JQ二级菜单练习之一~~~
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<p><a href="#">企业展示</a></p>
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</div>
</li>
<li><a href="#">首页</a>
<div class="licon">
<div class="boxfirst">
<b></b>
<p><a href="#">企业展示</a></p>
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</li>
<li><a href="#">首页</a>
<div class="licon">
<div class="boxfirst">
<b></b>
<p><a href="#">企业展示</a></p>
<p><a href="#">企业展示</a></p>
<p><a href="#">企业展示</a></p>
<p><a href="#">企业展示</a></p>
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<div class="licon">
<div class="boxfirst">
<b></b>
<p><a href="#">企业展示</a></p>
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<li><img src="data:images/img.jpg"><br /><a href="#">企业展示</a><div class="imgcon"><img src="data:images/bgimg.gif" /></div></li>
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*布局*/
.nav{height:34px; background:url(../images/navbj.jpg) no-repeat;margin:50px;}
.nav li{float:left;width:165px;text-align:center;position:relative;}
.nav li a{font-size:16px;line-height:34px;font-weight:;color:#fff;} .licon{position:absolute;left:0px;top:34px;display:none;}
.boxfirst{ background-color:#458fce;width:200px;position:relative;margin-top:12px;padding:6px 0px;}
.boxfirst p{float:left;width:60px;text-align:center;}
.boxfirst p a{color:#fff;font-size:12px;font-weight:normal;line-height:24px;}
.boxfirst b{border-color: #fff #fff #458fce #fff;/*四角*/ border-style: solid;position:absolute;left:76px;top:-12px;
border-width: 6px; font-size:; height:; line-height:; width:;} .navcon{padding:150px 50px;}
.navcon li{position:relative;float:left;width:100px;border:1px solid #ddd;margin-right:-1px;text-align:center;line-height:30px;font-size:14px;
padding:10px 10px 0px;cursor:pointer;}
.imgcon{position:absolute;left:0px;top:75px;display:none;}
<script src="http://img1.c2cedu.com/Scripts/jquery/jquery-1.4.2.min.js" type="text/javascript"></script>
<script type="text/javascript">
document.write($("tr:gt(0)").text()); //得到大于第１行的其它行内容(２行和３行)
document.write($("tr:eq(0)").text()); //第一个
document.write($("tr").eq(-1).text()); //最后一个,注意这是eq()方法，不是过滤器:eq()，eq(index)方法里的index如果是-1表示最后一个元素，如果是-2表示倒数第二个元素 //通过eq实现选择卡
var params = location.href.split("?")[1] || "?flag=0"; //得到ＵＲＬ地址中？后面的部分,||这个很关键，当前面为null时，使用||后面的值
var flag = params.split("=")[1];
$("tr:eq(" + flag + ")").attr("style", "background:#ddd")//将指定tr加ＣＳＳ样式,第一个元素的索引为0
</script>//这段讲解是高人给咋弄的 哈哈 O(∩_∩)O哈哈~
<script type="text/javascript">//导航效果
window.onload=function(){ $(".nav li").bind('mouseenter',function(){
var i=$(".nav li").index(this);
$(".nav li").eq(i).find(".licon").fadeIn();
}); $(".nav li").bind('mouseleave',function(){
$(".licon").fadeOut(100);
}); $(".navcon li").bind('mouseenter',function(){
var i=$(".navcon li").index(this);
$(".navcon li").eq(i).find(".imgcon").slideDown(100);
}); $(".navcon li").bind('mouseleave',function(){
$(".imgcon").fadeOut();
}); };
</script>
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" alt="" />
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