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 = 42
|   Segment [0] from curve   82
|      600 samples [3492..4091]
|     0.139 of the curve [0.811__0.951]
|   Segment [1] from curve  101 (reversed)
|      600 samples [ 423..1022]
|     0.080 of the curve [0.056__0.136]
| Candidate after realignment and trimming:
|   Candidate index = 42
|   Segment [0] from curve   82
|      513 samples [3535..4047]
|     0.119 of the curve [0.821__0.940]
|   Segment [1] from curve  101 (reversed)
|      513 samples [ 467.. 979]
|     0.068 of the curve [0.062__0.130]
| 
| 
| side = "a"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 0 0
8 0 0
12 0 0
16 0 0
20 -1 0
24 -2 0
28 -2 0
32 -3 0
36 -4 0
39 -6 0
43 -7 0
47 -9 0
51 -10 0
54 -11 0
58 -13 0
62 -14 0
66 -15 0
70 -16 0
73 -17 0
77 -18 0
81 -19 0
85 -20 0
89 -21 0
93 -21 0
97 -22 0
101 -23 0
105 -24 0
108 -26 0
112 -27 0
116 -29 0
119 -31 0
123 -33 0
126 -35 0
129 -38 0
132 -40 0
135 -43 0
138 -46 0
141 -49 0
144 -51 0
147 -54 0
150 -57 0
153 -59 0
156 -62 0
159 -64 0
163 -66 0
166 -68 0
170 -70 0
173 -71 0
177 -73 0
181 -75 0
184 -76 0
188 -78 0
191 -80 0
195 -81 0
199 -83 0
202 -85 0
206 -87 0
209 -89 0
212 -91 0
216 -94 0
219 -96 0
222 -98 0
226 -100 0
229 -102 0
233 -104 0
236 -106 0
240 -108 0
243 -109 0
247 -111 0
251 -112 0
255 -113 0
259 -114 0
263 -115 0
266 -116 0
270 -117 0
274 -118 0
278 -118 0
282 -119 0
286 -120 0
290 -120 0
294 -121 0
298 -121 0
302 -121 0
306 -122 0
310 -122 0
314 -122 0
318 -122 0
322 -122 0
326 -122 0
330 -121 0
334 -121 0
338 -121 0
342 -120 0
346 -120 0
350 -119 0
354 -119 0
358 -118 0
362 -117 0
366 -117 0
370 -116 0
374 -115 0
377 -114 0
381 -112 0
385 -111 0
389 -110 0
392 -108 0
396 -106 0
399 -104 0
403 -102 0
406 -100 0
409 -97 0
413 -95 0
416 -93 0
419 -91 0
422 -88 0
426 -86 0
429 -84 0
433 -82 0
436 -81 0
440 -80 0
444 -79 0
448 -78 0
452 -77 0
456 -77 0
460 -76 0
464 -76 0
468 -76 0
472 -76 0
476 -76 0
480 -76 0
484 -76 0
488 -76 0
492 -76 0
496 -76 0
500 -76 0
504 -76 0
508 -75 0
512 -75 0
516 -75 0
520 -74 0
524 -74 0
528 -73 0
532 -72 0
536 -71 0
539 -70 0
543 -69 0
547 -68 0
551 -66 0
555 -65 0
558 -64 0
562 -62 0
566 -61 0
570 -60 0
573 -59 0
577 -58 0
581 -57 0
585 -57 0
589 -56 0
593 -56 0
597 -56 0
601 -57 0
605 -57 0
609 -57 0
613 -57 0
617 -57 0
621 -57 0
625 -57 0
629 -57 0
633 -57 0
637 -56 0
641 -56 0
645 -56 0
649 -55 0
653 -55 0
657 -54 0
661 -54 0
665 -53 0
669 -53 0
673 -53 0
677 -52 0
681 -52 0
685 -52 0
689 -52 0
693 -52 0
697 -52 0
701 -52 0
705 -52 0
709 -52 0
713 -52 0
717 -52 0
721 -52 0
725 -52 0
729 -52 0
733 -52 0
737 -51 0
741 -51 0
745 -50 0
749 -50 0
753 -49 0
757 -49 0
761 -49 0
765 -49 0
769 -49 0
773 -50 0
777 -50 0
781 -51 0
785 -52 0
788 -53 0
792 -54 0
796 -55 0
800 -56 0
804 -58 0
807 -59 0
811 -60 0
815 -61 0
819 -62 0
823 -63 0
827 -63 0
831 -63 0
835 -63 0
839 -63 0
843 -63 0
847 -62 0
851 -61 0
855 -60 0
858 -58 0
862 -56 0
865 -55 0
869 -53 0
872 -51 0
876 -49 0
879 -46 0
883 -44 0
886 -42 0
889 -40 0
893 -38 0
897 -36 0
900 -35 0
904 -33 0
907 -31 0
911 -30 0
915 -28 0
918 -27 0
922 -25 0
926 -24 0
930 -22 0
933 -21 0
937 -19 0
941 -18 0
945 -17 0
948 -15 0
952 -14 0
956 -13 0
960 -12 0
964 -11 0
967 -9 0
971 -8 0
975 -7 0
979 -6 0
983 -5 0
987 -4 0
990 -3 0
994 -1 0
998 0 0
1002 1 0
1006 1 0
1010 2 0
1014 2 0
1018 2 0
1022 2 0
1026 1 0
1030 0 0
1033 -1 0
1037 -2 0
1041 -4 0
1044 -6 0
1048 -8 0
1051 -11 0
1054 -13 0
1057 -16 0
1060 -18 0
1063 -21 0
1066 -23 0
1069 -26 0
1073 -28 0
1076 -31 0
1079 -33 0
1083 -35 0
1086 -37 0
1090 -39 0
1093 -40 0
1097 -42 0
1101 -43 0
1105 -45 0
1108 -46 0
1112 -47 0
1116 -48 0
1120 -49 0
1124 -50 0
1128 -50 0
1132 -51 0
1136 -52 0
1139 -53 0
1143 -54 0
1147 -55 0
1151 -56 0
1155 -57 0
1159 -58 0
1163 -58 0
1167 -59 0
1171 -60 0
1175 -61 0
1178 -62 0
1182 -63 0
1186 -63 0
1190 -64 0
1194 -65 0
1198 -66 0
1202 -67 0
1206 -67 0
1210 -68 0
1214 -69 0
1218 -70 0
1221 -72 0
1225 -73 0
1229 -74 0
1233 -76 0
1237 -77 0
1240 -78 0
1244 -79 0
1248 -80 0
1252 -80 0
1256 -81 0
1260 -81 0
1264 -81 0
1268 -81 0
1272 -80 0
1276 -80 0
1280 -79 0
1284 -79 0
1288 -79 0
1292 -78 0
1296 -78 0
1300 -77 0
1304 -77 0
1308 -76 0
1312 -76 0
1316 -75 0
1320 -74 0
1323 -73 0
1327 -72 0
1331 -70 0
1335 -69 0
1339 -68 0
1343 -67 0
1347 -66 0
1351 -66 0
1354 -65 0
1358 -65 0
1362 -65 0
1366 -64 0
1370 -64 0
1374 -64 0
1378 -64 0
1382 -64 0
1386 -64 0
1390 -64 0
1394 -64 0
1398 -63 0
1402 -63 0
1406 -62 0
1410 -62 0
1414 -61 0
1418 -60 0
1422 -60 0
1426 -59 0
1430 -58 0
1434 -58 0
1438 -57 0
1442 -57 0
1446 -56 0
1450 -56 0
1454 -55 0
1458 -54 0
1461 -53 0
1465 -51 0
1469 -49 0
1472 -48 0
1476 -46 0
1479 -44 0
1483 -42 0
1487 -40 0
1490 -39 0
1494 -38 0
1498 -37 0
1502 -36 0
1506 -35 0
1510 -35 0
1514 -35 0
1518 -35 0
1522 -35 0
1526 -35 0
1530 -35 0
1534 -36 0
1538 -36 0
1542 -36 0
1546 -36 0
1550 -36 0
1554 -36 0
1558 -36 0
1562 -37 0
1566 -37 0
1570 -36 0
1574 -36 0
1578 -36 0
1582 -35 0
1586 -35 0
1590 -34 0
1593 -33 0
1597 -32 0
1601 -31 0
1605 -29 0
1609 -28 0
1612 -26 0
1616 -25 0
1620 -23 0
1623 -22 0
1627 -20 0
1631 -19 0
1635 -18 0
1639 -17 0
1643 -16 0
1646 -15 0
1650 -14 0
1654 -14 0
1658 -13 0
1662 -12 0
1666 -11 0
1670 -10 0
1674 -9 0
1678 -8 0
1681 -6 0
1685 -5 0
1689 -4 0
1693 -2 0
1696 -1 0
1700 1 0
1704 2 0
1707 4 0
1711 6 0
1715 7 0
1718 9 0
1722 10 0
1726 12 0
1730 13 0
1733 14 0
1737 15 0
1741 16 0
1745 16 0
1749 16 0
1753 16 0
1757 16 0
1761 16 0
1765 16 0
1769 15 0
1773 15 0
1777 14 0
1781 14 0
1785 13 0
1789 13 0
1793 12 0
1797 12 0
1801 12 0
1805 12 0
1809 12 0
1813 12 0
1817 11 0
1821 11 0
1825 11 0
1829 11 0
1833 11 0
1837 10 0
1841 10 0
1845 9 0
1849 9 0
1853 8 0
1857 7 0
1860 6 0
1864 4 0
1868 3 0
1872 2 0
1876 1 0
1880 0 0
1884 -1 0
1888 -1 0
1892 -1 0
1896 -1 0
1900 -1 0
1903 -1 0
1907 0 0
1911 1 0
1915 1 0
1919 2 0
1923 2 0
1927 3 0
1931 3 0
1935 3 0
1939 2 0
1943 2 0
1947 1 0
1951 1 0
1955 0 0
end frb_curve_t