@keyframes rwdcur82281 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur82281 0.66666666666667s linear infinite forwards;
}
