CSS3动画(重要)

CSS3 动画

CSS3，我们可以创建动画，它可以取代许多网页动画图像，Flash动画，和JAVAScripts。

CSS3 @keyframes 规则

要创建CSS3动画，你将不得不了解@keyframes规则。

@keyframes规则是创建动画。 @keyframes规则内指定一个CSS样式和动画将逐步从目前的样式更改为新的样式。

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" alt="" />

实例:

@keyframes myfirst
{
    from {background: red;}
    to {background: yellow;}
}

@-webkit-keyframes myfirst /* Safari 与 Chrome */
{
    from {background: red;}
    to {background: yellow;}
}

CSS3 动画

当在 @keyframes 创建动画，把它绑定到一个选择器，否则动画不会有任何效果。

指定至少这两个CSS3的动画属性绑定向一个选择器：

• 规定动画的名称
• 规定动画的时长

例子:　　把 "myfirst" 动画捆绑到 div 元素，时长：5 秒：

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<title>菜鸟教程(runoob.com)</title>
<style>
div
{
    width:100px;
    height:100px;
    background:red;
    animation:myfirst 5s;
    -webkit-animation:myfirst 5s; /* Safari and Chrome */
}

@keyframes myfirst
{
    from {background:red;}
    to {background:yellow;}
}

@-webkit-keyframes myfirst /* Safari and Chrome */
{
    from {background:red;}
    to {background:yellow;}
}
</style>
</head>
<body>

<p><b>注意:</b> 该实例在 Internet Explorer 9 及更早 IE 版本是无效的。</p>

<div></div>

</body>
</html>

注意: 您必须定义动画的名称和动画的持续时间。如果省略的持续时间，动画将无法运行，因为默认值是0。

CSS3动画是什么？

动画是使元素从一种样式逐渐变化为另一种样式的效果。

您可以改变任意多的样式任意多的次数。

请用百分比来规定变化发生的时间，或用关键词 "from" 和 "to"，等同于 0% 和 100%。

0% 是动画的开始，100% 是动画的完成。

为了得到最佳的浏览器支持，您应该始终定义 0% 和 100% 选择器。

例子:　　当动画为 25% 及 50% 时改变背景色，然后当动画 100% 完成时再次改变：

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<title>菜鸟教程(runoob.com)</title>
<style>
div
{
    width:100px;
    height:100px;
    background:red;
    animation:myfirst 5s;
    -moz-animation:myfirst 5s; /* Firefox */
    -webkit-animation:myfirst 5s; /* Safari and Chrome */
    -o-animation:myfirst 5s; /* Opera */
}

@keyframes myfirst
{
    0%   {background:red;}
    25%  {background:yellow;}
    50%  {background:blue;}
    100% {background:green;}
}

@-moz-keyframes myfirst /* Firefox */
{
    0%   {background:red;}
    25%  {background:yellow;}
    50%  {background:blue;}
    100% {background:green;}
}

@-webkit-keyframes myfirst /* Safari and Chrome */
{
    0%   {background:red;}
    25%  {background:yellow;}
    50%  {background:blue;}
    100% {background:green;}
}

@-o-keyframes myfirst /* Opera */
{
    0%   {background:red;}
    25%  {background:yellow;}
    50%  {background:blue;}
    100% {background:green;}
}
</style>
</head>
<body>

<div></div>

<p><b>注释：</b>当动画完成时，会变回初始的样式。</p>

<p><b>注意:</b> 该实例在 Internet Explorer 9 及更早 IE 版本是无效的。</p>

</body>
</html>

改变背景色和位置：

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<title>菜鸟教程(runoob.com)</title>
<style>
div
{
    width:100px;
    height:100px;
    background:red;
    position:relative;
    animation:myfirst 5s;
    -webkit-animation:myfirst 5s; /* Safari and Chrome */
}

@keyframes myfirst
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}

@-webkit-keyframes myfirst /* Safari and Chrome */
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}
</style>
</head>
<body>

<p><b>注意:</b> 该实例在 Internet Explorer 9 及更早 IE 版本是无效的。</p>

<div></div>

</body>
</html>

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FHUnhsyUHsBR0DAJhSRl2YP9yaMLdF+0Vr+rMfeIqTJWFmu54d9c0F+5OrhEnB8ZlX7DejvFm/k62FaGXLcK2ghJm7Ly9h5e63DKpacoJEKVKtagrUOr3fdHMKM52I1jNyIQlzxorTD7ecFMAaIPYYslcY+ith9sGI4Zq8lNMB+bNBJQwAYFaZEgmTDWSi5PUy65OVJKzfDdxg0KyE2aUwvRjeWJFl+5hYSWaokTNZadW7QhJmrPWPxKRiroSFOmA36HMwIT1anozvtD0M9Eo//3Rfv9txl/SFJMz+7kgHC5hMiUpYshxRGVtyNKbnB/Zvo4erKBLaR5VulF81Y2E+AMBs0NgjKvInSOQ8k7FuR1zc5C7dyZ6c6Ujdg7wjkU3mE7qUGlf1EOati6n9eCfxnBsY03fluizPo8ZknSpnTZj5AAt5J2a+hAU74Kwvs7FkQSixlDAx72yaTGkzdseBMZUpmrBXgZWTMLvOJcZE+kd/10r/tGQ/c0kHPOOx00PCAADOA/VUwvwUVcKMy4vPy3KEx9lFbiUseFHSF8ZCe9KfcKsy4aPwkL+uyhGpCngX308JngKjqzL6Tlz/t0NsaBdJiyph5uhwBkQJCSszVnQzuqsVRpaxYF+WC80ysdmqnuMtkDsAAJgy+Ae8J4F8BJf98vD/wpC68xIAAACmHyRsYriPexjJv0b6PAAAADQNEgYAAAAwAZAwAAAAgAmAhAEAAABMACQMAAAAYAIgYQAAAAATAAkDAAAAmABIGAAAAMAEQMIAAAAAJgASBgAAADABkDAAAACACYCEAQAAAEwAW8LeAgAAAIA6QMIAAAAAJgASBgAAADABkDAAAACACYCEAQAAAEwAJAwAAABgAiBhAAAAABMACQMAAAAQfPSvwn3+9aPge+Xf8jOShP30i2/zP//tFz8VW6o/6c8++aT6qQEYBz/94ls9IPUfPnlijNOffvGtNWqzsf3TL75lOAMAzDzv/Pp/CYdK/vS/fv2O++ZH/yrfyXsryOgSZqhV6D3xp0+eZJcsJAymiMy7PnmS8ytF+qYc9OnY/uKJ/QYAAMweH/1rnFPGynk3/4N+RpewPL794qdvvfXJk/jbJ0+SLZ98IuoGSBhMCXIkP/nkrZxK2Ftv/fSLb7998sUnPzU+m410LAwAYKYpUKlkwtH7fs5bQUaXsMKrzidP4idfyGqBB2QMJo0xHVlu6+AvHgAAMJOYc5E+1Lovd7Yx560AdUhYUK2+/eKnSeHgi09k/St7GfmCKUJJWGA+8tsvfqre0aaVyhjqBQBwHiiWsLfeekuuwHc2zXnLpQ4JE5cfz4TMJ09iLWF6XTMSBtNFVtt68iSbgFRaJge6MehVPezbJ0++RcQAAGaeCiu7rDX7Jd8yqEXCQkuZrXoBd0fClKJGsKqElZCwdAh/IScmGdAAALNNZQvzbluyolabhBm3Pr5l18TMxcs5tgYwIUpMR6rN1Bz8k0/02P5EvQQAADNL3iMqjMX35oY5b4UZScKSksGT0JKw2HrsEpUwmGJMCSuohD355JMv0vlH+eYnT+InX/yU3ygAAGab8MNaE73KMCYcc94KMYqEyZpAalNJ/esTtRYfCYNZoZKEuc8Jw7wAAKAiI0iYsSLMqYclS2WQMJgVlHvlTUfq9xi6AAAwIiNKmFE4MN7R1y31Ss4Sfi5pMEnUnZHex7May77EHKQfimIAAFCOESQMAAAAAIYFCQMAAACYAEgYAAAAwARAwgAAAAAmABIGAAAAMAGQMAAAAIAJUE3C/vSnP026wwD1wGAGAIC3Jnc5+NOf/lRZwvI/ADArMJgBACCe3OUACYOLC4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkDaB4GMwAAxEgYQPMwmAEAIEbCAJqHwQwAADESBtA8DGYAAIiRMIDmYTADAECMhAE0D4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkDaB4GMwAAxEgYQPMwmAEAIEbCAJqHwQwAADESBtA8wcHc77bb3X4cx3Hc60QO2XsWvU7U6VXqgNiPbqMMgR4AAMAwnCMJO755dXVO5OYj4+0Hm6tzm8eVO+rdxQeHz0ZrCC40JSXMNB7nBeOtwHv9btu0qMTWXAkDAIDmCbvNydZC9hf3ymGD+02pJGEPNlfnrm7efS5een54/erq3NW9B3KbESXs0Z5sEGBIPIPZsqV2t5s6l/IlLWGOWVUuWfkkLG3f23inN0y9DQAA8gm5zeGKcq+TrYVoYeukmf0qykvYs/3NQGnqxd0PtHgJCXtx9wPtZ8/2N7PiWaZxlmw9P7x+de/Boz1ZY3u2v3l9/zApjF3ff5G1mUXsSG02d3XvgS7X6fY9HYiVRKr24RxRpRLml7DqjpUSnuUUEtbpxVq6sheQMACAuvFfDkzvGoeF1SZhiSHFcSxs5vr+iwebq9f3X8TPD69nZpNJmGFmhsDpjY9vitnMZ/ub6fZCzp7tb0pnMspsj/ayyVBpe4l+JV8ncvaiXAeMzsB5YEQJGx3RlvqSShgAQNOUWBM21ZWwZ/ub2mYyQ3qwuSo1KNkg8aQHm3JFl+03yresslm6jSVhwZVhqtlQKU59HeoA4nWu8Qxmu0LV6aRyZEtS6TX0qTiFXs+TMCphAACNkCtD2bKw2hWsNgl7cfcDT+1KlMdMCbNm98SUn06iVsq3RKXNljBnhZnahauAybvy67nN45wO6DnKUW8mgOkjOPqF6PS0hCUv5VTClDj5cWYnxfb6SyQMAKBpSt0dKRaINbbfchJ2fDOxImsV16O9rEyl5UwUn7JpRDFZ6ZAWwAzZCktYql/2TstIWKgDao8sCzt3hEZ/MhVoFKZ6najdbmdfSZUSUpQvYa49iaa8EsZ0JABAI5R7RMXJ1kLNFlZzJUxbVxzLiT+hTepFMZOYN+v3bH9zbvNQz0XGORImxM5otkjCyk075k59wgwSGP2pEPU6kVGn6nqX2Usnc8VJf8Czpsz+qL8SZvUKCQMAqB3/5cAufdVfCqtPwhKJ0TaTTOTdfJTONirFEUuyjm9eFevitT/p1+PY85CLXAlTO0pvk1S3TOZKWKgDdoNUws4V/sEs5CsRnn63HbW7fT2baD+lokQlrNfJlvdnJS2xG2OnRQv/zalSVSADAIChCciQWfo6XJnauyPNWxf1rZH2Ex88NzCm74onRFiuYyyrzz4VWBNmPsBC3omZL2HBDogGWRZ23vANZlukep3McgwJy5ZrRe1uT4lYUMJUiSxpIP2jtRvdeJm1/kZpjCe+AgCMQqmHtU7vwvy4qFDkiFQFXhhzkQB14b870lYw9WehR7o+5r4XnJE0mnUe+FpWpKiEAQDUzbn4Z4vkI7gEj/ZGWtL+/PA6K7FgHPAPoQIAQDzrEuY+3+Ecp7ZzD5MGCQMAgHjWJQxgFmEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAAAxEgbQPAxmAACIkTCA5mEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAADxbEkYAAAAAIxOZQkbnJ0Scg7CYCaEEDKY3OUACSMXNwxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwghpPgxmQgghAySMkObDYCaEEDJAwobL10+PJ94HMrspGszby1EULW3LFx+uz0dRFLXWHlobH621osXdih14uD7fWr8vX9ldisqQfuporVWw4fzGkW7Z2lewz+7rO4ueQ846sLxjvaJ3qj9eTLbHMR1Uucjzr4/LPcxy3ym7b5PLV8dfTrwPzRxFtSMtHplqLN3faNljIPhzQWYwF03CDj5evbb3dJQWjvduza0cHNfUGrmI8Q9m/fdyerFPxSvBdDKVh+vzobcGZx6xSP42dyWsWo7WWnnXgPsbLb+vpF8HfMU9lt0l5/KTtm8e1dK2oybzG0eng53FvJNzdjo4216WEjaGgyqZrMHtZa1628tRtLy0GFVodnvZlMUR8ul70eXbx6O08OXtK9GVzS9ram3cvS1zFKNsY6ZgZIphaUhY9jUSdo4Sdpsvb1/J/j5799Nx7HdGK2FSwggZJkEJM/9iDQhWcqEtJO9K7JOw9PJvmJ9UN3nZqFg0yuQvMwyPr9hetbzj2UvS5+y0CCtKT528dGWvL20P3NeNox6yElbioCoklTB9kreX5fGWueImEj9F1+bqajJ8ZlDCCjAkLLLGGBJ2jhJym8/eVe41lh+l+iTs6Z2V1bmrWT5+nLx+8PHqtb3H6i1Vr8pqV0/vrKxe2zv4MP3gzsHgsfg62PLx3q05sZmshIm3bt35+iy/G+RCZzQJMzaoWtDyTWYlbiEkbGl7oKtQ4pdvKWHWNcB/VdhejhaXl6LW+v3dpfmN9cCFxzKqdNf2LEx6sMmudxZb6/cHZ/c3Wou7xme3l/0ztsVeNYaDqvZ9aa1vpwdytNayphR3FnOtOvXygsFwfOuK6OB795LXP30vunz7nnpLqUymNce3rkSXb2/eSN9/99PBPfF1sGXrl3gpSeKtK7e+OsvvhhVrsxufnZm9DRymuJ6dDs5Ov9q87C0tfLV5OTI64JQiio80dIDOD7u73sAdM0drrdbiciv5cVjc8P2CVPx9J9Md/+Ug+bnLfgq+2rwcHEsj7LcWCTv4WIvX6YOduaurHz7IXs++Pn2wo8RISljmW4l+JV8ncvY0p2XvdOTx3i1tb+buvN0gFzpF05FRFEXLO0USFv5luvAvZTGbpua/KlbCWmsP3WlBqwM7i1FrbSPdl5AqfyXMnOxr2eUfyzjTkxM4CbbBlCkb1H9QFbK7FLXW15aj+Y2dtVY6C2ntfW3ZWR+mPltiCvLT97R4nX72bpQZzKfvRerr08/eVd4gJSzTi0S/tI4kF4lQy97pyC9vX9E+ZO7O2w3PUajNvtq8LI4itzP3bghj+/L2Fb2NjtxGf20dReGRGkWL4LVT12j9qGUD0dJaNsbEVDWVsHOUErN8U14Jk3n8oZQwpVDm61rCRNnM+7W3ZZ+EPb2zkpmW2UioG+RCp7ASllShfD4k/hYOyJaUFV/da3G3UMLKVsKEgojOqw4kX+glU+qyUULCsquO3kz3uegKZK2aLywoju2gKkRPRxqH5luUXXS8paIlwxAL83UtYaJs5v3a27JPwo5vXdEyJBsJdcOKtVP5cV/xzHuYdh/ydxq+/nmP1G4kIHxawsQC0GyUqqWQRklY/gAiYecouW6TVVXrLoMN6pawpOCUpLyEOXOU7gc9Lfsk7PGHZolLbYOEEU8qSJheISRKHTuLUWttNzA34cqZM2vprd8MKWGFHSh3I6FvTdiZcc+jXqSvTpRTBkt2ZO0x/3ZCvWX9B1UhcmH+8lLgOxu47laRsKSSlFBewpw5SveDnpZ9Enbvhnk5UduUlzApW/Lj8nW3M3pGMjQXKacRxXG5EpZ3pGJCU+NxuHKVMPun1fd3BZn1lCowBX8iRtpvbdORV1czK6pWCcuXsFDLSBgZNdWnI4WEZdWX0IIw53V3WbrZmith3ktC/i/i4auCUoSQDGWq51bCjOP1S5jYqTrw0lJiXt7qP6gK8d0d6fSw4LP5m6Xq4BRsRpewUMs1SJjhNPbaslOfhIU6owpgujTlNJ42+9m7yUt6/lROR+Yfacm1O251NlyvVWMg9OtBLTfDkoml3E2HgZLqaPutQ8Is+6lRwoItMx1JRo13MDvzEfc3Wu6kobl9AGsyzlYT6RbhSlgWTyUs2SanA9JCSlfCAhJ25rxYthKWfxvp/MaRoThjOKgK0TKXGXZ2v0K0vBP3OMcAACAASURBVHO6u5R3oS0lYZb91ChhwZYnMR0Z7Ezan/c2A3ORdlTnzanGwiMtV7HYTW/syB+f5g+gbIFK2DmK323sgRSY/R9tvzVJmNKa9GZGz7L6ISXM33LlhflIGLHiHcz2pdR4+qhfwkpUwtK7BTO3WNxNnj4lyz+mhAW7rSUsvSoYOzIfEiEtqiYJ8y3VqqESZl/qaj0o3zkMbGM0qI/rvliUHTyoshJm1ISiyLeSfUgJ87dceWF+SQnLu40g2JnTgSp9hR65ZH/WOYpSR/rl7StiBc+9G747PdOfNTmiUu3Wc+KVJSz7GacwNmMJVMLM0pddQq5nv7VMRyb3Lao1W4UlqAprwgItn359cK3KIyqQMGLHN5g981CGS5WWMHlJVnUd/cSpyHx6gv7bvMTjx5IPZiaRdMBTOlraHkrC/DUnzxmouCYsGKm5YzkoOzm3CJi3SoQe1Om9vlpDJZhsli2RmMISVIU1YYGWpfSUeURF6UrYuzd8H0/bD3VmcGbdZJB/ivRmUt1KHKl5gL7bBdSD35IR5dbD9MNK7DHg/tjaPyBlb0MhU5NSD2ud+oX5hMxSPIPZfG6Q8zdpCQlzHrjviVlikeJSnKyHykXSDuwsCmdSzdoPl8+d5rOe9WXsQmqQfRT2pUh5ZPgMmM8Mk7eRjuGg7L0H/gEA3aB4Re00IHbGgQw/DTprGW1SJnRfZKPRQ13cBG38Mwnm91RNSYfHmlHtphI2Y7lo/2wRIZMPg/lCJufB/aRkRpKwrzYvN/UEf0LKZrYl7Kp4ov0MZeLfdTLZIGGEDJVhJSxZwjWGOR1CRsxsSxghsxgGMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZIGGENB8GMyGEkAESRkjzYTATQggZzJaEAQAAAMDoIGEAAAAAE6CyhOV/AGBWYDADAEA8ucsBEgYXFwYzAADESBhA8zCYAQAgRsIAmofBDAAAMRIG0DwMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkDKB5GMwAABAjYQDNw2AGAIAYCQNoHgYzAADESBhA8zCYAQAgRsIAmofBDAAAMRIG0DwMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkbDiev3g26S7ADBMczP1uu93tx3Ecx71O5JC9Z9HrRJ3e2Dp7bhEnO8V3zj2oT/W7bevM9zqhb5LeQ/H3Ku1Hu9v37QMAzhEXTcIebK5e338xSgvP9jfnPjh8VlNrcBEpKWHm5Tzn+t7rBAUtwOGK6RUrh87b1kuVyXaxsHUyWkMj0++2zaNNpMaVsCHadRwsR5jCjqc65Mh2kdUBwGwTdpuTrYXA39Dj3W/K1FbCpIQBDINnMFui0O52O6oSklyF9eXYkYq8ao3D4YpjRunPuv45r0HC6vC48eKTsPQke89wpycsy96i0/N8X2Tz/hpYv9u2v1WyW95+IGUA54iQ24i/Qk+2Fur/bbY+CXtx94PVuatZNo+TVx9srl7fP1ZvqXpVVrt6cfeD1ev7hzfTD+49iI/F18GWn+1vzonNZCVMvLV593mc3w2L8GbeoyvTeX9/YCqoUgnzS1j+hTi8QfiH+WRrQVuT9eNv/SGKhMZZsnWytRCtHIpC28phfLK1sLC1taI/JpqJrL9ntlb0q4cr5hb+DgRfDROe6hUS1unFWrqyF6SE6VPc60Sdnl0Xs6aW292+/W0JelmwGlpyOhMAZgb/5cD8q3ocFlaXhD3Y1OIVP9qbu7p681H2evZ1/GhPiYiUsExZEoNJvk785kVOy97pyGf7m1qAzN15u+E5ikBvfX0o7rxRrnt+eB0PmypGlLChSQxJfZlZy+FKtLB1In/OM7MyzMz4e0D/wbAwvQfb4/TfIMYHDlcyyZK2l+hX8rXeU4kOVKm/iROqvqxSCTMkrN22S1rZFtKb+t12onu9TuTYlGenlnWzPgzg3FFilm/KK2GS45tSwpS+mK9rCRNlM+/X3pZ9Evbi7geZQpmNhLphUW4z9Xph5+0Wnu1v+g4KJoRnMNvFmU4n9QLbD0ovH3ev1idbC9pmMlcRvmN7zeFK0J1i4VuWbol2y9TS1XahUpz6OtSBIvHyna9UqPIkrGolTPzfbNMkUa38lWO20Y28eg0AppVct8l+Wx7D0tp6JSypJCUpL2HOHKX7QU/LPgk7vmmWmtQ2tUiY04eizj8/vH5VTGImYR3b9BAczOIq3tMSlryUUwkrVyFRDmZaixYnU8KsH31zCtF42/CowIymY0ny1gBLAZN35dfppGagA/qdHBdzREacNP1lFQnzKa9Y42Ut0s9byCc61u922u2kVpZMYOp5TKYiAc4hpQpMY1hjW+d0pDaMapWwfAkLtVyDhBmSlK4tC/XW14cyEsb84xQTGv3JhdqoySR1kewra0WRnOUqvjwfrjiVq/RlaxLSKD5lLpRXzkoty5CtsIQditVhlsEVSVjur4O5t2O69y2K8+mVsFD1LKcSFst30hdFU36HNhfid7o9cy1Z2oYzswkA54JyNx16f5Ud737LSZhlPzVKWLDlBqcjQ30o03n/jmAqCIz+1AXEpbbfbUedrncySjqZ6wy+631WCZOC4zOv2G9Geb+KnWwtRCtbxt8SQQkzd19ewsr9LuhXNc/COvv8+SthooGyEhb7XwxOKeo3kq/Un3VVTW+ChgGcM/yXA/uvu/pLYfVJmLKN9EZCz7L6ISXM33LlhfkjSZi3D8VlvGf7m+ImgOOb4RszYQL4B7O4wCYXcGMyKn3ZeEpFtUqYZxGXXgxvrMiyfUysJDPUyJmstOpdIQkz1vrLScVcCQt1wG7QdbBeR61rT0tapszoP5V42GpJCcu5WdLZUH17RdlLPrxCfFa9nB0Mi8UAZpqADOX+7jrG/WrKrgl7tCfXSxWWoCqsCQu0nE0mln1ExUhrwvx9KLWgTfQHA5syfIPZvmjr++cMCctWKkXtbk+JWMm75sxbF1P78U7iOTcwpu/KdVmeR40FfnGzC+nmAyzknZj5EhbsgLO+zDmzwlfSP1rnWlSaCshdE+Zr0+qFB3tDW6w8L4VKdgAwW5R6WOvUL8wHmCX8d0faCqb+LMxA18fc9/Ku7Cn566ockapA/SsWxobvqbdl60kFlTDDtEw5KlEJ8/xZfXu9lbYqPQeAqeSi/bNFAJNnkoNZPoLLfnn437bUnZcAAFCe2ZYw90EMJCe1ffdgNCb+G4X7uIeR/Gs81XIAgHPPbEsYwCzCYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAAAxEgbQPAxmAACIkTCA5mEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAAAxEgbQPAxmAACIkTCA5mEwAwBAPFsSBgAAAACjU1nCBmenhJyDMJgJIYQMJnc5QMLIxQ2DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJI6T5MJgJIYQMkDBCmg+DmRBCyAAJGy5fPz2eeB/OX1cvToKD+Wit1Vp7eHY6ODvdXYoc5jeOfJ/aWYyWtit14OH6fGv9vnzFtzsP1qcGZ6eDs+3lKFreKb/37eVocTfZY3awo2V72d+xcseV9eHh+rw6jdn5ub/Ryj3/R2stZ9fpHs3vyO6S3Oz+RivvjOmNxXgw47awvRwaHulRiHeDzXpH4/ayczj28ea3trNonZDdpUoDxtea7zu4uxQtr6+1osXdbGN3nOfs/eH6fOEgIaT2XDQJO/h49dre01FaON67NbdycFxTa748/vDq6ocPamhq/F0lQ6WkhJnXj5yrbNhCjtZa5tUkufx4L05D5+H6fJWrlDiQ6vroZncpilrzrcDJKbjeZyfcewFurW8L19HdFhun13upevrEurrgJ1PSIvSBHBmqETqTqk37DFSTMHPAlDyopW099px9jSphS9uDs9PdpeTbsb0sJWwn6aE6Ofc3Wh4hDkqYdzTmna4vb19Jj/jK5pcjjmRyMRN2Gz26onc/Hcd+Z7QSJs1mPBmLhJEpimcwW7bUWttIJez+Riu72HgkIEi+Y/kkLG3f23h6bUsuUeUuw+l1zrFAX1+HLzMo/wuJoHXFtS+0pmd4K2F+CcsrdHlStRKmz17aPf0R+xu0tO1U7IxTKs9A2vOk2aO1VhRoM4Q66pA9u68bBpOew6RLQ5ZCdxajpcXl1trG0vzG+mJrfc2WMPsj6ifIPySMsVFtiH55+4q6On76Hh5GhkrIbT57V42uL29fqX901SdhT++srM5dzfLx4+T1g49Xr+09Vm+pIlBWEHp6Z2X12t7Bh+kHdw4Gj8XXwZaP927Nic1keUm8devO12f53XBz8LHa5kBJ2MHH+oiknB3v3VKdV4fTWFfJqKlSCfNLWHXHShOe5RQSllYakmtVdvmXElZw7RSS4aki2BfFofNwfV7UPE53lzyzZqI64lxY1+/bEma9G5iOHELCSmR7uUiBPFXMncVoaTvHLAeGc2TfF7WBUTTyjUb33TJWLX8HkJ3JRo4cWpXPm6iELe/cH5xtL7cWl50+hR03aMCVK2HHt65El28fZ3+8dyO6cuurkUc1uWjxXw7M0fXV5uXaR1ddEmZoyoOdOakvqp70YEfZhpSwzLcS/Uq+TuTsaU7L3jm+471b2t7M3Xm7YcVqc66EhFn+1FhXSQ0ZUcJGj5AG1WyVSlhdEua9zJc+hFQgjtbUXKRbXBlXJcw0syIJC52QdHlc+nq2d18lzDgEQ8Lcqdj0U3Z5bHkn251vntHnoLp7utBY4luWng1LfFtru9m+xDdFnIGSCa4Js+xKHb71UxM0v8qVMMu6jm9diW58NtRgJhc5JWb5prwSJvO4sIZkSJgom3m/9rbsM5und1aMCUTVSKgbocZLHkXuPONYu0rqiGcw25eWxeUldSG0JKy4ZJK0EFhplL6eJ2H5lbCz00HBGiZxWbULJ4u74mKpaldlp8OSriZtqs4ICcua0n/cXUrkI9DaTnElLHc6MhXK0HlWXfJUhtJF/dsPj7wDwEc28WpVwgaWa0pLFnOO+vUit9u1x17B/Kk8dZ7bFBxJGmlNmG7ZY1dOKcv91aXgPoPysYsTVmGMkHLJdZtsWdgYiqz1SpiayyusIZnTkdYcpftBT8s+s3n8oVk3UtuUMpuvD64ZH9eelCdhjik20VVSS4KDWYiOuBAml/OC29/yr5HmpdEszJjtl5SwsrFmo6QCDlcGM5XL/4q4YbPkwvzBkGvCtITp+xnNg7KkMNnj7vp8FJgyMzosz17oHgLdk6wP4julNm6t3/fcdOldem9UYaPlHc96O7sPwcqo0t/FXXFm1DEOY2OhSlii5nZPnJ+ancWotbjccm5rKIPZOBJGakmpAtO9G1HdddY6pyOvrmaqUa0Sli9hoZZrMJuvD66p9VtXdw5GlrAxdnXiA/RcJvRTl1zb1JRNOqfTms+eFBBaX5wvYe6Mj2jKK2EOQyzMd4VASdjD9floaW2Y9UDeeCTMPUvO0nVVVKv+iIq86cgj+xEJ9nSh3xXEW0Wn1FsJy4bB/MaRfHF7ubW2ka2Cd9zOGDa+QuDpw/X51tJizun1nVjj8JfXs5sA3GVqxfPaebErYTuL0dK2Ux7Lhno225t8p4rvDi7zGwLTkaSOlLvp8MvbV6L37tW83zokzFKKGiUs2PK0TEcarzfWVVJHAj916UVRLDC/v9GK0suYvbF0soBhnJ0OxDVbi4I9XeWvhFm9Cj0EQUxrei5aRmtyOiyKtCiMuNYtT8LU+jPLU8W1OVsq7pOeNdE33U9x1En74klp8uKdnjGxr7Rd8d1Mtk+8tjUfuPAb5zYsYafWi0k/w/cMGhLsq4SZD0JTh2bLYuDkJ9uHVrXn3xMQTmDmNzRKt5ej+Y31RTGRrUa7u3frlxNrNDhHYVkXC/PJUPFfDuzS16fvRVMrYcoV0jsEPcvqh5Qwf8uVV7uXMBv5cblAXr6e3NIYkLDmukpqiH8wi8tScuFMp4H0ZcxeG16iEpY+RSmrcyzuWs9W1TstkiHP9X7bdBSzApQ9OsGotYjOhObvKidHwnTjxZUw47R7bkEIL5CSPuE5HOUB5p2JanvvOv3g18USpk/+krwV0TotRbO00fzGUXrS9JIyz3y0e2IzZdlZ9Bxvdp5tp8mkp0JxNGk5Ofn6O2UN42Q+VI1w52kd1nnL+z66CT+iIqsWj770jZz7BH4nN0tfY1D82taEPdiRC6EK6zoV1oQFWs4mE8s+96Gk2aiPy0dUnBqPrnisilj2mrBmu0pGjW8w25d24+4/fYFZ3D1L/oqf39hR9aTcu+7FtS39o7z2GFevIqwPRlZtyXlaRGon+jqd1vnSFULW3NmwCUuYuXjLd4rMB3EpA1ATpv7imXF5NqU2JGFHgQ1CpaxwDSawJswYOVJl7IlIT1HH+5ixbAF7dnpT+Qs97CPnu2NqrldNKiwTPFprZdOO6aFZA8ByYjG83ZWR5uK5+eWl7Hebsr8beB/WKspyPGqfFKXUw1qnfmE+IbMU/92RtuLIQoi44pqXnPBdij4v0VcFfd0tW3vIeugxObNB6VvW5dYogWTFj1GrBUEJy3kgmT6l9lyt+x0xpxGt5UT2BwslzHei7O+j+7xT0VV/JcyYPjM6oJ+MGuWsoPecH7NcGhhRgRForz8r/F6XrYTpdW9y8tQdZq5v+VpOPcy88yD820h5o6ISRkrnov2zRYRMPgxmQgghg1mXMH2PIRlPJj5Az2WQMEIIIYNZlzBCZjEMZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAyQMIIaT4MZkIIIQMkjJDmw2AmhBAymC0JAwAAAIDRqSxh+R8AmBUYzAAAEE/ucoCEwcWFwQwAADESBtA8DGYAAIiRMIDmYTADAECMhAE0D4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkDaB4GMwAAxEgYQPMwmAEAIEbCAJqHwQwAADESBtA8DGYAAIiRMIDmYTADAECMhAE0D4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkbjucvns1EmxPknB1OvQQHc7/bbnf7cRzHca8TOWTvWfQ6UadXqQNiP7qNMqhP9btta6e9jts/dz/hVz1HFRUdl+iFb/e6IdFOumG/2w59oEzHvGel14k6XePEeA819P3qd9vFJx4AzhUXTcIebK5e338xSgvP9jfnPjh8VlNro7RZ197j+Pjm1dW5q6uqDyMyjlN0rigpYeaFN2wZca8Tuko71/Xk6l9Og3LwOpjPLLINcyUv+WAZD7R2UULCnJ7qDYf0sOxIe53kw9n/1TuG9fW7bbvbeRIWeiPQz8OVaGHrJD7ZWogWtk6qHkk1mtwXwIUh7DYnWwvZ33wrhw3uN2VqK2HSMKa5zQo82pu7uvegvvYmfDjTj2cwW7bU7nZTV1AXYFMeisiXC99VXVSIvO6j1MHeotPzdEk37+4r4BTaTSyhsqWlhK2p7VNDEn7T77bb3Z7ob1UP63WiTqfT7nbFf4aE2djHW2MlDAkDmHFCbnO4otxrLD909UnYi7sfrM5dzbJ5nLz6YHP1+v6xeksVY7LCzIu7H6xe3z9MK0BX9x6oapDWEU/Lz/Y358Rmsswj3tq8+zzO74Yk0GZxD9Xec/byYFO9eHjz6urNR87uH+2pY7z5KH6wqc9hUiFLPhLehTpL6VGP4xSdN6pUwvwSVt2xUsKznELC0kJP8n9Ry/KU0XqdqNOzSzihSbgiX4o6nXy/8umoK25uT3udqNMzOlBx/tY6kKwS1un1k/93HH0K7yCv4DVkJSw+XFG/KovfnuVf2+LlSPxeXby1etmzLwAYFf/lwPSucVhYXRJmSMOjvTkhDerr+NGeuupLxclsJpGb5OtEfV7ktOyda3u2v6ntzdydtxsWvjZL9VB3NXCwWbOpKnkkLDYqYTkSFtyF0tPsEMZxis4VI0rY6JjG4kiYV5SCEtZu27N66RZZU2GJNLSjSiWslITpQylViKpw8rxuaEuU2r1bCAzPnObrp8PJ1sLKYRzHJ1srWyex9Xe1+IP4pTr5Q/In+bL+OtCIvS8AqIESs3xTXgmTmNIQrOhkiiPKZt6vvS2HhEn6jWok1A2LoITl9tCQMM9ejm9KoXl+eH1ECfPvwtPmOE7RucIzmO0re6eTSoUtSaXX0IdWYqWv50lY1UpYbJmNlCgpkcF+Gk35Nh1KwrIOdJx7ENptqTtDuq1eC6b25Cz/8rlzmTsOhsRwrTj5u9tTtVKb2dtXaQQA6iDXbbKa9BhWANQrYWrSba6KhDlzlO4HPS37DMPUHbHNiBKW38MCCXt+eN1Y6RX2m6El7PnhdV/hahyn6FwRHMxCH3pawtS69ZAtBOex1NtOpUqskDLbLyVhPkESBR5pQU4lr9eJ/LWj0hWqKmvCtIKZ3R5tOtIiOZpkB/b3yHuDRafTdtbql6FAF80pxxTxt/fhin5ZF73kn0s0AgB1UqrA5P19acz7rTAdqW/rq1YJK1Qcb8s1GMbzw+tqqdnVvQcNS5izdySsaUKjX17G04t3UrbJvgrMquVLmCs3oimvhHmdJr8SFst3vBKWbZ48xcFViqQnYRvxFdqKKmGiNbMT/gnEatiVsHThmVv3yqaVM7dtd/uFy/qG6lp40iLVL9/kpHibhfcAjVPupsP6C9I1SZh1aa9RwoItNzkdOZKEMR05tQRGf3rdFU846HfbUafrvWBbU37BkolnTZn9UX8lzOpVGQmLPS+qrZNOprdS6pqYLIR5+pf+2V4jVk7CQhN/6m6CIZ9Q4RNE5zTJznazIzBOt/fESTsOfU+DhH5dztbU526W2dcYfucGgBD+y4H9Y1j/j2V9Eqau2ena81wvqSRh/pYrrzqfmITZzZZZmC8PJLmZsVBq09dF4W0cp+hc4R/MQr6SK3Q6waelx35KRYlKmHhEQ2oLxlOsxJ+KFv6XlzB7kjE5Bs8yMbmtuftse68pVVsTlh2lpXFOs5lclS8/JceRnMGgQibNaik0HiBm7stYUzZcke5ka8G8n1Hd0GjfPel9Xa3A9zViU/2EAYBDQIbM0pf1e9QY96spuyYs8ISFGtaEhZ7dkE7nlX3+QinD8LRZg4TF9iMqAjcems8JEx85VuWr8C70gzz0oY3jFJ0nfIPZvujqKo4hYZmwRNmzrrKndOU/eUoWo+zd6MaLyF0T5mlTb1l4obbURe7D1365nrpHnH203W6btSlRyCqqOPW77WzaMf2GGIppupbxzfNMwJo9TZ91kfs9LUKu6dJ/bYvlYCuHQr7cZWI5jVhnoewJA4AwpR7WOvUL86EE9qosmBj+uyNtBXPMIVLzXkYlKoDv0miX0kLb+SiohBlqZm3oXWdm9DRpRh+MW0sSDZet2UmPcf3TEtSyhR09l6r6kLvoTu/M1+fUw0b5nk4MKmEANXDR/tmii8TxzatmFYqn2E8JDGYAAIhnXcL0XX7kfKW2gTaVIGEAABDPuoQBzCIMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkDKB5GMwAABAjYQDNw2AGAIAYCQNoHgYzAADESBhA8zCYAQAgRsIAmofBDAAAMRIG0DwMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkDKB5GMwAABAjYQDNw2AGAIAYCQNoHgYzAADESBhA8zCYAQAgni0JAwAAAIDRqSxhg7NTQs5BGMyEEEIGk7scIGHk4obBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSBghzYfBTAghZICEEdJ8GMyEEEIGSNhw+frp8cT7QGY3wcF8tNZqrT08Ox2cne4uRQ7zG0e+T+0sRkvblTrwcH2+tX5fvuLbnQfxqe3laH5jfTG8aXogwRyttaLF3fSP9zdaFfbu9n9wtNYKnZ8yOVpz9p/27eH6fGt9bVk27jvhni6pjYOowyeEXNBcNAk7+Hj12t7TUVo43rs1t3JwXFNrvjz+8Orqhw/GexRkkikpYeZFfXs5KBnby1HkNwDHLZZ3Tgc5xlA+O4shzXq4Pp86irV3S1wMCVO5v9FKO2m3JrK7ZGxTwxFlZ/7h+vzyTtINKWH3LcnbXbItM0/C/CdqezkoYV/evpKesyubX470bSKETHfCbqP/Hoje/XQc+53RSpiUsPEECTvv8Qxmy1daaxuphN3faCXXfi1hD9fnyxeNvPEZQ9q+t/HlHav8Y6uS1biQMK0y9UmYOiei86no3N9oFRy7P0drrdbicmtxY31+eX2ttbRmS5jzEUsE66uEfXn7ivo799P38DBCznVCbvPZu+rvgS9vX6n/74H6JOzpnZXVuatZPn6cvH7w8eq1vcfqLaUsmb48vbOyem3v4MP0gzsHg8fi62DLx3u35sRmUobEW7fufH2W3w03G1X8CgAAIABJREFUBx+rbQ6khIWbfRo8/Ac74ijOTr8+uCb/SCaeKpUwv4RVd6w04VlOIWFL2wMtGZkVSQnbWRSfMtzxYZ6ErQXmHKWLFEiY7YittYdnp7tLwsmGm5eUlbD1+w/P7m+0Fpedc5Vz2p3KZZaqlbDjW1eiy7ePsz/euxFdufXVpEcsIWRM8V8OzL8Hvtq8XPvfA3VJ2MHHWrxOH+zMZfqSOE2qMg92lMFICctMJdGv5OtEzp7mtOydjjzeu6W9x9ydtxtWrDa9+zr9+uCafRShTj62NU5tQ6YhI0rY6BHGoJotXwlL1m+pT2UmkdnG2Cth6iwlXTpaW15atO2ucEWae+YDamjZlbJYqxC4u+TMt6rTEsQnYZZ1Hd+6Et34bHJjlRAy1pSY5ZvySpiMlg/DTszXtYSJspn3a2/LPgl7emfFmEBUjYS6EWrc/KO9vdKpwHSk9/DtvpHJxzOY7Uv14nJ67bclyS4+5V7gfXWv9PU8CcuthD1cn4+WFpfLSphgadsoC1mKVor5jaPTwc5i0nlZXXPWzwVnS/OTrQnTcZd/+WZj72+0qpufL/avvFZhjBByvpLrNtmysDGUw+uVMDWXN1dFwpw5SveDnpZ9Evb4Q7PEpbYpJWGixHU6ONPa9PXBtatiqjFJ1qyUMLeTekaSucgpTHAwiym/XS1hiankVMLyVmgNPLOTYnttQmUlbHdpcddQt2qVMO1/wUqYcZhuJUwtxnKX5w+fYCUsUV6rn84JP1prRYvLS+Y3yNNmUJfVp5AwQi5UShWY7t2I6q6I1zkdmalJ1UpYvoSFWq5Bwgy72jnIkzD/9KUxHenrpGqEuchpTOinLikIJY6SysrOYtSab7XWHjoSJhQkX8LctUeiKa+EOTgL8wNluVLTkZlm+SXMPkxHwtStoNlx+eb7hpYzuxJ2tNZqre3a5TF1wtMbAtJOFj8rpMScMtORhFyklLvp8MvbV6L37tW83zokzLKfGiUs2PIEpyNl+z75c5eCHTAXOY0J/NSll3axuuj+RitaXtcLxUTk5dx9yJa+0qsymC5B+ecE7UqY1auwhNkiNdKaMOfFwN2RURRlZ8lRnyEqZD71nN84yk7akfUtyL4vUaZi6dlwb9s8NRXZnUp2zoBlXSzMJ+Rcx385sEtfn74XTa2EGbUfdQdiHRLmb7nywvxiCTM+bi/M15r1+ENxdJmE+Tt5OlD1NuYipy/+wbyzKBeDL++cPlyfj1prD7UB2E+pKFEJE6Wa9JJvrpfSOy0q0vglzJMRnhPmecCE9zlhWfUrXSIWlrBM1yqs1tpejhZ3k1ssd1QPrTMsb00w++zeC6nvJC1xks9O8x5RkZ3PUZ/xRgiZmgR+JzdLX2P4Zay2NWEPduRyqMISVIU1YYGWpdyUeURFGQmTHw8/osLX4VAnB2fWzQdkiuIbzLZI7S5lZRJDwtQEXKIIidkEJUwVePRKdkuGtDSUWO8/jISVr4RtL7ui5vvgw/V5rV/R4m7OdGR6dAVr5tK9Z9OOWe3QtFXjyReq/nd/o2X32VjIv7MYRdHy0mIUWbdZ5Mf/sFZdluNR+4Scl5R6WOvUL8wnvnBf5LTGf3ek5Ub6Qiv0aGnb8+h2P76LvVYuPYNZtqxSVAkTM3q5niHLY0aDYY/0W2Pg1A1VCUs/crTWyppyn7XmvUXAuwgs9TDjm5jz7zKVNioqYYScu1y0f7boAuXrg2vjfbI/GTYMZkIIIYNZlzD3CQ4klIkPNaKChBFCCBnMuoQRMothMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQARJGSPNhMBNCCBkgYYQ0HwYzIYSQwWxJGAAAAACMTmUJy/8AwKzAYAYAgHhylwMkDC4uDGYAAIiRMIDmYTADAECMhAE0D4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkDaB4GMwAAxEgYQPMwmAEAIEbCAJqHwQwAADESBtA8DGYAAIiRMIDmYTADAECMhAE0D4MZAABiJAygeRjMAAAQI2EAzcNgBgCAGAkDaB4GMwAAxEgYQPMwmAEAIEbChuP5i2cz0fhY+zkOZq7DwxEczP1uu93tx3Ecx71O5JC9Z9HrRJ1epQ6I/eg2ypB+yr/HfrftvuzuSm/sHFSvYx2jt8lqWxb20Oxmdmj2/4dBHaMmbavfbbe7XeMYfDsKnbzcb9fQ3QWA5rloEvZgc/X6/otRWni2vzn3weGzmlqzeiUbH5Fx9HOs1Hjs005JCTOvv84LxluB9xwNSK7QwYt7WbwN5EuY6w3tbs8ng7lWFnrdf0SW2OQfdrJxrxN1evpz/W57eKnJ9pc1ohtL3+l32+I43G9jnoQF3yjq78nWQrRyWP1oAGAMhN3mZGsh+8tyDD+xs1sJG6srjEnCZoKZ6/DweAazZUu6TCIlJr3uegosoZJVAN/FPW3f23inZ1/edQuBoky72zea6vS0ciQf9pel+v2+3InnQKwdtrt9TyeyhmUTgZ52eoFTmna5/Gn1neZOp93pdvV/hoQ5lLXGoSth6V/rSBjAlBBym8MV9YN6srUQLWydNLNfRWkJe3H3g9W5q1k2j5NXH2yuXt8/Vm+pOlBWE3px94PV6/uHN9MP7j2Ij8XXwZaf7W/Oic1khUm8tXn3eZzfDYukHavxUJvP9jdVz9WxNNNPsS/92Zw21bcjjo9vXl29+Si4L/fYzzNVKmF+CavuWCnhWU4hYcY8XPaCmJ8zLvimHGabqP1nfcnXBt+7nY77om2DSet2XcjxxfRjrp+4hTfDYsTbwxQPZSWs2+/H/W7bc1D5xbn6KmGpfy2srFAJA5ga/JcD07vGYWF1SZhxpX+0Nyeu9Orr+NGekgMpYdn1PtGv5OtEzl7ktOyd5nu2v6ntwdydtxvuUbjTkUZl6Pnh9eyzz/Y3g64z/n5qyZP9DLUZkDDvvi52JSyhnISNjmhLfVmtEmbYlS1hgUNSf+wlFSJbihx3ioyKluixIWHtgobs10Q35TntdaK0ApmZUb/baXv3WpbwmjCv/EWOJXrF0fiAV2n9vTnZ2jpM/o+EAUwNJWb5prwSJjGv9MEyTCZhomzm/drbsk9uXtz9ILMKs5FQNyx8EmZv/Gx/0xWgZvvpfb1ym6HXL7aE2VfVTqcTmY4jvyhDVv0JvJ4nYbmVsDiOxYSispaQCKTbtLt9vebJXiemzcQoQnW6XvNyK2GW6tky2OvYdTLzyORraeupPnV62WdHUmB3YZlvFZ/rsP1uu+oMaAmQMIApItdtsmVhtStY3RKWFFeSlJcwZ47S/aCnZZ/cHN90p+c+OHw2ioQ9P7x+VUwyJvng8JmwsfwzUH8/RTVOULlNJCw8mE3VyCRM2UHoelxwZ6Azkya211+WlzCtdpnQdTptV4zEpp1uzjI29UGpjEkL3jKgb01YLD3KPF57YZlZYSs6j2lbwzlYsBJmT3v6997vtqNOp+N+78oQHg9IGMAUUarAJBaINbbfCtORmZ1UrYTlS1io5RrkxhAsY82WKWH+OUFLwprrJxJWF6HRn1xgDe3odaJ22+sBQtjyJcydSDOXOrkS5r2i6zVhWQ2s120ny7mMZVnGvJ+8AdJ6w6lwGV0xHNE8Pl8lzHjHeNE++l4nuSvTmcC0EXOs7bbvBoHy2JWw7MS4dS99htWfi+dBKxoiEgYwRZS76bD+H9uaJMwygBolLNjypKYjFaaENdlPpiNrIjD69VXXcJCud0m4tfjdbxCxt5hkf9RfCbN65ZuOlG/rzoeeshCaRrVrf+aukk9ZC6gCEua+aL8vJ18DCmSfIe/UYSl8Pit02u5b9s2OrLsbQscoT1zpMliMhAFMFf7LgV36qr8UVp+EKQNIb9zzLKsfUsL8LVde8D6khFkL8I9vyg7422yin+lmzw+vG7dwetqUryc3PyJhKf7BLORLL0zKqk6WPTmr1kPXXVFVSa/O5mJvYzFUrmr4JcyRAbsf/bKVMNfr9IFaS7wKJEzqi/ykaVPm8fZ7PflIDfMEWT3ItqtgZr1OWtDL6of2capmdc9DXXUOZbRK2BBHAwC1EZAh8+f0cGVq745M7gdUa6HKlGHKrgkLtJxN0pV99EMlCZONm22aO5Jrwhrsp3wchn3TgNNmLFaqJc+kyJcw69jPM77B7K4mj/T6cUtjkktwT4lYUMKUVuhLu2s0BYUqb4Glbz9sVN5baNd3ylTCpHVkH1Erp0zlDKwJc8+kszjNPkdWjStbwNbJDqKnjqYvlsiHSoYeep1s2lEek3EaDZfScube72ktitO9HE3CKhwNANRPqYe1Tv3CfIBZwn93pK1gvgXrnZ5bJAnguy7bpbQqFZDQ3ZF9KSjZm1GUVn6Eu3kXN6Uv6v+lfeo5NwYqjfJXwtxV/cYn8+5pSJa0ufLoecUoKxadOb1ETdT1rA+58mNqmnMUxtu+CU9HmAugEgYwSS7aP1sEMHkYzAAAEM+6hLkPcSDnILWNsmkFCQMAgHjWJQxgFmEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAAAxEgbQPAxmAACIkTCA5mEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACCeLQkDAAAAgNGpLGGDs1NCzkEYzIQQQgaTuxwgYeTihsFMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZI2HD5+unxxPtwvjt8vhMczEdrrdbaw7PTwdnp7lLkML9x5PvUzmK0tF2pAw/X51vr9+Urvt15UJ/K2153Znu5SpuyM+6L+hSV6mngXOWek6I2F3fVCc++TerkWydkeed0cHZ/oyW7sb1s9Or+RivZzI21pe87rjqQf9LEiPKfRvmu0+zD9fmqQ0vk/obzrUqP92it1VrbMDq8vaxOb2HnfS3nDCdCpjkXTcIOPl69tvd0lBaO927NrRwc19SaL48/vLr64YPa2h9/h0nFlJQw83KSc2HeXg5dexxlSa6CroRVTdCTco3w4fp85F5rPYdTXqHub7Tque4WnZPMEnYWPVf+pW1xQoRdHa215PEerbXSQ8vtts+xAhvofRVImNvt1tquz8XlK3k2XOpbM79xdDo4WmstbSdnWErYQ+sk7Cza6pwrYV5/DX4T792Irtz66uzL21eiK5tfjj5ahs2n70WXbx9PT3/I5BN2my9vX8l+Wt/9dBz7ndFKmHSa8URL2Ix0mFSMZzBbtqTrBKqaotWkRM2m4Nrpu1al7XsbX96x7apcJUxESUBrbXd93nO5LTykKPIJ3NgkzDYhUaoJVMI8EpYVk/K+ZSFJ8n4X7A6YEtbK9rK0bZWLlndOH67PJ59KjtRf5Tq6rw9ZK+Nwub/Rml9eml9eX2strW20FjdsCfMNEtmlGith0yI9SBixE3Kbz95V7jWWcVKfhD29s7I6dzXLx4+T1w8+Xr2291i9pco/WSno6Z2V1Wt7Bx+mH9w5GDwWXwdbPt67NSc2k4Ul8datO1+f5XfDzcHHapsDtxJ2vHdL9Va94u5O9Dl9cXwdJsOnSiXML2HVHStNeJZTSFhmFdmcml/CSlbCUv9QqiHswXfJzJmk86ZuCfPq4NK2LWH2u97pyEC8xcKC6pc6LcYM7/KOpSPzG0dm+9mIypdm37uLy+6L1aYmZSVs7eHR6cP1+eUlT0EueNTBczJ0Jez0s3ej9+6dpjJ071ZWaLh8+1htLMoPV259pV+8fHvzRrrxvVtXIvXHKHr308E98XXykWPVeBRFyU5PHQlT/SEXN/7LwfGtK2JYfrV5WYzG2vZbi4QdfKzF6/TBzpzQF/X16YMd5RlSwjLfSvQr+TqRs6c5LXtn9473bml7M3fn7YYVq805n4TJzxrFra8PrsndKVnMNhhHh8lIGVHCRo9QKNVs/ZWwpKnc8tLp7pJxGVbVGv3Hggv//Y1WWgGqom6e1F8Jy1zNni5UZ1JWespKmNw4NbBg+2dOMelorZXMQi4ttuwzZq7KSmRUfCurm254TZh1sEpqre/1zmJg8rp6Jez41pV3Px2cnX61eeP28eng7NP3oiiKbnx2djpISg7pFe7L21e0SNmvq6tgIljJZol+JV/rC+en72nxOv3sXbWvTMLs/pCLmxKzfFNeCZMxVlNphfKssnp6Z8Uom3m/9rbsc5qnd1aMCUTVSKgbocYDvbWmFO12jvduzX38ONT+GDpMRotnMNuzUYvL6TXVlqSSq92Tq5e3wrFbKGElKmFjiTP/VVLCoqXtVBpsbSpHtmKptb4durov7xRXwnzTkZ41W/qgvBLmzEsa3wVr4/z2z9QS+PmNI+27yqjS4ZFubEjY7lK0vG78SjC842ZrwszRbv9G4X6vH7rT1rXFkKTBvRupJB3fupKZmbmZeRU8vnXFKG55vxZR7SsJq/+IyKwm122yumzdZbBB3RKm5vLmqkiYM0fpftDTss9pHn9oVozUNqWcRpSyTgdn0pAMCVPtfH1w7aruVZqVg2O7HbsztXWYjJjgYBais6slLLk05lTCCqbwnDKGd+V4WQkrsyJNXNrzihaRc7dg1Fp7GJYn3zEa05GJVQynC2UX5p9VWhNmSJIHr4RpF1EfryZhwrCjKIqW13OW3Cnxkqdd3T0wShU2WAnzfpscCbu/0YqWlxZHvI03kICEZbOE2WbKvb68fUVsb0wVSa+yJCyptyUgYcSfUgUm7fF17re26chEQQZnVSth+RIWarkGpzEsaudgGAnzzRIiYbOS0E+dnL9Lr6k7i1FrvpWqiXEhFMWJfAlzb/4XTXklzKGgEpY3lVb2QQzpxbXyIxKcNWHDLie360O2OhRLmGsb3sPXuhaqhA0tYUuLLUuhdtQudP9NS8sOyhgJesv0roJRiqB2JSzrmFv3Ss9ktpIsWtz1PrrC/amp3L1xS1iqX2nxjEoYCafcTYfmCKxpv3VImCUTNUpYsOWJTUdWbicN05FTl8BPXXpB3V0yykhyVkhEGoxbctAWIt1CrxlSDYYrYVavPHeuhabnosinEW7EISSND/OcqtoW5iupNe85kCviF3dDhcClNW/1yzl8Ve1zOlB9OnJjKUrmT91u+2Y8Q/VF1yyl9ySfGmpO0HeLQ/Z7RbKgzZ16Xksnl/2FPd/p8n1HSoyHYaYjK0iYJXNIGAnHfzmwS1+Bme7R9luThClLSG8M9CyrH1LC/C1XXudewmnkx4ML88UkqblO//GH7lF/fXAta3AcHSYjxT+YxTLkRAjSVerGddR4SkWJStj2crYMKLvibi9bDzsonu7MtrQW5pdaVF7lkaSTlDDdmeJKmDID1WHjeWABCTtaa+X4gb8S5j2NqU5l9214JMxXbCuohOkX5bGkImXUorKxVMHMdpfSGzmlNVrfXFkGNu/PcEfmfeVq5QaJm4CE5S7MryZh6gqa3iapFuz7JSwbdYVP0SPnLYHfyc0hZ9do69lvLdORyX2Las1WYUWnwpqwQMvZZGLZJz6UdBr18dAjKqzbBcTu5IMk9GM19I7G02EyfHyD2ZaV3aXsb2T3Opqsa95R96/l3bEvawPpH+UVy6h/FCHWq2WPMMieiZArYWGmRsLErgNP39C+IkqVsijlFs/UlbWEr1R5RIU1TpxvvWl+ZSphcg7XfKpF+stAJBXQWzH1ZHcpm3aUbZpVUimOWs4sFzEW8ifVxMXlVtr5WiXsNPyIimprwj57V53hG58Z05Q+CcvEd7Sn45KZTKmHtU79wnxCZin+uyMtN/KumE5vA3SWUhX6jWrWfExXVP6feZGLn+TNd6H9yxnVKpWwjbyV1+N6WGv47j8hkeq+BOuS7xGdzJWTLQsexJpt7JMwMdcWqJEEnuCve+67+VF8C9Jrv3ymRnqXqHurqXFnRpFZpod/f6Ml6mrWMVr/ooA98q3X5zeO3Ifs+5k5laESdmFz0f7ZIkImHwYzIYSQwaxLmPukBjKOTHyYnrMgYYQQQgazLmGEzGIYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgZIGCHNh8FMCCFkgIQR0nwYzIQQQgazJWEAAAAAMDqVJSz/AwCzAoMZAADiyV0OkDC4uDCYAQAgRsIAmofBDAAAMRIG0DwMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkDKB5GMwAABAjYQDNw2AGAIAYCQNoHgYzAADESBhA8zCYAQAgRsIAmofBDAAAMRIG0DwMZgAAiJEwgOZhMAMAQIyEATQPgxkAAGIkDKB5GMwAABAjYcPx/MWzSXehBsocxfk40mkjOJj73Xa724/jOI57ncghe8+i14k6vUodEPvRbZRBfSpve92ZUq22u/047nfbJTZ1DrPfbecduzzO0B7Mj2cNenues6fke9Dvtp3vkt1Fp2Xxpvl96XfbufssxD0IMbo6XaNj7pCIwyMr77sVGKQA4OWiSdiDzdXr+y9GaeHZ/ubcB4fPamotn/G1L49ilG1gGEpKmHk5c14w3gq851wtk2uq94pbiWBvco2wklb0OoXbFjhYqS0q7jL8yeyD6kufyHV6Od/Hfrfd7nZL6W2lTvU6yR6z/6t3jOP1fHPyJCz0hvfgDleiha2T+GRrIVrYOql0EFVIdzPs58bdPQAPYbc52VrIfvRXDhvcb8rUVsKaVBMk7HziGcyWLbW73Y4qEWVX0OziXaZqlO9Yvmtl2r638fSCLa675SphZvNZz3qeelHgE56mqtbsyhYKywpipf1r2VEt55an6i0j9TpRp9Npd7viP0PCbOxxUVslbMotZ8q7B+eakNscrij3GsvIrE/CXtz9YHXuapbN4+TVB5ur1/eP1VtKZTKteXH3g9Xr+4c30w/uPYiPxdfBlp/tb86JzaQkibc27z6P87thYW1285F8/UXwMB/tid7G8fPD6/KPxutGB6yjKHOkoQOEYahSCfNLWHXHSgnPcgoJS8snyf/FBJ0pYSUrYekFO2CSRiNmvwvLUhWkJddbjaMbskjo7Yu7105Pt299pN9tR/odfy+rdyqrhHV6/eT/HedE5Bcua62ExYcryWXlZGthYWtrJYqiKFrYOhGXm1hefA5XooWtQ1UOUJeh3NdPcjZIW09f3Mp2ZHcPoDn8lwPTu8ZhYXVJ2INNLV7xoz1lMA82hc082lPeICUs04tEv7SOJKYSatk7Hflsf1P7kLk7bzc8R6E2e354XRxFbmeObwpje7a/qbfRyG3019ZRFB6pURV7fngdDxuFESVsdERb6sv6K2FJU3ZpxZlk1a9UkjDrbc/pUYdirrrKO41Jo2FlU6fKPl5rNZ/VbyW0/V5owrnX0efKK7LDSZi3/3Z76ng9y9m8J6tyJexkayGVr5WtkzidZ9EXlRwJi9Q7hyvqIzmvKwkLfjD9Mp3qyZzQ6B5Ac5SY5ZvySphES4YhFubrWsJE2cz7tbdln4S9uPuBliHZSKgbFtZO5cd9xTPvYdp9yN9peKrRe6R2IwHhg3J4BrN9vex00ku0LUml58NCy8vT1/MkrEQlbCy4Eha8vDumU640p47OV7IJOYdz5OKFrEGtNboj3m+UMU0q73NodzrtvA+OcPL1WjBxpE6D7hnsdUbbbxjropInYRVf1xLm2cBcM3aytTCWtTYAVch1m2xZ2BimyeuVsKSSJOfyykiYM0fpftDTsk/Cjm+alSG1TXkJk7IlPy5fdzujZyRDc5FyGlEclytheUcqJjR1WC42NMHBbC7vziTMvrg7VLhH0N7ekYdCCSt3H2MkdxDG6Ve5SlhmB8HGzWbkeiz5tW11TofcT9kvyNPV7vY9nc5z5mxv/W6n2x/9bglPx7079JQoY88AS82w/OEEv7EOJ1sLUn8akjBrr9ZWABOhVIFpDGO1zulILQTVKmH5EhZquQYJM5zGXlsW+yQs1BlVANOlKafxlEd79rIwOR2Zf6TMP9ZLaPTLi6O+qLfb7eyrwKLpfAlzS1iiKa+EORRUwvJmSnP65nysnIRlPXTkoKgS5ll2bi5UD2iQT8Lss5OtgvcWmPzHb/e4322nNy0MqzYh7EpYrxN1ek55TEyAC60sVsNh5kqRMICUcjcd2oO3gf2WkzDLfmqUsGDLk5iODHYm7c/mYWAu0kZ13pxqLDzSYM9hGAKjP72aCfnod9tRp+u9DMpLuCtO+gOeNWX2R/2VMKtXtkzI7dzqiGcC0GUoCUu2cVstlLBA1cw6pqErYebknel35aQqk7DcB1hUkbDAZHRofrnXSW7K1Q9u03bpfBssj6/qipORMKYjYQrxXw7s3xDq/42hPgkzakKq0lOHhPlbrrwwv6SE5d1GEOxMHKvSl38u0v2scxSljvTZ/qa4q+D4ZvhOTyjGP5iFdKjCjFmLsO8tLFEJS+sdonpkuo3+U9HCf3dhvrGiqblKmL/VUB/koi23vazq49u/bLr4BoHEeDz3r1arhGXf5zxbzN4uX35Kmk566pdx1awaDLp592Qba8pqqIRJHUoraHjbAAACEUlEQVQWwYxHwoy1aMbifZvq5xhgOAIyZP6MDPsIvOr71ZRdE5bNsiUSU1iCqrAmLNCylJ4yj6goXQnbu+n7eNp+qDNxbN1kkH+K9GZS3UocqXmAGNho+AazfSnTdRXj4pxNFGWP27JWhXsaFbWJ9I/WbvKu/H4PSPrWUffzFUlYmPFKWD95IFm3U3Iir4yEOaepIx6Un3XZWntW7vB9e/cclShkFR1Uv9vOph3THvXNew/kKTYd0F1EaN70mj7rInf05eDOrYgnRxyqN2uXMHNHW6ELW4VzDDAipR7WOvUL82edwC2ZJQndFwnTiv/uSFvBfJdxXR9z38v1G7W1UUoLbedDGqBRJAngrPwv1ZsCjKVs3bxPmcuZcncg52b9d2fmOYb5/XAXrA1RCTM67J0KLOyVaE8s/spdHug7HPP1KHl6x7Cjb+rIqS5QCYOmuGj/bNF0MpKEPT+8zo2Ks8W5HswA04p4TNiYnr0EUJXZljD3uQmkydQ2HC4YSBjARBATPBgYTAWzLWEAswiDGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAAAxEgbQPAxmAACIkTCA5mEwAwBAjIQBNA+DGQAAYiQMoHkYzAAAECNhAM3DYAYAgBgJA2geBjMAAMRIGEDzMJgBACBGwgCah8EMAADxFEvY/w8W10YOQFYV2QAAAABJRU5ErkJggg==" alt="" />

运行myfirst动画，设置所有的属性：(用法一)  先定义动画，然后绑定到元素。

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<title>菜鸟教程(runoob.com)</title>
<style>
div
{
    width:100px;
    height:100px;
    background:red;
    position:relative;
    animation-name:myfirst;
    animation-duration:5s;
    animation-timing-function:linear;
    animation-delay:2s;
    animation-iteration-count:infinite;
    animation-direction:alternate;
    animation-play-state:running;
    /* Safari and Chrome: */
    -webkit-animation-name:myfirst;
    -webkit-animation-duration:5s;
    -webkit-animation-timing-function:linear;
    -webkit-animation-delay:2s;
    -webkit-animation-iteration-count:infinite;
    -webkit-animation-direction:alternate;
    -webkit-animation-play-state:running;
}

@keyframes myfirst
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}

@-webkit-keyframes myfirst /* Safari and Chrome */
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}
</style>
</head>
<body>

<p><b>注意:</b> 该实例在 Internet Explorer 9 及更早 IE 版本是无效的。</p>

<div></div>

</body>
</html>

与上面的动画相同，但是使用了简写的动画 animation 属性：(常用)

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<title>菜鸟教程(runoob.com)</title>
<style>
div
{
    width:100px;
    height:100px;
    background:red;
    position:relative;
    animation:myfirst 5s linear 2s infinite alternate;
    /* Firefox: */
    -moz-animation:myfirst 5s linear 2s infinite alternate;
    /* Safari and Chrome: */
    -webkit-animation:myfirst 5s linear 2s infinite alternate;
    /* Opera: */
    -o-animation:myfirst 5s linear 2s infinite alternate;
}

@keyframes myfirst
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}

@-moz-keyframes myfirst /* Firefox */
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}

@-webkit-keyframes myfirst /* Safari and Chrome */
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}

@-o-keyframes myfirst /* Opera */
{
    0%   {background:red; left:0px; top:0px;}
    25%  {background:yellow; left:200px; top:0px;}
    50%  {background:blue; left:200px; top:200px;}
    75%  {background:green; left:0px; top:200px;}
    100% {background:red; left:0px; top:0px;}
}
</style>
</head>
<body>

<p><b>注意:</b> 该实例在 Internet Explorer 9 及更早 IE 版本是无效的。</p>

<div></div>

</body>
</html>

完整的CSS3飘动例子:

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <title>Title</title>
</head>
<body>
<style>
    #baseInfo {
        display:block;
        -webkit-animation: marquee1 15s linear infinite;
        animation: marquee1 15s linear infinite;
    }

    @keyframes marquee1 {
        0% {
            transform: translateX(+0px);
        }
        25% {
            transform: translateX(+60px);
        }
        50% {
            transform: translateX(+120px);
            color:green;
        }
        75% {
            transform: translateX(+60px);
        }
        100% {
            transform: translateX(+0px);
            color:red;
        / / 每行高50
        }
    }
</style>
<font size="5" style="margin-left: -95px" color="red" id="baseInfo">有远大抱负的人不可忽略眼前的工作!!!</font>
</body>
</html>