@keyframes rwdcur69421 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur69421 0.33333333333333s linear infinite forwards;
}
