@keyframes rwdcur247440 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur247440 2.5s linear infinite forwards;
}
