História das diárias DEM /BZD desde domingo, 15 novembro 2015.
O máximo foi atingido em
1 Marco alemão = 1.2853 Dólar belizenho
o mínimo em
1 Marco alemão = 0.9891 Dólar belizenho
história preço de BZD / DEM
Date | DEM/BZD |
| 1.0990 |
| 1.0945 |
| 1.1165 |
| 1.1061 |
| 1.1167 |
| 1.1236 |
| 1.1268 |
| 1.1190 |
| 1.1180 |
| 1.1103 |
| 1.1100 |
| 1.1083 |
| 1.1161 |
| 1.1208 |
| 1.1269 |
| 1.1279 |
| 1.1406 |
| 1.1377 |
| 1.1257 |
| 1.1105 |
| 1.1175 |
| 1.1297 |
| 1.1276 |
| 1.1038 |
| 1.1049 |
| 1.0931 |
| 1.0993 |
| 1.0880 |
| 1.0900 |
| 1.0807 |
| 1.0911 |
| 1.1018 |
| 1.1060 |
| 1.1129 |
| 1.1158 |
| 1.1224 |
| 1.1248 |
| 1.1333 |
| 1.1340 |
| 1.1395 |
| 1.1579 |
| 1.1344 |
| 1.1236 |
| 1.1241 |
| 1.1257 |
| 1.1094 |
| 1.1020 |
| 1.1032 |
| 1.1146 |
| 1.1209 |
| 1.1333 |
| 1.1284 |
| 1.1361 |
| 1.1262 |
| 1.1002 |
| 1.1012 |
| 1.0934 |
| 1.1012 |
| 1.1061 |
| 1.1054 |
| 1.1179 |
| 1.1212 |
| 1.1162 |
| 1.1059 |
| 1.1005 |
| 1.0960 |
| 1.0938 |
| 1.0859 |
| 1.0815 |
| 1.0669 |
| 1.0565 |
| 1.0641 |
| 1.0325 |
| 1.0140 |
| 1.0136 |
| 1.0147 |
| 1.0007 |
| 1.0132 |
| 0.9908 |
| 1.0330 |
| 1.0442 |
| 1.0255 |
| 1.0323 |
| 1.0239 |
| 1.0474 |
| 1.0503 |
| 1.0581 |
| 1.0533 |
| 1.0458 |
| 1.0372 |
| 1.0751 |
| 1.0907 |
| 1.0846 |
| 1.0739 |
| 1.1018 |
| 1.1098 |
| 1.1012 |
| 1.0762 |
| 1.0896 |
| 1.0836 |
| 1.1041 |
| 1.1355 |
| 1.1208 |
| 1.1178 |
| 1.1562 |
| 1.1655 |
| 1.1657 |
| 1.1790 |
| 1.1575 |
| 1.1673 |
| 1.1759 |
| 1.1678 |
| 1.1652 |
| 1.1686 |
| 1.1622 |
| 1.1632 |
| 1.1627 |
| 1.1640 |
| 1.1588 |
| 1.1719 |
| 1.1935 |
| 1.1888 |
| 1.1965 |
| 1.1968 |
| 1.1908 |
| 1.1974 |
| 1.2056 |
| 1.2087 |
| 1.2172 |
| 1.2237 |
| 1.2156 |
| 1.2105 |
| 1.2138 |
| 1.2094 |
| 1.2237 |
| 1.2167 |
| 1.2132 |
| 1.2223 |
| 1.2228 |
| 1.2301 |
| 1.2276 |
| 1.2496 |
| 1.2563 |
| 1.2608 |
| 1.2590 |
| 1.2532 |
| 1.2515 |
| 1.2427 |
| 1.2451 |
| 1.2439 |
| 1.2278 |
| 1.2166 |
| 1.2135 |
| 1.2298 |
| 1.2219 |
| 1.2418 |
| 1.2537 |
| 1.2510 |
| 1.2420 |
| 1.2433 |
| 1.2516 |
| 1.2450 |
| 1.2538 |
| 1.2622 |
| 1.2596 |
| 1.2603 |
| 1.2523 |
| 1.2486 |
| 1.2305 |
| 1.2209 |
| 1.2208 |
| 1.2195 |
| 1.1999 |
| 1.2105 |
| 1.2128 |
| 1.2176 |
| 1.2147 |
| 1.2035 |
| 1.2129 |
| 1.2233 |
| 1.2181 |
| 1.2292 |
| 1.2158 |
| 1.2173 |
| 1.2094 |
| 1.2111 |
| 1.2132 |
| 1.1795 |
| 1.1691 |
| 1.1661 |
| 1.1600 |
| 1.1623 |
| 1.1691 |
| 1.1648 |
| 1.1462 |
| 1.1238 |
| 1.1250 |
| 1.1142 |
| 1.1235 |
| 1.1160 |
| 1.1200 |
| 1.1071 |
| 1.1129 |
| 1.1365 |
| 1.0980 |
| 1.1464 |
| 1.1723 |
| 1.1478 |
| 1.1182 |
| 1.1168 |
| 1.1245 |
| 1.1400 |
| 1.1358 |
| 1.1437 |
| 1.1476 |
| 1.1541 |
| 1.1545 |
| 1.1432 |
| 1.1476 |
| 1.1402 |
| 1.1418 |
| 1.1347 |
| 1.1413 |
| 1.1362 |
| 1.1467 |
| 1.1403 |
| 1.1492 |
| 1.1366 |
| 1.1304 |
| 1.1256 |
| 1.1338 |
| 1.1336 |
| 1.1364 |
| 1.1295 |
| 1.1443 |
| 1.1419 |
| 1.1562 |
| 1.1584 |
| 1.1489 |
| 1.1548 |
| 1.1606 |
| 1.1558 |
| 1.1680 |
| 1.1744 |
| 1.1567 |
| 1.1664 |
| 1.1590 |
| 1.1536 |
| 1.1509 |
| 1.1577 |
| 1.1543 |
| 1.1526 |
| 1.1613 |
| 1.1649 |
| 1.1600 |
| 1.1458 |
| 1.1653 |
| 1.1684 |
| 1.1601 |
| 1.1672 |
| 1.1714 |
| 1.1659 |
| 1.1592 |
| 1.1785 |
| 1.1744 |
| 1.1722 |
| 1.1824 |
| 1.1830 |
| 1.1849 |
| 1.1757 |
| 1.1699 |
| 1.1699 |
| 1.1705 |
| 1.1679 |
| 1.1806 |
| 1.1565 |
| 1.1728 |
| 1.1692 |
| 1.1780 |
| 1.1909 |
| 1.1815 |
| 1.1897 |
| 1.2092 |
| 1.1997 |
| 1.1921 |
| 1.1937 |
| 1.2003 |
| 1.1806 |
| 1.1718 |
| 1.1877 |
| 1.2025 |
| 1.2017 |
| 1.2030 |
| 1.2078 |
| 1.1963 |
| 1.2009 |
| 1.1951 |
| 1.2092 |
| 1.2050 |
| 1.1952 |
| 1.2120 |
| 1.2256 |
| 1.2261 |
| 1.2425 |
| 1.2550 |
| 1.2724 |
| 1.2613 |
| 1.2645 |
| 1.2792 |
| 1.2641 |
| 1.2678 |
| 1.2659 |
| 1.2744 |
| 1.2649 |
| 1.2714 |
| 1.2719 |
| 1.2597 |
| 1.2596 |
| 1.2320 |
| 1.2325 |
| 1.2179 |
| 1.2121 |
| 1.2123 |
| 1.2187 |
| 1.2272 |
| 1.2105 |
| 1.1974 |
| 1.2076 |
| 1.2161 |
| 1.2106 |
| 1.2105 |
| 1.2249 |
| 1.2328 |
| 1.2384 |
| 1.2269 |
| 1.2289 |
| 1.2166 |
| 1.2155 |
| 1.2164 |
| 1.2071 |
| 1.2002 |
| 1.1807 |
| 1.1705 |
| 1.1688 |
| 1.1489 |
| 1.1448 |
| 1.1521 |
| 1.1556 |
| 1.1459 |
| 1.1538 |
| 1.1308 |
| 1.1253 |
| 1.1238 |
| 1.1193 |
| 1.0956 |
| 1.0908 |
| 1.0985 |
| 1.1184 |
| 1.1058 |
| 1.0966 |
| 1.0894 |
| 1.0902 |
| 1.0929 |
| 1.0909 |
| 1.1067 |
| 1.1013 |
| 1.1046 |
| 1.0819 |
| 1.0808 |
| 1.0677 |
| 1.0674 |
| 1.0617 |
| 1.0859 |
| 1.0986 |
| 1.0834 |
| 1.0848 |
| 1.0968 |
| 1.1276 |
| 1.1199 |
| 1.1098 |
| 1.1230 |
| 1.1368 |
| 1.1445 |
| 1.1486 |
| 1.1411 |
| 1.1469 |
| 1.1379 |
| 1.1420 |
| 1.1555 |
| 1.1416 |
| 1.1312 |
| 1.1396 |
| 1.1221 |
| 1.1314 |
| 1.1294 |
| 1.1405 |
| 1.1317 |
| 1.1548 |
| 1.1597 |
| 1.1516 |
| 1.1436 |
| 1.1520 |
| 1.1586 |
| 1.1658 |
| 1.1645 |
| 1.1486 |
| 1.1522 |
| 1.1610 |
| 1.1600 |
| 1.1401 |
| 1.1518 |
| 1.1341 |
| 1.1200 |
| 1.1205 |
| 1.1349 |
| 1.1465 |
| 1.1407 |
| 1.1114 |
| 1.1030 |
| 1.1166 |
| 1.1111 |
| 1.1102 |
| 1.1175 |
| 1.1064 |
| 1.1198 |
| 1.1087 |
| 1.0809 |
| 1.0882 |
| 1.0956 |