最近有个漂亮妹子一直在向我推销潭州的视频,BUT我以前就看了一次觉得挺水的,就对那个妹子表示吾孤高。你们那玩意没意义的很弱。然后那个漂亮妹子锲而不舍的对我发链接,这个效果会吗,这个幻灯会写吗。。。我也是醉了。。。直到有一天
那个漂亮妹子也不知道被我的孤高,独孤求败人生寂寞如雪的气质给怒了,拿出了她的必杀技
//bbsmax.ikafan.com/static/L3Byb3h5L2h0dHAveGlhb2JhaS41Mm5ody5jb20vaW1hZ2UvcGljLmdpZg==.jpg
好吧乍一看挺唬人的。。。好吧,我确实被她给唬住了!然后先是加群又是关注的。。。最后搞到一个包。。。
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" alt="" />
然后你认为07-03就是你想看到的代码了吗。。。太天真了
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里面就一个jquery的库和一堆阿猫阿狗的照片
然后老老实实的看视频把,,实际上我是一直在快进。。。。反正最后我快进完了大概的亮点么也就2个。。。还是不罗嗦了上代码
<div class="job">
<div class="jobPicBox">
<div class="JobPicImages"> <img src="data:image/job/archer.jpg" /> <img src="data:image/job/assassin.jpg" /> <img src="data:image/job/avenger.png" /> <img src="data:image/job/berserker.jpg" /> <img src="data:image/job/caster.jpg" /> <img src="data:image/job/lancer.jpg" /> <img src="data:image/job/rider.jpg" /> <img src="data:image/job/saber.jpg" /> </div>
</div>
</div>
HTML么就是建个盒子搞个几张图片
.JobPicImages{
transform-style:preserve-3d;
transform:perspective(1000px) rotateX(-10deg) rotateY(0deg);
position:relative;
width:100px;
height:172px;
margin:200px auto 0;}
.JobPicImages img{
height:100%;
width:100%;
position:absolute; border-radius:5px; box-shadow:1px 1px 5px #333;
-webkit-box-reflect:below 10px -webkit-linear-gradient(transparent,transparent 50%,rgba(0,0,0,1));
outline:none;
}
css么又几个亮点了
-webkit-box-reflect:below 10px -webkit-linear-gradient(transparent,transparent 50%,rgba(0,0,0,1));
duang duang duang css3的投影+径向渐变版透明
然后么jquery。。。他都没用js
$(function(){
var JobPic = $(".JobPicImages img").size();
var deg = 360/JobPic;
var roy = 0;
var rox = -10;
var xn = 0;
var yn = 0;
var play=null
$(".JobPicImages img").each(function(i) {
$(this).css({'transform':'rotateY(' + deg*i + 'deg) translatez(350px)'});
$(this).attr('ondragstart','return false')
});
$(document).mousedown(function(ev){
var x_=ev.clientX;
var y_=ev.clientY;
clearInterval(play);
$(this).bind('mousemove',function(ev){
var x=ev.clientX;
var y=ev.clientY;
xn = x - x_;
yn = y - y_;
roy += xn*0.2;
rox += yn*0.1;
$(".JobPicImages").css({
transform:'perspective(1000px) rotateX(' +rox+'deg) rotateY(' +roy+'deg)'
},300)
x_=ev.clientX;
y_=ev.clientY;
});
}).mouseup(function(){
$(this).unbind('mousemove');
var play = setInterval(function(){
xn *=0.95;
yn *=0.95;
if(Math.abs(xn)<1&&Math.abs(yn)<1){
clearInterval(play);
}
roy+=xn*0.2;
rox-=yn*0.1;
$(".JobPicImages").css({
transform:'perspective(1000px) rotateX(' +rox+'deg) rotateY(' +roy+'deg)'
},300)
})
})
})
。。。最后么js么无非就是记录鼠标按下之后拖动的位置和鼠标抬起记录鼠标的位置,然后做个比较,然后转啊转,好吧实际上也没什么特别亮眼的地方但是效果还是挺有趣的