@keyframes rwdcur251268 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 13 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur251268 0.66666666666667s linear infinite forwards;
}
