@keyframes rwdcur176063 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur176063 0.66666666666667s linear infinite forwards;
}
