@keyframes rwdcur172963 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 9 8, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
}
div.testarea{
animation:rwdcur172963 0.33333333333333s linear infinite forwards;
}
