@keyframes rwdcur28905 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur28905 4.9166666666667s linear infinite forwards;
}
