@keyframes rwdcur101297 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur101297 0.83333333333333s linear infinite forwards;
}
