@keyframes rwdcur244051 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 64 64, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 64 64, auto;}
}
div.testarea{
animation:rwdcur244051 0.33333333333333s linear infinite forwards;
}
