@keyframes rwdcur16824 {
0%,91.566666666667%,100% {cursor:url(data:image/png;base64,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) 6 5, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
}
div.testarea{
animation:rwdcur16824 2s linear infinite forwards;
}
