@keyframes rwdcur233841 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 13 10, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
}
div.testarea{
animation:rwdcur233841 0.41666666666667s linear infinite forwards;
}
