@keyframes rwdcur23125 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 26, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 26, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 26, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 26, auto;}
}
div.testarea{
animation:rwdcur23125 4s linear infinite forwards;
}
