@keyframes rwdcur260109 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 39 32, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 39 32, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 39 32, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 39 32, auto;}
}
div.testarea{
animation:rwdcur260109 3s linear infinite forwards;
}
