@keyframes rwdcur127649 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur127649 0.2s linear infinite forwards;
}
