制作在线简历(一)——Loading与底部菜单
想装逼下搞个在线简历,然后顺便用些CSS3与HTML5的一些技术,再顺带把响应式也加上去去,在移动端也能看到。
不过我的配色low了点,还望见谅......
一、首页Loading效果
这次就打算把几个功能全部写在一起展示啦,这样就得有个Loading页面,先把该载入的都载入进来。不然的话,代码没载入进来,这效果都看不到的,体验会很差。
前面写过一篇制作Loading效果的文章《多种方法实现Loading(加载)动画效果》,这次挑Sonic.js来实现下。
1、选了个我感觉比较酷的Loading样式:
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" alt="" />
2、然后想来个背景色,全屏的那种,我用了个position绝对定位来做。
.loading{
background:#00BFF3;
height:100%;
text-align:center;
position: absolute;
top:;
width: 100%;
}
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" alt="" />
3、在屏幕中间加个框,里面再加点阴影进来,暂时先把底色去掉
这里涉及到了多层阴影,box-shadow中有多个阴影设置,可以在线调试阴影效果,第一个可以做多层调试。
也可以在这里调试,不过就是第二个那里调试的话不能做出多层的效果。
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" alt="" />
.loading .shadow{
margin: 100px auto 0;
background: #fff;
width: 70%;
padding: 20px 0;
position:relative;
-webkit-box-shadow:0 1px 4px rgba(0, 0, 0, 0.3) , 0 0 40px rgba(0, 0, 0, 0.1) inset;
-moz-box-shadow:0 1px 4px rgba(0, 0, 0, 0.3), 0 0 40px rgba(0, 0, 0, 0.1) inset;
-o-box-shadow:0 1px 4px rgba(0, 0, 0, 0.3), 0px 0px 40px rgba(0, 0, 0, 0.1) inset;
-ms-box-shadow:0 1px 4px rgba(0, 0, 0, 0.3), 0px 0px 40px rgba(0, 0, 0, 0.1) inset;
box-shadow:0 1px 4px rgba(0, 0, 0, 0.3), 0px 0px 40px rgba(0, 0, 0, 0.1) inset;
}
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" 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接下来我想在底部与两边做点阴影加深操作,这里会使用到伪类:after,:before。z-index是让两个伪类的效果被盖在下面,而top、bottom等是为了控制阴影的位置,如果将z-index的值加大点就会看到两个伪类的效果是一个长方形。这里为了能将阴影显示出来,我得修改下.loading的样式,添加z-index属性,修改背景颜色其他属性不变。
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" alt="" />
.loading .shadow:before, .loading .shadow:after{
content:"";
position:absolute;
z-index:-1;
-webkit-box-shadow:0 0 20px rgba(0,0,0,0.8);
-moz-box-shadow:0 0 20px rgba(0,0,0,0.8);
-o-box-shadow:0 0 20px rgba(0,0,0,0.8);
-ms-box-shadow::0 0 20px rgba(0,0,0,0.8);
box-shadow:0 0 20px rgba(0,0,0,0.8);
top:10%;
bottom:;
left:10px;
right:10px;
}
.loading{
background:#F6FFD1;
z-index:-2;
}
4、添加一个隐藏loading页面的脚本,loading页面在DOM绑定,图片载入后就不需要显示了。
window.onload = function() {
//隐藏loading页面
$('#loading_container').animate({translateY:'-100%'}, 1000,'linear');
};
我以前也做过一些CSS3动画的记录,可以在《CSS3中的动画效果记录》查看到。
二、底部菜单栏
1、以往的菜单栏布局不是用float就是用display:inline,这次我想试试用flex布局,可以快速的布局在一列,下图是部分菜单
aaarticlea/png;base64,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" alt="" />
.nav_container .flex{
display:-webkit-box;
display:-webkit-flex;
display:-ms-flexbox;
display:flex;
}
2、接着我想在选中的那栏加一个三角形,以前写小三角非常复杂,有的方法是多写一个div然后绝对定位,或者是用图片等。现在有了after伪类,可以很方便的做三角形效果,注意下面的border,然后只要修改border-bottom-color就可以改变三角形的方向。
aaarticlea/png;base64,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" alt="" />
.nav_container .flex > a.cur:after{
bottom: 100%;
border: solid transparent;
content: '';
height:;
width:;
position: absolute;
pointer-events: none;
border-bottom-color: #821134;
border-width: 1.2em;
left: 50%;
margin-left: -1.2rem;
}
3、添加选中特效,本来使用的click,但是在手机上面使用click是有300ms延时的。有多种解决方案,有一种是用插件fastclick,来解决那300ms延时,但是我这里都已经引用了zepto中的touch文件,所以就不想再引入额外的脚本。
我就用一串正则来判断是否是手机访问,是的话就用tap事件,不是的话就用click。这串正则的健壮性还不得而知,是在网上看到的,点击可以查看。
var event = 'click';
// device detection
if(/android|webos|iphone|ipad|ipod|blackberry|iemobile|opera mini/i.test(navigator.userAgent.toLowerCase())) {
event = 'tap';
}
$('#nav').delegate('a', event, function() {
$(this).addClass('cur').siblings().removeClass('cur');
var row = $(this).index();
$('#menu').children().hide().eq(row).show().css('opacity', 0).animate({opacity:'1'}, 1000, 'ease-in-out', function() {
if(row != 3) return; $.each(pieids, function(index, item) {
if(pies.length <= index) {
var pie = draw_pie(piedatas[index], item);
pies.push(pie);
}
});
});
return false;
});
源码下载:
http://download.csdn.net/detail/loneleaf1/8849069
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