@keyframes rwdcur257430 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur257430 0.83333333333333s linear infinite forwards;
}
