【请教】ThinkPad T4 intel版有装黑苹果成功的吗?
4K屏,windows的支持很一般,高分辨率时不时有bug。想装个黑苹果试试,github里也没搜到EFI,各位大神有装成功的吗?data:image/png;base64,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11代cpu目前资料应该比较少吧
毕竟MACBOOK 还没11代的U 我没说清楚,是T14 gen1 windows10对4K的支持完全没问题,只是以前的老软件对缩放支持不好,这怪不到windows头上。 阿乐0608 发表于 2021-7-4 10:12
我没说清楚,是T14 gen1
应该没什么人有这个需求吧,T14和MacBook air价格差不了多少,何必呢。
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