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 = 14
|   Segment [0] from curve   97
|      627 samples [ 184.. 810]
|     0.125 of the curve [0.037__0.161]
|   Segment [1] from curve  103 (reversed)
|      634 samples [3385..  88]
|     0.161 of the curve [0.861__0.022]
| Candidate after realignment and trimming:
|   Candidate index = 14
|   Segment [0] from curve   97
|      513 samples [ 219.. 731]
|     0.102 of the curve [0.044__0.145]
|   Segment [1] from curve  103 (reversed)
|      513 samples [3469..  51]
|     0.131 of the curve [0.883__0.013]
| 
| 
| 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 0 0
24 0 0
28 1 0
32 1 0
36 2 0
40 3 0
44 4 0
47 5 0
51 6 0
55 7 0
59 7 0
63 8 0
67 9 0
71 10 0
75 11 0
79 11 0
83 12 0
87 13 0
90 14 0
94 15 0
98 15 0
102 16 0
106 17 0
110 18 0
114 19 0
118 20 0
122 21 0
126 21 0
130 22 0
134 22 0
138 23 0
142 23 0
146 23 0
150 23 0
154 23 0
158 23 0
162 23 0
166 23 0
170 24 0
174 24 0
178 25 0
181 25 0
185 26 0
189 26 0
193 27 0
197 27 0
201 27 0
205 27 0
209 26 0
213 26 0
217 25 0
221 25 0
225 24 0
229 22 0
233 21 0
236 20 0
240 18 0
244 17 0
247 15 0
251 13 0
255 11 0
258 10 0
262 8 0
265 6 0
269 4 0
273 3 0
276 1 0
280 0 0
284 -1 0
288 -3 0
292 -4 0
295 -5 0
299 -6 0
303 -6 0
307 -7 0
311 -7 0
315 -7 0
319 -7 0
323 -7 0
327 -7 0
331 -6 0
335 -6 0
339 -5 0
343 -4 0
347 -4 0
351 -3 0
355 -3 0
359 -3 0
363 -4 0
367 -4 0
371 -5 0
375 -6 0
378 -7 0
382 -9 0
386 -10 0
390 -11 0
394 -11 0
398 -12 0
402 -12 0
406 -12 0
410 -12 0
414 -11 0
418 -11 0
422 -11 0
426 -10 0
430 -9 0
434 -9 0
438 -8 0
442 -7 0
445 -6 0
449 -5 0
453 -4 0
457 -3 0
461 -2 0
465 -1 0
469 0 0
473 1 0
476 2 0
480 3 0
484 4 0
488 5 0
492 6 0
496 8 0
499 9 0
503 11 0
506 13 0
510 15 0
513 17 0
517 19 0
520 21 0
524 23 0
527 25 0
531 26 0
535 28 0
538 29 0
542 30 0
546 31 0
550 31 0
554 31 0
558 31 0
562 31 0
566 31 0
570 30 0
574 30 0
578 30 0
582 29 0
586 28 0
590 28 0
594 27 0
598 26 0
602 26 0
606 25 0
610 24 0
614 24 0
618 23 0
621 22 0
625 21 0
629 20 0
633 19 0
637 18 0
641 16 0
645 15 0
648 14 0
652 13 0
656 12 0
660 10 0
663 9 0
667 8 0
671 6 0
675 4 0
678 3 0
682 1 0
685 -2 0
688 -4 0
691 -7 0
694 -9 0
697 -12 0
700 -15 0
703 -18 0
706 -21 0
709 -23 0
712 -26 0
715 -28 0
719 -30 0
722 -32 0
726 -33 0
729 -35 0
733 -36 0
737 -37 0
741 -37 0
745 -37 0
749 -37 0
753 -37 0
757 -37 0
761 -36 0
765 -36 0
769 -35 0
773 -35 0
777 -35 0
781 -35 0
785 -34 0
789 -34 0
793 -34 0
797 -34 0
801 -34 0
805 -34 0
809 -35 0
813 -35 0
817 -35 0
821 -35 0
825 -35 0
829 -34 0
833 -34 0
837 -33 0
841 -33 0
845 -32 0
849 -31 0
853 -30 0
857 -29 0
860 -28 0
864 -27 0
868 -26 0
872 -26 0
876 -25 0
880 -24 0
884 -24 0
888 -23 0
892 -23 0
896 -23 0
900 -23 0
904 -23 0
908 -23 0
912 -23 0
916 -23 0
920 -24 0
924 -24 0
928 -24 0
932 -25 0
936 -25 0
940 -26 0
944 -26 0
948 -27 0
952 -27 0
956 -28 0
960 -28 0
964 -29 0
968 -29 0
972 -30 0
976 -30 0
980 -30 0
984 -31 0
987 -31 0
991 -32 0
995 -32 0
999 -33 0
1003 -34 0
1007 -34 0
1011 -35 0
1015 -36 0
1019 -36 0
1023 -37 0
1027 -37 0
1031 -37 0
1035 -38 0
1039 -38 0
1043 -38 0
1047 -38 0
1051 -38 0
1055 -38 0
1059 -38 0
1063 -38 0
1067 -38 0
1071 -38 0
1075 -38 0
1079 -38 0
1083 -37 0
1087 -36 0
1091 -35 0
1094 -33 0
1098 -32 0
1101 -30 0
1105 -28 0
1108 -25 0
1112 -23 0
1115 -21 0
1118 -19 0
1122 -17 0
1125 -15 0
1129 -13 0
1132 -11 0
1136 -9 0
1139 -8 0
1143 -6 0
1147 -4 0
1150 -3 0
1154 -1 0
1158 0 0
1162 2 0
1165 3 0
1169 4 0
1173 5 0
1177 6 0
1181 7 0
1185 7 0
1189 7 0
1193 7 0
1197 6 0
1200 5 0
1204 3 0
1208 2 0
1211 -1 0
1214 -3 0
1218 -5 0
1221 -8 0
1224 -10 0
1227 -13 0
1230 -15 0
1234 -17 0
1237 -19 0
1241 -21 0
1244 -23 0
1248 -25 0
1251 -26 0
1255 -27 0
1259 -29 0
1263 -29 0
1267 -30 0
1271 -31 0
1275 -32 0
1279 -33 0
1282 -34 0
1286 -35 0
1290 -36 0
1294 -38 0
1298 -39 0
1301 -40 0
1305 -42 0
1309 -43 0
1313 -44 0
1317 -46 0
1320 -47 0
1324 -48 0
1328 -48 0
1332 -49 0
1336 -50 0
1340 -51 0
1344 -51 0
1348 -52 0
1352 -53 0
1356 -54 0
1360 -55 0
1363 -56 0
1367 -57 0
1371 -58 0
1375 -60 0
1379 -61 0
1382 -62 0
1386 -63 0
1390 -65 0
1394 -66 0
1398 -67 0
1401 -69 0
1405 -70 0
1409 -71 0
1413 -72 0
1417 -73 0
1420 -75 0
1424 -76 0
1428 -77 0
1432 -79 0
1435 -80 0
1439 -82 0
1443 -84 0
1446 -86 0
1450 -87 0
1453 -89 0
1457 -91 0
1461 -92 0
1464 -94 0
1468 -95 0
1472 -96 0
1476 -96 0
1480 -97 0
1484 -97 0
1488 -98 0
1492 -98 0
1496 -98 0
1500 -97 0
1504 -97 0
1508 -96 0
1512 -96 0
1516 -94 0
1519 -93 0
1523 -92 0
1527 -90 0
1531 -89 0
1534 -87 0
1538 -85 0
1542 -84 0
1545 -82 0
1549 -81 0
1553 -80 0
1556 -78 0
1560 -77 0
1564 -75 0
1568 -74 0
1571 -72 0
1575 -71 0
1579 -69 0
1582 -67 0
1586 -66 0
1590 -64 0
1593 -63 0
1597 -62 0
1601 -61 0
1605 -60 0
1609 -59 0
1613 -58 0
1617 -57 0
1621 -56 0
1624 -55 0
1628 -54 0
1632 -52 0
1636 -51 0
1639 -50 0
1643 -48 0
1647 -47 0
1651 -46 0
1655 -46 0
1659 -45 0
1663 -45 0
1667 -45 0
1671 -45 0
1675 -45 0
1679 -45 0
1683 -45 0
1687 -45 0
1691 -46 0
1695 -46 0
1699 -46 0
1703 -47 0
1707 -47 0
1711 -48 0
1715 -49 0
1719 -50 0
1722 -50 0
1726 -51 0
1730 -52 0
1734 -53 0
1738 -54 0
1742 -55 0
1746 -55 0
1750 -56 0
1754 -56 0
1758 -56 0
1762 -56 0
1766 -56 0
1770 -56 0
1774 -55 0
1778 -54 0
1782 -54 0
1786 -53 0
1790 -52 0
1794 -51 0
1797 -50 0
1801 -50 0
1805 -49 0
1809 -48 0
1813 -47 0
1817 -46 0
1821 -45 0
1825 -45 0
1829 -45 0
1833 -45 0
1837 -45 0
1841 -46 0
1845 -47 0
1848 -48 0
1852 -50 0
1856 -51 0
1860 -52 0
1864 -53 0
1868 -54 0
1872 -54 0
1875 -54 0
1879 -54 0
1883 -53 0
1887 -52 0
1891 -51 0
1895 -49 0
1898 -47 0
1901 -44 0
1904 -41 0
1906 -38 0
1909 -35 0
1911 -32 0
1914 -29 0
1916 -25 0
1918 -22 0
1921 -19 0
1924 -16 0
1927 -14 0
1930 -11 0
1933 -9 0
1936 -6 0
1940 -4 0
1943 -2 0
1946 0 0
end frb_curve_t