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 = 27
|   Segment [0] from curve   82
|     1006 samples [3245..4250]
|     0.234 of the curve [0.754__0.987]
|   Segment [1] from curve   99 (reversed)
|     1034 samples [ 773..1806]
|     0.144 of the curve [0.107__0.251]
| Candidate after realignment and trimming:
|   Candidate index = 27
|   Segment [0] from curve   82
|      513 samples [3621..4133]
|     0.119 of the curve [0.841__0.960]
|   Segment [1] from curve   99 (reversed)
|      513 samples [ 898..1410]
|     0.071 of the curve [0.125__0.196]
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 -1 0
8 -1 0
12 -1 0
16 -1 0
20 0 0
24 0 0
28 1 0
32 1 0
36 2 0
40 3 0
44 3 0
48 4 0
51 5 0
55 5 0
59 6 0
63 7 0
67 8 0
71 9 0
75 10 0
79 11 0
82 12 0
86 13 0
90 14 0
94 15 0
98 16 0
102 16 0
106 16 0
110 15 0
114 15 0
118 14 0
122 13 0
126 12 0
130 11 0
134 10 0
138 9 0
141 9 0
145 8 0
149 7 0
153 7 0
157 6 0
161 6 0
165 6 0
169 6 0
173 6 0
177 7 0
181 8 0
185 9 0
188 11 0
192 13 0
195 15 0
198 18 0
201 20 0
205 22 0
208 25 0
211 27 0
215 29 0
218 31 0
222 33 0
225 35 0
229 36 0
232 38 0
236 39 0
240 41 0
244 42 0
248 43 0
251 44 0
255 45 0
259 46 0
263 47 0
267 48 0
271 48 0
275 49 0
279 49 0
283 49 0
287 49 0
291 50 0
295 49 0
299 49 0
303 49 0
307 49 0
311 49 0
315 49 0
319 49 0
323 49 0
327 49 0
331 50 0
335 51 0
339 51 0
343 52 0
347 52 0
351 53 0
355 53 0
359 53 0
363 53 0
367 53 0
371 53 0
375 53 0
379 52 0
383 52 0
387 52 0
391 52 0
395 52 0
399 53 0
403 53 0
407 53 0
411 53 0
415 53 0
419 53 0
423 53 0
427 53 0
431 52 0
434 51 0
438 50 0
442 50 0
446 48 0
450 47 0
454 46 0
458 45 0
461 44 0
465 43 0
469 42 0
473 41 0
477 40 0
481 39 0
485 38 0
489 38 0
493 37 0
497 36 0
500 35 0
504 34 0
508 34 0
512 33 0
516 32 0
520 32 0
524 32 0
528 32 0
532 33 0
536 34 0
540 35 0
544 36 0
547 38 0
551 40 0
554 42 0
558 44 0
561 46 0
564 48 0
568 50 0
571 53 0
575 55 0
578 57 0
581 59 0
585 60 0
589 62 0
592 64 0
596 66 0
600 67 0
603 68 0
607 70 0
611 71 0
615 72 0
619 73 0
622 74 0
626 75 0
630 76 0
634 77 0
638 78 0
642 79 0
646 79 0
650 80 0
654 81 0
658 81 0
662 82 0
666 83 0
670 83 0
674 84 0
678 84 0
682 85 0
686 85 0
689 85 0
693 85 0
697 85 0
701 85 0
705 85 0
709 84 0
713 84 0
717 83 0
721 82 0
725 80 0
729 79 0
732 77 0
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739 73 0
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749 66 0
752 64 0
755 61 0
759 59 0
762 56 0
765 54 0
768 51 0
771 49 0
774 46 0
777 44 0
780 41 0
783 39 0
787 36 0
790 34 0
793 32 0
797 30 0
801 28 0
804 27 0
808 26 0
812 25 0
816 24 0
820 23 0
824 23 0
828 22 0
832 21 0
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839 19 0
843 18 0
847 17 0
850 15 0
854 13 0
857 11 0
861 9 0
864 6 0
867 4 0
871 2 0
874 0 0
878 -2 0
881 -3 0
885 -5 0
889 -7 0
892 -9 0
896 -10 0
899 -12 0
903 -14 0
906 -17 0
909 -19 0
913 -21 0
916 -23 0
919 -26 0
923 -28 0
926 -30 0
929 -32 0
933 -34 0
937 -36 0
940 -37 0
944 -38 0
948 -38 0
952 -38 0
956 -38 0
960 -37 0
964 -36 0
968 -34 0
971 -32 0
975 -30 0
978 -27 0
981 -25 0
984 -22 0
987 -20 0
990 -17 0
993 -15 0
996 -12 0
999 -10 0
1003 -8 0
1006 -6 0
1010 -4 0
1014 -3 0
1018 -2 0
1022 -2 0
1026 -1 0
1030 -1 0
1034 -2 0
1038 -2 0
1042 -3 0
1046 -4 0
1049 -4 0
1053 -5 0
1057 -6 0
1061 -6 0
1065 -6 0
1069 -6 0
1073 -6 0
1077 -6 0
1081 -6 0
1085 -6 0
1089 -6 0
1093 -6 0
1097 -6 0
1101 -7 0
1105 -7 0
1109 -7 0
1113 -8 0
1117 -8 0
1121 -8 0
1125 -9 0
1129 -9 0
1133 -9 0
1137 -9 0
1141 -9 0
1145 -9 0
1149 -8 0
1153 -8 0
1157 -7 0
1161 -7 0
1165 -6 0
1169 -5 0
1173 -4 0
1177 -3 0
1180 -2 0
1184 -1 0
1188 0 0
1192 1 0
1196 2 0
1200 3 0
1204 4 0
1208 4 0
1212 5 0
1216 6 0
1220 6 0
1224 7 0
1228 7 0
1232 8 0
1236 8 0
1240 8 0
1244 8 0
1248 8 0
1252 9 0
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1259 9 0
1263 9 0
1267 9 0
1272 9 0
1276 9 0
1280 9 0
1284 9 0
1288 9 0
1291 9 0
1295 10 0
1299 10 0
1303 10 0
1307 11 0
1311 11 0
1315 12 0
1319 13 0
1323 14 0
1327 15 0
1331 16 0
1335 17 0
1338 18 0
1342 19 0
1346 21 0
1350 22 0
1354 23 0
1358 24 0
1361 26 0
1365 27 0
1369 28 0
1373 30 0
1376 31 0
1380 32 0
1384 34 0
1388 35 0
1391 36 0
1395 38 0
1399 39 0
1403 40 0
1407 41 0
1411 42 0
1415 43 0
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1422 44 0
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1434 46 0
1438 46 0
1442 46 0
1446 46 0
1450 46 0
1454 46 0
1458 45 0
1462 45 0
1466 44 0
1470 43 0
1474 43 0
1478 42 0
1482 41 0
1486 40 0
1490 39 0
1494 38 0
1497 37 0
1501 36 0
1505 35 0
1509 34 0
1513 33 0
1516 31 0
1520 30 0
1524 28 0
1527 26 0
1531 24 0
1534 22 0
1538 20 0
1541 18 0
1545 17 0
1549 15 0
1552 13 0
1556 11 0
1560 10 0
1563 9 0
1567 8 0
1571 7 0
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1607 7 0
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1615 7 0
1619 7 0
1623 7 0
1627 7 0
1631 7 0
1635 8 0
1639 8 0
1643 9 0
1647 10 0
1651 12 0
1654 13 0
1658 14 0
1662 16 0
1665 17 0
1669 18 0
1673 20 0
1677 21 0
1681 22 0
1685 22 0
1689 23 0
1693 24 0
1697 24 0
1701 25 0
1705 25 0
1709 26 0
1713 26 0
1717 26 0
1721 26 0
1725 26 0
1729 26 0
1732 26 0
1736 25 0
1740 24 0
1744 23 0
1748 22 0
1752 21 0
1756 19 0
1759 18 0
1763 17 0
1767 16 0
1771 15 0
1775 14 0
1779 13 0
1783 13 0
1787 13 0
1791 13 0
1795 13 0
1799 14 0
1803 14 0
1807 15 0
1810 16 0
1814 17 0
1818 18 0
1822 18 0
1826 19 0
1830 20 0
1834 20 0
1838 21 0
1842 21 0
1846 21 0
1850 22 0
1854 23 0
1858 23 0
1862 24 0
1866 24 0
1870 24 0
1874 25 0
1878 24 0
1882 24 0
1886 24 0
1890 23 0
1894 22 0
1897 21 0
1901 19 0
1905 18 0
1909 16 0
1912 14 0
1916 13 0
1920 11 0
1923 10 0
1927 8 0
1931 7 0
1935 6 0
1938 5 0
1942 4 0
1946 2 0
1950 1 0
1954 0 0
end frb_curve_t