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.
| 
| Input candidate:
|   Candidate index = 40
|   Segment [0] from curve   79
|      600 samples [1665..2264]
|     0.088 of the curve [0.244__0.332]
|   Segment [1] from curve   99 (reversed)
|      600 samples [1033..1632]
|     0.083 of the curve [0.144__0.227]
| 
| 
| 
| side = "a"
| 
| converted to shape function
unit = 0.00529167
samples = 600
0 0 0
2 -3 0
5 -7 0
7 -10 0
9 -13 0
12 -16 0
14 -19 0
17 -23 0
19 -26 0
22 -29 0
24 -32 0
27 -35 0
30 -38 0
33 -40 0
35 -43 0
38 -46 0
41 -49 0
44 -51 0
47 -54 0
50 -57 0
53 -59 0
56 -62 0
59 -65 0
62 -67 0
65 -70 0
68 -73 0
71 -75 0
74 -78 0
77 -80 0
80 -83 0
84 -85 0
87 -88 0
90 -90 0
94 -92 0
97 -94 0
101 -96 0
104 -98 0
108 -100 0
111 -102 0
115 -104 0
118 -105 0
122 -107 0
125 -109 0
129 -110 0
133 -112 0
137 -113 0
140 -114 0
144 -115 0
148 -116 0
152 -117 0
156 -117 0
160 -118 0
164 -118 0
168 -118 0
172 -118 0
176 -118 0
180 -118 0
184 -118 0
188 -119 0
192 -119 0
196 -119 0
200 -120 0
204 -120 0
208 -121 0
212 -121 0
216 -122 0
220 -123 0
224 -124 0
227 -125 0
231 -126 0
235 -127 0
239 -128 0
243 -130 0
247 -131 0
250 -132 0
254 -133 0
258 -134 0
262 -135 0
266 -137 0
270 -138 0
273 -139 0
277 -140 0
281 -141 0
285 -142 0
289 -143 0
293 -145 0
296 -146 0
300 -146 0
304 -147 0
308 -148 0
312 -149 0
316 -150 0
320 -152 0
323 -153 0
327 -154 0
331 -156 0
335 -158 0
338 -159 0
342 -161 0
345 -163 0
348 -165 0
352 -168 0
355 -170 0
358 -172 0
361 -175 0
365 -177 0
368 -180 0
371 -182 0
374 -184 0
378 -186 0
381 -189 0
385 -191 0
388 -192 0
392 -194 0
395 -196 0
399 -198 0
403 -199 0
406 -201 0
410 -202 0
414 -204 0
417 -206 0
421 -207 0
424 -209 0
428 -211 0
431 -213 0
435 -215 0
438 -217 0
442 -219 0
446 -220 0
449 -222 0
453 -224 0
456 -225 0
460 -227 0
464 -228 0
468 -230 0
472 -231 0
475 -232 0
479 -233 0
483 -234 0
487 -235 0
491 -235 0
495 -236 0
499 -237 0
503 -238 0
507 -238 0
511 -239 0
515 -239 0
519 -239 0
523 -240 0
527 -240 0
531 -240 0
535 -240 0
539 -240 0
543 -240 0
547 -240 0
551 -240 0
555 -240 0
559 -240 0
563 -240 0
567 -241 0
571 -241 0
575 -241 0
579 -241 0
583 -242 0
587 -242 0
591 -242 0
595 -242 0
599 -242 0
603 -242 0
607 -242 0
611 -241 0
615 -241 0
619 -241 0
623 -241 0
627 -240 0
631 -240 0
635 -240 0
639 -240 0
643 -239 0
647 -239 0
651 -239 0
655 -239 0
659 -239 0
663 -239 0
667 -239 0
671 -240 0
675 -240 0
679 -240 0
682 -241 0
686 -241 0
690 -242 0
694 -242 0
698 -243 0
702 -243 0
706 -243 0
710 -243 0
714 -243 0
718 -243 0
722 -242 0
726 -242 0
730 -241 0
734 -240 0
738 -239 0
742 -239 0
746 -238 0
750 -237 0
754 -236 0
758 -235 0
762 -235 0
766 -234 0
770 -233 0
773 -233 0
777 -232 0
781 -231 0
785 -231 0
789 -230 0
793 -230 0
797 -229 0
801 -229 0
805 -229 0
809 -229 0
813 -229 0
817 -230 0
821 -230 0
825 -231 0
829 -232 0
833 -234 0
837 -235 0
840 -236 0
844 -238 0
848 -239 0
851 -241 0
855 -242 0
859 -243 0
863 -245 0
867 -246 0
870 -247 0
874 -248 0
878 -249 0
882 -250 0
886 -250 0
890 -251 0
894 -251 0
898 -252 0
902 -252 0
906 -253 0
910 -253 0
914 -253 0
918 -254 0
922 -255 0
926 -255 0
930 -256 0
934 -257 0
937 -258 0
941 -258 0
945 -259 0
949 -259 0
953 -259 0
957 -259 0
961 -258 0
965 -258 0
969 -257 0
973 -256 0
977 -255 0
981 -254 0
985 -253 0
988 -252 0
992 -250 0
996 -249 0
1000 -247 0
1003 -246 0
1007 -245 0
1011 -243 0
1015 -242 0
1018 -240 0
1022 -239 0
1026 -237 0
1030 -236 0
1033 -234 0
1037 -233 0
1041 -231 0
1044 -229 0
1048 -228 0
1051 -226 0
1055 -225 0
1059 -223 0
1063 -222 0
1067 -222 0
1071 -221 0
1075 -221 0
1079 -221 0
1083 -222 0
1087 -223 0
1090 -224 0
1094 -226 0
1098 -227 0
1101 -229 0
1105 -231 0
1109 -232 0
1112 -234 0
1116 -235 0
1120 -236 0
1124 -237 0
1128 -238 0
1132 -238 0
1136 -238 0
1140 -237 0
1144 -236 0
1148 -235 0
1151 -234 0
1155 -232 0
1159 -230 0
1162 -228 0
1165 -226 0
1168 -223 0
1171 -221 0
1174 -218 0
1177 -215 0
1180 -213 0
1183 -210 0
1186 -207 0
1188 -204 0
1191 -201 0
1193 -197 0
1195 -194 0
1197 -191 0
1199 -187 0
1201 -184 0
1203 -180 0
1204 -176 0
1205 -172 0
1207 -169 0
1208 -165 0
1209 -161 0
1211 -157 0
1212 -154 0
1214 -150 0
1215 -146 0
1217 -143 0
1219 -139 0
1222 -136 0
1224 -133 0
1227 -130 0
1230 -128 0
1233 -125 0
1237 -123 0
1240 -121 0
1244 -119 0
1248 -118 0
1251 -116 0
1255 -115 0
1259 -114 0
1263 -113 0
1267 -112 0
1270 -110 0
1274 -109 0
1278 -108 0
1282 -107 0
1286 -106 0
1290 -105 0
1294 -104 0
1298 -104 0
1301 -103 0
1305 -102 0
1309 -101 0
1313 -100 0
1317 -99 0
1321 -98 0
1325 -97 0
1328 -95 0
1332 -94 0
1336 -93 0
1340 -92 0
1344 -90 0
1347 -89 0
1351 -88 0
1355 -87 0
1359 -86 0
1363 -85 0
1367 -85 0
1371 -85 0
1375 -86 0
1379 -86 0
1383 -88 0
1386 -89 0
1390 -91 0
1393 -93 0
1397 -95 0
1400 -97 0
1404 -99 0
1407 -102 0
1410 -104 0
1414 -106 0
1417 -108 0
1421 -110 0
1424 -112 0
1428 -113 0
1431 -115 0
1435 -116 0
1439 -118 0
1443 -119 0
1446 -121 0
1450 -122 0
1454 -123 0
1458 -124 0
1462 -125 0
1466 -125 0
1470 -126 0
1474 -126 0
1478 -126 0
1482 -126 0
1486 -126 0
1490 -125 0
1494 -125 0
1497 -124 0
1501 -122 0
1505 -121 0
1509 -119 0
1512 -118 0
1516 -116 0
1520 -115 0
1524 -114 0
1527 -112 0
1531 -111 0
1535 -110 0
1539 -110 0
1543 -109 0
1547 -108 0
1551 -108 0
1555 -108 0
1559 -107 0
1563 -107 0
1567 -107 0
1571 -107 0
1575 -106 0
1579 -106 0
1583 -106 0
1587 -105 0
1591 -105 0
1595 -105 0
1599 -104 0
1603 -104 0
1607 -103 0
1611 -103 0
1615 -102 0
1619 -102 0
1623 -101 0
1627 -100 0
1631 -100 0
1634 -99 0
1638 -98 0
1642 -98 0
1646 -97 0
1650 -96 0
1654 -96 0
1658 -95 0
1662 -94 0
1666 -93 0
1670 -93 0
1674 -92 0
1678 -92 0
1682 -92 0
1686 -92 0
1690 -92 0
1694 -93 0
1698 -93 0
1702 -94 0
1705 -95 0
1709 -96 0
1713 -98 0
1717 -99 0
1721 -100 0
1725 -101 0
1728 -102 0
1732 -103 0
1736 -103 0
1740 -103 0
1744 -103 0
1748 -103 0
1752 -102 0
1756 -101 0
1760 -100 0
1763 -98 0
1767 -96 0
1770 -94 0
1773 -91 0
1776 -88 0
1779 -85 0
1782 -83 0
1784 -79 0
1787 -76 0
1790 -73 0
1792 -71 0
1795 -68 0
1798 -65 0
1802 -63 0
1806 -62 0
1809 -60 0
1813 -60 0
1817 -59 0
1821 -59 0
1825 -60 0
1829 -60 0
1833 -61 0
1837 -62 0
1841 -64 0
1844 -65 0
1848 -67 0
1851 -69 0
1855 -71 0
1858 -73 0
1862 -75 0
1865 -77 0
1869 -78 0
1873 -80 0
1877 -81 0
1881 -81 0
1885 -81 0
1889 -81 0
1893 -80 0
1896 -79 0
1900 -78 0
1904 -76 0
1908 -75 0
1912 -74 0
1915 -73 0
1919 -72 0
1923 -72 0
1927 -71 0
1931 -71 0
1935 -71 0
1939 -70 0
1943 -70 0
1947 -70 0
1951 -70 0
1955 -69 0
1959 -69 0
1963 -68 0
1967 -67 0
1971 -66 0
1975 -65 0
1978 -63 0
1982 -62 0
1986 -60 0
1989 -59 0
1993 -57 0
1997 -55 0
2000 -54 0
2004 -52 0
2007 -50 0
2011 -48 0
2015 -46 0
2018 -45 0
2022 -43 0
2025 -41 0
2029 -39 0
2033 -38 0
2036 -36 0
2040 -34 0
2044 -33 0
2047 -32 0
2051 -30 0
2055 -29 0
2059 -29 0
2063 -28 0
2067 -27 0
2071 -27 0
2075 -27 0
2079 -26 0
2083 -26 0
2087 -26 0
2091 -25 0
2095 -25 0
2099 -24 0
2103 -24 0
2107 -22 0
2110 -21 0
2114 -20 0
2118 -18 0
2121 -16 0
2125 -14 0
2128 -12 0
2131 -10 0
2135 -8 0
2138 -5 0
2141 -3 0
2145 -1 0
2148 1 0
2152 2 0
2156 4 0
2160 5 0
2164 5 0
2168 5 0
2172 5 0
2176 5 0
2180 4 0
2183 3 0
2187 2 0
2191 1 0
2195 0 0
end frb_curve_t