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 = 25
|   Segment [0] from curve   20
|      551 samples [4191..4741]
|     0.116 of the curve [0.880__0.995]
|   Segment [1] from curve   30 (reversed)
|      551 samples [1248..1798]
|     0.192 of the curve [0.435__0.627]
| 
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 551
0 0 0
4 -1 0
8 -2 0
11 -4 0
15 -4 0
19 -5 0
23 -6 0
27 -6 0
31 -6 0
35 -6 0
39 -5 0
43 -4 0
47 -3 0
51 -2 0
54 0 0
58 1 0
62 2 0
66 3 0
70 4 0
74 5 0
78 5 0
82 5 0
86 5 0
90 4 0
94 4 0
98 3 0
102 3 0
106 3 0
110 3 0
114 3 0
118 3 0
122 3 0
126 3 0
130 3 0
134 4 0
138 4 0
142 5 0
145 5 0
149 5 0
153 6 0
157 6 0
161 6 0
165 6 0
169 6 0
173 6 0
177 6 0
181 7 0
185 7 0
189 8 0
193 8 0
197 10 0
201 11 0
205 12 0
208 14 0
212 16 0
215 19 0
218 21 0
221 23 0
224 26 0
227 29 0
230 32 0
233 34 0
236 37 0
239 40 0
242 42 0
245 45 0
248 48 0
251 50 0
254 53 0
257 55 0
261 57 0
264 59 0
268 60 0
272 62 0
276 63 0
280 63 0
284 64 0
288 64 0
292 64 0
296 64 0
300 63 0
304 63 0
308 62 0
311 61 0
315 60 0
319 59 0
323 59 0
327 58 0
331 57 0
335 56 0
339 55 0
343 54 0
347 54 0
351 53 0
355 52 0
358 51 0
362 50 0
366 50 0
370 49 0
374 48 0
378 48 0
382 47 0
386 47 0
390 46 0
394 46 0
398 45 0
402 45 0
406 45 0
410 44 0
414 44 0
418 44 0
422 44 0
426 45 0
430 45 0
434 46 0
438 46 0
442 47 0
446 48 0
449 49 0
453 50 0
457 51 0
461 52 0
465 53 0
469 53 0
473 54 0
477 54 0
481 54 0
485 53 0
489 53 0
493 53 0
497 52 0
501 52 0
505 51 0
509 51 0
513 50 0
517 50 0
521 49 0
525 49 0
529 48 0
533 48 0
537 47 0
541 46 0
544 46 0
548 46 0
552 45 0
556 45 0
560 45 0
564 44 0
568 44 0
572 44 0
576 43 0
580 43 0
584 42 0
588 41 0
592 41 0
596 40 0
600 40 0
604 40 0
608 39 0
612 39 0
616 39 0
620 38 0
624 38 0
628 38 0
632 38 0
636 38 0
640 37 0
644 37 0
648 37 0
652 36 0
656 35 0
660 35 0
664 34 0
668 33 0
671 32 0
675 31 0
679 30 0
683 29 0
687 29 0
691 28 0
695 28 0
699 28 0
703 28 0
707 28 0
711 28 0
715 28 0
719 28 0
723 28 0
727 28 0
731 27 0
735 27 0
739 26 0
743 26 0
747 25 0
751 24 0
755 23 0
759 22 0
763 22 0
767 21 0
771 21 0
775 20 0
779 20 0
783 20 0
787 20 0
791 20 0
795 20 0
799 20 0
803 21 0
807 21 0
810 22 0
814 22 0
818 23 0
822 24 0
826 25 0
830 26 0
834 27 0
837 29 0
841 30 0
845 32 0
848 34 0
852 35 0
856 37 0
859 39 0
863 41 0
867 42 0
870 44 0
874 45 0
878 47 0
881 48 0
885 49 0
889 50 0
893 51 0
897 51 0
901 52 0
905 52 0
909 52 0
913 52 0
917 52 0
921 52 0
925 51 0
929 51 0
933 50 0
937 50 0
941 49 0
945 48 0
949 47 0
953 46 0
956 45 0
960 44 0
964 43 0
968 42 0
972 41 0
975 39 0
979 37 0
983 36 0
986 34 0
990 32 0
993 30 0
996 27 0
1000 25 0
1003 23 0
1006 20 0
1009 18 0
1012 15 0
1015 13 0
1019 11 0
1022 8 0
1025 6 0
1029 4 0
1033 3 0
1036 1 0
1040 0 0
1044 -1 0
1048 -2 0
1052 -3 0
1056 -4 0
1060 -4 0
1064 -5 0
1068 -5 0
1072 -6 0
1075 -6 0
1079 -7 0
1083 -8 0
1087 -8 0
1091 -9 0
1095 -10 0
1099 -11 0
1103 -11 0
1107 -12 0
1111 -13 0
1115 -13 0
1119 -13 0
1123 -13 0
1127 -13 0
1131 -14 0
1135 -14 0
1139 -14 0
1143 -14 0
1147 -14 0
1151 -14 0
1155 -14 0
1159 -14 0
1163 -13 0
1167 -13 0
1171 -13 0
1175 -12 0
1179 -12 0
1183 -11 0
1187 -11 0
1191 -10 0
1195 -9 0
1198 -9 0
1202 -8 0
1206 -8 0
1210 -7 0
1214 -7 0
1218 -7 0
1222 -7 0
1226 -7 0
1230 -7 0
1234 -8 0
1238 -9 0
1242 -10 0
1246 -11 0
1250 -12 0
1254 -12 0
1258 -13 0
1262 -14 0
1265 -15 0
1269 -16 0
1273 -17 0
1277 -17 0
1281 -18 0
1285 -19 0
1289 -20 0
1293 -21 0
1297 -21 0
1301 -22 0
1305 -22 0
1309 -22 0
1313 -22 0
1317 -22 0
1321 -22 0
1325 -22 0
1329 -22 0
1333 -22 0
1337 -21 0
1341 -21 0
1345 -20 0
1349 -19 0
1353 -18 0
1356 -17 0
1360 -16 0
1364 -15 0
1368 -14 0
1372 -13 0
1375 -11 0
1379 -10 0
1383 -8 0
1387 -7 0
1390 -5 0
1394 -3 0
1398 -2 0
1401 0 0
1405 1 0
1409 3 0
1412 4 0
1416 6 0
1419 8 0
1423 10 0
1426 13 0
1429 15 0
1432 18 0
1435 21 0
1438 23 0
1440 26 0
1443 29 0
1446 32 0
1449 35 0
1452 38 0
1455 40 0
1458 43 0
1461 45 0
1464 47 0
1468 49 0
1471 51 0
1475 53 0
1479 54 0
1483 54 0
1487 55 0
1491 55 0
1495 55 0
1499 54 0
1503 54 0
1507 53 0
1511 52 0
1514 51 0
1518 49 0
1522 48 0
1526 47 0
1530 45 0
1533 44 0
1537 43 0
1541 42 0
1545 41 0
1549 40 0
1553 39 0
1557 38 0
1560 37 0
1564 36 0
1568 36 0
1572 35 0
1576 34 0
1580 34 0
1584 33 0
1588 33 0
1592 32 0
1596 32 0
1600 32 0
1604 32 0
1608 32 0
1612 33 0
1616 33 0
1620 33 0
1624 32 0
1628 32 0
1632 32 0
1636 32 0
1640 31 0
1644 30 0
1648 30 0
1652 29 0
1656 28 0
1660 27 0
1663 26 0
1667 24 0
1671 23 0
1675 22 0
1679 21 0
1682 20 0
1686 18 0
1690 17 0
1694 16 0
1698 15 0
1702 15 0
1706 14 0
1710 13 0
1714 12 0
1718 12 0
1721 11 0
1725 10 0
1729 9 0
1733 8 0
1737 7 0
1741 6 0
1745 5 0
1748 4 0
1752 3 0
1756 2 0
1760 1 0
1764 0 0
1768 0 0
1772 -1 0
1776 -1 0
1780 -2 0
1784 -2 0
1788 -2 0
1792 -2 0
1796 -2 0
1800 -2 0
1804 -1 0
1808 -1 0
1812 -1 0
1816 0 0
1820 0 0
1824 0 0
1828 0 0
1832 0 0
1836 0 0
1840 -1 0
1844 -1 0
1848 -1 0
1852 -2 0
1856 -2 0
1860 -2 0
1864 -1 0
1868 -1 0
1872 0 0
1875 2 0
1879 3 0
1883 5 0
1886 7 0
1890 9 0
1893 10 0
1897 12 0
1901 13 0
1905 15 0
1908 16 0
1912 16 0
1916 17 0
1920 17 0
1924 18 0
1928 17 0
1932 17 0
1936 17 0
1940 16 0
1944 15 0
1948 15 0
1952 14 0
1956 13 0
1960 12 0
1964 11 0
1968 11 0
1972 10 0
1976 9 0
1979 8 0
1983 8 0
1987 7 0
1991 6 0
1995 5 0
1999 4 0
2003 3 0
2006 1 0
2010 0 0
2014 -2 0
2018 -3 0
2021 -5 0
2025 -6 0
2029 -7 0
2033 -8 0
2037 -8 0
2041 -9 0
2045 -9 0
2049 -9 0
2053 -8 0
2057 -8 0
2061 -7 0
2065 -6 0
2069 -6 0
2073 -5 0
2077 -4 0
2081 -3 0
2084 -3 0
2088 -2 0
2092 -2 0
2096 -1 0
2100 -1 0
2104 -1 0
2108 -1 0
2112 0 0
2116 0 0
end frb_curve_t