@keyframes rwdcur101287 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur101287 0.25s linear infinite forwards;
}
