@keyframes rwdcur173597 {
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3.0977734753146%,3.1913843175218% {cursor:url(data:image/png;base64,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) 11 8, auto;}
3.2913843175218%,99.9% {cursor:url(data:image/png;base64,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) 11 8, auto;}
}
div.testarea{
animation:rwdcur173597 17.216666666667s linear infinite forwards;
}
