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 = 37
|   Segment [0] from curve   76
|      600 samples [ 657..1256]
|     0.101 of the curve [0.111__0.212]
|   Segment [1] from curve   90 (reversed)
|      600 samples [2197..2796]
|     0.084 of the curve [0.307__0.391]
| 
| 
| 
| side = "a"
| 
| converted to shape function
unit = 0.00529167
samples = 600
0 0 0
4 1 0
8 2 0
12 3 0
15 4 0
19 5 0
23 6 0
27 8 0
31 8 0
35 9 0
39 10 0
43 11 0
47 12 0
50 12 0
54 13 0
58 14 0
62 15 0
66 16 0
70 17 0
74 18 0
78 19 0
82 20 0
85 21 0
89 22 0
93 23 0
97 25 0
101 26 0
104 27 0
108 28 0
112 29 0
116 30 0
120 30 0
124 30 0
128 29 0
132 28 0
136 27 0
140 26 0
143 25 0
147 23 0
151 22 0
155 21 0
159 20 0
163 19 0
167 18 0
171 18 0
175 18 0
179 17 0
182 17 0
186 17 0
190 16 0
194 15 0
198 15 0
202 14 0
206 13 0
210 12 0
214 12 0
218 11 0
222 10 0
226 9 0
230 8 0
234 8 0
238 7 0
241 6 0
245 5 0
249 4 0
253 4 0
257 3 0
261 2 0
265 1 0
269 1 0
273 0 0
277 0 0
281 -1 0
285 -1 0
289 -1 0
293 -1 0
297 -1 0
301 -1 0
305 -1 0
309 -1 0
313 -1 0
317 -2 0
321 -2 0
325 -2 0
329 -3 0
333 -3 0
337 -4 0
341 -4 0
345 -4 0
349 -5 0
353 -6 0
357 -6 0
360 -7 0
364 -8 0
368 -9 0
372 -10 0
376 -11 0
380 -12 0
384 -13 0
387 -14 0
391 -16 0
395 -17 0
399 -18 0
403 -20 0
406 -21 0
410 -22 0
414 -23 0
418 -24 0
422 -25 0
426 -26 0
430 -27 0
433 -28 0
437 -29 0
441 -30 0
445 -31 0
449 -32 0
453 -33 0
457 -34 0
461 -35 0
464 -36 0
468 -37 0
472 -37 0
476 -38 0
480 -38 0
484 -38 0
488 -38 0
492 -38 0
496 -37 0
500 -37 0
504 -36 0
508 -35 0
512 -34 0
516 -33 0
520 -32 0
523 -31 0
527 -30 0
531 -29 0
535 -29 0
539 -28 0
543 -27 0
547 -27 0
551 -26 0
555 -26 0
559 -26 0
563 -26 0
567 -26 0
571 -26 0
575 -26 0
579 -27 0
583 -27 0
587 -27 0
591 -27 0
595 -26 0
599 -26 0
603 -25 0
607 -25 0
611 -24 0
615 -23 0
619 -22 0
623 -22 0
626 -21 0
630 -20 0
634 -20 0
638 -19 0
642 -19 0
646 -19 0
650 -19 0
654 -20 0
658 -21 0
662 -22 0
666 -23 0
670 -24 0
673 -25 0
677 -27 0
681 -28 0
685 -30 0
688 -31 0
692 -32 0
696 -34 0
700 -35 0
704 -36 0
707 -37 0
711 -39 0
715 -40 0
719 -41 0
723 -42 0
727 -42 0
731 -43 0
735 -44 0
739 -44 0
743 -45 0
747 -45 0
751 -45 0
755 -45 0
759 -45 0
763 -44 0
767 -44 0
770 -43 0
774 -42 0
778 -41 0
782 -40 0
786 -38 0
789 -36 0
793 -35 0
796 -33 0
800 -31 0
803 -29 0
807 -27 0
810 -25 0
814 -23 0
818 -21 0
821 -20 0
825 -19 0
829 -18 0
833 -17 0
837 -16 0
841 -16 0
845 -15 0
849 -15 0
853 -15 0
857 -15 0
861 -15 0
865 -15 0
869 -16 0
873 -16 0
877 -16 0
881 -17 0
885 -17 0
889 -18 0
892 -19 0
896 -19 0
900 -20 0
904 -20 0
908 -21 0
912 -21 0
916 -21 0
920 -21 0
924 -20 0
928 -20 0
932 -19 0
936 -18 0
940 -17 0
944 -16 0
947 -14 0
951 -13 0
955 -11 0
958 -9 0
962 -7 0
965 -5 0
968 -2 0
971 0 0
974 3 0
977 6 0
980 9 0
983 11 0
986 14 0
988 17 0
991 20 0
994 23 0
997 25 0
1000 28 0
1003 31 0
1006 33 0
1009 36 0
1013 38 0
1016 40 0
1020 42 0
1023 44 0
1027 46 0
1030 47 0
1034 49 0
1038 50 0
1041 52 0
1045 54 0
1048 56 0
1052 58 0
1055 60 0
1059 62 0
1062 64 0
1066 65 0
1070 67 0
1073 69 0
1077 70 0
1081 71 0
1085 72 0
1089 73 0
1093 73 0
1097 73 0
1101 73 0
1105 73 0
1109 73 0
1113 73 0
1117 73 0
1121 74 0
1125 74 0
1129 74 0
1133 75 0
1137 75 0
1141 76 0
1144 77 0
1148 77 0
1152 77 0
1156 77 0
1160 77 0
1164 76 0
1168 75 0
1172 74 0
1176 73 0
1180 72 0
1183 70 0
1187 68 0
1191 66 0
1194 64 0
1197 63 0
1201 60 0
1204 58 0
1208 56 0
1211 54 0
1215 52 0
1218 51 0
1222 49 0
1226 47 0
1229 46 0
1233 44 0
1237 43 0
1241 42 0
1244 40 0
1248 39 0
1252 38 0
1256 36 0
1259 35 0
1263 33 0
1267 32 0
1270 30 0
1274 29 0
1278 27 0
1282 26 0
1285 25 0
1289 23 0
1293 22 0
1297 21 0
1301 20 0
1305 19 0
1309 19 0
1313 18 0
1316 17 0
1320 16 0
1324 15 0
1328 14 0
1332 13 0
1336 12 0
1340 11 0
1343 9 0
1347 8 0
1351 7 0
1355 6 0
1359 5 0
1363 4 0
1367 3 0
1371 3 0
1375 2 0
1378 2 0
1382 1 0
1386 1 0
1390 2 0
1394 2 0
1398 3 0
1402 4 0
1406 5 0
1410 7 0
1413 8 0
1417 10 0
1421 11 0
1424 13 0
1428 14 0
1432 15 0
1436 16 0
1440 17 0
1444 18 0
1448 18 0
1452 18 0
1456 18 0
1460 18 0
1464 18 0
1468 18 0
1472 18 0
1476 18 0
1480 17 0
1484 17 0
1488 17 0
1492 16 0
1496 16 0
1500 16 0
1504 15 0
1508 15 0
1512 15 0
1516 15 0
1520 15 0
1524 16 0
1528 16 0
1532 17 0
1535 18 0
1539 18 0
1543 19 0
1547 20 0
1551 21 0
1555 21 0
1559 22 0
1563 22 0
1567 23 0
1571 23 0
1575 24 0
1579 24 0
1583 24 0
1587 24 0
1591 24 0
1595 24 0
1599 24 0
1603 25 0
1607 25 0
1611 25 0
1615 26 0
1619 27 0
1623 28 0
1626 30 0
1630 31 0
1634 33 0
1637 35 0
1641 37 0
1644 39 0
1648 41 0
1651 43 0
1655 44 0
1658 46 0
1662 48 0
1666 49 0
1670 50 0
1673 52 0
1677 53 0
1681 54 0
1685 55 0
1689 56 0
1693 57 0
1696 58 0
1700 59 0
1704 59 0
1708 60 0
1712 60 0
1716 60 0
1720 60 0
1724 59 0
1728 59 0
1732 58 0
1736 57 0
1740 56 0
1744 55 0
1748 54 0
1752 54 0
1756 53 0
1760 53 0
1764 53 0
1768 53 0
1772 54 0
1775 55 0
1779 56 0
1783 57 0
1787 59 0
1790 61 0
1794 62 0
1798 64 0
1801 65 0
1805 67 0
1809 68 0
1813 69 0
1817 70 0
1821 71 0
1824 72 0
1828 72 0
1832 72 0
1836 72 0
1840 71 0
1844 70 0
1848 69 0
1852 67 0
1855 65 0
1859 63 0
1862 62 0
1866 60 0
1869 58 0
1873 56 0
1877 55 0
1880 53 0
1884 52 0
1888 51 0
1892 49 0
1896 48 0
1900 47 0
1904 47 0
1907 46 0
1911 45 0
1915 44 0
1919 43 0
1923 42 0
1927 41 0
1931 40 0
1935 39 0
1939 38 0
1943 38 0
1946 37 0
1950 36 0
1954 35 0
1958 35 0
1962 34 0
1966 34 0
1970 33 0
1974 33 0
1978 32 0
1982 31 0
1986 30 0
1990 29 0
1993 28 0
1997 26 0
2000 24 0
2004 22 0
2007 19 0
2010 17 0
2013 15 0
2017 12 0
2020 9 0
2023 7 0
2026 4 0
2029 1 0
2032 -1 0
2035 -4 0
2037 -7 0
2040 -9 0
2043 -12 0
2046 -15 0
2049 -17 0
2053 -20 0
2056 -22 0
2059 -25 0
2062 -27 0
2065 -29 0
2069 -31 0
2072 -33 0
2076 -35 0
2080 -36 0
2084 -37 0
2088 -38 0
2092 -39 0
2096 -39 0
2099 -40 0
2103 -40 0
2107 -40 0
2111 -39 0
2115 -39 0
2119 -39 0
2123 -38 0
2127 -37 0
2131 -37 0
2135 -36 0
2139 -35 0
2143 -34 0
2147 -33 0
2151 -33 0
2155 -32 0
2159 -31 0
2163 -30 0
2166 -29 0
2170 -29 0
2174 -28 0
2178 -27 0
2182 -26 0
2186 -25 0
2190 -24 0
2194 -23 0
2197 -21 0
2201 -20 0
2205 -19 0
2209 -17 0
2213 -16 0
2216 -15 0
2220 -13 0
2224 -12 0
2228 -11 0
2232 -10 0
2235 -9 0
2239 -7 0
2243 -6 0
2247 -5 0
2251 -4 0
2254 -2 0
2258 -1 0
2262 0 0
2266 0 0
2270 1 0
2274 1 0
2278 1 0
2282 0 0
end frb_curve_t