@keyframes rwdcur60227 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur60227 0.83333333333333s linear infinite forwards;
}
