@keyframes rwdcur254649 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 62 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 62 0, auto;}
}
div.testarea{
animation:rwdcur254649 0.7s linear infinite forwards;
}
