@keyframes rwdcur222662 {
0%,32.4%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
32.5%,54.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
55%,77.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
77.5%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur222662 0.66666666666667s linear infinite forwards;
}
