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 = 21
|   Segment [0] from curve   26
|      600 samples [ 188.. 787]
|     0.098 of the curve [0.031__0.128]
|   Segment [1] from curve   40 (reversed)
|      600 samples [1003..1602]
|     0.125 of the curve [0.208__0.333]
| Candidate after realignment and trimming:
|   Candidate index = 21
|   Segment [0] from curve   26
|      513 samples [ 231.. 743]
|     0.083 of the curve [0.038__0.121]
|   Segment [1] from curve   40 (reversed)
|      513 samples [1047..1559]
|     0.107 of the curve [0.218__0.324]
| 
| 
| 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 1 0
24 1 0
28 1 0
32 1 0
36 1 0
40 1 0
44 1 0
48 1 0
52 1 0
56 1 0
60 1 0
64 2 0
68 2 0
72 3 0
76 4 0
80 5 0
84 6 0
87 7 0
91 8 0
95 9 0
99 10 0
103 12 0
106 13 0
110 14 0
114 16 0
118 17 0
121 19 0
125 20 0
129 21 0
133 23 0
136 24 0
140 26 0
144 27 0
148 28 0
151 29 0
155 31 0
159 32 0
163 33 0
167 34 0
171 35 0
175 36 0
178 37 0
182 38 0
186 39 0
190 41 0
194 42 0
197 43 0
201 44 0
205 46 0
209 47 0
213 48 0
216 50 0
220 51 0
224 52 0
228 54 0
231 55 0
235 56 0
239 57 0
243 58 0
247 59 0
251 60 0
255 60 0
259 61 0
263 61 0
267 61 0
271 60 0
275 59 0
279 58 0
282 57 0
286 56 0
290 55 0
294 53 0
297 52 0
301 50 0
305 49 0
309 47 0
312 46 0
316 45 0
320 43 0
324 42 0
328 41 0
331 40 0
335 39 0
339 38 0
343 38 0
347 37 0
351 36 0
355 35 0
359 34 0
363 33 0
366 32 0
370 30 0
374 28 0
377 26 0
380 24 0
383 21 0
386 18 0
389 15 0
392 12 0
394 10 0
397 7 0
400 4 0
403 1 0
406 -2 0
409 -4 0
412 -7 0
415 -10 0
417 -13 0
420 -16 0
423 -19 0
425 -22 0
428 -25 0
431 -28 0
433 -31 0
436 -33 0
439 -36 0
443 -38 0
446 -40 0
450 -41 0
454 -41 0
458 -41 0
462 -40 0
466 -38 0
469 -36 0
472 -33 0
474 -30 0
476 -26 0
477 -23 0
479 -19 0
480 -15 0
482 -11 0
484 -8 0
487 -5 0
490 -2 0
493 0 0
496 2 0
500 4 0
504 5 0
508 6 0
511 8 0
515 9 0
519 11 0
522 13 0
525 15 0
529 18 0
532 20 0
536 22 0
539 23 0
543 25 0
547 25 0
551 25 0
555 25 0
559 24 0
563 23 0
566 21 0
570 20 0
573 18 0
577 16 0
581 14 0
584 12 0
588 11 0
592 9 0
595 8 0
599 7 0
603 6 0
607 5 0
611 4 0
615 3 0
619 2 0
623 1 0
626 0 0
630 -1 0
634 -3 0
638 -4 0
642 -5 0
645 -6 0
649 -7 0
653 -8 0
657 -9 0
661 -10 0
665 -10 0
669 -11 0
673 -11 0
677 -11 0
681 -11 0
685 -11 0
689 -11 0
693 -10 0
697 -10 0
701 -9 0
704 -7 0
708 -6 0
712 -4 0
715 -2 0
719 0 0
722 2 0
725 4 0
729 7 0
732 9 0
735 11 0
739 13 0
742 15 0
745 17 0
749 19 0
752 21 0
756 23 0
760 25 0
763 27 0
767 28 0
770 30 0
774 32 0
777 34 0
781 36 0
784 39 0
787 41 0
791 43 0
794 45 0
797 48 0
801 50 0
804 52 0
807 54 0
811 56 0
814 59 0
817 61 0
821 63 0
824 65 0
828 67 0
831 69 0
835 70 0
839 72 0
842 73 0
846 74 0
850 74 0
854 74 0
858 74 0
862 74 0
866 74 0
870 73 0
874 72 0
878 72 0
882 71 0
886 70 0
890 69 0
894 68 0
897 67 0
901 66 0
905 65 0
909 64 0
913 62 0
916 61 0
920 59 0
924 57 0
927 55 0
931 53 0
934 51 0
937 49 0
941 47 0
944 45 0
948 43 0
951 41 0
955 39 0
958 38 0
962 36 0
966 34 0
969 33 0
973 32 0
977 30 0
981 29 0
985 28 0
989 27 0
992 26 0
996 25 0
1000 25 0
1004 24 0
1008 24 0
1012 23 0
1016 23 0
1020 23 0
1024 23 0
1028 23 0
1032 23 0
1036 23 0
1040 23 0
1044 23 0
1048 23 0
1052 23 0
1056 22 0
1060 21 0
1064 20 0
1068 18 0
1071 17 0
1075 14 0
1078 12 0
1081 10 0
1084 7 0
1087 4 0
1089 1 0
1092 -2 0
1095 -5 0
1098 -7 0
1101 -10 0
1104 -13 0
1107 -15 0
1111 -17 0
1114 -19 0
1118 -20 0
1122 -21 0
1126 -22 0
1129 -23 0
1133 -23 0
1137 -24 0
1141 -24 0
1145 -24 0
1149 -24 0
1153 -23 0
1157 -23 0
1161 -23 0
1165 -23 0
1169 -22 0
1173 -22 0
1177 -21 0
1181 -20 0
1185 -20 0
1189 -19 0
1193 -19 0
1197 -18 0
1201 -17 0
1205 -17 0
1209 -16 0
1213 -16 0
1217 -15 0
1221 -14 0
1225 -14 0
1229 -13 0
1233 -13 0
1237 -12 0
1241 -12 0
1245 -11 0
1249 -10 0
1252 -10 0
1256 -9 0
1260 -8 0
1264 -7 0
1268 -6 0
1272 -5 0
1276 -4 0
1280 -3 0
1283 -2 0
1287 -1 0
1291 0 0
1295 1 0
1299 1 0
1303 2 0
1307 2 0
1311 3 0
1315 3 0
1319 3 0
1323 3 0
1327 3 0
1331 3 0
1335 3 0
1339 3 0
1343 3 0
1347 3 0
1351 4 0
1355 4 0
1359 5 0
1363 6 0
1367 8 0
1370 9 0
1374 11 0
1377 12 0
1381 14 0
1384 16 0
1388 18 0
1391 20 0
1395 23 0
1398 25 0
1401 27 0
1405 29 0
1408 32 0
1411 34 0
1415 36 0
1418 38 0
1422 40 0
1425 42 0
1429 43 0
1432 45 0
1436 47 0
1440 48 0
1443 50 0
1447 51 0
1451 52 0
1455 53 0
1459 54 0
1463 54 0
1467 54 0
1471 54 0
1475 54 0
1479 54 0
1483 53 0
1487 52 0
1490 51 0
1494 50 0
1498 48 0
1502 47 0
1506 46 0
1510 45 0
1514 45 0
1518 44 0
1522 44 0
1526 44 0
1530 45 0
1533 46 0
1537 46 0
1541 48 0
1545 49 0
1549 50 0
1553 51 0
1556 53 0
1560 54 0
1564 56 0
1567 58 0
1571 60 0
1574 61 0
1578 63 0
1581 66 0
1585 68 0
1588 70 0
1591 73 0
1594 75 0
1597 77 0
1601 80 0
1604 82 0
1607 84 0
1611 86 0
1615 87 0
1618 89 0
1622 89 0
1626 90 0
1630 90 0
1634 89 0
1638 89 0
1642 87 0
1646 86 0
1649 84 0
1653 82 0
1656 79 0
1659 77 0
1662 74 0
1665 72 0
1668 69 0
1671 66 0
1674 64 0
1677 61 0
1680 59 0
1684 57 0
1687 55 0
1691 53 0
1695 52 0
1699 51 0
1703 51 0
1706 51 0
1711 51 0
1715 51 0
1718 51 0
1722 51 0
1726 52 0
1730 51 0
1734 51 0
1738 51 0
1742 50 0
1746 49 0
1750 47 0
1754 46 0
1757 44 0
1761 43 0
1765 41 0
1768 39 0
1772 38 0
1776 36 0
1779 35 0
1783 33 0
1787 32 0
1791 30 0
1794 29 0
1798 28 0
1802 26 0
1806 25 0
1809 23 0
1813 22 0
1817 20 0
1820 19 0
1824 17 0
1828 15 0
1831 14 0
1835 13 0
1839 11 0
1843 10 0
1847 9 0
1850 8 0
1854 7 0
1858 6 0
1862 5 0
1866 3 0
1870 2 0
1873 1 0
1877 0 0
end frb_curve_t