@keyframes rwdcur9826 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur9826 0.26666666666667s linear infinite forwards;
}
