求文件大小
各位大佬小佬们,新手一枚在学习python文件系统这一课时遇到点小障碍,前来求助如图,我只是添加了一行代码,为什么在运行之后就不显示大小了?有没有哪位鱼友可以帮忙解答一下,在此谢过data:image/png;base64,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data:image/png;base64,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
看了一下第二题的参考答案,写了一句os.chdir(os.curdir)然后实现了,瞬间觉得自己很厉害{:10_257:}
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