ie浏览器,背景色兼容解决方法

时间:2024-04-05 08:03:57

rgba的含义,r代表red,g代表green,b代表blue,a代表透明度。红绿蓝是三原色,所有颜色都可以由这三种颜色拼合而成。比如 rgba(0,0,0,.5)就是透明度为0.5的黑色。现代浏览器是支持rgba的,但是在IE8等古董级浏览器中是不支持rgba的,IE8只能勉强 支持rgb()函数(即去掉了透明度,只能表示颜色)。

background: rgb(0, 0, 0);    /*不支持rgba的浏览器*/
background: rgba(0,0,0,.5);  /*支持rgba的浏览器*/
filter:progid:DXImageTransform.Microsoft.gradient(startColorstr=#7f000000,endColorstr=#7f000000);    /*IE8支持*/
aaarticlea/png;base64,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" alt="" />

ie9

<!--[if lt IE 9]>

   <style type="text/css">

   .color-block {
background:transparent;
filter:progid:DXImageTransform.Microsoft.gradient(startColorstr=#7f000000,endColorstr=#7f000000);
zoom: 1;
} </style> <![endif]--> 原文地址:https://segmentfault.com/a/1190000002485299
感谢此博主的分享