@keyframes rwdcur24882 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur24882 2.0833333333333s linear infinite forwards;
}
