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.
| 
| 
| frb_analyze
|   maxShift =    0.000 pixels
|   nSamples = 513
| 
| Input candidate:
|   Candidate index = 17
|   Segment [0] from curve   20
|      600 samples [4210..  44]
|     0.126 of the curve [0.884__0.009]
|   Segment [1] from curve   36 (reversed)
|      600 samples [4228..4827]
|     0.109 of the curve [0.769__0.878]
| Candidate after realignment and trimming:
|   Candidate index = 17
|   Segment [0] from curve   20
|      513 samples [4253..   0]
|     0.108 of the curve [0.893__0.000]
|   Segment [1] from curve   36 (reversed)
|      513 samples [4272..4784]
|     0.093 of the curve [0.777__0.870]
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 -1 0
8 -1 0
12 -2 0
16 -3 0
20 -4 0
24 -4 0
28 -5 0
32 -5 0
36 -6 0
39 -7 0
43 -7 0
47 -8 0
51 -9 0
55 -10 0
59 -11 0
63 -12 0
67 -13 0
71 -14 0
75 -15 0
79 -15 0
83 -15 0
87 -15 0
90 -15 0
94 -14 0
98 -12 0
102 -11 0
105 -9 0
109 -7 0
112 -4 0
115 -2 0
118 1 0
121 3 0
124 6 0
128 8 0
131 10 0
135 12 0
139 13 0
142 13 0
146 14 0
150 13 0
154 12 0
158 11 0
162 10 0
166 8 0
169 6 0
173 5 0
177 3 0
180 1 0
184 0 0
188 -1 0
191 -3 0
195 -4 0
199 -5 0
203 -7 0
207 -8 0
210 -9 0
214 -11 0
218 -13 0
221 -14 0
225 -16 0
228 -18 0
232 -20 0
235 -22 0
239 -23 0
243 -25 0
246 -26 0
250 -27 0
254 -28 0
258 -29 0
262 -30 0
266 -30 0
270 -30 0
274 -30 0
278 -30 0
282 -30 0
286 -30 0
290 -30 0
294 -30 0
298 -30 0
302 -30 0
306 -29 0
310 -29 0
314 -29 0
318 -29 0
322 -28 0
326 -28 0
330 -27 0
334 -27 0
338 -26 0
342 -26 0
346 -25 0
350 -24 0
354 -24 0
358 -23 0
362 -22 0
365 -22 0
369 -21 0
373 -20 0
377 -19 0
381 -17 0
385 -16 0
388 -15 0
392 -13 0
396 -12 0
399 -10 0
403 -9 0
407 -7 0
411 -6 0
414 -5 0
418 -3 0
422 -2 0
426 -1 0
430 -1 0
434 0 0
438 1 0
442 1 0
446 2 0
450 2 0
454 3 0
458 4 0
462 4 0
466 5 0
470 6 0
473 6 0
477 7 0
481 9 0
485 10 0
489 11 0
493 12 0
496 13 0
500 14 0
504 15 0
508 17 0
512 18 0
516 18 0
520 19 0
524 20 0
528 21 0
532 21 0
535 21 0
539 22 0
543 22 0
547 22 0
551 22 0
555 22 0
559 22 0
563 22 0
567 21 0
571 21 0
575 20 0
579 19 0
583 18 0
587 17 0
591 16 0
595 15 0
599 15 0
603 14 0
607 13 0
611 13 0
615 12 0
619 12 0
623 13 0
626 13 0
630 13 0
634 14 0
638 14 0
642 15 0
646 16 0
650 16 0
654 17 0
658 17 0
662 17 0
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670 18 0
674 18 0
678 18 0
682 18 0
686 18 0
690 18 0
694 18 0
698 18 0
702 18 0
706 18 0
710 19 0
714 19 0
718 19 0
722 20 0
726 21 0
730 22 0
734 23 0
737 24 0
741 26 0
745 27 0
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752 30 0
756 32 0
760 33 0
764 34 0
768 34 0
772 35 0
776 35 0
780 35 0
784 34 0
788 34 0
792 33 0
796 32 0
799 31 0
803 30 0
807 29 0
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815 28 0
819 27 0
823 26 0
827 26 0
831 25 0
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839 24 0
843 24 0
847 24 0
851 23 0
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859 23 0
863 22 0
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871 22 0
875 22 0
879 22 0
883 22 0
887 22 0
891 23 0
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898 24 0
902 25 0
906 26 0
910 26 0
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946 30 0
950 30 0
954 30 0
958 29 0
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966 29 0
970 29 0
974 29 0
978 29 0
982 29 0
986 29 0
990 29 0
994 30 0
998 30 0
1002 31 0
1006 32 0
1009 34 0
1013 35 0
1017 37 0
1020 39 0
1024 41 0
1027 43 0
1031 45 0
1034 47 0
1038 49 0
1041 51 0
1045 52 0
1048 54 0
1052 56 0
1056 58 0
1059 59 0
1063 61 0
1067 62 0
1070 64 0
1074 65 0
1078 66 0
1082 68 0
1086 69 0
1089 70 0
1093 71 0
1097 73 0
1101 74 0
1105 75 0
1109 76 0
1112 77 0
1116 77 0
1120 78 0
1124 79 0
1128 79 0
1132 80 0
1136 80 0
1140 81 0
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1192 79 0
1196 79 0
1200 78 0
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1228 80 0
1232 81 0
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1332 78 0
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1340 78 0
1344 78 0
1348 79 0
1352 79 0
1356 79 0
1360 78 0
1364 78 0
1368 78 0
1372 77 0
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1521 83 0
1525 83 0
1529 83 0
1533 83 0
1537 83 0
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1581 89 0
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1601 91 0
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1643 81 0
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1650 78 0
1654 76 0
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1685 69 0
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1701 67 0
1705 67 0
1709 67 0
1713 67 0
1717 66 0
1721 66 0
1725 66 0
1729 65 0
1733 65 0
1737 65 0
1741 65 0
1745 64 0
1749 64 0
1753 65 0
1757 65 0
1761 66 0
1765 66 0
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1773 68 0
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1780 70 0
1784 71 0
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1792 72 0
1796 73 0
1800 73 0
1804 73 0
1808 74 0
1812 74 0
1816 74 0
1820 73 0
1824 73 0
1828 72 0
1832 72 0
1836 71 0
1840 70 0
1844 69 0
1848 68 0
1851 67 0
1855 66 0
1859 64 0
1863 63 0
1866 62 0
1870 60 0
1874 59 0
1878 57 0
1882 56 0
1885 55 0
1889 54 0
1893 53 0
1897 51 0
1901 50 0
1904 49 0
1908 47 0
1912 46 0
1915 44 0
1919 42 0
1922 40 0
1926 38 0
1929 35 0
1932 33 0
1935 30 0
1938 28 0
1941 25 0
1944 23 0
1948 20 0
1951 18 0
1954 15 0
1957 13 0
1960 11 0
1964 9 0
1967 6 0
1971 5 0
1974 3 0
1978 1 0
1982 0 0
end frb_curve_t