@keyframes rwdcur159588 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur159588 0.46666666666667s linear infinite forwards;
}
