@keyframes rwdcur90139 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur90139 0.2s linear infinite forwards;
}
