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sublime text 3将px换算为rem的插件的安装及使用

发布时间:2016-09-06 12:00:03
rem这个单位对于移动端来说是比较强大的,所以这里给大家介绍sublime text 3将px换算为rem的插件的安装及使用,只要安装了这个插件,输入多少px,sublime就会提示相应的rem值,就不用自己去计算了!!1.首先在这个地址:https://github.com/h ...

rem这个单位对于移动端来说是比较强大的,所以这里给大家介绍sublime text 3将px换算为rem的插件的安装及使用,只要安装了这个插件,输入多少px,sublime就会提示相应的rem值,就不用自己去计算了!!

1.首先在这个地址:https://github.com/hyb628/cssrem.git  下载插件

sublime text 3将px换算为rem的插件的安装及使用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

3.这个时候插件就安装好了,再css中输入一个我们想要的数值,就会有对应的提示:

sublime text 3将px换算为rem的插件的安装及使用

enter之后就自动换算:

sublime text 3将px换算为rem的插件的安装及使用

4.这里的40是插件默认的基准值,我们可以根据自己的需求来改:

在Sublime Text -> Preferences -> Package Settings -> cssrem->Settings-user中设置,输入以下参数配置,可以修改基准数和换算后的小数的多少:

{

 

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原标题:sublime text 3将px换算为rem的插件的安装及使用

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