@keyframes rwdcur205756 {
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50%,74.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
}
div.testarea{
animation:rwdcur205756 0.4s linear infinite forwards;
}
