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
| 
| 
| frb_analyze
|   maxShift =    0.847 pixels
|   nSamples = 513
| 
| 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]
| Candidate after realignment and trimming:
|   Candidate index = 25
|   Segment [0] from curve   20
|      513 samples [4209..4721]
|     0.108 of the curve [0.883__0.991]
|   Segment [1] from curve   30 (reversed)
|      513 samples [1262..1774]
|     0.179 of the curve [0.440__0.618]
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 0 0
8 -1 0
12 -1 0
16 -1 0
20 -1 0
24 -1 0
28 -1 0
32 -1 0
36 0 0
40 0 0
44 1 0
48 1 0
52 1 0
56 2 0
60 2 0
64 2 0
68 2 0
72 3 0
76 3 0
80 3 0
84 3 0
88 3 0
92 4 0
96 4 0
100 5 0
103 6 0
107 8 0
111 9 0
114 11 0
118 13 0
121 15 0
124 18 0
127 20 0
130 23 0
133 26 0
136 28 0
139 31 0
142 34 0
145 37 0
148 39 0
151 42 0
154 45 0
157 47 0
160 49 0
164 52 0
167 54 0
171 56 0
174 57 0
178 59 0
182 60 0
186 60 0
190 61 0
194 61 0
198 61 0
202 61 0
206 60 0
210 60 0
214 59 0
218 58 0
221 58 0
225 57 0
229 56 0
233 55 0
237 54 0
241 54 0
245 53 0
249 52 0
253 51 0
257 50 0
261 49 0
265 49 0
268 48 0
272 47 0
276 47 0
280 46 0
284 45 0
288 45 0
292 44 0
296 44 0
300 44 0
304 43 0
308 43 0
312 42 0
316 42 0
320 42 0
324 42 0
328 42 0
332 42 0
336 43 0
340 44 0
344 44 0
348 45 0
352 46 0
356 47 0
359 48 0
363 49 0
367 50 0
371 51 0
375 52 0
379 52 0
383 52 0
387 52 0
391 52 0
395 51 0
399 51 0
403 50 0
407 50 0
411 50 0
415 49 0
419 49 0
423 48 0
427 48 0
431 47 0
435 47 0
439 46 0
443 46 0
447 45 0
451 45 0
455 44 0
459 44 0
463 44 0
467 43 0
471 43 0
475 43 0
479 42 0
482 42 0
486 41 0
490 41 0
494 40 0
498 40 0
502 39 0
506 39 0
510 38 0
514 38 0
518 38 0
522 38 0
526 37 0
530 37 0
534 37 0
538 37 0
542 37 0
546 37 0
550 36 0
554 36 0
558 35 0
562 35 0
566 34 0
570 33 0
574 32 0
578 31 0
582 30 0
586 29 0
589 29 0
593 28 0
597 28 0
601 27 0
605 27 0
609 27 0
613 27 0
617 27 0
621 27 0
625 27 0
629 27 0
633 27 0
637 27 0
641 26 0
645 26 0
649 25 0
653 24 0
657 24 0
661 23 0
665 22 0
669 22 0
673 21 0
677 21 0
681 20 0
685 20 0
689 20 0
693 20 0
697 20 0
701 20 0
705 20 0
709 21 0
713 21 0
717 22 0
721 22 0
725 23 0
729 24 0
732 25 0
736 26 0
740 28 0
744 29 0
747 31 0
751 32 0
755 34 0
758 36 0
762 37 0
765 39 0
769 41 0
773 43 0
776 44 0
780 46 0
784 47 0
788 48 0
791 49 0
795 50 0
799 51 0
803 52 0
807 52 0
811 52 0
815 53 0
819 53 0
823 53 0
827 52 0
831 52 0
835 52 0
839 51 0
843 50 0
847 50 0
851 49 0
855 48 0
859 47 0
863 46 0
866 45 0
870 44 0
874 43 0
878 42 0
882 40 0
885 38 0
889 37 0
892 35 0
896 33 0
899 31 0
903 28 0
906 26 0
909 24 0
912 21 0
915 19 0
919 17 0
922 14 0
925 12 0
928 10 0
932 7 0
935 6 0
939 4 0
943 2 0
946 1 0
950 0 0
954 -1 0
958 -2 0
962 -2 0
966 -3 0
970 -3 0
974 -4 0
978 -4 0
982 -5 0
986 -5 0
990 -6 0
994 -7 0
998 -8 0
1001 -8 0
1005 -9 0
1009 -10 0
1013 -10 0
1017 -11 0
1021 -11 0
1025 -11 0
1029 -12 0
1033 -12 0
1037 -12 0
1041 -12 0
1045 -12 0
1049 -12 0
1053 -12 0
1057 -12 0
1061 -12 0
1065 -11 0
1069 -11 0
1073 -11 0
1077 -11 0
1081 -10 0
1085 -10 0
1089 -9 0
1093 -9 0
1097 -8 0
1101 -7 0
1105 -7 0
1109 -6 0
1113 -5 0
1117 -5 0
1121 -4 0
1125 -4 0
1129 -4 0
1133 -4 0
1137 -5 0
1141 -6 0
1145 -6 0
1148 -7 0
1152 -8 0
1156 -9 0
1160 -10 0
1164 -11 0
1168 -12 0
1172 -12 0
1176 -13 0
1180 -14 0
1184 -15 0
1188 -16 0
1192 -16 0
1195 -17 0
1199 -18 0
1203 -18 0
1207 -19 0
1211 -19 0
1215 -19 0
1219 -20 0
1223 -20 0
1227 -19 0
1231 -19 0
1235 -19 0
1239 -19 0
1243 -18 0
1247 -17 0
1251 -17 0
1255 -16 0
1259 -15 0
1263 -14 0
1267 -13 0
1271 -12 0
1274 -11 0
1278 -9 0
1282 -8 0
1286 -6 0
1289 -5 0
1293 -3 0
1297 -2 0
1300 0 0
1304 1 0
1308 3 0
1311 5 0
1315 6 0
1319 8 0
1322 10 0
1326 12 0
1329 14 0
1332 16 0
1335 19 0
1338 21 0
1341 24 0
1344 27 0
1347 30 0
1349 33 0
1352 36 0
1355 39 0
1358 41 0
1361 44 0
1364 47 0
1367 49 0
1370 51 0
1374 53 0
1378 55 0
1381 56 0
1385 57 0
1389 58 0
1393 59 0
1397 59 0
1401 59 0
1405 58 0
1409 58 0
1413 57 0
1417 56 0
1421 55 0
1424 53 0
1428 52 0
1432 51 0
1436 50 0
1439 48 0
1443 47 0
1447 46 0
1451 45 0
1455 44 0
1459 43 0
1463 42 0
1467 41 0
1471 41 0
1474 40 0
1478 39 0
1482 39 0
1486 38 0
1490 37 0
1494 37 0
1498 37 0
1502 37 0
1506 37 0
1510 37 0
1514 37 0
1518 37 0
1522 37 0
1526 37 0
1530 37 0
1534 37 0
1538 37 0
1542 36 0
1546 36 0
1550 35 0
1554 34 0
1558 33 0
1562 33 0
1566 31 0
1570 30 0
1573 29 0
1577 28 0
1581 27 0
1585 26 0
1589 25 0
1592 23 0
1596 22 0
1600 21 0
1604 20 0
1608 20 0
1612 19 0
1616 18 0
1620 18 0
1624 17 0
1628 16 0
1632 15 0
1636 15 0
1639 14 0
1643 13 0
1647 11 0
1651 10 0
1655 9 0
1659 8 0
1663 7 0
1667 6 0
1670 6 0
1674 5 0
1678 5 0
1682 4 0
1686 4 0
1690 4 0
1694 4 0
1698 4 0
1702 4 0
1706 4 0
1710 4 0
1714 5 0
1718 5 0
1722 5 0
1726 6 0
1730 6 0
1734 6 0
1738 6 0
1742 6 0
1746 5 0
1750 5 0
1754 4 0
1758 4 0
1762 4 0
1766 4 0
1770 5 0
1774 5 0
1778 6 0
1782 8 0
1785 9 0
1789 11 0
1793 13 0
1796 15 0
1800 16 0
1803 18 0
1807 19 0
1811 21 0
1815 22 0
1819 23 0
1823 23 0
1827 24 0
1831 24 0
1835 24 0
1839 24 0
1843 23 0
1847 23 0
1850 22 0
1854 21 0
1858 20 0
1862 20 0
1866 19 0
1870 18 0
1874 17 0
1878 16 0
1882 16 0
1886 15 0
1890 14 0
1894 13 0
1898 13 0
1901 12 0
1905 10 0
1909 9 0
1913 8 0
1917 7 0
1920 5 0
1924 4 0
1928 2 0
1932 1 0
1936 0 0
1939 -1 0
1943 -1 0
1947 -2 0
1951 -2 0
1955 -2 0
1959 -1 0
1963 -1 0
1967 0 0
end frb_curve_t