@keyframes rwdcur173670 {
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:rwdcur173670 0.58333333333333s linear infinite forwards;
}
