@keyframes rwdcur105411 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur105411 1.6666666666667s linear infinite forwards;
}
