《材料力学》常用公式
《材料力学》常用公式
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我只是路过打酱油的。 强烈支持楼主ing…… 强烈支持楼主ing…… 无回帖,不论坛,这才是人道。 66666666 我只是路过打酱油的。 无回帖,不论坛,这才是人道。 感恩无私的分享与奉献 :) 真是被感动的痛哭流涕……
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