@keyframes rwdcur243735 {
0%,18.504651162791%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
18.604651162791%,23.155813953488% {cursor:url(data:image/png;base64,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) 4 5, auto;}
23.255813953488%,27.806976744186% {cursor:url(data:image/png;base64,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) 4 5, auto;}
27.906976744186%,34.783720930233% {cursor:url(data:image/png;base64,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) 4 5, auto;}
34.883720930233%,41.760465116279% {cursor:url(data:image/png;base64,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) 4 5, auto;}
41.860465116279%,48.737209302326% {cursor:url(data:image/png;base64,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) 4 5, auto;}
48.837209302326%,55.713953488372% {cursor:url(data:image/png;base64,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) 4 5, auto;}
55.813953488372%,62.690697674419% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.790697674419%,67.341860465116% {cursor:url(data:image/png;base64,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) 4 5, auto;}
67.441860465116%,71.993023255814% {cursor:url(data:image/png;base64,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) 4 5, auto;}
72.093023255814%,76.644186046512% {cursor:url(data:image/png;base64,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) 4 5, auto;}
76.744186046512%,81.295348837209% {cursor:url(data:image/png;base64,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) 4 5, auto;}
81.395348837209%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur243735 3.5833333333333s linear infinite forwards;
}
