@keyframes rwdcur66711 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur66711 0.83333333333333s linear infinite forwards;
}
