标题:请教,vb.net怎样将Base64编码转换成jpg图像
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请教,vb.net怎样将Base64编码转换成jpg图像
下怎样将好下的Base64编码还原成图像?谢谢!
Dim s = 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"
2015-11-19 21:52
zypra
Rank: 1
等 级:新手上路
帖 子:11
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注 册:2010-4-19
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自己已解决
2015-11-20 07:59



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