begin frb_curve_t (format of 2004-04-30) | Input candidate set: | Last edited on 2005-01-01 23:36:33 by stolfi | | True and recognizable candidates | Essentially entered by hand | Some of them refined with PZRefineCands | | Input candidate: | Candidate index = 28 | Segment [0] from curve 20 | 726 samples [2808..3533] | 0.152 of the curve [0.589__0.741] | Segment [1] from curve 40 (reversed) | 718 samples [ 901..1618] | 0.149 of the curve [0.187__0.336] | | | | side = "a" | | converted to shape function unit = 0.00529167 samples = 726 0 0 0 3 3 0 6 5 0 9 8 0 12 11 0 15 13 0 18 16 0 21 18 0 24 21 0 28 23 0 31 26 0 34 28 0 37 30 0 41 32 0 44 35 0 47 37 0 51 39 0 54 41 0 57 44 0 60 46 0 64 48 0 67 51 0 70 53 0 74 55 0 77 57 0 81 59 0 84 61 0 88 62 0 92 63 0 96 64 0 99 65 0 103 66 0 107 67 0 111 68 0 115 69 0 119 69 0 123 70 0 127 71 0 131 71 0 135 72 0 139 73 0 143 73 0 147 73 0 151 74 0 155 74 0 159 74 0 163 74 0 167 74 0 171 74 0 175 75 0 179 75 0 183 75 0 187 75 0 191 75 0 195 75 0 199 76 0 203 76 0 207 76 0 211 77 0 215 77 0 219 77 0 223 77 0 227 77 0 231 77 0 235 77 0 239 77 0 243 77 0 247 77 0 251 77 0 255 77 0 259 77 0 263 77 0 267 77 0 271 78 0 275 78 0 279 78 0 283 78 0 287 79 0 291 79 0 294 80 0 298 80 0 302 81 0 306 81 0 310 82 0 314 83 0 318 85 0 322 86 0 325 88 0 329 90 0 332 92 0 336 94 0 339 96 0 342 98 0 346 100 0 349 103 0 352 105 0 356 107 0 359 109 0 363 110 0 367 112 0 370 113 0 374 114 0 378 115 0 382 116 0 386 117 0 390 118 0 394 119 0 397 120 0 401 121 0 405 123 0 409 124 0 413 125 0 417 125 0 421 126 0 425 127 0 429 128 0 433 128 0 437 129 0 441 129 0 445 129 0 449 129 0 453 129 0 457 129 0 461 129 0 465 129 0 469 129 0 473 129 0 477 128 0 480 128 0 484 128 0 488 128 0 492 127 0 496 127 0 500 127 0 504 126 0 508 125 0 512 124 0 516 123 0 520 122 0 523 120 0 527 119 0 530 116 0 534 114 0 537 112 0 540 110 0 543 107 0 547 105 0 550 103 0 554 101 0 557 99 0 561 97 0 565 96 0 568 94 0 572 93 0 576 92 0 580 91 0 584 90 0 587 89 0 591 88 0 595 87 0 599 87 0 603 86 0 607 86 0 611 85 0 615 84 0 619 83 0 623 81 0 626 79 0 630 77 0 633 75 0 636 72 0 639 70 0 642 67 0 644 64 0 647 61 0 649 58 0 652 55 0 654 52 0 657 48 0 659 45 0 661 42 0 663 38 0 665 35 0 667 31 0 668 27 0 670 24 0 672 20 0 673 16 0 675 13 0 677 10 0 680 6 0 683 4 0 686 1 0 689 -1 0 693 -3 0 696 -4 0 700 -5 0 704 -6 0 708 -6 0 712 -5 0 716 -4 0 720 -3 0 723 -1 0 727 0 0 731 2 0 734 4 0 738 6 0 741 8 0 745 10 0 748 11 0 752 13 0 756 15 0 759 17 0 763 19 0 766 20 0 770 22 0 773 24 0 777 26 0 780 28 0 784 30 0 787 32 0 791 34 0 794 36 0 798 38 0 801 40 0 805 41 0 809 43 0 812 44 0 816 46 0 820 47 0 824 48 0 828 48 0 832 49 0 836 49 0 840 49 0 844 49 0 848 49 0 852 49 0 856 49 0 860 48 0 864 47 0 867 46 0 871 45 0 875 44 0 879 43 0 883 42 0 887 41 0 891 40 0 894 39 0 898 37 0 902 36 0 906 35 0 909 34 0 913 32 0 917 31 0 921 30 0 925 29 0 929 29 0 933 28 0 937 28 0 941 28 0 945 28 0 949 29 0 953 30 0 957 31 0 960 32 0 964 33 0 968 34 0 972 35 0 976 36 0 979 38 0 983 39 0 987 40 0 991 41 0 995 43 0 999 44 0 1002 45 0 1006 47 0 1010 48 0 1013 50 0 1017 52 0 1020 54 0 1024 56 0 1027 58 0 1030 60 0 1034 63 0 1037 65 0 1040 67 0 1043 70 0 1046 72 0 1049 75 0 1052 77 0 1055 80 0 1058 83 0 1061 85 0 1064 88 0 1067 91 0 1070 93 0 1074 96 0 1077 98 0 1080 100 0 1084 102 0 1087 104 0 1091 105 0 1095 106 0 1099 106 0 1103 106 0 1107 106 0 1111 106 0 1115 105 0 1119 104 0 1123 104 0 1127 103 0 1131 102 0 1135 101 0 1138 100 0 1142 99 0 1146 98 0 1150 96 0 1154 95 0 1157 93 0 1161 92 0 1165 90 0 1168 88 0 1172 86 0 1175 84 0 1178 82 0 1181 79 0 1184 77 0 1187 74 0 1191 72 0 1194 69 0 1197 67 0 1201 65 0 1204 63 0 1208 61 0 1211 60 0 1215 58 0 1219 57 0 1223 55 0 1226 54 0 1230 53 0 1234 52 0 1238 51 0 1242 50 0 1246 49 0 1250 48 0 1254 47 0 1257 47 0 1261 46 0 1265 45 0 1269 44 0 1273 44 0 1277 43 0 1281 41 0 1285 40 0 1288 39 0 1292 37 0 1296 35 0 1299 33 0 1302 31 0 1306 29 0 1309 27 0 1312 24 0 1315 22 0 1319 19 0 1322 17 0 1325 15 0 1329 13 0 1332 11 0 1336 9 0 1339 7 0 1343 6 0 1347 5 0 1351 4 0 1355 3 0 1359 3 0 1363 3 0 1367 2 0 1371 2 0 1375 2 0 1379 2 0 1383 2 0 1387 2 0 1391 2 0 1395 2 0 1399 2 0 1403 2 0 1407 2 0 1411 2 0 1415 2 0 1419 2 0 1423 2 0 1427 2 0 1431 2 0 1435 2 0 1439 2 0 1443 2 0 1447 3 0 1451 3 0 1455 4 0 1459 4 0 1462 5 0 1466 6 0 1470 7 0 1474 8 0 1478 9 0 1482 10 0 1486 10 0 1490 11 0 1494 12 0 1498 13 0 1502 13 0 1506 14 0 1510 14 0 1514 15 0 1518 15 0 1521 15 0 1525 15 0 1529 16 0 1533 16 0 1537 16 0 1541 16 0 1545 16 0 1549 16 0 1553 16 0 1557 16 0 1561 16 0 1565 16 0 1569 16 0 1573 16 0 1577 16 0 1581 16 0 1585 16 0 1589 16 0 1593 17 0 1597 18 0 1601 19 0 1605 20 0 1609 22 0 1612 23 0 1616 25 0 1619 27 0 1623 29 0 1626 31 0 1630 33 0 1634 35 0 1637 36 0 1641 38 0 1644 40 0 1648 42 0 1652 43 0 1655 44 0 1659 45 0 1663 46 0 1667 47 0 1671 48 0 1675 48 0 1679 48 0 1683 49 0 1687 49 0 1691 50 0 1695 50 0 1699 51 0 1703 52 0 1707 52 0 1711 52 0 1715 52 0 1719 52 0 1723 51 0 1727 51 0 1731 50 0 1734 49 0 1738 48 0 1742 47 0 1746 46 0 1750 46 0 1754 46 0 1758 46 0 1762 47 0 1766 48 0 1769 50 0 1773 52 0 1776 54 0 1779 57 0 1782 60 0 1784 63 0 1787 66 0 1789 70 0 1791 73 0 1793 76 0 1796 79 0 1799 82 0 1802 85 0 1805 87 0 1808 89 0 1812 91 0 1816 92 0 1820 93 0 1824 94 0 1828 94 0 1832 94 0 1836 94 0 1840 94 0 1844 94 0 1847 93 0 1851 92 0 1855 91 0 1859 90 0 1863 89 0 1867 88 0 1871 87 0 1875 86 0 1878 85 0 1882 83 0 1886 82 0 1890 81 0 1893 79 0 1897 77 0 1900 75 0 1904 73 0 1907 70 0 1910 68 0 1913 65 0 1916 63 0 1919 60 0 1922 57 0 1925 55 0 1928 53 0 1932 51 0 1935 49 0 1939 48 0 1943 47 0 1947 46 0 1951 46 0 1955 46 0 1959 47 0 1963 47 0 1967 47 0 1971 47 0 1975 47 0 1979 46 0 1983 45 0 1987 44 0 1991 43 0 1994 41 0 1998 40 0 2002 38 0 2005 37 0 2009 35 0 2013 34 0 2016 32 0 2020 31 0 2024 30 0 2028 28 0 2032 27 0 2035 26 0 2039 25 0 2043 24 0 2047 23 0 2051 21 0 2055 20 0 2058 19 0 2062 17 0 2066 16 0 2070 15 0 2073 14 0 2077 12 0 2081 11 0 2085 10 0 2089 8 0 2092 7 0 2096 6 0 2100 4 0 2104 3 0 2107 2 0 2111 0 0 2115 -1 0 2118 -3 0 2122 -5 0 2126 -7 0 2129 -9 0 2132 -11 0 2136 -13 0 2139 -15 0 2142 -18 0 2145 -20 0 2149 -22 0 2152 -25 0 2155 -27 0 2158 -30 0 2162 -32 0 2165 -34 0 2168 -36 0 2172 -38 0 2175 -40 0 2179 -42 0 2183 -43 0 2186 -45 0 2190 -47 0 2194 -48 0 2197 -49 0 2201 -50 0 2205 -52 0 2209 -53 0 2213 -54 0 2217 -55 0 2221 -55 0 2225 -56 0 2228 -57 0 2232 -58 0 2236 -59 0 2240 -60 0 2244 -61 0 2248 -62 0 2252 -63 0 2256 -64 0 2260 -65 0 2263 -66 0 2267 -66 0 2271 -67 0 2275 -68 0 2279 -68 0 2283 -69 0 2287 -70 0 2291 -70 0 2295 -71 0 2299 -72 0 2303 -73 0 2307 -73 0 2311 -74 0 2315 -75 0 2319 -76 0 2322 -76 0 2326 -77 0 2330 -78 0 2334 -78 0 2338 -79 0 2342 -79 0 2346 -79 0 2350 -79 0 2354 -79 0 2358 -79 0 2362 -79 0 2366 -78 0 2370 -78 0 2374 -78 0 2378 -77 0 2382 -77 0 2386 -78 0 2390 -78 0 2394 -79 0 2398 -79 0 2402 -80 0 2406 -81 0 2410 -81 0 2414 -82 0 2418 -82 0 2422 -83 0 2426 -83 0 2430 -83 0 2434 -83 0 2438 -84 0 2442 -84 0 2446 -84 0 2450 -84 0 2454 -85 0 2458 -85 0 2462 -85 0 2466 -86 0 2470 -86 0 2474 -86 0 2478 -85 0 2482 -85 0 2485 -84 0 2489 -83 0 2493 -81 0 2496 -79 0 2500 -77 0 2503 -75 0 2506 -72 0 2509 -69 0 2512 -66 0 2514 -64 0 2517 -61 0 2520 -58 0 2524 -56 0 2527 -53 0 2530 -51 0 2534 -49 0 2537 -48 0 2541 -46 0 2545 -45 0 2549 -44 0 2553 -43 0 2557 -42 0 2561 -42 0 2564 -41 0 2568 -40 0 2572 -39 0 2576 -38 0 2580 -37 0 2584 -36 0 2588 -35 0 2592 -34 0 2596 -34 0 2600 -33 0 2603 -32 0 2607 -30 0 2611 -29 0 2615 -28 0 2619 -27 0 2622 -25 0 2626 -24 0 2630 -22 0 2633 -20 0 2637 -18 0 2640 -16 0 2644 -14 0 2647 -12 0 2651 -10 0 2654 -8 0 2657 -6 0 2661 -4 0 2664 -2 0 2668 0 0 end frb_curve_t