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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAUlEQVRYhbWXf2iVVRjHP/e91+t1mT9uEVoxLEhkNJVo4WTTmUHsD4f+1YKoVWqwoEFE/pNDx6AfDPxLQYVyZldlELSMEKbTJWpQy7SmhYQONZWV88e9uz/ec57+OO+5973vrncq7YGH3Yf3Ped83+/5fp9zFqIQTcDLgAO4wE7gPKC9Wns5KdEESCC7gQbgUWA6EPXATUp8BUhtba1orf0g9gPzgTkeiMhkLP4cIFOmTBGttWitpbe31wL4FsPOAuAxoIJJYCECbAfyAEqwsAR4GpjF/8yC4/+7atWq/IO2tjb7Mw7MwGxBBRDD6CFyl3R8OWGEvEHrga0AWmuUQDgEjpOfowN4FkhhHOFitPFniTm3A+d8703onoj3hd2AdHV1ScZVknWVVFdX2204xHiXFGVjY6O/bsBoZgb34B4HQ+8XdgKttaRyKqgF6evrk3g8LoBcuHBBksmk+MfU1NT4dVMFPOkDUTZiwFI8O546dUpuZ5RkXJVfoKenR0bTBVA7duyQq0lXurq6BJCcOw7w65hte9z7wLIsRDAK77YT5JSSG74Fh4aG5HrKlbGcAbV8+XIZTbt511y+48rtjPID+B5YhtFK/G4sWEtpIItpvw1AZTgUQomgRQCoqqoi4yr+SQuu6+I4DpeSmptZjQZE4LoStNZWvFVeprzMUhBlPhwfABcYAgbAOGBaGEbSQl9fX36AErg8BsN3jFuUgBZQIigRclrsq5XAGgr2tdYtCv++uMA8P8JpkRBKYOmyFdzKKK6NCUrgyrUR3vy02wMgHlOgNJy/pRkYGPAzvMADEaPQJ0oCAHgbIx4AVq5cSdSBkYzwb8YsfvN2kjUf7+Hs1Rv0njhjQGhwBZTHUF1dnZ3ixYlYCALQAI2NjdTX19Pf388jMQdXm4ldLZz84yJzH5oKwGc9h3C15Be223HmhmLTpk1+FioodNGiLhkEEAVIp9McPXoUgM7OTqBAc93C+exuX58fMDj0lw+gYSKroL293b5SGQBQxEAowEYzphegtcZ1XXK5HJeyUdNPxfOYwODpc2zYcxCA7z5pQ/LPBRFYPFMTi8Xs3BuBY8AlYAS4g9HcOAZ6gd32yy+mQgxno2Z/A7mwekF+0M+nz6K0YcnVMCsaorW11T4+Bgwz/rAqyUAMcyi1WBaGRhUi5L1uWdACB478yPaDJ5kaCZPY/C6HD3zNxrXNlIl9Hss2tvkZsL1gJ5AAOH78OE9NdwwDVuk+661YshiAtS/VoICNa5vpSAgdCaFp3V6AYN0cqFtLueA34Bswdvpowwcsiod5ZqbD3GmmO1og4WiU/Z3vUV/3Aq6vv/3+y4miScvVpQBkgSPAGwBbtmzBcRwejoZZvaKWJ7LXWDQ7XKSLRbPDNMwpiHts9GLRpBPVwbD3g0rgNY+NomNZay2Hr2RFay3Dw8Pl7gk/BOruQL21FAAH0w/imHvg88D7wJf4Lia7du0KLpYEpCMh0pEQaVq3V+6lLnXBtGJM+erDwCDmdJsHPN3S0mLfHwTSGLt9CPengbvdcK0W/L9TmAayGXiFgq+PAX97IID700CI8uF4i0S9rMAcLDO8rPCeaw/AO8Bq3/jPgbd89Tag1V9PBKAUkJgPSBDArx0Jcx/4qX8fvTtfJVgHP/pe/8mw22Cv2llvQXvjtboBJtbAgwAoBSQbGJ8HcL++f9BwSuRWxvu8rO//A1A0CejdhGX8AAAAAElFTkSuQmCC) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur209367 0.66666666666667s linear infinite forwards;
}
