yoyo2 发表于 2020-8-20 19:32:39

python文件读取

要练习比较两个文件的异同,但是系统老是说找不到文件,那我到底要把文件建在哪里呢?应该不是代码的问题,我用答案代码也是这样找不到,求好心人指点
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

昨非 发表于 2020-8-21 09:35:39

将.txt文件放到查找文件差异.py的相同路径下即可{:10_297:}

开心小傻猪 发表于 2020-8-21 17:52:44

赞同楼上说的
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