9.3-

分形理论及算法
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------=_NextPart_000_010B_01C32AEF.DCC8E6D0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/p901.gif
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