求助：AMESim仿真模式错误
本帖最后由 hualuoshui 于 2022-1-10 19:54 编辑刚安装上AMESim,在仿真模式时候无法进行，提示如下，有哪位大神指导一下？
更换了编译器好像也不行。
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