@keyframes rwdcur173983 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur173983 0.66666666666667s linear infinite forwards;
}
