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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhd2XXUiTYRTH/2/0YeaaGxQtMQ0SunBgwZpbprMobFtJNgK7GLGa0U2z60qCCIrAYKU5ppUKXUhjFxIVddEHiKYyRzfFwEQky2zNj5WC278L99rMmbr5Qf1uXt7zPs95znPe85xzHuAfpgIAI88VYYQkAYyslAFkJohJLywbegAOAF4AJPJFA7wRuX6pFjYB8Fg1JnZUPuVoez/DgXES9QwHfnK03ceOyjpaNXkE4ImMXzQcJcrD7G/u5fcmP2+pq7g3RUepkMoAhpgqSLk/RUWH+gKHm1r4ufk5S3KUxKRHEsZdY77Dsa4wz26/QgBBADcB6ACwDhR/gS4iD17ZbmS46z0dZ8wE4E5kcccdcw0/2IPcJmgIwAlAHvV9JA8zToEcgFMrKBi019Fxzhy3J0xHlMfoux/i1jV5BHApxpi/5YFLeWs2M9TYwBKtkogjJjyvbnczSzgv7jwenDZByu7G22Jgzhv9CY2VFwv7xH8un2vCLMgBBPuOF9J6VEPMckRXxZAV71OV4qG3AQCqAfjjNMAPoLqhxYvSAyoAKJ6vAbkDgxmY2NgGAI/jXFzkcdvaDcjgIADk/m1gBSajmQCo3z1MiTRdPGLxFJwpfekSCYev7YrWFVMfo0lLI/2jv9+x8Hz/e3LAT16XTtMfS980D6zaEiDWyRbFA6mrwYAdc3ogGm9KVidVBouY4RJBZzmkYmdtiliwZhArCFtlyZ3ILjACgCFBAwzGomy8HZYBQOt8J+kVGUaWuwcWJQ8MvCvnQaNi1jwwGx6F5Rltja6EMqHrgY2PnigWnAkBwCRJU7PyY4jaMktctaDslJZDE5XcqZbEVQsAwCHsMbN56Ae1ZSdjVsMYPaEcgNNyRssvY81Um4WE+wJ3ksHCN6Fx2lxVM/qBu5w6VrqIPFjrsvFT+A1zTicl3A+IOISsbFo9r+kb/8bLL+zUWPMpy5RRQ3BTpox6q4Y1Ly6zf9zHG14rk5WJ7/xPTAA8Sfm5LHLd5L2vL9kT6ie4gz2hXjZ8rWexy8DkgvVL0hNGM60rBq8uW1ccC4K9y34viGYEL1f2ZrTid8P/g18xC88WOeTqrwAAAABJRU5ErkJggg==) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur165239 1.6s linear infinite forwards;
}
