@keyframes rwdcur146099 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
}
div.testarea{
animation:rwdcur146099 0.5s linear infinite forwards;
}
