【IE双倍距bug】
.nav{
height:1px;
background:#F60;
overflow:hidden;
}
<div class="nav"></div>
ie6下该1px会显示较多,也称双倍距
产生因素同时①快 ②浮动 ③margin左右 会出现ie6双倍距bug
ie6下不止1px是默认文字大小12px 文字大小和行间距造成的父元素body造成。大于默认文字大小12px即可,写溢出隐藏即可
解决方法:_display:inline;
【min-height最小高度】
div设置告诉,里面填写文章。如:文字增多要更改告诉设置会导致布局错位
可通过设置min-height进行告诉限制
兼容ie可
min-height:300px;
_height:300px;
【等高布局】
![](data:image/png;base64,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)
线会跟着最长一边一齐(-……-)将里面的div设置下面两行
![](data:image/png;base64,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)
【插入图文广告在文章中】
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)
【去掉浏览器滚动条】
.html,body{
height: 100%;
overflow: hidden;
} /*去掉浏览器滚动条*/
【一列定高一列自适应】
![](data:image/png;base64,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)