História das diárias ATS /NAD desde domingo, 15 novembro 2015.
O máximo foi atingido em
1 Schilling australiano = 2.9933 Dólar namibiano
o mínimo em
1 Schilling australiano = 0.9737 Dólar namibiano
história preço de NAD / ATS
Date | ATS/NAD |
| 1.4820 |
| 1.4613 |
| 1.4612 |
| 1.4760 |
| 1.4913 |
| 1.4941 |
| 1.4832 |
| 1.5046 |
| 1.5236 |
| 1.4863 |
| 1.4898 |
| 1.4808 |
| 1.4794 |
| 1.5158 |
| 1.4842 |
| 1.4857 |
| 1.4854 |
| 1.4775 |
| 1.4511 |
| 1.4927 |
| 1.4657 |
| 1.5022 |
| 1.4611 |
| 1.5569 |
| 1.5285 |
| 1.5057 |
| 1.4734 |
| 1.4397 |
| 1.4991 |
| 1.4889 |
| 1.4432 |
| 1.4779 |
| 1.4836 |
| 1.4996 |
| 1.4636 |
| 1.5055 |
| 1.5719 |
| 1.4952 |
| 1.4273 |
| 1.4448 |
| 1.4725 |
| 1.5028 |
| 1.4902 |
| 1.4794 |
| 1.4440 |
| 1.4524 |
| 1.5195 |
| 1.5290 |
| 1.5100 |
| 1.5046 |
| 1.4713 |
| 1.4654 |
| 1.4601 |
| 1.4537 |
| 1.4191 |
| 1.4111 |
| 1.4202 |
| 1.3997 |
| 1.3960 |
| 1.3294 |
| 1.3570 |
| 1.3605 |
| 1.3238 |
| 1.3361 |
| 1.3198 |
| 1.3153 |
| 1.3635 |
| 1.3147 |
| 1.3261 |
| 1.2876 |
| 1.2905 |
| 1.2974 |
| 1.3104 |
| 1.3191 |
| 1.3238 |
| 1.2970 |
| 1.2788 |
| 1.2838 |
| 1.2549 |
| 1.2851 |
| 1.2665 |
| 1.2510 |
| 1.2273 |
| 1.2271 |
| 1.2150 |
| 1.2333 |
| 1.2347 |
| 1.2142 |
| 1.1681 |
| 1.1888 |
| 1.2198 |
| 1.2179 |
| 1.2262 |
| 1.2179 |
| 1.1987 |
| 1.2213 |
| 1.2361 |
| 1.2297 |
| 1.2436 |
| 1.2320 |
| 1.2126 |
| 1.1977 |
| 1.1984 |
| 1.2138 |
| 1.2388 |
| 1.2435 |
| 1.2505 |
| 1.2921 |
| 1.2665 |
| 1.2607 |
| 1.2728 |
| 1.2952 |
| 1.3010 |
| 1.2786 |
| 1.2932 |
| 1.3131 |
| 1.3211 |
| 1.3267 |
| 1.2932 |
| 1.2581 |
| 1.2598 |
| 1.2434 |
| 1.2407 |
| 1.2398 |
| 1.2561 |
| 1.2724 |
| 1.2699 |
| 1.2621 |
| 1.2476 |
| 1.2874 |
| 1.2791 |
| 1.2990 |
| 1.2299 |
| 1.2258 |
| 1.2806 |
| 1.2680 |
| 1.2477 |
| 1.2424 |
| 1.2391 |
| 1.2293 |
| 1.2319 |
| 1.2122 |
| 1.1956 |
| 1.2246 |
| 1.2356 |
| 1.2467 |
| 1.2361 |
| 1.2663 |
| 1.2518 |
| 1.2463 |
| 1.2613 |
| 1.2590 |
| 1.2790 |
| 1.2764 |
| 1.3401 |
| 1.3125 |
| 1.3021 |
| 1.2820 |
| 1.3023 |
| 1.3216 |
| 1.3449 |
| 1.3333 |
| 1.3689 |
| 1.3000 |
| 1.3012 |
| 1.2935 |
| 1.3288 |
| 1.3324 |
| 1.3386 |
| 1.3280 |
| 1.3291 |
| 1.3190 |
| 1.3756 |
| 1.3946 |
| 1.4146 |
| 1.4208 |
| 1.5490 |
| 1.4560 |
| 1.4387 |
| 1.4378 |
| 1.4275 |
| 1.5051 |
| 1.4870 |
| 1.5093 |
| 1.5088 |
| 1.4700 |
| 1.4292 |
| 1.3862 |
| 1.3810 |
| 1.3987 |
| 1.4099 |
| 1.4158 |
| 1.4182 |
| 1.3785 |
| 1.4133 |
| 1.4011 |
| 1.4586 |
| 1.4454 |
| 1.4825 |
| 1.4860 |
| 1.4871 |
| 1.4396 |
| 1.4793 |
| 1.4387 |
| 1.3666 |
| 1.3427 |
| 1.2990 |
| 1.2601 |
| 1.1803 |
| 1.1807 |
| 1.1917 |
| 1.1970 |
| 1.1677 |
| 1.1710 |
| 1.1590 |
| 1.1590 |
| 1.1455 |
| 1.1466 |
| 1.1671 |
| 1.1779 |
| 1.1736 |
| 1.1794 |
| 1.1902 |
| 1.1931 |
| 1.2108 |
| 1.1743 |
| 1.1962 |
| 1.1858 |
| 1.2075 |
| 1.2076 |
| 1.1904 |
| 1.1723 |
| 1.1813 |
| 1.2130 |
| 1.2331 |
| 1.2365 |
| 1.2585 |
| 1.2196 |
| 1.1514 |
| 1.1300 |
| 1.1367 |
| 1.1535 |
| 1.1616 |
| 1.1888 |
| 1.2077 |
| 1.2288 |
| 1.1843 |
| 1.1748 |
| 1.1679 |
| 1.1674 |
| 1.1744 |
| 1.1646 |
| 1.1562 |
| 1.1492 |
| 1.1544 |
| 1.1621 |
| 1.1767 |
| 1.1888 |
| 1.1771 |
| 1.1730 |
| 1.1465 |
| 1.1573 |
| 1.1215 |
| 1.1130 |
| 1.1340 |
| 1.1450 |
| 1.1578 |
| 1.1570 |
| 1.2017 |
| 1.2073 |
| 1.1866 |
| 1.1859 |
| 1.1281 |
| 1.1448 |
| 1.1680 |
| 1.1486 |
| 1.1898 |
| 1.2018 |
| 1.1935 |
| 1.2175 |
| 1.2410 |
| 1.1903 |
| 1.2161 |
| 1.2671 |
| 1.2437 |
| 1.2396 |
| 1.2194 |
| 1.2137 |
| 1.1742 |
| 1.1290 |
| 1.1304 |
| 1.1460 |
| 1.1267 |
| 1.1457 |
| 1.1713 |
| 1.1467 |
| 1.1459 |
| 1.1195 |
| 1.0695 |
| 1.0524 |
| 1.0917 |
| 1.0645 |
| 1.0883 |
| 1.0921 |
| 1.0945 |
| 1.0853 |
| 1.0822 |
| 1.0591 |
| 1.0533 |
| 1.0796 |
| 1.0620 |
| 1.0342 |
| 1.0513 |
| 1.0671 |
| 1.0842 |
| 1.0757 |
| 1.0737 |
| 1.0974 |
| 1.0854 |
| 1.0715 |
| 1.0989 |
| 1.0906 |
| 1.1692 |
| 1.1794 |
| 1.1917 |
| 1.2009 |
| 1.2235 |
| 1.1721 |
| 1.1437 |
| 1.1772 |
| 1.1617 |
| 1.1466 |
| 1.1464 |
| 1.1260 |
| 1.1212 |
| 1.1327 |
| 1.1260 |
| 1.1384 |
| 1.1490 |
| 1.1174 |
| 1.0974 |
| 1.0792 |
| 1.1060 |
| 1.0796 |
| 1.0463 |
| 1.0440 |
| 1.0468 |
| 1.0419 |
| 1.0486 |
| 1.0801 |
| 1.0508 |
| 1.0792 |
| 1.0520 |
| 1.0266 |
| 1.0265 |
| 1.0705 |
| 1.0590 |
| 1.0046 |
| 0.9849 |
| 1.0146 |
| 1.0015 |
| 0.9990 |
| 1.0055 |
| 1.0246 |
| 1.0387 |
| 1.0515 |
| 1.0575 |
| 1.0527 |
| 1.0486 |
| 1.0650 |
| 1.0647 |
| 1.0635 |
| 1.0522 |
| 1.0824 |
| 1.0683 |
| 1.0963 |
| 1.1220 |
| 1.0870 |
| 1.0796 |
| 1.0960 |
| 1.1352 |
| 1.1192 |
| 1.1053 |
| 1.1178 |
| 1.1407 |
| 1.1809 |
| 1.1294 |
| 1.1802 |
| 1.1153 |
| 1.0831 |
| 1.0965 |
| 1.1288 |
| 1.1428 |
| 1.1522 |
| 1.1628 |
| 1.1790 |
| 1.2342 |
| 1.2291 |
| 1.2355 |
| 1.2444 |
| 1.2711 |
| 1.2779 |
| 1.2575 |
| 1.2390 |
| 1.1775 |
| 1.1765 |
| 1.1986 |
| 1.2365 |
| 1.2330 |
| 1.2546 |
| 1.2485 |
| 1.2304 |
| 1.2298 |
| 1.2605 |
| 1.2535 |
| 1.2993 |
| 1.2935 |
| 1.2604 |
| 1.2922 |
| 1.3337 |
| 1.2824 |
| 1.2266 |
| 1.2148 |
| 1.1884 |
| 1.2547 |
| 1.1356 |
| 1.0995 |
| 1.0853 |
| 1.1221 |