js无缝滚动，不平滑（求高人指点）

<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Strict//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-strict.dtd">

<html xmlns="http://www.w3.org/1999/xhtml">

<head>

<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />

<title>无缝滚动</title>

<style>

*{ margin:0; padding:0;}

.container{ width:450px; height:150px; border:2px solid orange; overflow:hidden; margin:200px auto;}

.container ul li{ width:400px; line-height:35px; margin-left:15px; border-bottom:1px dashed gray; list-style:none;}

</style>

</head>

<body>

<div class="container" id="container">

    <div id="scroll1">

        <ul>

            <li>1.韩国客机坠毁旧金山 乘客讲述被甩出客舱一瞬</li>

            <li>2.中领馆证实韩亚客机事故2名遇难者为中国公民</li>

            <li>3.中关村空间信息技术产业联盟</li>

            <li>4.韩国亚洲航空航班失事 伤亡情况暂时不详</li>

            <li>5.百度知道自动问答采纳软件 </li>

            <li>6.孩子学习不好怎么办</li>

        </ul>

    </div>

    <div id="scroll2">

    </div>

</div>

</body>

<script>

function Fid(id)

{

    return "string" == typeof id ? document.getElementById(id) : id;;

}

function Marquee()

{

    Fid('scroll2').innerHTML = Fid('scroll1').innerHTML;

    var timer = 0;

    function _scroll()

    {

        timer = setInterval(function(){

            if(Fid('container').scrollTop == Fid('scroll1').offsetHeight){

                Fid('container').scrollTop = 0;

            }

            Fid('container').scrollTop ++;

        },20)

    }

    _scroll();

    //移动到上面停止滚动

    Fid('container').onmouseover = function(){

        clearInterval(timer);    

    }

    //移除继续滚动

    Fid('container').onmouseout = function(){

        _scroll();

    }

}

Marquee();

</script>

</html>

效果图：

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" alt="" />

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