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 = 3 | Segment [0] from curve 2 | 600 samples [3348..3947] | 0.108 of the curve [0.604__0.712] | Segment [1] from curve 6 (reversed) | 600 samples [3213..3812] | 0.114 of the curve [0.609__0.722] | | | | side = "a" | | 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 6 0 23 7 0 27 8 0 31 9 0 35 10 0 39 10 0 43 10 0 47 9 0 50 8 0 54 7 0 58 5 0 61 3 0 65 1 0 68 -1 0 71 -4 0 74 -6 0 78 -8 0 81 -11 0 84 -13 0 88 -15 0 91 -17 0 95 -18 0 98 -20 0 102 -22 0 106 -23 0 110 -25 0 113 -26 0 117 -27 0 121 -28 0 125 -29 0 129 -30 0 133 -30 0 137 -30 0 141 -31 0 145 -31 0 149 -31 0 153 -31 0 157 -30 0 161 -30 0 165 -30 0 169 -30 0 173 -30 0 177 -30 0 181 -30 0 185 -30 0 189 -30 0 193 -31 0 197 -31 0 201 -32 0 205 -32 0 209 -33 0 213 -34 0 217 -34 0 221 -34 0 224 -35 0 228 -35 0 232 -34 0 236 -34 0 240 -34 0 244 -33 0 248 -33 0 252 -32 0 256 -32 0 260 -31 0 264 -31 0 268 -31 0 272 -31 0 276 -31 0 280 -32 0 284 -33 0 288 -34 0 291 -36 0 295 -38 0 299 -40 0 302 -42 0 305 -44 0 309 -46 0 312 -48 0 315 -50 0 319 -52 0 323 -54 0 326 -56 0 330 -57 0 334 -58 0 338 -60 0 341 -61 0 345 -62 0 349 -63 0 353 -64 0 357 -65 0 361 -66 0 365 -66 0 369 -67 0 372 -68 0 376 -69 0 380 -70 0 384 -70 0 388 -71 0 392 -72 0 396 -72 0 400 -73 0 404 -73 0 408 -74 0 412 -74 0 416 -75 0 420 -76 0 424 -76 0 428 -77 0 432 -78 0 435 -79 0 439 -80 0 443 -81 0 447 -83 0 450 -85 0 454 -86 0 457 -89 0 461 -91 0 464 -93 0 468 -95 0 471 -97 0 475 -99 0 478 -100 0 482 -101 0 486 -103 0 490 -103 0 494 -104 0 498 -105 0 502 -105 0 506 -105 0 510 -105 0 514 -105 0 518 -106 0 522 -106 0 526 -106 0 530 -106 0 534 -106 0 538 -105 0 542 -105 0 546 -106 0 550 -106 0 554 -106 0 558 -106 0 562 -106 0 566 -106 0 570 -107 0 574 -107 0 578 -107 0 582 -108 0 586 -108 0 590 -109 0 594 -109 0 598 -109 0 602 -109 0 606 -109 0 609 -109 0 613 -108 0 617 -107 0 621 -106 0 625 -105 0 629 -103 0 632 -101 0 636 -99 0 639 -97 0 642 -95 0 646 -93 0 649 -91 0 652 -88 0 656 -86 0 659 -84 0 662 -82 0 666 -80 0 670 -78 0 673 -77 0 677 -76 0 681 -74 0 685 -74 0 689 -73 0 693 -73 0 697 -73 0 701 -73 0 705 -73 0 709 -73 0 713 -74 0 717 -74 0 721 -75 0 725 -75 0 728 -76 0 732 -77 0 736 -78 0 740 -79 0 744 -80 0 748 -81 0 752 -82 0 756 -82 0 760 -83 0 764 -84 0 768 -84 0 772 -84 0 776 -85 0 780 -85 0 784 -85 0 788 -85 0 792 -85 0 796 -85 0 800 -85 0 804 -85 0 808 -85 0 812 -86 0 816 -86 0 820 -87 0 823 -88 0 827 -88 0 831 -89 0 835 -90 0 839 -91 0 843 -92 0 847 -93 0 851 -94 0 855 -94 0 859 -95 0 863 -96 0 867 -96 0 871 -96 0 875 -96 0 879 -96 0 883 -96 0 887 -96 0 891 -95 0 895 -95 0 898 -94 0 902 -94 0 906 -93 0 910 -93 0 914 -93 0 918 -93 0 922 -93 0 926 -93 0 930 -94 0 934 -94 0 938 -95 0 942 -96 0 946 -96 0 950 -97 0 954 -97 0 958 -97 0 962 -97 0 966 -97 0 970 -97 0 974 -97 0 978 -96 0 982 -95 0 986 -94 0 990 -93 0 993 -92 0 997 -91 0 1001 -90 0 1005 -89 0 1009 -88 0 1013 -87 0 1017 -87 0 1021 -86 0 1025 -86 0 1029 -86 0 1033 -86 0 1037 -86 0 1041 -86 0 1045 -86 0 1049 -87 0 1053 -87 0 1057 -88 0 1061 -88 0 1065 -89 0 1069 -90 0 1073 -90 0 1076 -91 0 1080 -91 0 1084 -92 0 1088 -93 0 1092 -93 0 1096 -93 0 1100 -93 0 1104 -93 0 1108 -93 0 1112 -93 0 1116 -92 0 1120 -92 0 1124 -91 0 1128 -90 0 1132 -89 0 1136 -88 0 1140 -87 0 1143 -86 0 1147 -85 0 1151 -83 0 1155 -82 0 1159 -81 0 1162 -79 0 1166 -78 0 1170 -76 0 1173 -75 0 1177 -73 0 1181 -71 0 1184 -70 0 1188 -68 0 1192 -67 0 1195 -65 0 1199 -63 0 1203 -62 0 1206 -60 0 1210 -59 0 1214 -57 0 1217 -56 0 1221 -54 0 1225 -53 0 1229 -51 0 1232 -49 0 1236 -48 0 1239 -46 0 1243 -44 0 1247 -42 0 1250 -41 0 1254 -39 0 1257 -37 0 1261 -35 0 1265 -34 0 1268 -32 0 1272 -31 0 1276 -31 0 1280 -30 0 1284 -31 0 1288 -31 0 1292 -32 0 1296 -33 0 1299 -35 0 1303 -37 0 1307 -39 0 1310 -41 0 1313 -43 0 1317 -45 0 1320 -48 0 1323 -50 0 1327 -52 0 1330 -54 0 1333 -56 0 1337 -58 0 1340 -60 0 1344 -62 0 1347 -64 0 1351 -67 0 1354 -69 0 1357 -70 0 1361 -72 0 1365 -74 0 1368 -76 0 1372 -77 0 1376 -79 0 1379 -80 0 1383 -81 0 1387 -83 0 1391 -84 0 1395 -85 0 1399 -86 0 1402 -87 0 1406 -88 0 1410 -89 0 1414 -90 0 1418 -91 0 1422 -92 0 1426 -93 0 1430 -94 0 1434 -94 0 1438 -95 0 1442 -95 0 1445 -95 0 1449 -96 0 1453 -96 0 1457 -95 0 1461 -95 0 1465 -95 0 1469 -95 0 1473 -95 0 1477 -94 0 1481 -94 0 1485 -94 0 1489 -93 0 1493 -93 0 1497 -92 0 1501 -91 0 1505 -91 0 1509 -90 0 1513 -89 0 1517 -88 0 1521 -87 0 1525 -86 0 1529 -85 0 1532 -84 0 1536 -83 0 1540 -82 0 1544 -81 0 1548 -80 0 1552 -79 0 1556 -78 0 1560 -77 0 1563 -76 0 1567 -75 0 1571 -74 0 1575 -73 0 1579 -72 0 1583 -71 0 1587 -71 0 1591 -70 0 1595 -70 0 1599 -69 0 1603 -69 0 1607 -69 0 1611 -70 0 1615 -70 0 1618 -71 0 1622 -72 0 1626 -74 0 1630 -75 0 1634 -76 0 1637 -78 0 1641 -79 0 1645 -80 0 1649 -81 0 1653 -82 0 1657 -83 0 1660 -84 0 1664 -85 0 1668 -86 0 1672 -87 0 1676 -88 0 1680 -89 0 1684 -90 0 1688 -90 0 1692 -91 0 1696 -92 0 1700 -92 0 1704 -92 0 1708 -93 0 1712 -93 0 1716 -92 0 1720 -92 0 1724 -91 0 1728 -91 0 1731 -90 0 1735 -88 0 1739 -87 0 1743 -86 0 1746 -84 0 1750 -83 0 1754 -81 0 1758 -80 0 1761 -78 0 1765 -77 0 1769 -76 0 1773 -74 0 1776 -73 0 1780 -72 0 1784 -71 0 1788 -70 0 1792 -70 0 1796 -69 0 1800 -68 0 1804 -67 0 1808 -67 0 1812 -66 0 1816 -65 0 1819 -64 0 1823 -62 0 1827 -61 0 1830 -59 0 1834 -57 0 1837 -54 0 1840 -52 0 1843 -49 0 1846 -46 0 1848 -43 0 1851 -40 0 1854 -37 0 1857 -35 0 1860 -32 0 1863 -30 0 1867 -28 0 1870 -26 0 1874 -25 0 1878 -23 0 1881 -22 0 1885 -21 0 1889 -20 0 1893 -19 0 1897 -18 0 1901 -17 0 1905 -16 0 1909 -15 0 1912 -13 0 1916 -12 0 1919 -10 0 1923 -8 0 1926 -6 0 1929 -3 0 1932 -1 0 1935 2 0 1938 5 0 1941 7 0 1944 10 0 1947 13 0 1950 15 0 1953 18 0 1956 21 0 1960 23 0 1963 25 0 1966 27 0 1970 29 0 1974 31 0 1977 32 0 1981 33 0 1985 35 0 1989 36 0 1993 36 0 1997 37 0 2001 38 0 2005 38 0 2009 39 0 2013 39 0 2017 39 0 2021 39 0 2025 39 0 2029 39 0 2032 38 0 2036 38 0 2040 37 0 2044 36 0 2048 35 0 2052 34 0 2056 33 0 2060 32 0 2063 30 0 2067 29 0 2071 28 0 2075 27 0 2079 27 0 2083 26 0 2087 26 0 2091 25 0 2095 25 0 2099 25 0 2103 25 0 2107 25 0 2111 25 0 2115 25 0 2119 25 0 2123 26 0 2127 26 0 2131 27 0 2135 27 0 2139 28 0 2143 29 0 2147 29 0 2151 30 0 2155 30 0 2159 30 0 2163 30 0 2167 29 0 2170 28 0 2174 27 0 2178 26 0 2182 25 0 2185 23 0 2189 21 0 2192 19 0 2195 16 0 2199 14 0 2202 12 0 2205 10 0 2209 8 0 2212 6 0 2216 4 0 2219 2 0 2223 1 0 2227 -1 0 2231 -2 0 2235 -3 0 2239 -3 0 2243 -3 0 2247 -4 0 2251 -4 0 2255 -3 0 2259 -3 0 2263 -3 0 2267 -2 0 2271 -2 0 2274 -1 0 2278 0 0 end frb_curve_t