 0 2305 -7 0 2309 -6 0 2313 -5 0 2317 -5 0 2321 -4 0 2325 -3 0 2328 -2 0 2332 -1 0 2336 0 0 end frb_curve_t