@keyframes rwdcur20989 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur20989 0.83333333333333s linear infinite forwards;
}
