@keyframes rwdcur254984 {
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:rwdcur254984 1.6666666666667s linear infinite forwards;
}
