@keyframes rwdcur87497 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur87497 0.4s linear infinite forwards;
}
