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 = 40
|   Segment [0] from curve   77
|      577 samples [7434..8010]
|     0.061 of the curve [0.791__0.852]
|   Segment [1] from curve   90 (reversed)
|      597 samples [2155..2751]
|     0.083 of the curve [0.301__0.384]
| 
| 
| 
| side = "a"
| 
| converted to shape function
unit = 0.00529167
samples = 577
0 0 0
4 1 0
7 3 0
11 4 0
15 6 0
19 7 0
22 9 0
26 10 0
30 11 0
34 12 0
38 13 0
42 14 0
46 15 0
49 15 0
53 15 0
57 14 0
61 13 0
65 11 0
68 9 0
72 7 0
74 4 0
77 1 0
80 -2 0
82 -5 0
85 -8 0
88 -11 0
91 -14 0
94 -16 0
97 -18 0
101 -20 0
105 -21 0
108 -22 0
112 -23 0
116 -23 0
120 -23 0
124 -23 0
128 -22 0
132 -22 0
136 -21 0
140 -21 0
144 -20 0
148 -20 0
152 -19 0
156 -19 0
160 -19 0
164 -19 0
168 -19 0
172 -19 0
176 -19 0
180 -19 0
184 -19 0
188 -20 0
192 -20 0
196 -20 0
200 -21 0
204 -21 0
208 -21 0
212 -22 0
216 -23 0
220 -23 0
224 -24 0
228 -24 0
232 -25 0
236 -25 0
240 -25 0
244 -26 0
248 -26 0
252 -26 0
256 -27 0
260 -27 0
264 -28 0
268 -28 0
272 -29 0
276 -29 0
280 -30 0
283 -31 0
287 -31 0
291 -32 0
295 -33 0
299 -34 0
303 -35 0
307 -35 0
311 -36 0
315 -37 0
319 -38 0
323 -39 0
327 -39 0
331 -40 0
335 -40 0
338 -41 0
342 -42 0
346 -42 0
350 -43 0
354 -43 0
358 -44 0
362 -44 0
366 -45 0
370 -45 0
374 -45 0
378 -45 0
382 -45 0
386 -45 0
390 -44 0
394 -44 0
398 -43 0
402 -42 0
406 -41 0
410 -40 0
413 -39 0
417 -38 0
421 -37 0
425 -36 0
429 -36 0
433 -35 0
437 -35 0
441 -35 0
445 -36 0
449 -36 0
453 -37 0
457 -37 0
461 -38 0
465 -39 0
469 -39 0
473 -39 0
477 -39 0
481 -39 0
485 -38 0
489 -38 0
493 -37 0
496 -35 0
500 -34 0
504 -33 0
508 -32 0
512 -32 0
516 -31 0
520 -30 0
524 -29 0
528 -28 0
532 -27 0
535 -26 0
539 -25 0
543 -24 0
547 -23 0
551 -22 0
555 -22 0
559 -21 0
563 -20 0
567 -20 0
571 -19 0
575 -19 0
579 -19 0
583 -19 0
587 -18 0
591 -18 0
595 -18 0
599 -18 0
603 -17 0
607 -17 0
611 -16 0
614 -16 0
618 -16 0
622 -16 0
626 -15 0
630 -15 0
634 -16 0
638 -16 0
642 -16 0
646 -17 0
650 -18 0
654 -19 0
658 -19 0
662 -20 0
666 -21 0
670 -22 0
674 -24 0
677 -25 0
681 -26 0
685 -28 0
688 -30 0
692 -31 0
695 -33 0
699 -35 0
702 -37 0
706 -39 0
709 -41 0
713 -43 0
717 -45 0
720 -47 0
724 -49 0
727 -51 0
730 -53 0
734 -55 0
737 -57 0
740 -60 0
743 -63 0
746 -66 0
748 -69 0
751 -72 0
753 -75 0
756 -78 0
759 -81 0
762 -83 0
765 -86 0
769 -88 0
772 -89 0
776 -91 0
780 -92 0
784 -92 0
788 -93 0
792 -92 0
796 -92 0
800 -91 0
803 -90 0
807 -89 0
811 -87 0
815 -85 0
818 -84 0
822 -82 0
825 -80 0
829 -79 0
833 -77 0
837 -76 0
840 -74 0
844 -73 0
848 -71 0
851 -70 0
855 -68 0
858 -66 0
862 -64 0
865 -62 0
868 -59 0
872 -57 0
875 -55 0
879 -53 0
882 -52 0
886 -50 0
890 -50 0
894 -49 0
898 -49 0
902 -49 0
906 -49 0
910 -50 0
914 -50 0
918 -51 0
922 -51 0
926 -52 0
930 -53 0
934 -53 0
938 -53 0
942 -54 0
946 -54 0
950 -54 0
954 -54 0
958 -54 0
962 -54 0
966 -53 0
970 -53 0
974 -52 0
978 -51 0
981 -50 0
985 -50 0
989 -49 0
993 -47 0
997 -46 0
1001 -45 0
1005 -44 0
1008 -43 0
1012 -42 0
1016 -41 0
1020 -39 0
1024 -38 0
1028 -37 0
1031 -36 0
1035 -35 0
1039 -34 0
1043 -33 0
1047 -32 0
1051 -31 0
1055 -31 0
1059 -30 0
1063 -30 0
1067 -29 0
1071 -29 0
1075 -29 0
1079 -29 0
1083 -29 0
1087 -29 0
1091 -29 0
1095 -30 0
1099 -30 0
1103 -30 0
1107 -31 0
1111 -31 0
1115 -32 0
1119 -32 0
1123 -32 0
1127 -33 0
1130 -33 0
1134 -33 0
1138 -33 0
1142 -33 0
1146 -33 0
1151 -34 0
1154 -34 0
1159 -34 0
1162 -34 0
1166 -34 0
1170 -34 0
1174 -33 0
1178 -33 0
1182 -33 0
1186 -33 0
1190 -33 0
1194 -32 0
1198 -32 0
1202 -31 0
1206 -30 0
1210 -29 0
1214 -28 0
1218 -27 0
1222 -26 0
1226 -25 0
1229 -24 0
1233 -23 0
1237 -22 0
1241 -20 0
1245 -19 0
1249 -18 0
1252 -17 0
1256 -16 0
1260 -14 0
1264 -13 0
1267 -12 0
1271 -10 0
1275 -8 0
1278 -6 0
1282 -4 0
1285 -2 0
1289 0 0
1292 2 0
1295 4 0
1298 7 0
1302 9 0
1305 11 0
1308 14 0
1311 16 0
1315 18 0
1318 21 0
1321 24 0
1324 26 0
1327 29 0
1330 32 0
1333 34 0
1336 37 0
1339 39 0
1342 42 0
1345 44 0
1348 47 0
1352 49 0
1355 51 0
1359 53 0
1362 54 0
1366 56 0
1370 57 0
1373 59 0
1377 59 0
1381 60 0
1385 61 0
1389 61 0
1393 62 0
1397 62 0
1401 62 0
1405 62 0
1409 62 0
1413 62 0
1417 61 0
1421 60 0
1425 59 0
1429 58 0
1433 57 0
1436 55 0
1440 54 0
1444 53 0
1448 52 0
1452 51 0
1456 50 0
1460 49 0
1463 49 0
1467 48 0
1471 48 0
1475 47 0
1479 47 0
1483 47 0
1487 47 0
1491 47 0
1495 47 0
1499 47 0
1503 47 0
1507 47 0
1511 47 0
1515 48 0
1519 48 0
1523 48 0
1527 49 0
1531 50 0
1535 50 0
1539 51 0
1543 52 0
1547 53 0
1551 53 0
1555 54 0
1559 55 0
1563 56 0
1567 56 0
1571 57 0
1575 57 0
1579 57 0
1583 57 0
1586 57 0
1591 57 0
1595 56 0
1598 56 0
1602 56 0
1606 56 0
1610 55 0
1614 56 0
1618 56 0
1622 56 0
1626 57 0
1630 57 0
1634 58 0
1638 59 0
1642 59 0
1646 60 0
1650 60 0
1654 61 0
1658 61 0
1662 62 0
1666 62 0
1670 62 0
1674 63 0
1678 63 0
1682 63 0
1686 64 0
1690 64 0
1694 65 0
1698 65 0
1702 66 0
1706 66 0
1710 67 0
1714 67 0
1718 67 0
1722 67 0
1726 67 0
1730 66 0
1734 65 0
1738 65 0
1741 64 0
1745 63 0
1749 62 0
1753 62 0
1757 61 0
1761 60 0
1765 59 0
1769 58 0
1773 57 0
1776 55 0
1780 54 0
1784 52 0
1787 50 0
1791 48 0
1794 46 0
1798 44 0
1801 42 0
1805 40 0
1808 39 0
1812 37 0
1816 36 0
1820 35 0
1823 34 0
1827 33 0
1831 32 0
1835 32 0
1839 31 0
1843 31 0
1847 30 0
1851 30 0
1855 29 0
1859 29 0
1863 28 0
1867 27 0
1871 26 0
1875 25 0
1879 25 0
1883 24 0
1887 23 0
1890 23 0
1894 22 0
1898 22 0
1902 22 0
1906 22 0
1910 22 0
1914 22 0
1918 22 0
1922 22 0
1926 22 0
1930 21 0
1934 21 0
1938 20 0
1942 19 0
1946 18 0
1950 17 0
1954 16 0
1958 16 0
1962 15 0
1966 14 0
1970 13 0
1974 13 0
1977 12 0
1981 11 0
1985 10 0
1989 9 0
1993 7 0
1997 6 0
2000 5 0
2004 3 0
2008 2 0
2012 0 0
2015 -1 0
2019 -2 0
2023 -3 0
2027 -4 0
2031 -5 0
2035 -5 0
2039 -5 0
2043 -5 0
2047 -5 0
2051 -5 0
2055 -5 0
2059 -5 0
2063 -4 0
2067 -4 0
2071 -4 0
2075 -3 0
2079 -3 0
2083 -2 0
2087 -2 0
2091 -2 0
2095 -2 0
2099 -1 0
2103 -1 0
2107 -1 0
2111 -1 0
2115 -2 0
2119 -2 0
2123 -2 0
2127 -3 0
2131 -3 0
2135 -3 0
2139 -3 0
2143 -3 0
2147 -3 0
2151 -3 0
2155 -3 0
2159 -3 0
2163 -3 0
2167 -3 0
2171 -3 0
2175 -3 0
2179 -2 0
2183 -2 0
2187 -2 0
2191 -2 0
2195 -1 0
2199 -1 0
2202 0 0
2206 0 0
end frb_curve_t