@keyframes rwdcur92263 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur92263 0.33333333333333s linear infinite forwards;
}
