@keyframes rwdcur88547 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur88547 0.33333333333333s linear infinite forwards;
}
