@keyframes rwdcur240780 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur240780 0.5s linear infinite forwards;
}
