@keyframes rwdcur242012 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 23, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 4 21, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 22, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 21, auto;}
}
div.testarea{
animation:rwdcur242012 0.5s linear infinite forwards;
}
