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 = 24 | Segment [0] from curve 27 | 582 samples [5687.. 490] | 0.101 of the curve [0.984__0.085] | Segment [1] from curve 43 (reversed) | 600 samples [4411..5010] | 0.116 of the curve [0.850__0.966] | | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 582 0 0 0 4 -2 0 7 -4 0 11 -6 0 14 -8 0 17 -10 0 20 -13 0 24 -15 0 27 -17 0 30 -20 0 33 -22 0 36 -25 0 39 -27 0 42 -30 0 46 -32 0 49 -35 0 52 -38 0 55 -40 0 58 -43 0 61 -45 0 64 -48 0 67 -50 0 70 -53 0 73 -56 0 76 -58 0 79 -60 0 83 -63 0 86 -65 0 89 -67 0 93 -69 0 96 -71 0 100 -73 0 103 -75 0 107 -77 0 110 -79 0 114 -81 0 118 -82 0 121 -84 0 125 -86 0 128 -88 0 131 -90 0 135 -92 0 138 -94 0 142 -96 0 145 -98 0 149 -100 0 152 -102 0 156 -104 0 159 -106 0 163 -108 0 167 -109 0 170 -111 0 174 -112 0 178 -114 0 182 -115 0 185 -116 0 189 -117 0 193 -118 0 197 -118 0 201 -119 0 205 -119 0 209 -119 0 213 -119 0 217 -119 0 221 -118 0 225 -118 0 229 -118 0 233 -119 0 237 -119 0 241 -120 0 245 -121 0 249 -122 0 252 -124 0 256 -125 0 259 -127 0 263 -129 0 266 -132 0 270 -134 0 273 -136 0 276 -138 0 280 -140 0 283 -143 0 286 -145 0 290 -147 0 293 -149 0 297 -151 0 300 -153 0 304 -155 0 307 -157 0 311 -159 0 314 -161 0 318 -162 0 321 -164 0 325 -166 0 329 -167 0 332 -169 0 336 -170 0 340 -171 0 344 -171 0 348 -172 0 352 -173 0 356 -173 0 360 -174 0 364 -174 0 368 -175 0 372 -176 0 376 -176 0 380 -177 0 384 -177 0 388 -178 0 392 -178 0 396 -179 0 400 -179 0 404 -179 0 408 -179 0 412 -179 0 416 -179 0 420 -179 0 423 -178 0 427 -178 0 431 -178 0 435 -177 0 439 -177 0 443 -176 0 447 -176 0 451 -175 0 455 -174 0 459 -174 0 463 -173 0 467 -171 0 471 -170 0 474 -169 0 478 -167 0 482 -166 0 485 -164 0 489 -162 0 493 -160 0 496 -158 0 500 -157 0 503 -155 0 507 -153 0 510 -151 0 514 -149 0 517 -148 0 521 -146 0 525 -145 0 529 -144 0 533 -143 0 537 -142 0 541 -142 0 545 -142 0 549 -142 0 553 -143 0 557 -144 0 561 -144 0 564 -145 0 568 -146 0 572 -147 0 576 -149 0 580 -150 0 584 -151 0 587 -152 0 591 -153 0 595 -154 0 599 -155 0 603 -155 0 607 -156 0 611 -157 0 615 -157 0 619 -157 0 623 -158 0 627 -158 0 631 -158 0 635 -158 0 639 -158 0 643 -158 0 647 -158 0 651 -158 0 655 -159 0 659 -159 0 663 -160 0 667 -161 0 671 -161 0 675 -162 0 678 -163 0 682 -164 0 686 -166 0 690 -167 0 694 -168 0 697 -170 0 701 -172 0 705 -173 0 708 -175 0 712 -177 0 715 -179 0 718 -181 0 722 -184 0 725 -186 0 728 -188 0 732 -190 0 735 -192 0 739 -194 0 742 -197 0 745 -199 0 749 -201 0 752 -203 0 755 -205 0 759 -208 0 762 -210 0 765 -212 0 769 -214 0 772 -216 0 776 -218 0 779 -220 0 783 -222 0 786 -224 0 790 -225 0 794 -227 0 797 -228 0 801 -229 0 805 -230 0 809 -231 0 813 -232 0 817 -233 0 821 -233 0 825 -234 0 829 -234 0 833 -235 0 837 -235 0 841 -236 0 844 -237 0 848 -238 0 852 -239 0 856 -241 0 859 -243 0 863 -245 0 866 -247 0 869 -249 0 873 -252 0 876 -254 0 879 -256 0 883 -258 0 886 -260 0 890 -262 0 893 -264 0 897 -265 0 901 -266 0 905 -267 0 909 -268 0 913 -268 0 917 -269 0 921 -269 0 925 -269 0 929 -270 0 933 -270 0 937 -270 0 941 -270 0 945 -270 0 949 -270 0 953 -270 0 957 -269 0 961 -269 0 965 -269 0 969 -269 0 973 -269 0 977 -269 0 981 -270 0 984 -271 0 988 -272 0 992 -274 0 996 -275 0 999 -277 0 1003 -278 0 1007 -280 0 1011 -281 0 1015 -282 0 1018 -282 0 1022 -283 0 1026 -282 0 1030 -282 0 1034 -281 0 1038 -280 0 1042 -279 0 1046 -277 0 1049 -275 0 1053 -273 0 1056 -271 0 1060 -269 0 1063 -267 0 1066 -265 0 1070 -263 0 1073 -260 0 1076 -258 0 1079 -256 0 1083 -253 0 1086 -251 0 1089 -249 0 1092 -246 0 1096 -244 0 1099 -242 0 1102 -240 0 1106 -238 0 1109 -236 0 1113 -233 0 1116 -231 0 1119 -229 0 1123 -227 0 1126 -225 0 1129 -223 0 1133 -220 0 1136 -218 0 1140 -216 0 1143 -214 0 1146 -212 0 1150 -210 0 1153 -207 0 1156 -205 0 1159 -203 0 1163 -200 0 1166 -198 0 1169 -195 0 1172 -192 0 1175 -190 0 1178 -187 0 1181 -184 0 1184 -182 0 1187 -179 0 1190 -176 0 1193 -174 0 1196 -171 0 1199 -169 0 1202 -167 0 1205 -164 0 1209 -162 0 1212 -160 0 1216 -158 0 1219 -156 0 1222 -154 0 1226 -152 0 1229 -150 0 1233 -148 0 1236 -146 0 1240 -144 0 1243 -142 0 1247 -140 0 1251 -139 0 1254 -137 0 1258 -135 0 1262 -134 0 1265 -132 0 1269 -131 0 1273 -130 0 1277 -129 0 1281 -128 0 1285 -127 0 1289 -127 0 1293 -126 0 1296 -125 0 1300 -125 0 1304 -124 0 1308 -124 0 1312 -123 0 1316 -123 0 1320 -122 0 1324 -121 0 1328 -120 0 1332 -119 0 1336 -118 0 1339 -116 0 1343 -115 0 1347 -113 0 1350 -111 0 1354 -110 0 1358 -108 0 1361 -107 0 1365 -105 0 1369 -104 0 1373 -103 0 1377 -102 0 1381 -102 0 1385 -101 0 1389 -101 0 1393 -101 0 1397 -100 0 1401 -100 0 1404 -99 0 1408 -98 0 1412 -97 0 1416 -95 0 1419 -93 0 1423 -91 0 1426 -89 0 1429 -87 0 1433 -84 0 1436 -82 0 1439 -80 0 1442 -78 0 1446 -76 0 1449 -74 0 1453 -72 0 1457 -71 0 1461 -69 0 1465 -69 0 1469 -68 0 1473 -68 0 1477 -68 0 1481 -68 0 1485 -69 0 1488 -69 0 1492 -70 0 1496 -70 0 1500 -71 0 1504 -72 0 1508 -73 0 1512 -74 0 1516 -74 0 1520 -75 0 1524 -76 0 1528 -76 0 1532 -77 0 1536 -77 0 1540 -77 0 1544 -78 0 1548 -78 0 1552 -77 0 1556 -77 0 1560 -77 0 1564 -76 0 1568 -75 0 1572 -75 0 1576 -74 0 1579 -73 0 1583 -72 0 1587 -72 0 1591 -71 0 1595 -70 0 1599 -69 0 1603 -67 0 1606 -66 0 1610 -64 0 1613 -62 0 1617 -60 0 1620 -57 0 1623 -54 0 1626 -52 0 1628 -49 0 1631 -46 0 1634 -43 0 1636 -40 0 1639 -36 0 1641 -33 0 1643 -30 0 1646 -27 0 1648 -23 0 1650 -20 0 1653 -17 0 1655 -14 0 1657 -10 0 1659 -7 0 1661 -4 0 1664 0 0 1666 3 0 1669 6 0 1672 9 0 1675 11 0 1678 13 0 1682 15 0 1685 17 0 1689 18 0 1693 20 0 1697 21 0 1701 21 0 1705 22 0 1709 23 0 1713 23 0 1717 23 0 1721 24 0 1725 24 0 1728 25 0 1732 25 0 1736 26 0 1740 26 0 1744 27 0 1748 28 0 1752 28 0 1756 30 0 1760 31 0 1764 32 0 1767 33 0 1771 35 0 1775 36 0 1778 38 0 1782 39 0 1786 40 0 1790 41 0 1794 42 0 1798 43 0 1802 43 0 1806 42 0 1810 42 0 1814 41 0 1817 40 0 1821 38 0 1825 37 0 1829 35 0 1832 33 0 1836 32 0 1839 30 0 1843 28 0 1847 27 0 1850 25 0 1854 24 0 1858 24 0 1862 23 0 1866 23 0 1870 23 0 1874 23 0 1878 23 0 1882 23 0 1886 23 0 1890 24 0 1894 24 0 1898 24 0 1902 24 0 1906 24 0 1910 24 0 1914 24 0 1918 24 0 1922 23 0 1926 22 0 1930 21 0 1934 20 0 1937 19 0 1941 17 0 1945 15 0 1948 13 0 1952 12 0 1955 10 0 1959 8 0 1963 6 0 1966 5 0 1970 3 0 1974 2 0 1977 0 0 1981 -1 0 1985 -3 0 1989 -4 0 1992 -5 0 1996 -6 0 2000 -8 0 2004 -8 0 2008 -9 0 2012 -10 0 2016 -10 0 2020 -10 0 2024 -10 0 2028 -10 0 2032 -10 0 2036 -9 0 2040 -9 0 2044 -8 0 2048 -8 0 2052 -7 0 2056 -7 0 2060 -6 0 2064 -6 0 2068 -5 0 2072 -4 0 2075 -4 0 2079 -4 0 2083 -3 0 2087 -3 0 2092 -3 0 2096 -3 0 2100 -3 0 2103 -2 0 2107 -2 0 2111 -2 0 2115 -1 0 2119 -1 0 2123 0 0 2127 0 0 end frb_curve_t