@keyframes rwdcur24210 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur24210 0.66666666666667s linear infinite forwards;
}
