4.2 +

分形理论及算法
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------=_NextPart_000_0065_01C32AEF.59D5F3D0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/Cantorst.gif
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