js相对定位

效果图:

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" alt="" />

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1">
<title>Examples</title>
<meta name="description" content="">
<meta name="keywords" content="">
<link href="" rel="stylesheet">
<style>
</style>
</head>
<body>
	<div style="width:1200px;height:120px;background:red;"  id="div1">aaaaaaaaaaaaaaaa</div>
	<div style="width:1200px;height:120px;background:green;">aaaaaaaaaaaaaaaa</div>
	<div style="width:1200;height:120px;">aaaaaaaaaaaaaaaa</div>
	<div id="weixin_img">
		<img src="weixin.jpg" alt="" style="width:130px;">
	</div>
	<div style="width:1200px;height:1200px;background:green;">aaaaaaaaaaaaaaaa</div>
</body>
<script>

var div1=document.getElementById('div1');
/*获取元素的纵坐标*/
function getTop(e)
{
   var offset=e.offsetTop;
   if(e.offsetParent!=null){
     offset+=getTop(e.offsetParent);
   }
   return offset;
}
/*获取元素的横坐标*/
function getLeft(e)
{
   var offset=e.offsetLeft;
   if(e.offsetParent!=null){
      offset+=getLeft(e.offsetParent);
   }
   return offset;
} 

document.getElementById('weixin_img').style.position="fixed";
document.getElementById('weixin_img').style.top=getTop(div1)+"px";
document.getElementById('weixin_img').style.left=(getLeft(div1)+1200)+"px";

</script>
</html>