@keyframes rwdcur205725 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 11 23, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 11 23, auto;}
}
div.testarea{
animation:rwdcur205725 0.36666666666667s linear infinite forwards;
}
