@keyframes rwdcur127648 {
0%,37.4%,100% {cursor:url(data:image/png;base64,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) 27 11, auto;}
37.5%,68.65% {cursor:url(data:image/png;base64,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) 27 11, auto;}
68.75%,99.9% {cursor:url(data:image/png;base64,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) 27 11, auto;}
}
div.testarea{
animation:rwdcur127648 0.26666666666667s linear infinite forwards;
}
