@keyframes rwdcur92358 {
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:rwdcur92358 0.33333333333333s linear infinite forwards;
}
