@keyframes rwdcur204262 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur204262 0.33333333333333s linear infinite forwards;
}
