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 = 43
|   Segment [0] from curve   11
|      591 samples [2440..3030]
|     0.118 of the curve [0.487__0.605]
|   Segment [1] from curve   15 (reversed)
|      601 samples [ 761..1361]
|     0.124 of the curve [0.157__0.280]
| Candidate after realignment and trimming:
|   Candidate index = 43
|   Segment [0] from curve   11
|      513 samples [2485..2997]
|     0.102 of the curve [0.496__0.598]
|   Segment [1] from curve   15 (reversed)
|      513 samples [ 800..1312]
|     0.106 of the curve [0.165__0.270]
| 
| 
| side = "b"
| 
| converted to shape function
unit = 0.00529167
samples = 513
0 0 0
4 1 0
7 3 0
11 4 0
15 6 0
18 8 0
22 10 0
25 12 0
29 14 0
32 16 0
35 18 0
39 20 0
42 23 0
45 25 0
49 27 0
52 29 0
56 31 0
60 32 0
63 34 0
67 35 0
71 36 0
75 37 0
79 38 0
83 38 0
87 39 0
91 40 0
95 40 0
98 41 0
102 42 0
106 43 0
110 44 0
114 45 0
118 46 0
122 47 0
125 48 0
129 49 0
133 51 0
137 52 0
141 53 0
145 54 0
148 55 0
152 56 0
156 58 0
160 59 0
164 61 0
167 62 0
171 64 0
175 65 0
178 66 0
182 68 0
186 69 0
190 70 0
194 71 0
198 72 0
201 73 0
205 74 0
209 75 0
213 75 0
217 76 0
221 76 0
225 77 0
229 78 0
233 78 0
237 79 0
241 80 0
245 81 0
249 82 0
253 83 0
256 84 0
260 85 0
264 86 0
268 87 0
272 87 0
276 88 0
280 89 0
284 89 0
288 89 0
292 89 0
296 89 0
300 88 0
304 88 0
308 87 0
312 87 0
316 87 0
320 86 0
324 86 0
328 86 0
332 86 0
336 86 0
340 86 0
344 87 0
348 87 0
352 87 0
356 88 0
360 88 0
364 88 0
368 89 0
371 90 0
375 90 0
379 91 0
383 91 0
387 92 0
391 93 0
395 93 0
399 94 0
403 94 0
407 95 0
411 95 0
415 96 0
419 97 0
423 98 0
427 99 0
430 100 0
434 101 0
438 103 0
442 104 0
445 106 0
449 108 0
452 110 0
456 112 0
459 114 0
462 116 0
466 119 0
469 121 0
472 123 0
476 125 0
479 127 0
483 129 0
486 131 0
490 133 0
493 135 0
497 136 0
501 137 0
505 137 0
509 138 0
513 138 0
517 138 0
521 138 0
525 138 0
529 138 0
533 138 0
537 137 0
541 137 0
545 137 0
549 136 0
553 136 0
557 135 0
561 134 0
565 134 0
569 133 0
572 132 0
576 131 0
580 130 0
584 129 0
588 128 0
592 127 0
596 126 0
600 125 0
604 124 0
607 123 0
611 122 0
615 121 0
619 120 0
623 119 0
627 118 0
630 116 0
634 115 0
638 114 0
642 112 0
645 111 0
649 109 0
653 108 0
656 106 0
660 105 0
664 104 0
668 102 0
672 101 0
675 100 0
679 99 0
683 97 0
687 96 0
691 95 0
695 95 0
699 94 0
702 93 0
706 92 0
710 91 0
714 90 0
718 89 0
721 87 0
725 85 0
728 83 0
732 81 0
735 79 0
738 76 0
742 74 0
745 72 0
749 70 0
752 69 0
756 67 0
760 65 0
763 64 0
767 63 0
771 62 0
775 61 0
779 61 0
783 60 0
787 59 0
791 59 0
795 58 0
799 57 0
803 56 0
807 55 0
810 54 0
814 53 0
818 52 0
822 50 0
826 49 0
829 48 0
833 47 0
837 46 0
841 45 0
845 44 0
849 43 0
853 42 0
857 42 0
861 42 0
865 42 0
869 42 0
873 43 0
877 43 0
881 44 0
885 44 0
888 45 0
892 46 0
896 46 0
900 47 0
904 48 0
908 48 0
912 49 0
916 50 0
920 50 0
924 51 0
928 52 0
932 53 0
936 54 0
939 55 0
943 57 0
947 58 0
951 60 0
954 61 0
958 63 0
962 64 0
965 66 0
969 67 0
973 68 0
977 69 0
981 70 0
985 70 0
989 70 0
993 70 0
997 70 0
1001 69 0
1005 68 0
1008 67 0
1012 66 0
1016 64 0
1020 63 0
1023 61 0
1027 59 0
1031 58 0
1034 56 0
1038 54 0
1041 52 0
1045 50 0
1048 48 0
1052 46 0
1055 44 0
1058 42 0
1062 40 0
1065 37 0
1068 35 0
1072 33 0
1075 31 0
1079 29 0
1082 27 0
1086 26 0
1090 24 0
1093 23 0
1097 22 0
1101 21 0
1105 21 0
1109 21 0
1113 21 0
1117 21 0
1121 22 0
1125 22 0
1129 23 0
1133 23 0
1137 24 0
1141 24 0
1145 24 0
1149 24 0
1153 24 0
1157 24 0
1161 23 0
1165 22 0
1169 22 0
1173 21 0
1177 21 0
1181 21 0
1185 21 0
1189 21 0
1193 21 0
1197 22 0
1201 22 0
1205 22 0
1209 23 0
1213 23 0
1217 24 0
1221 24 0
1225 25 0
1229 25 0
1233 26 0
1236 26 0
1240 27 0
1244 28 0
1248 29 0
1252 30 0
1256 31 0
1259 33 0
1263 35 0
1267 37 0
1270 39 0
1273 42 0
1276 44 0
1279 47 0
1281 50 0
1284 53 0
1286 56 0
1289 59 0
1292 62 0
1295 65 0
1297 68 0
1300 71 0
1303 73 0
1306 76 0
1309 79 0
1312 81 0
1315 84 0
1319 86 0
1322 88 0
1326 90 0
1329 92 0
1333 93 0
1337 94 0
1341 95 0
1344 96 0
1348 97 0
1352 97 0
1356 97 0
1360 97 0
1364 97 0
1368 97 0
1372 97 0
1376 97 0
1380 97 0
1384 97 0
1388 97 0
1392 97 0
1396 97 0
1400 98 0
1404 98 0
1408 98 0
1412 97 0
1416 97 0
1420 97 0
1424 97 0
1428 97 0
1432 97 0
1436 97 0
1440 97 0
1444 97 0
1448 97 0
1452 96 0
1456 96 0
1460 96 0
1464 95 0
1468 95 0
1472 95 0
1476 94 0
1480 94 0
1484 94 0
1488 93 0
1492 93 0
1496 93 0
1500 93 0
1504 93 0
1508 92 0
1512 92 0
1516 92 0
1520 92 0
1524 91 0
1528 91 0
1532 90 0
1536 90 0
1540 89 0
1544 88 0
1548 87 0
1552 86 0
1555 84 0
1559 83 0
1563 81 0
1567 80 0
1570 79 0
1574 77 0
1578 76 0
1582 74 0
1585 73 0
1589 72 0
1593 71 0
1597 69 0
1600 68 0
1604 67 0
1608 65 0
1612 64 0
1616 63 0
1619 61 0
1623 59 0
1626 58 0
1630 56 0
1633 54 0
1637 52 0
1640 50 0
1644 48 0
1648 47 0
1651 45 0
1655 44 0
1659 43 0
1663 42 0
1667 41 0
1671 41 0
1675 41 0
1679 41 0
1683 40 0
1687 40 0
1691 40 0
1695 40 0
1699 40 0
1703 40 0
1707 40 0
1711 40 0
1715 39 0
1719 39 0
1723 38 0
1727 37 0
1731 37 0
1735 36 0
1738 35 0
1742 34 0
1746 33 0
1750 32 0
1754 31 0
1758 29 0
1761 28 0
1765 26 0
1769 25 0
1772 23 0
1776 21 0
1780 20 0
1783 18 0
1787 16 0
1790 14 0
1794 12 0
1797 11 0
1801 9 0
1805 7 0
1808 6 0
1812 4 0
1816 3 0
1820 2 0
1824 1 0
1827 0 0
1831 0 0
1835 0 0
1839 0 0
1843 0 0
1847 1 0
1851 1 0
1855 1 0
1859 1 0
1863 1 0
1867 1 0
1871 1 0
1875 0 0
1879 0 0
1883 0 0
1887 0 0
1891 0 0
1895 1 0
1899 1 0
1903 2 0
1907 2 0
1911 3 0
1915 3 0
1919 4 0
1923 4 0
1927 4 0
1931 3 0
1935 3 0
1939 2 0
1943 1 0
1947 0 0
end frb_curve_t