Története napidíjak CNH /MOP óta vasárnap, 15 november 2015.
A maximális született
1 Offshore kínai jüan = 1.2938 makaói pataca
A minimum az
1 Offshore kínai jüan = 1.0961 makaói pataca
Date | CNH/MOP |
---|---|
1.1128 | |
1.1140 | |
1.1100 | |
1.1108 | |
1.1097 | |
1.1105 | |
1.1204 | |
1.1222 | |
1.1180 | |
1.1173 | |
1.1168 | |
1.1162 | |
1.1173 | |
1.1190 | |
1.1187 | |
1.1198 | |
1.1218 | |
1.1342 | |
1.1283 | |
1.1245 | |
1.1186 | |
1.1272 | |
1.1214 | |
1.1200 | |
1.1041 | |
1.1065 | |
1.0990 | |
1.1022 | |
1.1019 | |
1.1068 | |
1.1022 | |
1.1004 | |
1.1043 | |
1.1035 | |
1.1093 | |
1.1085 | |
1.1066 | |
1.1070 | |
1.1159 | |
1.1241 | |
1.1190 | |
1.1202 | |
1.1158 | |
1.1111 | |
1.1127 | |
1.1238 | |
1.1280 | |
1.1315 | |
1.1376 | |
1.1439 | |
1.1602 | |
1.1679 | |
1.1587 | |
1.1682 | |
1.1754 | |
1.1795 | |
1.1631 | |
1.1613 | |
1.1760 | |
1.1853 | |
1.1878 | |
1.1938 | |
1.1912 | |
1.1934 | |
1.1848 | |
1.1602 | |
1.1516 | |
1.1465 | |
1.1450 | |
1.1480 | |
1.1119 | |
1.1214 | |
1.1469 | |
1.1182 | |
1.1030 | |
1.0982 | |
1.1221 | |
1.1296 | |
1.1382 | |
1.1274 | |
1.1534 | |
1.1688 | |
1.1649 | |
1.1696 | |
1.1763 | |
1.1847 | |
1.1953 | |
1.1917 | |
1.1966 | |
1.1959 | |
1.2048 | |
1.2073 | |
1.2084 | |
1.2093 | |
1.1926 | |
1.2136 | |
1.2119 | |
1.2137 | |
1.1900 | |
1.1974 | |
1.2115 | |
1.2299 | |
1.2650 | |
1.2602 | |
1.2704 | |
1.2755 | |
1.2696 | |
1.2645 | |
1.2612 | |
1.2606 | |
1.2664 | |
1.2631 | |
1.2584 | |
1.2611 | |
1.2616 | |
1.2585 | |
1.2602 | |
1.2602 | |
1.2584 | |
1.2564 | |
1.2576 | |
1.2547 | |
1.2531 | |
1.2547 | |
1.2461 | |
1.2409 | |
1.2433 | |
1.2412 | |
1.2378 | |
1.2435 | |
1.2414 | |
1.2404 | |
1.2388 | |
1.2381 | |
1.2358 | |
1.2386 | |
1.2361 | |
1.2301 | |
1.2348 | |
1.2376 | |
1.2381 | |
1.2366 | |
1.2478 | |
1.2507 | |
1.2552 | |
1.2474 | |
1.2423 | |
1.2461 | |
1.2362 | |
1.2344 | |
1.2322 | |
1.2230 | |
1.2203 | |
1.2179 | |
1.2293 | |
1.2301 | |
1.2220 | |
1.2357 | |
1.2355 | |
1.2473 | |
1.2387 | |
1.2334 | |
1.2307 | |
1.2296 | |
1.2343 | |
1.2368 | |
1.2226 | |
1.2213 | |
1.2232 | |
1.2246 | |
1.2138 | |
1.2149 | |
1.2142 | |
1.2078 | |
1.1940 | |
1.1913 | |
1.1951 | |
1.1838 | |
1.1873 | |
1.1709 | |
1.1763 | |
1.1724 | |
1.1683 | |
1.1648 | |
1.1555 | |
1.1515 | |
1.1465 | |
1.1424 | |
1.1414 | |
1.1419 | |
1.1397 | |
1.1378 | |
1.1291 | |
1.1311 | |
1.1300 | |
1.1306 | |
1.1192 | |
1.1175 | |
1.1220 | |
1.1234 | |
1.1197 | |
1.1261 | |
1.1270 | |
1.1226 | |
1.1237 | |
1.1227 | |
1.1153 | |
1.1402 | |
1.1526 | |
1.1512 | |
1.1419 | |
1.1448 | |
1.1461 | |
1.1407 | |
1.1474 | |
1.1649 | |
1.1639 | |
1.1487 | |
1.1485 | |
1.1443 | |
1.1473 | |
1.1459 | |
1.1454 | |
1.1467 | |
1.1480 | |
1.1496 | |
1.1490 | |
1.1429 | |
1.1423 | |
1.1430 | |
1.1320 | |
1.1328 | |
1.1368 | |
1.1401 | |
1.1323 | |
1.1282 | |
1.1271 | |
1.1422 | |
1.1384 | |
1.1314 | |
1.1689 | |
1.1686 | |
1.1726 | |
1.1660 | |
1.1778 | |
1.1698 | |
1.1637 | |
1.1631 | |
1.1667 | |
1.1701 | |
1.1658 | |
1.1687 | |
1.1905 | |
1.1987 | |
1.2048 | |
1.2040 | |
1.2026 | |
1.2031 | |
1.2036 | |
1.2029 | |
1.2016 | |
1.2044 | |
1.2095 | |
1.1933 | |
1.1888 | |
1.1921 | |
1.1959 | |
1.1885 | |
1.1953 | |
1.1789 | |
1.1742 | |
1.1692 | |
1.1669 | |
1.1635 | |
1.1720 | |
1.1600 | |
1.1634 | |
1.1579 | |
1.1670 | |
1.1584 | |
1.1626 | |
1.1667 | |
1.1651 | |
1.1705 | |
1.1725 | |
1.1730 | |
1.1778 | |
1.1827 | |
1.1896 | |
1.1825 | |
1.1723 | |
1.1775 | |
1.1836 | |
1.1857 | |
1.2062 | |
1.2214 | |
1.2091 | |
1.2333 | |
1.2510 | |
1.2617 | |
1.2644 | |
1.2634 | |
1.2714 | |
1.2749 | |
1.2715 | |
1.2809 | |
1.2802 | |
1.2901 | |
1.2775 | |
1.2890 | |
1.2938 | |
1.2736 | |
1.2776 | |
1.2743 | |
1.2795 | |
1.2772 | |
1.2749 | |
1.2755 | |
1.2698 | |
1.2574 | |
1.2513 | |
1.2419 | |
1.2333 | |
1.2273 | |
1.2192 | |
1.2165 | |
1.2154 | |
1.2209 | |
1.2151 | |
1.2057 | |
1.2110 | |
1.2095 | |
1.2112 | |
1.2220 | |
1.2168 | |
1.2070 | |
1.2204 | |
1.2252 | |
1.2363 | |
1.2349 | |
1.2126 | |
1.2072 | |
1.2061 | |
1.1977 | |
1.1847 | |
1.1918 | |
1.1861 | |
1.1819 | |
1.1835 | |
1.1708 | |
1.1758 | |
1.1829 | |
1.1820 | |
1.1779 | |
1.1629 | |
1.1671 | |
1.1632 | |
1.1609 | |
1.1685 | |
1.1635 | |
1.1602 | |
1.1648 | |
1.1671 | |
1.1697 | |
1.1604 | |
1.1604 | |
1.1645 | |
1.1633 | |
1.1627 | |
1.1743 | |
1.1683 | |
1.1777 | |
1.1600 | |
1.1631 | |
1.1446 | |
1.1530 | |
1.1514 | |
1.1583 | |
1.1709 | |
1.1549 | |
1.1558 | |
1.1687 | |
1.1831 | |
1.1812 | |
1.1767 | |
1.1826 | |
1.1896 | |
1.1964 | |
1.1993 | |
1.1991 | |
1.2030 | |
1.1935 | |
1.2000 | |
1.2048 | |
1.1980 | |
1.1918 | |
1.2002 | |
1.1913 | |
1.1939 | |
1.1917 | |
1.1974 | |
1.2150 | |
1.2119 | |
1.2261 | |
1.2155 | |
1.2199 | |
1.2185 | |
1.2265 | |
1.2378 | |
1.2265 | |
1.2323 | |
1.2352 | |
1.2302 | |
1.2236 | |
1.2367 | |
1.2333 | |
1.2353 | |
1.2194 | |
1.2292 | |
1.2265 | |
1.2198 | |
1.2088 | |
1.2136 | |
1.2128 | |
1.1987 | |
1.2108 | |
1.2229 | |
1.2154 | |
1.2277 | |
1.2303 | |
1.2388 | |
1.2443 | |
1.2522 |