aiyinjian 发表于 2011-6-16 16:16:30

我现在会呢啊,谢谢哦

加色魔 发表于 2011-6-16 16:32:44

回复 aiyinjian 的帖子

可以在零件上加一个拉伸特征,这个等于是重新见一个特征,如图data:image/png;base64,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