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 = 34
|   Segment [0] from curve   18
|      710 samples [5268..5977]
|     0.115 of the curve [0.856__0.971]
|   Segment [1] from curve   36 (reversed)
|      696 samples [4137..4832]
|     0.127 of the curve [0.752__0.879]
| Candidate after realignment and trimming:
|   Candidate index = 34
|   Segment [0] from curve   18
|      513 samples [5315..5827]
|     0.083 of the curve [0.864__0.947]
|   Segment [1] from curve   36 (reversed)
|      513 samples [4288..4800]
|     0.093 of the curve [0.780__0.873]
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 -1 0
8 -2 0
12 -3 0
16 -4 0
19 -5 0
23 -5 0
27 -6 0
31 -7 0
35 -8 0
39 -8 0
43 -9 0
47 -10 0
51 -10 0
55 -11 0
59 -12 0
63 -13 0
67 -14 0
71 -14 0
74 -15 0
78 -16 0
82 -17 0
86 -17 0
90 -18 0
94 -18 0
98 -19 0
102 -20 0
106 -21 0
110 -21 0
114 -22 0
118 -23 0
122 -24 0
125 -25 0
129 -26 0
133 -27 0
137 -28 0
141 -29 0
145 -29 0
149 -29 0
153 -28 0
157 -28 0
161 -26 0
164 -25 0
168 -23 0
171 -21 0
174 -18 0
178 -16 0
181 -13 0
184 -11 0
187 -8 0
190 -6 0
194 -4 0
197 -3 0
201 -2 0
205 -1 0
209 -1 0
213 -1 0
217 -2 0
221 -3 0
225 -5 0
228 -7 0
232 -8 0
236 -10 0
239 -12 0
243 -13 0
246 -15 0
250 -16 0
254 -18 0
258 -19 0
261 -20 0
265 -22 0
269 -23 0
273 -25 0
277 -26 0
280 -28 0
284 -30 0
287 -32 0
291 -33 0
294 -35 0
298 -37 0
301 -39 0
305 -40 0
309 -42 0
313 -43 0
317 -44 0
320 -45 0
324 -45 0
328 -46 0
332 -46 0
336 -46 0
340 -46 0
344 -46 0
348 -46 0
352 -46 0
356 -46 0
360 -46 0
364 -46 0
368 -46 0
372 -46 0
376 -45 0
380 -45 0
384 -45 0
388 -44 0
392 -44 0
396 -43 0
400 -43 0
404 -42 0
408 -42 0
412 -41 0
416 -41 0
420 -40 0
424 -39 0
428 -39 0
432 -38 0
436 -37 0
439 -36 0
443 -35 0
447 -33 0
451 -32 0
455 -30 0
458 -29 0
462 -28 0
466 -26 0
469 -25 0
473 -23 0
477 -22 0
481 -21 0
485 -20 0
489 -19 0
493 -18 0
497 -18 0
501 -17 0
504 -17 0
508 -16 0
512 -16 0
516 -15 0
520 -15 0
524 -14 0
528 -13 0
532 -13 0
536 -12 0
540 -11 0
544 -10 0
548 -9 0
552 -8 0
555 -7 0
559 -5 0
563 -4 0
567 -3 0
571 -2 0
575 -1 0
579 0 0
583 0 0
586 1 0
590 2 0
594 2 0
598 2 0
602 3 0
606 3 0
610 3 0
614 3 0
618 3 0
622 3 0
626 2 0
630 2 0
634 1 0
638 0 0
642 0 0
646 -1 0
650 -2 0
654 -3 0
658 -4 0
662 -5 0
665 -6 0
669 -7 0
673 -7 0
677 -8 0
681 -8 0
685 -8 0
689 -7 0
693 -7 0
697 -6 0
701 -6 0
705 -5 0
709 -5 0
713 -4 0
717 -4 0
721 -3 0
725 -3 0
729 -3 0
733 -3 0
737 -3 0
741 -3 0
745 -3 0
749 -3 0
753 -3 0
757 -3 0
761 -3 0
765 -3 0
769 -3 0
773 -3 0
777 -2 0
781 -2 0
785 -1 0
789 0 0
793 1 0
797 2 0
800 3 0
804 4 0
808 6 0
812 7 0
815 9 0
819 10 0
823 11 0
827 12 0
831 13 0
835 13 0
839 13 0
843 13 0
847 13 0
851 12 0
855 11 0
859 10 0
862 9 0
866 8 0
870 7 0
874 6 0
878 5 0
882 4 0
886 4 0
890 3 0
894 3 0
898 2 0
902 2 0
906 2 0
910 1 0
914 1 0
918 0 0
922 0 0
926 0 0
930 -1 0
934 -1 0
938 -1 0
942 -1 0
946 -1 0
950 -1 0
953 0 0
957 0 0
961 1 0
965 1 0
969 2 0
973 3 0
977 3 0
981 4 0
985 5 0
989 5 0
993 5 0
997 5 0
1001 6 0
1005 6 0
1009 6 0
1013 6 0
1017 6 0
1021 5 0
1025 5 0
1029 5 0
1033 5 0
1037 5 0
1041 4 0
1045 4 0
1049 4 0
1053 5 0
1057 5 0
1061 6 0
1065 7 0
1069 8 0
1072 9 0
1076 11 0
1080 12 0
1083 14 0
1087 16 0
1090 18 0
1094 20 0
1097 22 0
1101 24 0
1104 26 0
1108 27 0
1112 29 0
1115 31 0
1119 33 0
1123 34 0
1126 36 0
1130 37 0
1134 38 0
1138 40 0
1141 41 0
1145 42 0
1149 44 0
1153 45 0
1157 46 0
1160 47 0
1164 48 0
1168 49 0
1172 50 0
1176 51 0
1180 51 0
1184 52 0
1188 53 0
1192 53 0
1196 54 0
1200 54 0
1204 54 0
1208 55 0
1212 55 0
1216 55 0
1220 55 0
1224 55 0
1228 54 0
1232 54 0
1236 54 0
1240 53 0
1244 53 0
1248 53 0
1252 52 0
1256 52 0
1260 52 0
1264 52 0
1268 52 0
1272 52 0
1276 52 0
1280 52 0
1284 52 0
1287 53 0
1291 53 0
1295 53 0
1299 54 0
1303 54 0
1308 54 0
1312 54 0
1316 54 0
1319 54 0
1323 54 0
1327 54 0
1331 54 0
1335 54 0
1339 54 0
1343 54 0
1347 53 0
1351 53 0
1355 53 0
1359 52 0
1363 52 0
1367 51 0
1371 51 0
1375 51 0
1379 50 0
1383 50 0
1387 50 0
1391 50 0
1395 50 0
1399 50 0
1403 50 0
1407 50 0
1411 50 0
1415 50 0
1419 50 0
1423 50 0
1427 49 0
1431 49 0
1435 48 0
1439 48 0
1443 47 0
1447 46 0
1451 45 0
1455 45 0
1459 44 0
1463 43 0
1467 42 0
1471 41 0
1474 40 0
1478 40 0
1482 39 0
1486 39 0
1490 39 0
1494 39 0
1498 39 0
1502 39 0
1506 40 0
1510 40 0
1514 41 0
1518 42 0
1522 43 0
1526 44 0
1529 46 0
1533 47 0
1537 48 0
1541 49 0
1545 50 0
1549 50 0
1553 51 0
1557 52 0
1561 52 0
1565 53 0
1569 53 0
1573 53 0
1577 53 0
1581 53 0
1585 53 0
1589 53 0
1593 53 0
1597 53 0
1601 53 0
1605 53 0
1609 53 0
1613 53 0
1617 54 0
1621 54 0
1625 55 0
1629 55 0
1633 56 0
1636 56 0
1640 57 0
1644 58 0
1648 58 0
1652 59 0
1656 59 0
1660 60 0
1664 60 0
1668 60 0
1672 59 0
1676 59 0
1680 58 0
1684 57 0
1688 56 0
1692 55 0
1695 53 0
1699 52 0
1703 50 0
1706 49 0
1710 47 0
1714 46 0
1718 44 0
1721 43 0
1725 41 0
1729 40 0
1733 39 0
1737 38 0
1741 38 0
1745 37 0
1748 36 0
1752 36 0
1756 35 0
1760 35 0
1764 35 0
1768 34 0
1772 34 0
1776 34 0
1780 34 0
1784 33 0
1788 33 0
1792 32 0
1796 32 0
1800 32 0
1804 31 0
1808 31 0
1812 31 0
1816 31 0
1820 32 0
1824 32 0
1828 33 0
1832 34 0
1836 35 0
1840 35 0
1844 36 0
1848 37 0
1852 38 0
1856 38 0
1860 39 0
1864 39 0
1868 40 0
1872 40 0
1876 40 0
1880 40 0
1884 39 0
1888 39 0
1891 38 0
1895 38 0
1899 37 0
1903 36 0
1907 35 0
1911 34 0
1915 32 0
1919 31 0
1922 30 0
1926 28 0
1930 27 0
1933 25 0
1937 24 0
1941 23 0
1945 21 0
1949 20 0
1952 19 0
1956 18 0
1960 16 0
1964 15 0
1967 14 0
1971 12 0
1975 10 0
1978 9 0
1982 7 0
1985 5 0
1989 2 0
1992 0 0
end frb_curve_t