我的电脑安装时出现无限菊花
请问我的电脑安装mac时出现无限菊花是怎么回事,MAC版本是10.6.3的 还有我用光驱安装的时候出现了第一画面闪了一下就重启 了,这是为什么?请你们帮我解决下,谢谢 应该是内核问题,无限菊花时硬盘灯有亮吗?主板。cpu是什么,什么10.63.破解。原版??我也替换了内核文件,data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfgAAAEzCAIAAABSZYZfAAAgAElEQVR4nO2dz6rjyJL/z5PcF+ilNndRe68PszJ4e2tjCuq3nNYP08Pchjl4mqmGunVL+DI1PYs+9PRA02Dhpnf1AgY1nLWgXyEfoGeRVjqUERlKWf6Tkr9fAiOnQqnUv4/**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,应该是原版的系统
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