SW工程图怎么把表面粗糙度标在形位公差上
本帖最后由 糟糕的芝士 于 2025-8-4 17:57 编辑表面粗糙度标不到形位公差的箭头上，一拖动就分离了，怎么样才可以标在形位公差的箭头线上
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