Historia stawek dziennych CNH /HKD ponieważ niedziela, 15 listopad 2015.
Osiągnięto maksymalną
1 Chinese Offshore Yuan = 1.2572 dolar hongkoński
minimum na
1 Chinese Offshore Yuan = 1.0645 dolar hongkoński
Date | CNH/HKD |
---|---|
1.0754 | |
1.0786 | |
1.0755 | |
1.0763 | |
1.0792 | |
1.0836 | |
1.0803 | |
1.0806 | |
1.0783 | |
1.0813 | |
1.0777 | |
1.0783 | |
1.0848 | |
1.0895 | |
1.0852 | |
1.0853 | |
1.0844 | |
1.0834 | |
1.0834 | |
1.0872 | |
1.0863 | |
1.0885 | |
1.0896 | |
1.0978 | |
1.0929 | |
1.0913 | |
1.0851 | |
1.0937 | |
1.0884 | |
1.0875 | |
1.0711 | |
1.0737 | |
1.0676 | |
1.0702 | |
1.0694 | |
1.0745 | |
1.0693 | |
1.0686 | |
1.0721 | |
1.0728 | |
1.0764 | |
1.0762 | |
1.0754 | |
1.0744 | |
1.0839 | |
1.0905 | |
1.0871 | |
1.0879 | |
1.0830 | |
1.0797 | |
1.0807 | |
1.0914 | |
1.0948 | |
1.1005 | |
1.1045 | |
1.1105 | |
1.1259 | |
1.1339 | |
1.1272 | |
1.1378 | |
1.1407 | |
1.1445 | |
1.1293 | |
1.1271 | |
1.1419 | |
1.1507 | |
1.1537 | |
1.1594 | |
1.1561 | |
1.1586 | |
1.1504 | |
1.1264 | |
1.1190 | |
1.1132 | |
1.1125 | |
1.1151 | |
1.0784 | |
1.0878 | |
1.1129 | |
1.0856 | |
1.0703 | |
1.0715 | |
1.0892 | |
1.0969 | |
1.1057 | |
1.0951 | |
1.1206 | |
1.1346 | |
1.1309 | |
1.1350 | |
1.1426 | |
1.1505 | |
1.1613 | |
1.1566 | |
1.1621 | |
1.1612 | |
1.1676 | |
1.1722 | |
1.1729 | |
1.1737 | |
1.1572 | |
1.1782 | |
1.1770 | |
1.1783 | |
1.1550 | |
1.1617 | |
1.1759 | |
1.1941 | |
1.2280 | |
1.2245 | |
1.2361 | |
1.2376 | |
1.2327 | |
1.2275 | |
1.2249 | |
1.2235 | |
1.2294 | |
1.2264 | |
1.2217 | |
1.2239 | |
1.2236 | |
1.2220 | |
1.2238 | |
1.2238 | |
1.2216 | |
1.2194 | |
1.2204 | |
1.2189 | |
1.2169 | |
1.2183 | |
1.2099 | |
1.2044 | |
1.2073 | |
1.2048 | |
1.2014 | |
1.2074 | |
1.2053 | |
1.2044 | |
1.2026 | |
1.2020 | |
1.2002 | |
1.2027 | |
1.2002 | |
1.1965 | |
1.1992 | |
1.2016 | |
1.2015 | |
1.2006 | |
1.2112 | |
1.2146 | |
1.2187 | |
1.2107 | |
1.2058 | |
1.2093 | |
1.2001 | |
1.1985 | |
1.1932 | |
1.1871 | |
1.1858 | |
1.1818 | |
1.1934 | |
1.1948 | |
1.1860 | |
1.1995 | |
1.1996 | |
1.2104 | |
1.2027 | |
1.1979 | |
1.1948 | |
1.1936 | |
1.1979 | |
1.2014 | |
1.1873 | |
1.1866 | |
1.1872 | |
1.1886 | |
1.1782 | |
1.1791 | |
1.1804 | |
1.1715 | |
1.1590 | |
1.1574 | |
1.1603 | |
1.1491 | |
1.1530 | |
1.1370 | |
1.1415 | |
1.1382 | |
1.1342 | |
1.1318 | |
1.1217 | |
1.1179 | |
1.1133 | |
1.1100 | |
1.1079 | |
1.1097 | |
1.1067 | |
1.1047 | |
1.0954 | |
1.0982 | |
1.0968 | |
1.0981 | |
1.0870 | |
1.0848 | |
1.0893 | |
1.0906 | |
1.0874 | |
1.0930 | |
1.0940 | |
1.0993 | |
1.0910 | |
1.0901 | |
1.0909 | |
1.1076 | |
1.1183 | |
1.1187 | |
1.1084 | |
1.1117 | |
1.1128 | |
1.1075 | |
1.1139 | |
1.1310 | |
1.1295 | |
1.1151 | |
1.1152 | |
1.1110 | |
1.1143 | |
1.1126 | |
1.1116 | |
1.1132 | |
1.1144 | |
1.1169 | |
1.1154 | |
1.1098 | |
1.1091 | |
1.1095 | |
1.0994 | |
1.0974 | |
1.1029 | |
1.1071 | |
1.1011 | |
1.0903 | |
1.0943 | |
1.1091 | |
1.1050 | |
1.0999 | |
1.1346 | |
1.1347 | |
1.1384 | |
1.1320 | |
1.1392 | |
1.1358 | |
1.1302 | |
1.1293 | |
1.1328 | |
1.1360 | |
1.1319 | |
1.1347 | |
1.1560 | |
1.1638 | |
1.1684 | |
1.1692 | |
1.1678 | |
1.1680 | |
1.1688 | |
1.1678 | |
1.1664 | |
1.1705 | |
1.1741 | |
1.1584 | |
1.1541 | |
1.1573 | |
1.1613 | |
1.1534 | |
1.1604 | |
1.1447 | |
1.1394 | |
1.1349 | |
1.1327 | |
1.1301 | |
1.1371 | |
1.1261 | |
1.1296 | |
1.1252 | |
1.1326 | |
1.1247 | |
1.1290 | |
1.1320 | |
1.1306 | |
1.1366 | |
1.1375 | |
1.1383 | |
1.1428 | |
1.1481 | |
1.1554 | |
1.1486 | |
1.1380 | |
1.1433 | |
1.1498 | |
1.1513 | |
1.1714 | |
1.1863 | |
1.1739 | |
1.1989 | |
1.2147 | |
1.2256 | |
1.2249 | |
1.2263 | |
1.2337 | |
1.2384 | |
1.2346 | |
1.2428 | |
1.2424 | |
1.2526 | |
1.2453 | |
1.2504 | |
1.2572 | |
1.2401 | |
1.2408 | |
1.2371 | |
1.2420 | |
1.2402 | |
1.2368 | |
1.2376 | |
1.2332 | |
1.2209 | |
1.2159 | |
1.2038 | |
1.1991 | |
1.1934 | |
1.1823 | |
1.1790 | |
1.1813 | |
1.1815 | |
1.1754 | |
1.1723 | |
1.1778 | |
1.1756 | |
1.1760 | |
1.1859 | |
1.1809 | |
1.1704 | |
1.1818 | |
1.1891 | |
1.1948 | |
1.1980 | |
1.1812 | |
1.1727 | |
1.1690 | |
1.1623 | |
1.1609 | |
1.1565 | |
1.1532 | |
1.1480 | |
1.1493 | |
1.1372 | |
1.1419 | |
1.1475 | |
1.1490 | |
1.1416 | |
1.1322 | |
1.1331 | |
1.1295 | |
1.1271 | |
1.1346 | |
1.1298 | |
1.1264 | |
1.1309 | |
1.1334 | |
1.1358 | |
1.1265 | |
1.1268 | |
1.1306 | |
1.1293 | |
1.1292 | |
1.1402 | |
1.1344 | |
1.1431 | |
1.1264 | |
1.1291 | |
1.1111 | |
1.1191 | |
1.1181 | |
1.1246 | |
1.1367 | |
1.1212 | |
1.1220 | |
1.1347 | |
1.1484 | |
1.1469 | |
1.1425 | |
1.1483 | |
1.1550 | |
1.1617 | |
1.1646 | |
1.1641 | |
1.1680 | |
1.1590 | |
1.1650 | |
1.1698 | |
1.1632 | |
1.1571 | |
1.1653 | |
1.1566 | |
1.1575 | |
1.1565 | |
1.1624 | |
1.1815 | |
1.1769 | |
1.1869 | |
1.1814 | |
1.1839 | |
1.1838 | |
1.1905 | |
1.2009 | |
1.1920 | |
1.1958 | |
1.1986 | |
1.1949 | |
1.1878 | |
1.2015 | |
1.1985 | |
1.1984 | |
1.1854 | |
1.1935 | |
1.1925 | |
1.1843 | |
1.1757 | |
1.1789 | |
1.1769 | |
1.1635 | |
1.1760 | |
1.1871 | |
1.1798 | |
1.1910 | |
1.2000 | |
1.2025 | |
1.2099 | |
1.2158 |