@keyframes rwdcur236854 {
0%,61.5%,100% {cursor:url(data:image/png;base64,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) 18 8, auto;}
61.6%,65.5% {cursor:url(data:image/png;base64,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) 18 8, auto;}
65.6%,69.5% {cursor:url(data:image/png;base64,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) 18 8, auto;}
69.6%,99.9% {cursor:url(data:image/png;base64,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) 18 8, auto;}
}
div.testarea{
animation:rwdcur236854 2.0833333333333s linear infinite forwards;
}
