@keyframes rwdcur54241 {
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:rwdcur54241 0.3s linear infinite forwards;
}
