新加坡幣SGD與新台幣歷史匯率線圖@2012.10.03

[紀錄時間: 2012.10.03_21PM]新台幣 對 新加坡幣,sgd 匯率換算比較,匯率查詢,即時線圖,歷史線圖,外匯交易

google_ad_slot=1667047375;google_ad_width=336;google_ad_height=280; 1日線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 /> 5日線圖 <img src=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAEgCAMAAAD14jtjAAADAFBMVEX///8AAACqqqrl5eUiIv//MjIAuwD/mQDW5/EYVIbk5OTr8fbH3OozMzP/TAC1tbVmZmYaVIhawUjMAACYRc7/mQD/zAD/M5kz//9mmWYAM//M/zPW5/IaVIjf399fX18fHx8/Pz9/f3+/v7+fn5/j4+PHx8e+vr7Q0NDa2trs7Oz19fXi6fBTfqU2aZapvtKMqcPF1OFvlLRMTEzMzMyysrKZmZnI1uCQlpp0dnfr6+uepqyChomstr26xs8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjyYluAAATbUlEQVR42u1d+3faxrbeg4zXXUndAMm5ba8Z3nFSJ20Tv364//9PftTuPUlaPzBgkj7Oag0+btqzAmLfGUlgwAIDRoCk74staR5oHO1v9mOQtogAAAg5UumMyKSto1xGiGxeHQmNbEpXZnLCRkakdEOOKCtSXR0A/2JJb4xyKtu6SFcoFSllsmaZ8kWidITMcjp1QalKLktU0mVapkKRmIjTZdHpAPgdIqPmfkZJOS0KqphPF+w6KujZXhDtPrqYVnqAUiLd1QHwuwbIlDMRUdRSpjNFhQZ9clo/6dneyJS6inri5wVFuzoAfieAmaooFhhFqqTLlKoqTeC0XgjWRr/d+SJTTlVSgrjZpojVAfAxIpYYK5xLVUwleEWEi3z+xjtUOiFV6RBAKwBaKqZZpC9uOgB+J0BeZKlY0cJnUib97FOndVnJd5mKnXKULlSJyxXu6gD43QQUM+WsYKXdlXNfygrzwpZqjsxiukkNbR86TgAphyBKtgvgdAB87wO0UqziOa3+VThYpow4V5Va7BlNhqWb3hcZbQ8+WT+dDgAAAAAAAAAA+ArKqY87hzX1+1K8pyS/IfqOq3Lpe7tRVdh9JP9TVay+2SjVnHqr+lUl9cPrcvZ7XM354KkgIX4ievSV2nz989Uzol+/pOMxwsAbRDhFF0kiJc8MlzaUTLPcYkEZEiX121QNZFAjWXPqLRx9y9SUkP+k4hPMp/bx2onePmcy3jmtL5q2IHWdaFhy7se6ufSWnn/9I1nfy5ikRf/oeNThI73FKpk/pFRdM/n94VHK1GsEhz8Y1e8OD1t0eGhWX7KUBr032vVxDTKq37zHiuBkWBfR42hk3S78ZjGCjpfMdmvzV+rUNfg48vz2GZrGWyJDL8iJdXoRGXP8Pg2QrtC34ojovf466Aen8jDuSNckw4xS83VZtOszlu043Cglf4AsJ0JTTd+3680XDcHR5q/P1QxX2oDbS+0tw1YMVt1vV/TumVL0zNG3ahthjvyoxa61xVtLPoI+jTt+H2GOMmmufGMdvtZzuxdvyHhvmlWmw3ZNWYOoga8EJsVvWnzvflOzm1vHZGv45x/a8/InyxSc2HVfPKWnSiGYx9xQglv6Wf3oVlW1/uyZMvx02iJxei8N8HKZj2ijpPw7kw5fC+c+gNflNiGTJW1jWslau97WAK8q2dKrIwhzcnz56xXdiO6n9dvfsKi6aGNNK4RTOn2kOEOP1I9u+WL1naKJdcjrLboXAd58S98p+1+jpfKGcvIsFfG61ZRt/W6Q/D/6pprurX9ZSX6/UXr5BnKcAEp82tRbDt9bxyt4++7RLU9B1SVP6MWXVxZfrrpFaKoPrn+wCNAc+/aMPhNg8MWFNkCHmUaZl/T8LpUvqHUTNC5pFnBvvVAVn2AEJsNS84Vy9S317nh+bNL6F329rDpzncyIdgif9lzrd0Zj7VlrVR8u/7Z8z3UAYE5hoOUEvl2zzb3y8j6JE7v50ZUVHeo6ssJAxwm8IvsHCCZePBvU8mi6A0VwrRcSbOAaAADgOaBpgi/iRy/+Z/Vntf/sk1P8u8H21l4HeIBrFGD8RenE/pYW9YodZqaf7O78fm5v7S5zIsBDjOoxHMFua+Gr3faKVdw0yNh0tiBAGAigsJMjI0Y2AVas3xXnCGFgGLBzck76gV+sA4RV/tdEcVZ6X5fWlPJfc7YwAaHwAWJO2TYBuW3azjlbunVDCBA8tPJExbpTiNUrl5un12RvoQFC4gQOAXyAkAMEAAEAEAAAAQAQAAABABAAAAEAEAAAAQAQAAABABAAAAEAEAAAAQAQAAABABAAAAEAEAAAAQAQAAgUAaTLEQANAISQAFABYQAeDg08jJU8iX3KxfVWl2rnOmWM87zobQ0gZXvyS2iGICBdOBBM23RwZGUKenqQyEUiBwf1IRoAIg4SHu/R/grtEb0+UyVTlTZ/v4wlKmavBoDQgwol+p1/qH3uWGeJMbZp+4QK9SfpGw1gP73uPMP+sP1DtfiAx9qn9LQ7EgR4DNYJAv4inSNG6/vzLa0Brk9jgs7PaXel0+9BtwaQ2gfQbgDJpL3zykBA/l6jnSBiJ2YQbRl2jhi1MzZ31MEm1gFCgu2TujL3kbTFAUpvUdowt2inOJwAepozLl4Q0MpvbsZolzbPrilGlbNN2hVnmyfXd6wDSHtTxQX0Ow7snZUXtk5mXZX325V3mABGcBB4RAa5eND/ISVA9/QfZh2AABJAjk4CIIAEwMyGCRgBcipdgIUkgJsNkBJ2IcQaoPMe6x5yYIqH1ARIyD7kPoCr+CVIESQCIP6HBnCXvgQJQkKAOy09WBBYAsjbZoBv5D36UyOgiC8JwDeiZ1cGcNcv5B1ADTDaGs9ovSS44UMTwI50eSyBY20wUE4gu8uTe6ghYf9DFgYOF7Z0iRgBnxFAju/Wt5cG2M0kgAWB0gDcFSQwXIDQmgAeQV+AEL4kgLxbggxvL7gE4AkVgbzLaQBNfGMCxlbd8l7NgH98ADm2nYfwg0QAHixPHlzLuFUkgFHAbTnLnhWB/pUA3Em44Jg8SZRExBcmDcCj1Upo/UBqABajVDl6gUfoBswOLmni1KZ4bY6jAdwUAPMdH+lbNYRqmA9c0sSl1w7W0lNwAvu4IW95gdYOd4bMF4/3af+E9s7ptc4Ko9PExeMHdBDvJwDfjwXS5TxaRzBD9POFS5q4E5PMkxsfwMphVad4fZLTO5+KdzJh1XvqrSZFgUui/mRZSBPmMQanieuCKjzQfSh5v8EEVUlaHh+7tJFupd6EQw8/zkUSIRrVFqyWv3L4tg5NWrlWGsAk4xUdmcargyn5AMCCwyVNXG2DNmrjhIEjKx0EfYuHVl6nBt/NWWni6pXLzdqucbl5ej1tE0BVyXo/BxMgR09mF0YTMBTTNgGDFgcQCSwopkgAOdJiARBYAkxODyDoBIACWFhMLQoYJQDo9wOBEJkAB0lc8vASgJmnbQvgWSwKARgqABrgDnYwGBBwAvA9WoGQOIFQASEkgJVViD1ggHPbOTxBf2kAIPQEmKoRwFOoC0KAcWL85FTEDonDBBCmvz8JkIR4Q64BpssAECR8JqA7bzHWmHxIgOT0GACE2Ql0TU8A+IAAwqdcAwEWxQhgwvvdBCTHkLLEvIYPMAgM+fuUAMn7Cke61cA0+EcDeHFrAOTvJxOQnIdMbyJHiewlPvEBeHgDk8vdIXJESoVbZSzNefzk+6FztWr93H5LmevzJSM/nN7++N0Og8tA0m/PtvRmCdtiKhb0BS3WF0MDJKeq/OUYHYfriuDohd4sYXx0UOBI5OCg7t8wUA40DrInNZ10m+GyT/zB/yKpN0tY8bX6/f00ljMWhQDJEZw1+6BXmMzuNOBeitxmQNfbUa00ZoMm++2BpS+1Q2+WsMLx5vE1FepP0jc+gJMlbNZojzg4g1ZNZxjT7XWKP+zq+ZA+IyvFTVy3WCfS7fW4/q3HHybooVBdSO/oYeKy65Sic1rVz/4T4u5/w0P1L+E0WNuEs1cnHTvp1+JkCTt7vrd9en5Ouys3BPjoVUg+XP6x9tH7AU5Wwu7xMcEx/UcmKFG1GhMfE3GK2W6f2nHM7qWqVFmVlKQS1fifcUtmquFj37SOWf6i7hdre4+3U7gk9OcS1rXRA9sEsEofKT5uxpe5ZwkjnSVsX8vc3KO9lZ1dorXFyRKWHG7oO5aAacirKwY4BjymxpZDy75cZ+zNEmZs0bZhbtFOcYGcwORwIdy8hnDwug3f+AR3uXV8t7uhzb50eSGiL+ODVn5zM0a7ZGUJo+uzzdNrcbZ5cr0Y6wADLq7sj7c7Mb6s3i0AvivG475d++z2ukPAYKt6Orf9LrOuyvvtykUJA5Njx/TsPpvb76pxKMDjagIa9sQBBzFuXJB1gOSIEhr36nPvZ1xJwcOpJ2Uw14cWiwCjrfPcVwSy98S4mXiBCJB0n3Rubyl2fwaNb/XmfsGP9ZYjHrMeBJiuEWC+dcl50lnbCRTd32pwS0fIfneAXTWPBAE8QveLysk9uJuAB3c+PyIHepVB/sp4cQiQHE3n8phqgLlH/rW7XQTZ5yKw69vRQAAvGCCname566vBu+Z/77IPU/dLr/otQLeJkCDA1NX/9D0t7sifR4s93N+SFshgcJEIkPTQx+ZRm7lbc3C/E9CzkCBBAE/cgBHW9HlC+fO0qSN9z4LAJoniiQjDNNn6MQiw0PKfwidu3ZYqA6IEIgEW6RSHDO6qcSTsQr6HrHnQHQMggF/NRgi/HooEWJzeQoIA4VIPQ5agJQgA/e9XVRNZQEn4D9MKBecQW0IDTMZO9m6238p4JkGABWRB9/1GPN3c1XLoo21BJwD7jQx8+94zOIHhMQWeyL7LCEgQwA/qiTs3jfguZSkIMAUvwM8AAbwICSdR333JBxgE8JlKkG31b6cfk5PH8sw9eU68NSkggJeskGOrgPb8bz/WztAAPhR82yMcnwHsFld4SoIlyGuaEYEkFta3Rvbz5iycp81Hf+j8RuzTyqfvkibucCVfvDahAbyNDceavJI8m+8uaeLSawdraZgAb7jQd1OzHJtIPNAoTAaXNHHxAzqIgwCz0As8Wkg4qBPTuDS6DZc0cScmmSd2qzI0D4RzAIyIeK29j988a6hnVC1OnaZ2rzhdJlR9J1ddT9a6dh3ZnbpO4HzQGUU1XU7GwZs0cbR1pnaxp3vbp+Y10cp1hwBWNrE5pokLxqjCdtxuVLbgTsNlgtrpiatu/qBse33dJxBUlWydR+i8SOPnLupKE2fqNHGWzK3ftSPTeLU4aeIC7hyyna/wbg+QBzqQ91oJckkTV9ugjRrCwJkxQXTFdHJE2tz0va8b2Mrr1OC7OStNXN1KE3d9qTYEE+CtCehuUg3VtkxdMtCzsD7Z92nRFr7FnslNwFDABMxgQaA3wYCc9AyeACZg2treDbVYe22ws0joZt957BPfH9AAIQcIMFPImat4EGDBxT9ShMcgQFAZIIdmL5mBYoATOGf9P0qSey95AA0w2zjR7Y1Gc727FATwfBXg7k/NMy8xCOADloAAAZPwiHeNMwgQKOkv5vNCIMA81LsEAUAQECDkSwJyMVJMggCzUwB8O38tgwDhVQEwAaF3ByQIABqAALABIADmPwgA2YMAkD8IAIAAUAMgAAACACAAAAIA3gO3hQcevVnCNlXNyTPWT4yDAOGIGtKJ/S2m7T8OjFeqdEAUey54DxogNHi8R/srOlXU6zOrvP3HXu4ylqggT2BIlgF6s4QRtSpEhfoTJ08gsoTNHDp7mJ1BrCslmBeMcc0S5myRJWx+o+rsYXYGMTGOVN+PPaprljDKKZOws6u8QWQJCwl6s4RR/Hsic4t2inACg2/+bZvfkyWMThQbxNnmCbKEzXPUmZqAoYAJCDlAABAAAAEAEAAAAQAQAAABABAAAAEAT8EgAAACACAAAALAEwABABAAAAEAEAAAAQAQAJghOncFrwpBzB9I3x76nigtynb9n5/1feJWBRAEDfC/EUMhsqqjU5Gj1VYD1yZUGuBfXzWj59mIFvuHbIOiorQaNSlSUQphyVzSBUPVqs0HXLNAaoDfSz+eU6n0kz4uGUkqkYhUW29VKVpuNRUhqiJqbXDJAuoD0NfR83TFPmwcPyN6n01bDxCX6MOfn735jEp/kt7AAwgmAZ58JVqZRrZhPX/yQf2jTCPaxPUJDQH+uxktU67R9fXEm2elbKfwUpSyTHpThgrwGVxSxPy1ki9e2wkiDGXktedXXY2sPBKm4+J9WiZ6Sgl+snKtDz8tP4ysiEZLb64z9en8Xf/5r3lcDf+O+u+xPxG1I7ns6sEq/7L997t/ffkL0S+//PL3s2W5/+2ynZsAD4f6ZdSJHw7d3nOyQTipIbb/ON88Mo1XyA8QErikiDkxyTzpjwKAwMJOEXO+ZSWJ2joz3dYBgCDLXxmALYP2LclfPiVaM8hYAwFCApcUMbUN2nDyU2knENcowPjLCvyKdRUGqsgvVrf8QeMmDKS5EeABRl0EwASEHCAACAAAAACEE1aO6HzLziHdi5TBZBTzJolIERcqqLCWgs3WBeUKZ/3ciGjpq7a86c3YBZOF4YyaLXV4Fyl7+j92G9Xm+qxHpbTweNQRYC0OxYyVq9olpRKx+OMaiXQ8/vkV0T+KVLui+FItQXUvhs63zMrn/Nhekbrq1FLF0/+w66gxo/TYrM961EKr8jnVF0EDGK1qVpzrKZ/Sd4REz6yvjRRfc2Ylcp459+ZN161IiS7yLTX7hBmptG9Ha3r89ZTrqNEzKoqZj6oucLS1ED6A0oHLZqsi9Eskyl357HNcoqxxVjBLngxtJ0zOqAFa5115k4WnT00PGlVxffajpi9yC+Fe5WwqaDKkbE5krOqsUxIeci8juolI5PW7SwaMmsvOY1TKZ+cte2shiPPKIGUoU6C8LheooDla4NKF+qPzuskLqDOrK2BdjdTs/sPuo+bYnP2o+RQVywtBALOVyZjK4TczpnYKGxlTE6DJmUxWt5neXJxIK0WpVkTRrjDDFxa5jmpzfdajsqB8Zt4EEIPs1Qxgh0aWY3SRpdKMxncbVYtBlGb+f00LVVrQtSEAAAAAAAAAAAAAAAAAAAAgMPh/JDLfgwJW614AAAAASUVORK5CYII= alt=新加坡幣,sgd匯率線圖 /> 1個月線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 /> 3個月線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 /> 1年線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 /> 2年線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 /> 5年線圖 <img src=data:image/png;base64,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 alt=新加坡幣,sgd匯率線圖 />

twex - 新台幣外匯即時歷史線圖,黃金價格,美金匯率,高利息澳幣,匯率查詢,外匯交易,匯率換算比較

新加坡幣SGD與新台幣歷史匯率線圖@2012.10.03_21PM

站內分類

個人資訊

熱門文章

最新文章

最新留言

文章精選