@keyframes rwdcur60705 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhcWXX2hcRRTGf/fuZrvZhBLSgkkNQUMSSihxKQbEPy9luwGxjailBPyDmvjgQ0BkWOqb+KA4D2JACloRNKYKFkzBJuSSvqhQImotpSshLQuGBjXapaTbZZPc68Odm+xuZm42CdQPLtnMnJnvmznnzJyxqBFS0g28DDwF7AeagBhQAvLANWAS+FYI5mud16qB+DjwDtAJRNVnG8xLgAvMAxkhuLBjAWrFXwA9QONWE2mwDMwBJ4TghslIuxIpeRr4FXhYQ+7WKKARSHpeb1bK1hGTUURDPgR8AiTQ75BnaNfgPmtl5RHL85qP9PfX/+04f/5cbVGxA1LyDPChIjfBBlZroXfdLqamRu2JibH42lr7ByqeKrC+A1LSCUxvQQ6+CyL4ARcBikABqKNsZ1z3MWZnzzA11c7CQhw4UtfRcWmgv/+PrxyHW+WrCXAWiIcQlxTRx8AJoFUJuB8YUO0FoOi6T7i53FvuuXMH1wfPzLSQzb4XX1tLfV0+qaVWPwJI/LzWoYC/O8NCsGRSKCXNwITnJR8fH/+By5cbKvobGiCTeX25vv70ySBFIwDpNJ/jHy66ACsAo0Iw7DgUTOQAjsNdx+GzVOqBeFfX74dzuaN1+fzGJq+swL59D8ZaWuYfmpm5fhrAVvnehu8OG9/HQaqVgGkhOBVGXI1M5tKpPXuuTh87dr5U3Tc52YNleZ1S0oEifJLKWCgXEgWGt0MeIBK5+Gpb2/urfX23K9rv3IHFxVeA9ucCsgH0wecCZ8J8HgYh+BdiY8nk7KaD6+bNQ/HV1d6jgYBuwxwF/MzYMWz7+7MHDkwvV7cvLrZiWcVDgYD9hvFx4MpuBABXEokfN+3u0lIjtv1PE4TfbFHgtqGvVuQt61ZMys0nt+f1xGAj2HRYBfbuUkCTZWU3ZQKAZV0rBQJMQVYEencpoFfNo0M+EDBnMEgAg7sUMIi5lrgaCJhAr9IGhqQ0Bmko1LH8PPoYKwJOQHKByjgITsLg2v10JwLUuGhI/zcAthDMAQtVxIHqGJCSkne3w6zs05gvt/mgTAsUfoT5NkwAI1JykBpvQ+BRzOm9DGSCf9YTVEp+Ag6HDCzhu2QM338X8c+JvUASv0Z4kY3KGc1cLvCLEPQFDeU+GgR+w1wRxdQ3BLymBEXV35IaF+Zz8IPvZHnDukL1mHgBwu98NoIzpn7H8XdhK/ICMFhdoldUxY5DNp3mLyCFX+PpENSEtcIF7gJvCMF4dae2vFbvgi/xV6fzoylOdOQu8KYQjOoM7sXL6FkhyJmMan0bvo1fN9y7t6FGSDfwEnAcaFZf9ev4O+D8dl7H/zv+A9PSMiMTjLDVAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur60705 1.05s linear infinite forwards;
}
