lenovo102927287 发表于 2023-12-29 14:21:25

风扇异常问题

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风扇噪音巨大。断断续续。大概转三四分钟停一下,停两三分钟又开始转动。2023联想小新pro16,新机购买不到一个月。

联小智1 发表于 2024-1-2 09:50:36

您好,这个问题 您找一下联想的售后帮您解决一下哈
页: [1]
查看完整版本: 风扇异常问题