@keyframes rwdcur222493 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur222493 0.25s linear infinite forwards;
}
