小白求助
第一次下载python，在菜单打开idle，打开的却是idleshell，不是pythonshell，python是3.9.6版本的data:image/png;base64,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请问这个有什么区别，怎么搞成小甲鱼视频里的pythonshell呢？ 是同一个东西 区别不大 都是>>> 等待你输入 一样的,是那个白色的对吧 idle shell：IDLE(Python 3.9 64-bit)，界面默认白色，字体为宋体python shell:Python 3.9 64-bit,界面为黑色，字体为新宋体
求个最佳{:10_254:}
页:
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