@keyframes rwdcur15077 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGoUlEQVRYhe2WTWxdRxXHfzP3vvuer+1nx3GdNEkTt0T9iIraQgGpUAgrqi5AQggJIRZILGEJiAUbNrBBSCB2fKhQhISQWFRICCEV1IKgKippS1pCyJcdxzGO333vfs7XGRZ2PtwmJWxgQY90pZnRmXN+5z9nrgbetv93UzdbjM9EsKRcOgPTWtRn75b/CkD8zrpmeV9OzgLeLdLElGo0oQsFttcwFcCLZv+iZmokiMBIIPSESSL4S56/XLTq+0/cNvA1gPjjqDnMAhlHgYex3EdpMrq2wLsVvC9QaHpJTk/n9NAoAeOFLnTU3Qa1XXWmXdvYOL916Juf6P4zgOdiTsoxcB/DjD5KMZmna1OyfoeaXwM1QYeUTA3pMUMiKUHAeaGzFZVZdZU51XXmNd3G01mVnotxvNH/+kf87QE8G/eT8ATN5mfYPHucy1sa7+DgorD/aEWeWVKj6fkBWczAa0Sgc0JrrBu3k3ZsNsPEr/rSnYrj+KfEyh/TnLXkax/oZpm9KUB6bdS5BVL1DsblIS6tazZqSBJY8pp9gxkWekIf6CmNMhoEgofWaqmdNn2XWW3nW9se8rVbJo0HpJKZUMpvtz75qwvrP6Pb/5YA3uU4yQlekyYwlUCew8I8HJ7SDJPtpPidbWF7Xx6xNLprRrrOyrSbDlkwehDqkIcYdLShSHLdFB/6yTq/+/SbjuMGAOmIjOkPK+68R1hqNPtm4OgSDJMdpz4Qd8YBaPCbK1Qr5xmtrW5fmBbt2qlBkNklrWYfFC+rqpM17kgKoLplD1zrhV83KyQcYEE0RzLY03uDhwUMsAmXTjL52wlGJ5+nuPQHimLM5gj89EOo7G4Se7DpV/tejGV8KrH5b5ZS1t7zyy/uUiG9cRL/3B1AKXBKMycwG3cqTW7wUoBAuYI5/QrNq08hbUttAy+ch5f/AW11ggMLJzh29PHBtDxwb98vPpLZeGYiavISLxWP8MjNAVCqQClNhjAdNansSB5vEMsCG3DxHJNXf0QI273w8sWGLz1zPdTBC+Ds7/X9h/Ph0A4e7Cr910RNn+vt/8GEda79qHYDbHfZgBg1vbCTOOws71SOAVfQrK/gnENEKDvH6Y3dgS4CZ84J++dWM+SOxYHJh9HrLF2f0juBbgpwiBg1MYK+sfoI6OswTY2txoQQcM6hotB/YyTANtCaCakbZ6FVWmKq23cm8Mp1H73rBN7VPw2cBPy24lc7Xm5QwoMIolO894QQyBLFffum+OCR67HuAZZmwVjB2UBrOm18hTFmF+TuJnyxHQIZoAlxJ+FVta7OW+j1CVNzGGMIISAi3H+H5VPvhof2wpXL0HcwNQsiA7wBGq91XxHSsAtgtwKPTk2AC8QInQIRwLHdeB1QAi0uSXH5HG7vh6nrmqqqaBrHXUN432F4+CDM55DMDkn0HvFOREKgi4YY460BdmxCjEIdoAw7AA1QIm5MOb7CaDymGUzR7rmLevg4o5GjKGA8hqoCk0LvyCLZ1DIDtc/qwCRGqVKX+GfPPHvrIwAghDW8hy0PyoLrkF5JKy11WzMpJ9TNdtXd9BzN4jJNeJJ28zJm0NDOKrTNGDQzqPGidOMOqYQETTJI3pTuzQDO/RRrj9OYx2gazGZBPV1RUlI0BZNqQlmXGGtwzuGm5zB7BJPM4DtLNJp0nBCriLlitK51io0zKiEnxvT43cf54dmzNweIRyOcOH2BOwe/oCkfdaM6K1XJOBtTMGIsE8ZdQWMbjDUYawg+IEGITBMlR0pPuGyJGxEKkFZ0jCpLEt23SdBJ0r+1Auq0Ir72XEV95/dkT3tX3TRPVE21XEmp66SRMpRpHWpduxoTDJ3pkBDBK2IjUEbCliBXRORKRKooCbpLekmhk3SsVeL7/bcAAFDfflziN+Iknn3hK3VWf9e29guhc/c75w57Gw644HPrnXbBEUPc/qwIrULXGl0gutZeutDo2JuIDmsqSV8cDHonF7PFIs+f3/VevOmrGLYv3auf//lgb1RLhZu8d6vaev/YTo6VtjzUhXbeepc779MooYuRQltdUONjExEjTbB+KwrrWiXnM6Vf7vVmXz8Qj6x/fPXL9rYArtrq555OK9vOr7tquazbe7u2ecB5e9Rat+Stz0nYgnhKUH+nC420EfHSRB03VVAb+FjNzSXFzKmymTNP2+NvVPzfAQCsPvYtiuXF7J/1aOiDGTpj542zuQpKR61sjFIEQqE8PlqPSvreJa7LL4vt2Wl5cuWrt5Pmbfvf2L8AeL8WpXky1+YAAAAASUVORK5CYII=) 5 8, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur15077 0.41666666666667s linear infinite forwards;
}
