@keyframes rwdcur93614 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur93614 0.66666666666667s linear infinite forwards;
}
