补面小练习求助
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把这个缺口补上
看看能不能帮到你 先把中间的那个r1的那两个小面删了 再删圆柱底面和侧壁 amethyst4567 发表于 2018-3-13 11:40
链接:https://pan.baidu.com/s/1HFwTuxqwY066gFvrM8rhDg 密码:joky
备用链接:10.0.zip 密码:j238
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感谢
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