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 = 49
|   Segment [0] from curve   25
|      526 samples [1128..1653]
|     0.086 of the curve [0.184__0.269]
|   Segment [1] from curve   40 (reversed)
|      529 samples [2131..2659]
|     0.110 of the curve [0.443__0.553]
| 
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 529
0 0 0
4 1 0
8 3 0
11 4 0
15 5 0
19 6 0
23 8 0
27 9 0
31 9 0
34 10 0
38 11 0
42 11 0
46 11 0
50 11 0
54 11 0
58 11 0
62 11 0
66 11 0
70 11 0
74 11 0
78 11 0
82 10 0
86 10 0
90 10 0
94 9 0
98 8 0
102 7 0
106 6 0
110 5 0
114 4 0
118 3 0
121 2 0
125 1 0
129 0 0
133 -1 0
137 -2 0
141 -2 0
145 -3 0
149 -4 0
153 -4 0
157 -4 0
161 -5 0
165 -5 0
169 -6 0
173 -7 0
176 -8 0
180 -9 0
184 -10 0
188 -11 0
192 -13 0
195 -14 0
199 -16 0
203 -18 0
206 -20 0
210 -21 0
213 -23 0
217 -25 0
220 -27 0
224 -29 0
228 -30 0
231 -32 0
235 -34 0
238 -35 0
242 -37 0
246 -38 0
250 -40 0
253 -41 0
257 -42 0
261 -43 0
265 -44 0
269 -44 0
273 -45 0
277 -45 0
281 -46 0
285 -46 0
289 -46 0
293 -46 0
297 -45 0
301 -45 0
305 -44 0
309 -44 0
313 -43 0
317 -43 0
321 -42 0
325 -42 0
329 -41 0
333 -41 0
337 -41 0
341 -41 0
345 -41 0
349 -42 0
353 -43 0
356 -44 0
360 -45 0
364 -47 0
367 -48 0
371 -50 0
375 -52 0
378 -54 0
382 -56 0
385 -58 0
388 -60 0
392 -62 0
396 -64 0
399 -65 0
403 -67 0
406 -69 0
410 -71 0
413 -73 0
417 -74 0
420 -76 0
424 -78 0
427 -80 0
431 -82 0
434 -84 0
438 -86 0
441 -88 0
445 -90 0
449 -92 0
452 -93 0
456 -94 0
460 -95 0
464 -96 0
468 -96 0
472 -96 0
476 -96 0
480 -95 0
484 -95 0
488 -94 0
492 -93 0
496 -93 0
500 -92 0
504 -91 0
507 -90 0
511 -89 0
515 -88 0
519 -86 0
523 -85 0
527 -84 0
530 -82 0
534 -81 0
538 -79 0
541 -78 0
545 -76 0
549 -74 0
552 -73 0
556 -71 0
559 -69 0
563 -67 0
566 -65 0
570 -64 0
574 -62 0
577 -61 0
581 -60 0
585 -59 0
589 -58 0
593 -57 0
597 -57 0
601 -56 0
605 -57 0
609 -57 0
613 -57 0
617 -58 0
621 -58 0
625 -58 0
629 -59 0
633 -59 0
637 -58 0
641 -58 0
645 -58 0
649 -57 0
653 -56 0
657 -56 0
661 -55 0
665 -54 0
669 -54 0
673 -53 0
677 -53 0
681 -53 0
685 -53 0
688 -54 0
692 -54 0
696 -55 0
700 -55 0
704 -55 0
708 -56 0
712 -56 0
716 -56 0
720 -57 0
724 -57 0
728 -58 0
732 -58 0
736 -59 0
740 -60 0
744 -61 0
748 -62 0
752 -63 0
755 -65 0
759 -66 0
763 -68 0
766 -69 0
770 -71 0
774 -72 0
778 -74 0
781 -75 0
785 -75 0
789 -76 0
793 -76 0
797 -75 0
801 -75 0
805 -74 0
809 -73 0
813 -71 0
817 -70 0
820 -69 0
824 -68 0
828 -67 0
832 -66 0
836 -66 0
840 -66 0
844 -66 0
848 -67 0
852 -67 0
856 -68 0
860 -69 0
864 -69 0
868 -70 0
872 -71 0
876 -72 0
879 -74 0
883 -75 0
887 -76 0
891 -77 0
895 -78 0
898 -79 0
902 -80 0
906 -82 0
910 -83 0
914 -84 0
918 -85 0
922 -86 0
926 -87 0
929 -88 0
933 -89 0
937 -90 0
941 -92 0
944 -93 0
948 -94 0
952 -96 0
956 -97 0
960 -98 0
964 -98 0
968 -99 0
972 -99 0
976 -99 0
980 -99 0
984 -98 0
988 -97 0
991 -96 0
995 -95 0
999 -94 0
1003 -92 0
1007 -91 0
1010 -90 0
1014 -88 0
1018 -87 0
1022 -86 0
1026 -85 0
1030 -84 0
1034 -84 0
1037 -83 0
1041 -82 0
1045 -81 0
1049 -81 0
1053 -80 0
1057 -79 0
1061 -78 0
1065 -77 0
1069 -76 0
1072 -74 0
1076 -73 0
1080 -71 0
1083 -69 0
1086 -67 0
1089 -64 0
1093 -62 0
1096 -59 0
1098 -56 0
1101 -53 0
1104 -51 0
1108 -48 0
1111 -46 0
1114 -44 0
1118 -42 0
1121 -41 0
1125 -39 0
1129 -38 0
1133 -37 0
1137 -36 0
1141 -35 0
1145 -34 0
1148 -33 0
1152 -32 0
1156 -31 0
1160 -30 0
1164 -29 0
1168 -28 0
1172 -27 0
1175 -26 0
1179 -24 0
1183 -23 0
1187 -22 0
1191 -21 0
1194 -19 0
1198 -18 0
1202 -17 0
1206 -16 0
1210 -15 0
1214 -14 0
1218 -14 0
1222 -13 0
1226 -14 0
1230 -14 0
1233 -15 0
1237 -16 0
1241 -18 0
1245 -19 0
1249 -20 0
1253 -21 0
1257 -21 0
1261 -21 0
1265 -21 0
1269 -20 0
1272 -19 0
1276 -17 0
1280 -16 0
1283 -14 0
1287 -12 0
1290 -10 0
1294 -8 0
1297 -6 0
1301 -4 0
1304 -2 0
1308 0 0
1311 2 0
1315 4 0
1319 5 0
1322 7 0
1326 8 0
1330 9 0
1334 10 0
1338 10 0
1342 11 0
1346 11 0
1350 10 0
1354 10 0
1358 9 0
1362 8 0
1365 7 0
1369 6 0
1373 4 0
1377 3 0
1380 2 0
1384 0 0
1388 -1 0
1392 -2 0
1396 -2 0
1400 -3 0
1404 -3 0
1408 -2 0
1412 -2 0
1416 -1 0
1419 0 0
1423 2 0
1427 3 0
1431 4 0
1435 5 0
1439 6 0
1443 7 0
1447 8 0
1451 8 0
1454 8 0
1458 8 0
1462 8 0
1466 8 0
1470 7 0
1474 7 0
1479 7 0
1483 8 0
1486 8 0
1490 9 0
1494 10 0
1498 11 0
1502 12 0
1506 14 0
1509 15 0
1513 17 0
1517 18 0
1520 20 0
1524 22 0
1527 24 0
1531 26 0
1534 28 0
1537 31 0
1540 33 0
1544 36 0
1547 38 0
1550 41 0
1553 43 0
1556 45 0
1559 48 0
1563 50 0
1566 53 0
1569 55 0
1573 57 0
1576 59 0
1580 61 0
1583 63 0
1587 64 0
1590 66 0
1594 67 0
1598 69 0
1602 70 0
1605 71 0
1609 72 0
1613 73 0
1617 74 0
1621 74 0
1625 74 0
1629 74 0
1633 74 0
1637 73 0
1641 72 0
1645 72 0
1649 71 0
1653 70 0
1657 69 0
1661 69 0
1665 68 0
1669 68 0
1673 67 0
1677 67 0
1681 67 0
1685 66 0
1689 66 0
1693 66 0
1697 66 0
1701 65 0
1705 65 0
1709 65 0
1713 65 0
1717 65 0
1721 64 0
1724 64 0
1728 63 0
1732 63 0
1736 62 0
1740 62 0
1744 61 0
1748 60 0
1752 60 0
1756 59 0
1760 58 0
1764 58 0
1768 57 0
1772 57 0
1776 56 0
1780 56 0
1784 55 0
1788 55 0
1792 55 0
1796 55 0
1800 55 0
1804 56 0
1808 56 0
1812 57 0
1816 57 0
1820 58 0
1824 58 0
1828 59 0
1832 59 0
1836 59 0
1840 59 0
1844 58 0
1847 57 0
1851 56 0
1855 55 0
1859 54 0
1863 52 0
1866 51 0
1870 49 0
1874 48 0
1877 46 0
1881 44 0
1884 42 0
1888 40 0
1891 37 0
1894 35 0
1897 33 0
1900 30 0
1903 28 0
1907 25 0
1910 23 0
1913 20 0
1916 18 0
1920 16 0
1923 14 0
1926 12 0
1930 9 0
1933 7 0
1937 5 0
1940 3 0
1944 1 0
1947 0 0
1951 -2 0
1955 -3 0
1958 -5 0
1962 -6 0
1966 -6 0
1970 -7 0
1974 -7 0
1978 -7 0
1982 -6 0
1986 -6 0
1990 -5 0
1994 -4 0
1998 -3 0
2001 -1 0
2005 0 0
end frb_curve_t