Historia stawek dziennych KYD /XEU ponieważ niedziela, 15 listopad 2015.
Osiągnięto maksymalną
1 dolar kajmański = 1.2503 ECU
minimum na
1 dolar kajmański = 0.9595 ECU
Date | KYD/XEU |
---|---|
1.1130 | |
1.1141 | |
1.1202 | |
1.1252 | |
1.1299 | |
1.1077 | |
1.1181 | |
1.1075 | |
1.1006 | |
1.0976 | |
1.1052 | |
1.1061 | |
1.1138 | |
1.1141 | |
1.1159 | |
1.1082 | |
1.1034 | |
1.0975 | |
1.0965 | |
1.0842 | |
1.0871 | |
1.0987 | |
1.1136 | |
1.1066 | |
1.0946 | |
1.0968 | |
1.1204 | |
1.1193 | |
1.1314 | |
1.1250 | |
1.1366 | |
1.1347 | |
1.1444 | |
1.1334 | |
1.1224 | |
1.1181 | |
1.1113 | |
1.1083 | |
1.1019 | |
1.0995 | |
1.0913 | |
1.0906 | |
1.0854 | |
1.0681 | |
1.0902 | |
1.1007 | |
1.1002 | |
1.0986 | |
1.1148 | |
1.1223 | |
1.1211 | |
1.1095 | |
1.1033 | |
1.0912 | |
1.0960 | |
1.0885 | |
1.0981 | |
1.1180 | |
1.1231 | |
1.1311 | |
1.1232 | |
1.1181 | |
1.1188 | |
1.1063 | |
1.1030 | |
1.1080 | |
1.1184 | |
1.1238 | |
1.1284 | |
1.1307 | |
1.1390 | |
1.1435 | |
1.1591 | |
1.1707 | |
1.1622 | |
1.1978 | |
1.2131 | |
1.2202 | |
1.2188 | |
1.2359 | |
1.2207 | |
1.2482 | |
1.1972 | |
1.1844 | |
1.2061 | |
1.1982 | |
1.2078 | |
1.1807 | |
1.1775 | |
1.1690 | |
1.1742 | |
1.1828 | |
1.1923 | |
1.1505 | |
1.1339 | |
1.1402 | |
1.1516 | |
1.1225 | |
1.1144 | |
1.1230 | |
1.1492 | |
1.1349 | |
1.1413 | |
1.1201 | |
1.0891 | |
1.0977 | |
1.1063 | |
1.0695 | |
1.0611 | |
1.0609 | |
1.0489 | |
1.0684 | |
1.0595 | |
1.0518 | |
1.0593 | |
1.0614 | |
1.0585 | |
1.0641 | |
1.0632 | |
1.0636 | |
1.0624 | |
1.0672 | |
1.0552 | |
1.0362 | |
1.0348 | |
1.0336 | |
1.0333 | |
1.0385 | |
1.0329 | |
1.0258 | |
1.0231 | |
1.0160 | |
1.0106 | |
1.0173 | |
1.0217 | |
1.0189 | |
1.0226 | |
1.0107 | |
1.0164 | |
1.0194 | |
1.0118 | |
1.0114 | |
1.0054 | |
1.0074 | |
0.9897 | |
0.9844 | |
0.9809 | |
0.9824 | |
0.9869 | |
0.9881 | |
0.9952 | |
0.9933 | |
0.9942 | |
1.0073 | |
1.0165 | |
1.0192 | |
1.0057 | |
1.0121 | |
0.9959 | |
0.9865 | |
0.9886 | |
0.9957 | |
0.9947 | |
0.9881 | |
0.9935 | |
0.9864 | |
0.9799 | |
0.9818 | |
0.9813 | |
0.9876 | |
0.9905 | |
1.0050 | |
1.0130 | |
1.0131 | |
1.0142 | |
1.0306 | |
1.0162 | |
1.0197 | |
1.0156 | |
1.0181 | |
1.0276 | |
1.0196 | |
1.0110 | |
1.0153 | |
1.0061 | |
1.0173 | |
1.0105 | |
1.0226 | |
1.0211 | |
1.0194 | |
1.0485 | |
1.0577 | |
1.0606 | |
1.0661 | |
1.0640 | |
1.0579 | |
1.0617 | |
1.0790 | |
1.1005 | |
1.0992 | |
1.1100 | |
1.1008 | |
1.1082 | |
1.1042 | |
1.1084 | |
1.1113 | |
1.0881 | |
1.1206 | |
1.0756 | |
1.0518 | |
1.0775 | |
1.1060 | |
1.1073 | |
1.0999 | |
1.0848 | |
1.0887 | |
1.0814 | |
1.0777 | |
1.0715 | |
1.0711 | |
1.0818 | |
1.0776 | |
1.0847 | |
1.0832 | |
1.0899 | |
1.0836 | |
1.0886 | |
1.0785 | |
1.0814 | |
1.0762 | |
1.0880 | |
1.0942 | |
1.0987 | |
1.0908 | |
1.0910 | |
1.0883 | |
1.0950 | |
1.0806 | |
1.0830 | |
1.0696 | |
1.0676 | |
1.0763 | |
1.0709 | |
1.0656 | |
1.0698 | |
1.0587 | |
1.0530 | |
1.0691 | |
1.0603 | |
1.0671 | |
1.0721 | |
1.0745 | |
1.0682 | |
1.0714 | |
1.0730 | |
1.0650 | |
1.0617 | |
1.0661 | |
1.0709 | |
1.0610 | |
1.0585 | |
1.0656 | |
1.0596 | |
1.0557 | |
1.0608 | |
1.0639 | |
1.0494 | |
1.0501 | |
1.0552 | |
1.0460 | |
1.0456 | |
1.0438 | |
1.0519 | |
1.0571 | |
1.0572 | |
1.0566 | |
1.0590 | |
1.0475 | |
1.0694 | |
1.0515 | |
1.0548 | |
1.0468 | |
1.0355 | |
1.0437 | |
1.0367 | |
1.0199 | |
1.0280 | |
1.0344 | |
1.0332 | |
1.0274 | |
1.0447 | |
1.0523 | |
1.0383 | |
1.0255 | |
1.0262 | |
1.0253 | |
1.0210 | |
1.0307 | |
1.0269 | |
1.0318 | |
1.0199 | |
1.0234 | |
1.0318 | |
1.0175 | |
1.0062 | |
1.0057 | |
0.9926 | |
0.9826 | |
0.9691 | |
0.9777 | |
0.9753 | |
0.9640 | |
0.9756 | |
0.9726 | |
0.9743 | |
0.9679 | |
0.9749 | |
0.9700 | |
0.9696 | |
0.9790 | |
0.9790 | |
1.0010 | |
1.0014 | |
1.0126 | |
1.0174 | |
1.0173 | |
1.0118 | |
1.0048 | |
1.0188 | |
1.0301 | |
1.0212 | |
1.0168 | |
1.0216 | |
1.0217 | |
1.0096 | |
1.0030 | |
0.9987 | |
1.0080 | |
1.0063 | |
1.0165 | |
1.0172 | |
1.0167 | |
1.0246 | |
1.0303 | |
1.0475 | |
1.0535 | |
1.0551 | |
1.0735 | |
1.0773 | |
1.0705 | |
1.0673 | |
1.0762 | |
1.0688 | |
1.1122 | |
1.1177 | |
1.1192 | |
1.1238 | |
1.1478 | |
1.1525 | |
1.1448 | |
1.1245 | |
1.1377 | |
1.1468 | |
1.1543 | |
1.1537 | |
1.1506 | |
1.1507 | |
1.1326 | |
1.1390 | |
1.1463 | |
1.1489 | |
1.1602 | |
1.1604 | |
1.1682 | |
1.1680 | |
1.1598 | |
1.1561 | |
1.1502 | |
1.1515 | |
1.1298 | |
1.0991 | |
1.1128 | |
1.1226 | |
1.1135 | |
1.0910 | |
1.0874 | |
1.0864 | |
1.0948 | |
1.0867 | |
1.0937 | |
1.0910 | |
1.0815 | |
1.0941 | |
1.1013 | |
1.0933 | |
1.1136 | |
1.0921 | |
1.0993 | |
1.0912 | |
1.1073 | |
1.0739 | |
1.0753 | |
1.0809 | |
1.0886 | |
1.0820 | |
1.0705 | |
1.0639 | |
1.0649 | |
1.0782 | |
1.0765 | |
1.0673 | |
1.0665 | |
1.0877 | |
1.0759 | |
1.0915 | |
1.1075 | |
1.1044 | |
1.0924 | |
1.0783 | |
1.0859 | |
1.1143 | |
1.1231 | |
1.1132 | |
1.1157 | |
1.1151 | |
1.1091 | |
1.1198 | |
1.1082 | |
1.1190 | |
1.1459 | |
1.1370 | |
1.1284 |