测试csscss层叠顺序

<!Doctype html>
<html lang="zh-CN">
<head>
<meta charset="utf-8">
<title>深入理解CSS中的层叠上下文和层叠顺序</title>
<style type="text/css">
  * {
margin: 0;
padding: 0;
list-style: none;
}

body {
background: #ddd;
}

p {
position: absolute;
top: 10%;
right: 10%;
font-size: 26px;
text-transform: uppercase;
text-shadow: 5px 0 5px #ccc;
z-index: 8;
}

p > span {
letter-spacing: 5px;
font-size: 36px;
font-weight: bold;
}

ul {
/*display: block;*/
overflow: hidden;
width: 860px;
height: 665px;
margin: 0 auto;
padding-top: 80px;
}

li {
font-size: 18px;
color: white;
display: block;
text-align: left;;
width: 345px;
height: 145px;
padding: 10px;
border: 5px solid #fff;
box-shadow: 0 0 5px #ccc;
border-radius: 5px;
position: absolute;
}

li:first-child {
background: #b475c1;
}

li:nth-child(2) {
background: #8975c1;
}

li:nth-child(3) {
background: #4f70c1;
}

li:nth-child(4) {
background: #51cd8e;
}

li:nth-child(5) {
background: #9cd262;
}

li:nth-child(6) {
background: #d9ac4d;
}

li:nth-child(7) {
background: #d83953;
}
</style>
</head>
<body>
<p><span>css层叠顺序</span><br />
    ccs stacking order</p>
 <ul>
    <li>层叠上下文<br />
    background/border</li>
    <li>负z-index</li>
    <li>block块状水平盒子</li>
    <li>float浮动盒子</li>
    <li>inline/inline-block水平盒子</li>
    <li>z-index:auto或看成z-index:0<br />
    不依赖z-index的层叠上下文</li>
    <li>正z-index</li>
</ul>
<script>
    order();
function order() {
    var li = document.getElementsByTagName("li");
    var i = 0;
    for (var i = 0; i < li.length; i++) {
        li[i].style.marginLeft = i * 80 + "px";
        li[i].style.marginTop = i * 75 + "px";
        li[i].style.zIndex = i;
    }

}
</script>
 </body>
</html>

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" 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