@keyframes rwdcur238615 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 53 47, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 53 47, auto;}
}
div.testarea{
animation:rwdcur238615 1s linear infinite forwards;
}
