@keyframes rwdcur190220 {
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:rwdcur190220 0.75s linear infinite forwards;
}
