@keyframes rwdcur135056 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur135056 1s linear infinite forwards;
}
