@keyframes rwdcur25167 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur25167 0.5s linear infinite forwards;
}
