2.1

分形理论及算法
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------=_NextPart_000_0005_01C32050.BF5B73A0
Content-Type: image/jpeg
Content-Transfer-Encoding: base64
Content-Location: http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/p201.jpg
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