521liunian 发表于 2021-12-6 10:44:28

C盘容量不足

目前C盘能看到的所有的文件夹占用空间总和是38.3Gdata:image/png;base64,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,可这里却显示已占用60多个G,data:image/png;base64,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

这个是怎么回事,麻烦各位大神帮帮忙。求求了。:'(

想粉[10026024873] 发表于 2021-12-9 21:26:51

系统占用

521liunian 发表于 2022-1-8 08:47:08

想粉 发表于 2021-12-9 21:26
系统占用把隐藏的备份分区也算进来了?
页: [1]
查看完整版本: C盘容量不足