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 = 26
|   Segment [0] from curve    8
|      934 samples [5212..6145]
|     0.138 of the curve [0.769__0.907]
|   Segment [1] from curve   19 (reversed)
|      930 samples [3181..4110]
|     0.179 of the curve [0.611__0.789]
| Candidate after realignment and trimming:
|   Candidate index = 26
|   Segment [0] from curve    8
|      513 samples [5291..5803]
|     0.076 of the curve [0.781__0.856]
|   Segment [1] from curve   19 (reversed)
|      513 samples [3520..4032]
|     0.099 of the curve [0.676__0.774]
| 
| 
| side = "a"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 1 0
8 2 0
12 3 0
15 4 0
19 6 0
23 8 0
26 10 0
30 12 0
33 14 0
36 16 0
40 18 0
43 20 0
46 22 0
50 24 0
54 26 0
57 28 0
61 29 0
65 30 0
69 31 0
73 32 0
77 32 0
81 32 0
85 32 0
89 31 0
92 30 0
96 29 0
100 27 0
104 26 0
107 24 0
111 22 0
115 21 0
118 19 0
122 17 0
126 16 0
129 15 0
133 14 0
137 13 0
141 12 0
145 12 0
149 11 0
153 11 0
157 11 0
161 11 0
165 11 0
169 11 0
173 11 0
177 11 0
181 11 0
185 10 0
189 10 0
193 10 0
197 10 0
201 9 0
205 9 0
209 10 0
213 10 0
217 10 0
221 11 0
225 12 0
229 13 0
232 15 0
236 16 0
240 18 0
243 20 0
247 21 0
251 22 0
255 24 0
258 25 0
262 26 0
266 27 0
270 28 0
274 30 0
277 31 0
281 32 0
285 33 0
289 34 0
293 35 0
297 35 0
301 36 0
305 36 0
309 36 0
313 35 0
317 35 0
321 34 0
325 34 0
329 33 0
333 31 0
336 30 0
340 29 0
344 28 0
348 27 0
352 26 0
355 25 0
359 24 0
363 23 0
367 22 0
371 21 0
375 20 0
379 20 0
383 19 0
387 18 0
391 17 0
395 17 0
399 16 0
403 15 0
407 15 0
411 15 0
415 15 0
419 15 0
423 15 0
427 15 0
431 15 0
435 16 0
439 16 0
443 17 0
446 17 0
450 17 0
454 18 0
458 18 0
462 18 0
466 18 0
470 18 0
474 18 0
478 17 0
482 17 0
486 17 0
490 17 0
494 17 0
498 16 0
502 16 0
506 16 0
510 16 0
514 15 0
518 15 0
522 15 0
526 15 0
530 14 0
534 14 0
538 14 0
542 14 0
546 14 0
550 15 0
554 15 0
558 16 0
562 17 0
566 18 0
570 19 0
573 21 0
577 22 0
581 23 0
585 24 0
589 25 0
593 25 0
597 26 0
601 26 0
605 26 0
609 27 0
613 27 0
617 27 0
621 27 0
625 27 0
629 27 0
633 27 0
637 27 0
641 27 0
645 27 0
649 26 0
653 25 0
657 25 0
660 23 0
664 22 0
668 21 0
672 20 0
676 18 0
679 17 0
683 16 0
687 15 0
691 14 0
695 13 0
699 13 0
703 12 0
707 12 0
711 11 0
715 11 0
719 11 0
723 10 0
727 10 0
731 10 0
735 10 0
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743 9 0
747 9 0
751 9 0
755 9 0
759 9 0
763 9 0
767 8 0
771 8 0
775 8 0
779 8 0
783 8 0
787 8 0
791 8 0
795 8 0
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803 8 0
807 8 0
811 8 0
815 9 0
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823 9 0
827 9 0
831 9 0
835 9 0
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843 9 0
847 10 0
851 10 0
855 11 0
859 11 0
862 12 0
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874 14 0
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882 16 0
886 17 0
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894 19 0
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901 21 0
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909 23 0
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969 23 0
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988 24 0
992 25 0
996 25 0
1000 25 0
1004 25 0
1008 25 0
1012 24 0
1016 23 0
1020 22 0
1024 21 0
1028 20 0
1032 19 0
1035 18 0
1039 17 0
1043 15 0
1047 14 0
1051 13 0
1055 13 0
1059 12 0
1063 11 0
1067 10 0
1070 9 0
1074 9 0
1078 8 0
1082 7 0
1086 7 0
1090 6 0
1094 5 0
1098 4 0
1102 4 0
1106 3 0
1110 2 0
1114 2 0
1118 1 0
1122 1 0
1126 0 0
1130 -1 0
1134 -2 0
1137 -2 0
1141 -3 0
1145 -4 0
1149 -5 0
1153 -7 0
1157 -8 0
1160 -9 0
1164 -11 0
1168 -12 0
1172 -13 0
1176 -14 0
1179 -15 0
1183 -16 0
1187 -17 0
1191 -18 0
1195 -19 0
1199 -20 0
1203 -20 0
1207 -21 0
1211 -22 0
1215 -23 0
1218 -24 0
1222 -26 0
1226 -27 0
1230 -29 0
1233 -30 0
1237 -31 0
1241 -32 0
1245 -33 0
1249 -34 0
1253 -35 0
1257 -35 0
1261 -35 0
1265 -35 0
1269 -35 0
1273 -34 0
1277 -33 0
1281 -33 0
1284 -31 0
1288 -30 0
1292 -28 0
1295 -27 0
1299 -25 0
1302 -23 0
1306 -21 0
1309 -18 0
1312 -16 0
1315 -13 0
1319 -11 0
1322 -8 0
1325 -6 0
1328 -3 0
1331 0 0
1334 2 0
1337 5 0
1340 7 0
1344 9 0
1347 11 0
1350 13 0
1354 15 0
1358 16 0
1361 18 0
1365 19 0
1369 20 0
1373 21 0
1377 22 0
1381 23 0
1385 24 0
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1400 26 0
1404 26 0
1408 26 0
1412 26 0
1416 26 0
1420 26 0
1425 26 0
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1488 19 0
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1496 19 0
1500 19 0
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1524 20 0
1528 21 0
1532 21 0
1536 22 0
1540 23 0
1544 23 0
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1552 25 0
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1560 26 0
1564 26 0
1568 26 0
1572 26 0
1576 25 0
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1588 24 0
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1596 24 0
1600 24 0
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1608 24 0
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1616 24 0
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1627 26 0
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1639 29 0
1643 31 0
1647 32 0
1650 33 0
1654 34 0
1658 36 0
1662 37 0
1666 38 0
1670 38 0
1674 39 0
1678 39 0
1682 38 0
1686 38 0
1689 37 0
1693 36 0
1697 34 0
1701 32 0
1704 31 0
1708 29 0
1711 27 0
1715 25 0
1718 23 0
1722 22 0
1726 20 0
1729 18 0
1733 16 0
1737 15 0
1740 13 0
1744 12 0
1748 11 0
1752 10 0
1756 9 0
1760 8 0
1763 7 0
1767 7 0
1771 6 0
1775 6 0
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1783 6 0
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1803 5 0
1807 5 0
1811 5 0
1815 5 0
1819 5 0
1823 4 0
1827 4 0
1831 4 0
1835 4 0
1839 4 0
1843 4 0
1847 3 0
1851 3 0
1855 3 0
1859 2 0
1863 1 0
1867 1 0
1871 0 0
1875 -1 0
1879 -1 0
1883 -2 0
1887 -2 0
1891 -3 0
1895 -3 0
1899 -3 0
1903 -4 0
1907 -4 0
1911 -4 0
1915 -4 0
1919 -4 0
1923 -4 0
1927 -5 0
1931 -5 0
1935 -5 0
1939 -5 0
1943 -5 0
1947 -5 0
1951 -5 0
1955 -5 0
1959 -5 0
1963 -5 0
1967 -4 0
1971 -3 0
1975 -3 0
1979 -2 0
1982 -1 0
1986 -1 0
1990 0 0
end frb_curve_t