Ιστορία των ημερήσιων τιμών BEF /GMD από Κυριακή, 15 Νοέμβριος 2015.
Η μέγιστη επιτεύχθηκε στο
1 φράγκο Βελγίου = 1.8553 νταλάσι Γκάμπιας
το ελάχιστο για
1 φράγκο Βελγίου = 1.0327 νταλάσι Γκάμπιας
Ιστορία τιμή των GMD / BEF
Date | BEF/GMD |
| 1.8096 |
| 1.7995 |
| 1.7941 |
| 1.7864 |
| 1.8290 |
| 1.8058 |
| 1.8248 |
| 1.8309 |
| 1.8419 |
| 1.8290 |
| 1.8243 |
| 1.8097 |
| 1.8084 |
| 1.7946 |
| 1.8109 |
| 1.8169 |
| 1.8253 |
| 1.8261 |
| 1.8423 |
| 1.8404 |
| 1.8244 |
| 1.7987 |
| 1.8101 |
| 1.8292 |
| 1.8253 |
| 1.7807 |
| 1.7871 |
| 1.7300 |
| 1.7359 |
| 1.7228 |
| 1.7177 |
| 1.7016 |
| 1.7066 |
| 1.6340 |
| 1.6119 |
| 1.6268 |
| 1.6321 |
| 1.6398 |
| 1.6400 |
| 1.6474 |
| 1.6356 |
| 1.6345 |
| 1.6613 |
| 1.6273 |
| 1.6123 |
| 1.6129 |
| 1.6126 |
| 1.5821 |
| 1.5799 |
| 1.5819 |
| 1.5972 |
| 1.6078 |
| 1.6343 |
| 1.6304 |
| 1.6762 |
| 1.6845 |
| 1.6335 |
| 1.6186 |
| 1.6043 |
| 1.6193 |
| 1.6240 |
| 1.6224 |
| 1.6622 |
| 1.6837 |
| 1.6692 |
| 1.6496 |
| 1.6396 |
| 1.6348 |
| 1.6284 |
| 1.6314 |
| 1.6158 |
| 1.5872 |
| 1.5639 |
| 1.5695 |
| 1.5185 |
| 1.4361 |
| 1.4211 |
| 1.3726 |
| 1.3385 |
| 1.3554 |
| 1.3057 |
| 1.3586 |
| 1.3685 |
| 1.3603 |
| 1.3475 |
| 1.3408 |
| 1.3668 |
| 1.3702 |
| 1.3776 |
| 1.3701 |
| 1.3599 |
| 1.3463 |
| 1.3989 |
| 1.4186 |
| 1.4121 |
| 1.3981 |
| 1.4349 |
| 1.4454 |
| 1.4355 |
| 1.3883 |
| 1.4062 |
| 1.4088 |
| 1.4294 |
| 1.4556 |
| 1.4472 |
| 1.4357 |
| 1.4762 |
| 1.4929 |
| 1.4882 |
| 1.5018 |
| 1.4754 |
| 1.4779 |
| 1.5005 |
| 1.4851 |
| 1.4842 |
| 1.4744 |
| 1.4677 |
| 1.4687 |
| 1.4685 |
| 1.4669 |
| 1.4574 |
| 1.4751 |
| 1.4966 |
| 1.4952 |
| 1.4965 |
| 1.4970 |
| 1.4750 |
| 1.4833 |
| 1.4932 |
| 1.4986 |
| 1.5226 |
| 1.5064 |
| 1.4967 |
| 1.4877 |
| 1.4934 |
| 1.4883 |
| 1.5056 |
| 1.4968 |
| 1.4952 |
| 1.5043 |
| 1.5045 |
| 1.5117 |
| 1.5104 |
| 1.5370 |
| 1.5458 |
| 1.5520 |
| 1.5503 |
| 1.5416 |
| 1.5424 |
| 1.5305 |
| 1.5317 |
| 1.5255 |
| 1.5089 |
| 1.5013 |
| 1.4960 |
| 1.5159 |
| 1.5085 |
| 1.5367 |
| 1.5454 |
| 1.5471 |
| 1.5370 |
| 1.5412 |
| 1.5502 |
| 1.5494 |
| 1.5587 |
| 1.5718 |
| 1.5678 |
| 1.5699 |
| 1.5585 |
| 1.5538 |
| 1.5329 |
| 1.5192 |
| 1.5215 |
| 1.5184 |
| 1.4937 |
| 1.5149 |
| 1.5097 |
| 1.5157 |
| 1.5124 |
| 1.4996 |
| 1.5078 |
| 1.5225 |
| 1.5182 |
| 1.5328 |
| 1.5144 |
| 1.5248 |
| 1.5070 |
| 1.5101 |
| 1.5116 |
| 1.4711 |
| 1.4574 |
| 1.4506 |
| 1.4400 |
| 1.4440 |
| 1.4536 |
| 1.4445 |
| 1.4203 |
| 1.3904 |
| 1.3898 |
| 1.3787 |
| 1.3811 |
| 1.3685 |
| 1.3737 |
| 1.3811 |
| 1.3626 |
| 1.3924 |
| 1.3579 |
| 1.4084 |
| 1.4395 |
| 1.4089 |
| 1.3716 |
| 1.3689 |
| 1.3826 |
| 1.4014 |
| 1.3972 |
| 1.4131 |
| 1.4105 |
| 1.4214 |
| 1.4245 |
| 1.4119 |
| 1.4196 |
| 1.4058 |
| 1.4092 |
| 1.3948 |
| 1.4088 |
| 1.4019 |
| 1.4129 |
| 1.4046 |
| 1.4030 |
| 1.3789 |
| 1.3736 |
| 1.3599 |
| 1.3708 |
| 1.3744 |
| 1.3813 |
| 1.3722 |
| 1.3876 |
| 1.3764 |
| 1.3934 |
| 1.3948 |
| 1.3811 |
| 1.3876 |
| 1.3909 |
| 1.3855 |
| 1.3906 |
| 1.4036 |
| 1.3805 |
| 1.3814 |
| 1.3744 |
| 1.3778 |
| 1.3737 |
| 1.3783 |
| 1.3770 |
| 1.3783 |
| 1.3843 |
| 1.3883 |
| 1.3817 |
| 1.3813 |
| 1.3941 |
| 1.3931 |
| 1.3855 |
| 1.3910 |
| 1.3960 |
| 1.3896 |
| 1.3854 |
| 1.4031 |
| 1.4031 |
| 1.3960 |
| 1.4085 |
| 1.4071 |
| 1.4086 |
| 1.3950 |
| 1.3937 |
| 1.3954 |
| 1.3925 |
| 1.3926 |
| 1.4057 |
| 1.3795 |
| 1.3985 |
| 1.3955 |
| 1.4040 |
| 1.4203 |
| 1.4131 |
| 1.4129 |
| 1.4217 |
| 1.4116 |
| 1.3797 |
| 1.3830 |
| 1.3910 |
| 1.3703 |
| 1.3578 |
| 1.3783 |
| 1.3952 |
| 1.3924 |
| 1.3880 |
| 1.3767 |
| 1.3623 |
| 1.3693 |
| 1.3608 |
| 1.3773 |
| 1.3675 |
| 1.3591 |
| 1.3783 |
| 1.3955 |
| 1.3953 |
| 1.4119 |
| 1.4280 |
| 1.4475 |
| 1.4450 |
| 1.4442 |
| 1.4631 |
| 1.4512 |
| 1.4449 |
| 1.4422 |
| 1.4686 |
| 1.4396 |
| 1.4661 |
| 1.4895 |
| 1.4790 |
| 1.4520 |
| 1.4139 |
| 1.4191 |
| 1.3993 |
| 1.3893 |
| 1.3866 |
| 1.3951 |
| 1.4042 |
| 1.3798 |
| 1.3675 |
| 1.3814 |
| 1.3896 |
| 1.3782 |
| 1.3776 |
| 1.3505 |
| 1.3624 |
| 1.3665 |
| 1.3576 |
| 1.3665 |
| 1.3249 |
| 1.3428 |
| 1.3499 |
| 1.3479 |
| 1.3279 |
| 1.3083 |
| 1.3017 |
| 1.2975 |
| 1.2766 |
| 1.2675 |
| 1.2730 |
| 1.2879 |
| 1.2719 |
| 1.2843 |
| 1.2541 |
| 1.2524 |
| 1.2295 |
| 1.2155 |
| 1.1886 |
| 1.1687 |
| 1.1968 |
| 1.2168 |
| 1.1905 |
| 1.1794 |
| 1.1682 |
| 1.1685 |
| 1.1712 |
| 1.1517 |
| 1.2146 |
| 1.2143 |
| 1.1980 |
| 1.1689 |
| 1.1887 |
| 1.1329 |
| 1.1585 |
| 1.1007 |
| 1.0910 |
| 1.0944 |
| 1.1390 |
| 1.1286 |
| 1.1357 |
| 1.1684 |
| 1.1771 |
| 1.1547 |
| 1.1820 |
| 1.1943 |
| 1.2019 |
| 1.2084 |
| 1.1921 |
| 1.1932 |
| 1.1972 |
| 1.1950 |
| 1.2128 |
| 1.1536 |
| 1.1873 |
| 1.1994 |
| 1.1805 |
| 1.1733 |
| 1.1780 |
| 1.1863 |
| 1.1698 |
| 1.1944 |
| 1.1949 |
| 1.1902 |
| 1.1783 |
| 1.1896 |
| 1.2003 |
| 1.2116 |
| 1.2092 |
| 1.1860 |
| 1.1903 |
| 1.2032 |
| 1.2080 |
| 1.1550 |
| 1.1159 |
| 1.0840 |
| 1.0754 |
| 1.0767 |
| 1.0876 |
| 1.1015 |
| 1.0901 |
| 1.0705 |
| 1.0554 |
| 1.0698 |
| 1.0658 |
| 1.0651 |
| 1.0720 |
| 1.0553 |
| 1.0788 |
| 1.0682 |
| 1.0346 |
| 1.0344 |
| 1.0403 |