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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 8 22, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
}
div.testarea{
animation:rwdcur146083 0.5s linear infinite forwards;
}
