@keyframes rwdcur190210 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
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}
div.testarea{
animation:rwdcur190210 0.75s linear infinite forwards;
}
