@keyframes rwdcur253072 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur253072 0.33333333333333s linear infinite forwards;
}
