@keyframes rwdcur148613 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur148613 0.9s linear infinite forwards;
}
