@keyframes rwdcur253358 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur253358 0.66666666666667s linear infinite forwards;
}
