yang_kylin 发表于 2023-5-2 18:02

allegro使用footprint expert 2022 pro 的封装出现的问题

allegro使用footprint expert 2022 pro 的封装出现如下信息,1~2分钟后allegro自动退出,请教各位高手如何解决?
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

pcb小白阿龙 发表于 2023-5-2 20:12

非常棒

leslie_aqiang 发表于 2023-5-2 22:58

huangchang 发表于 2023-5-3 06:32

sea_shao 发表于 2023-5-3 07:24

破解没安装好吧

power3 发表于 2023-5-3 08:22

chinachen 发表于 2023-5-3 08:54

小鑫鑫 发表于 2023-5-3 09:14

cat 发表于 2023-5-3 10:03

sekisan 发表于 2023-5-3 17:08

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查看完整版本: allegro使用footprint expert 2022 pro 的封装出现的问题