@keyframes rwdcur65313 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
}
div.testarea{
animation:rwdcur65313 0.83333333333333s linear infinite forwards;
}
