@keyframes rwdcur54240 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur54240 0.3s linear infinite forwards;
}
