恆心6 发表于 2021-5-19 17:04:10

关于PADS不能选中缝合孔的问题。

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

这个工程是前同事画的,当我想改板的时候,我发现选中不了缝合孔删除,如果我勾选过孔的话,把普通的GND过孔也会删除掉,这样我又要重新对很多元器件扇孔。有知道原因的大佬吗?
页: [1]
查看完整版本: 关于PADS不能选中缝合孔的问题。