@keyframes rwdcur239805 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur239805 2s linear infinite forwards;
}
