@keyframes rwdcur85013 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur85013 0.66666666666667s linear infinite forwards;
}
