DIMOJANG 发表于 2021-6-29 05:25:31

x1e 二代电池损耗正常吗

用了不到一年,就已经损耗了10瓦时了
data:image/png;base64,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

页: [1]
查看完整版本: x1e 二代电池损耗正常吗