ประวัติความเป็นมาของอัตราการให้บริการทุกวัน XEU /CHF ตั้งแต่ อาทิตย์, 15 พฤศจิกายน 2015.
สูงสุดก็มาถึงเมื่อ
1 หน่วยสกุลเงินยุโรป = 1.2000 ฟรังก์สวิส
ขั้นต่ำใน
1 หน่วยสกุลเงินยุโรป = 0.9279 ฟรังก์สวิส
Date | XEU/CHF |
---|---|
0.9760 | |
0.9716 | |
0.9689 | |
0.9831 | |
0.9718 | |
0.9749 | |
0.9651 | |
0.9590 | |
0.9609 | |
0.9549 | |
0.9514 | |
0.9435 | |
0.9353 | |
0.9333 | |
0.9456 | |
0.9369 | |
0.9286 | |
0.9292 | |
0.9433 | |
0.9472 | |
0.9456 | |
0.9457 | |
0.9646 | |
0.9681 | |
0.9645 | |
0.9640 | |
0.9576 | |
0.9508 | |
0.9504 | |
0.9574 | |
0.9621 | |
0.9661 | |
0.9595 | |
0.9579 | |
0.9549 | |
0.9565 | |
0.9574 | |
0.9578 | |
0.9605 | |
0.9587 | |
0.9625 | |
0.9670 | |
0.9739 | |
0.9777 | |
0.9772 | |
0.9787 | |
0.9779 | |
0.9706 | |
0.9685 | |
0.9712 | |
0.9738 | |
0.9787 | |
0.9831 | |
0.9810 | |
0.9817 | |
0.9786 | |
0.9946 | |
0.9928 | |
0.9863 | |
0.9859 | |
0.9957 | |
1.0040 | |
1.0021 | |
1.0024 | |
0.9886 | |
0.9871 | |
0.9917 | |
0.9856 | |
0.9865 | |
0.9893 | |
0.9816 | |
0.9820 | |
0.9736 | |
0.9907 | |
0.9902 | |
0.9881 | |
0.9802 | |
0.9707 | |
0.9763 | |
0.9545 | |
0.9669 | |
0.9654 | |
0.9738 | |
0.9684 | |
0.9586 | |
0.9614 | |
0.9740 | |
0.9751 | |
0.9859 | |
0.9920 | |
0.9877 | |
1.0026 | |
1.0119 | |
1.0177 | |
1.0381 | |
1.0384 | |
1.0324 | |
1.0319 | |
1.0461 | |
1.0490 | |
1.0275 | |
1.0268 | |
1.0290 | |
1.0270 | |
1.0056 | |
1.0291 | |
1.0358 | |
1.0453 | |
1.0562 | |
1.0411 | |
1.0353 | |
1.0428 | |
1.0506 | |
1.0380 | |
1.0394 | |
1.0395 | |
1.0410 | |
1.0444 | |
1.0423 | |
1.0483 | |
1.0518 | |
1.0585 | |
1.0549 | |
1.0681 | |
1.0726 | |
1.0718 | |
1.0747 | |
1.0827 | |
1.0880 | |
1.0893 | |
1.0863 | |
1.0820 | |
1.0716 | |
1.0749 | |
1.0809 | |
1.0749 | |
1.0807 | |
1.0834 | |
1.0856 | |
1.0944 | |
1.0970 | |
1.0943 | |
1.0902 | |
1.0944 | |
1.0992 | |
1.0957 | |
1.0983 | |
1.0933 | |
1.0992 | |
1.1048 | |
1.1019 | |
1.0988 | |
1.1062 | |
1.1052 | |
1.1019 | |
1.1094 | |
1.1023 | |
1.0898 | |
1.0797 | |
1.0830 | |
1.0819 | |
1.0784 | |
1.0761 | |
1.0819 | |
1.0798 | |
1.0858 | |
1.0840 | |
1.0773 | |
1.0789 | |
1.0843 | |
1.0806 | |
1.0822 | |
1.0793 | |
1.0697 | |
1.0724 | |
1.0717 | |
1.0740 | |
1.0789 | |
1.0789 | |
1.0768 | |
1.0782 | |
1.0832 | |
1.0792 | |
1.0752 | |
1.0765 | |
1.0746 | |
1.0792 | |
1.0823 | |
1.0756 | |
1.0685 | |
1.0658 | |
1.0697 | |
1.0679 | |
1.0764 | |
1.0826 | |
1.0693 | |
1.0590 | |
1.0605 | |
1.0516 | |
1.0529 | |
1.0563 | |
1.0519 | |
1.0558 | |
1.0565 | |
1.0588 | |
1.0569 | |
1.0577 | |
1.0583 | |
1.0680 | |
1.0631 | |
1.0630 | |
1.0664 | |
1.0685 | |
1.0688 | |
1.0746 | |
1.0811 | |
1.0843 | |
1.0853 | |
1.0887 | |
1.0950 | |
1.0930 | |
1.0982 | |
1.0976 | |
1.0956 | |
1.0960 | |
1.0999 | |
1.1042 | |
1.0997 | |
1.1001 | |
1.0917 | |
1.0874 | |
1.0880 | |
1.0926 | |
1.0964 | |
1.0861 | |
1.0870 | |
1.0875 | |
1.0871 | |
1.0911 | |
1.1050 | |
1.1011 | |
1.1085 | |
1.1150 | |
1.1145 | |
1.1083 | |
1.1209 | |
1.1198 | |
1.1163 | |
1.1240 | |
1.1264 | |
1.1293 | |
1.1395 | |
1.1404 | |
1.1433 | |
1.1349 | |
1.1247 | |
1.1198 | |
1.1229 | |
1.1350 | |
1.1375 | |
1.1327 | |
1.1367 | |
1.1366 | |
1.1325 | |
1.1412 | |
1.1335 | |
1.1341 | |
1.1257 | |
1.1241 | |
1.1323 | |
1.1245 | |
1.1268 | |
1.1239 | |
1.1331 | |
1.1314 | |
1.1379 | |
1.1341 | |
1.1458 | |
1.1397 | |
1.1421 | |
1.1434 | |
1.1407 | |
1.1388 | |
1.1337 | |
1.1234 | |
1.1301 | |
1.1259 | |
1.1444 | |
1.1382 | |
1.1326 | |
1.1518 | |
1.1570 | |
1.1615 | |
1.1673 | |
1.1657 | |
1.1565 | |
1.1550 | |
1.1564 | |
1.1613 | |
1.1563 | |
1.1551 | |
1.1753 | |
1.1938 | |
1.1957 | |
1.1969 | |
1.1943 | |
1.1883 | |
1.1782 | |
1.1743 | |
1.1773 | |
1.1735 | |
1.1688 | |
1.1561 | |
1.1525 | |
1.1549 | |
1.1518 | |
1.1607 | |
1.1791 | |
1.1817 | |
1.1700 | |
1.1708 | |
1.1742 | |
1.1614 | |
1.1675 | |
1.1686 | |
1.1681 | |
1.1659 | |
1.1624 | |
1.1574 | |
1.1506 | |
1.1503 | |
1.1434 | |
1.1455 | |
1.1500 | |
1.1436 | |
1.1404 | |
1.1395 | |
1.1367 | |
1.1453 | |
1.1487 | |
1.1436 | |
1.1028 | |
1.1052 | |
1.1010 | |
1.0955 | |
1.0875 | |
1.0878 | |
1.0851 | |
1.0864 | |
1.0899 | |
1.0937 | |
1.0935 | |
1.0907 | |
1.0861 | |
1.0822 | |
1.0687 | |
1.0684 | |
1.0685 | |
1.0707 | |
1.0722 | |
1.0731 | |
1.0707 | |
1.0683 | |
1.0644 | |
1.0658 | |
1.0652 | |
1.0645 | |
1.0729 | |
1.0720 | |
1.0733 | |
1.0713 | |
1.0735 | |
1.0687 | |
1.0777 | |
1.0828 | |
1.0753 | |
1.0719 | |
1.0711 | |
1.0759 | |
1.0854 | |
1.0807 | |
1.0877 | |
1.0943 | |
1.0915 | |
1.0905 | |
1.0954 | |
1.0924 | |
1.0928 | |
1.0944 | |
1.0893 | |
1.0880 | |
1.0892 | |
1.0811 | |
1.0836 | |
1.0881 | |
1.0886 | |
1.0862 | |
1.0778 | |
1.0906 | |
1.0904 | |
1.1081 | |
1.1086 | |
1.1135 | |
1.1056 | |
1.1089 | |
1.1004 | |
1.1018 | |
1.0936 | |
1.0893 | |
1.0966 | |
1.0915 | |
1.0947 | |
1.0983 | |
1.0918 | |
1.0934 | |
1.1039 | |
1.1015 | |
1.1127 | |
1.1142 | |
1.0970 | |
1.0968 | |
1.0876 | |
1.0853 | |
1.0831 | |
1.0799 | |
1.0830 | |
1.0886 | |
1.0899 | |
1.0876 | |
1.0824 |