@keyframes rwdcur25940 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur25940 0.83333333333333s linear infinite forwards;
}
