@keyframes rwdcur39833 {
0%,10.026582278481%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.126582278481%,20.153164556962% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.253164556962%,30.279746835443% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.379746835443%,40.406329113924% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.506329113924%,50.532911392405% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.632911392405%,60.659493670886% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.759493670886%,70.786075949367% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.886075949367%,80.912658227848% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.012658227848%,87.241772151899% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.670886075949%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur39833 1.3166666666667s linear infinite forwards;
}
