Historique des taux quotidiens GRD /MRO depuis le dimanche, 15 novembre 2015.
Le maximum a été atteint le
1 drachme grecque = 1.3052 ouguiya mauritanien
le minimum le
1 drachme grecque = 0.7016 ouguiya mauritanien
Historique des prix MRO / GRD
Date | GRD/MRO |
| 1.1397 |
| 1.1369 |
| 1.1333 |
| 1.1312 |
| 1.1249 |
| 1.1259 |
| 1.1355 |
| 1.1362 |
| 1.1369 |
| 1.1377 |
| 1.1378 |
| 1.1355 |
| 1.1364 |
| 1.1305 |
| 1.1306 |
| 1.1283 |
| 1.1354 |
| 1.1375 |
| 1.1390 |
| 1.1395 |
| 1.1424 |
| 1.1423 |
| 1.1360 |
| 1.1272 |
| 1.1342 |
| 1.1422 |
| 1.1417 |
| 1.1276 |
| 1.1306 |
| 1.1245 |
| 1.1228 |
| 1.1186 |
| 1.1197 |
| 1.1174 |
| 1.1241 |
| 1.1245 |
| 1.1279 |
| 1.1340 |
| 1.1333 |
| 1.1396 |
| 1.1398 |
| 1.1415 |
| 1.1417 |
| 1.1478 |
| 1.1532 |
| 1.1395 |
| 1.1363 |
| 1.1380 |
| 1.1374 |
| 1.1234 |
| 1.1248 |
| 1.1282 |
| 1.1312 |
| 1.1413 |
| 1.1502 |
| 1.1447 |
| 1.1460 |
| 1.1439 |
| 1.1152 |
| 1.1090 |
| 1.0995 |
| 1.1072 |
| 1.1132 |
| 1.1224 |
| 1.1359 |
| 1.1327 |
| 1.1266 |
| 1.1141 |
| 1.1098 |
| 1.1065 |
| 1.1041 |
| 1.1003 |
| 1.1028 |
| 1.0898 |
| 1.0675 |
| 1.0754 |
| 1.0410 |
| 1.0330 |
| 1.0261 |
| 1.0145 |
| 1.0209 |
| 1.0169 |
| 1.0048 |
| 1.0406 |
| 1.0580 |
| 1.0408 |
| 1.0403 |
| 1.0418 |
| 1.0623 |
| 1.0627 |
| 1.0662 |
| 1.0665 |
| 1.0553 |
| 1.0522 |
| 1.0861 |
| 1.1014 |
| 1.0923 |
| 1.0893 |
| 1.1174 |
| 1.1169 |
| 1.1106 |
| 1.0858 |
| 1.1001 |
| 1.0966 |
| 1.1197 |
| 1.1502 |
| 1.1419 |
| 1.1353 |
| 1.1671 |
| 1.1832 |
| 1.1789 |
| 1.1929 |
| 1.1622 |
| 1.1775 |
| 1.1923 |
| 1.1792 |
| 1.1828 |
| 1.1781 |
| 1.1815 |
| 1.1824 |
| 1.1822 |
| 1.1832 |
| 1.1778 |
| 1.1909 |
| 1.2140 |
| 1.2153 |
| 1.2163 |
| 1.2167 |
| 1.2104 |
| 1.2173 |
| 1.2254 |
| 1.2286 |
| 1.2375 |
| 1.2440 |
| 1.2359 |
| 1.2305 |
| 1.2339 |
| 1.2297 |
| 1.2440 |
| 1.2368 |
| 1.2354 |
| 1.2429 |
| 1.2431 |
| 1.2498 |
| 1.2480 |
| 1.2700 |
| 1.2772 |
| 1.2816 |
| 1.2797 |
| 1.2738 |
| 1.2719 |
| 1.2634 |
| 1.2656 |
| 1.2617 |
| 1.2480 |
| 1.2380 |
| 1.2330 |
| 1.2501 |
| 1.2416 |
| 1.2623 |
| 1.2744 |
| 1.2711 |
| 1.2626 |
| 1.2643 |
| 1.2722 |
| 1.2654 |
| 1.2740 |
| 1.2837 |
| 1.2804 |
| 1.2821 |
| 1.2728 |
| 1.2687 |
| 1.2507 |
| 1.2407 |
| 1.2426 |
| 1.2388 |
| 1.2197 |
| 1.2372 |
| 1.2330 |
| 1.2376 |
| 1.2351 |
| 1.2235 |
| 1.2324 |
| 1.2434 |
| 1.2383 |
| 1.2506 |
| 1.2356 |
| 1.2441 |
| 1.2296 |
| 1.2321 |
| 1.2331 |
| 1.2003 |
| 1.1886 |
| 1.1854 |
| 1.1783 |
| 1.1816 |
| 1.1880 |
| 1.1843 |
| 1.1656 |
| 1.1422 |
| 1.1435 |
| 1.1325 |
| 1.1423 |
| 1.1341 |
| 1.1384 |
| 1.1441 |
| 1.1314 |
| 1.1555 |
| 1.1277 |
| 1.1696 |
| 1.1943 |
| 1.1675 |
| 1.1367 |
| 1.1355 |
| 1.1430 |
| 1.1591 |
| 1.1545 |
| 1.1626 |
| 1.1666 |
| 1.1728 |
| 1.1736 |
| 1.1621 |
| 1.1667 |
| 1.1591 |
| 1.1605 |
| 1.1536 |
| 1.1602 |
| 1.1561 |
| 1.1659 |
| 1.1628 |
| 1.1684 |
| 1.1552 |
| 1.1496 |
| 1.1419 |
| 1.1518 |
| 1.1528 |
| 1.1574 |
| 1.1486 |
| 1.1631 |
| 1.1610 |
| 1.1751 |
| 1.1778 |
| 1.1674 |
| 1.1739 |
| 1.1797 |
| 1.1750 |
| 1.1826 |
| 1.1943 |
| 1.1759 |
| 1.1858 |
| 1.1783 |
| 1.1727 |
| 1.1700 |
| 1.1768 |
| 1.1735 |
| 1.1718 |
| 1.1795 |
| 1.1844 |
| 1.1793 |
| 1.1739 |
| 1.1855 |
| 1.1877 |
| 1.1796 |
| 1.1877 |
| 1.1907 |
| 1.1851 |
| 1.1817 |
| 1.1980 |
| 1.1975 |
| 1.1911 |
| 1.2020 |
| 1.2026 |
| 1.2040 |
| 1.1945 |
| 1.1891 |
| 1.1898 |
| 1.1896 |
| 1.1874 |
| 1.2002 |
| 1.1761 |
| 1.1951 |
| 1.1920 |
| 1.2011 |
| 1.2135 |
| 0.7016 |
| 1.2112 |
| 1.2296 |
| 1.2242 |
| 1.2147 |
| 1.2168 |
| 1.2241 |
| 1.2040 |
| 1.1961 |
| 1.2059 |
| 1.2231 |
| 1.2217 |
| 1.2216 |
| 1.2283 |
| 1.2146 |
| 1.2208 |
| 1.2150 |
| 1.2282 |
| 1.2207 |
| 1.2130 |
| 1.2300 |
| 1.2483 |
| 1.2449 |
| 1.2658 |
| 1.2756 |
| 1.2938 |
| 1.2873 |
| 1.2843 |
| 1.2978 |
| 1.2871 |
| 1.2855 |
| 1.2849 |
| 1.2919 |
| 1.2834 |
| 1.2883 |
| 1.2881 |
| 1.2787 |
| 1.2744 |
| 1.2445 |
| 1.2488 |
| 1.2357 |
| 1.2293 |
| 1.2323 |
| 1.2369 |
| 1.2451 |
| 1.2279 |
| 1.2144 |
| 1.2253 |
| 1.2638 |
| 1.2592 |
| 1.2581 |
| 1.2727 |
| 1.2814 |
| 1.2835 |
| 1.2719 |
| 1.2772 |
| 1.2589 |
| 1.2597 |
| 1.2573 |
| 1.2468 |
| 1.2404 |
| 1.2184 |
| 1.2039 |
| 1.2035 |
| 1.1828 |
| 1.1815 |
| 1.1859 |
| 1.1891 |
| 1.1795 |
| 1.1872 |
| 1.1580 |
| 1.1505 |
| 1.1508 |
| 1.1431 |
| 1.1253 |
| 1.1203 |
| 1.1250 |
| 1.1455 |
| 1.1277 |
| 1.1201 |
| 1.1096 |
| 1.1104 |
| 1.1131 |
| 1.1110 |
| 1.1272 |
| 1.1187 |
| 1.1297 |
| 1.1119 |
| 1.1105 |
| 1.0972 |
| 1.0968 |
| 1.0879 |
| 1.1127 |
| 1.1225 |
| 1.1070 |
| 1.1115 |
| 1.1238 |
| 1.1537 |
| 1.1476 |
| 1.1372 |
| 1.1474 |
| 1.1582 |
| 1.1662 |
| 1.1703 |
| 1.1627 |
| 1.1686 |
| 1.1529 |
| 1.1636 |
| 1.1740 |
| 1.1632 |
| 1.1526 |
| 1.1546 |
| 1.1433 |
| 1.1514 |
| 1.1062 |
| 1.1155 |
| 1.1539 |
| 1.1325 |
| 1.1320 |
| 1.1426 |
| 1.1167 |
| 1.1362 |
| 1.1230 |
| 1.1202 |
| 1.1170 |
| 1.1166 |
| 1.1193 |
| 1.1224 |
| 1.1121 |
| 1.0954 |
| 1.0995 |
| 1.0893 |
| 1.0758 |
| 1.0798 |
| 1.0933 |
| 1.0914 |
| 1.0375 |
| 1.0977 |
| 1.0778 |
| 1.0133 |
| 1.0289 |
| 0.9942 |
| 0.9751 |
| 0.9617 |
| 0.9957 |
| 0.9415 |
| 0.9712 |
| 0.9806 |
| 0.9796 |