kanglijun 发表于 2021-4-29 14:04:07

pads 9.5 logic 生成PDF中文出现重叠。

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
用logic生成pdf,会出现中文重叠。已经全部改为宋体,还是不行。我会用cam打印的方式制作PDF,只是用logic生成会有网络链接,才想用这个方式。

老k 发表于 2021-5-2 15:13:42

多谢楼主分享

zfw152666 发表于 2021-5-3 10:17:26

stm32f103r8t6 发表于 2021-5-3 20:13:38

leslie_aqiang 发表于 2021-5-4 08:53:21

bidinghong 发表于 2021-5-5 20:42:38

bing@ 发表于 2022-11-22 09:23:36

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查看完整版本: pads 9.5 logic 生成PDF中文出现重叠。