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5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur190590 2.2166666666667s linear infinite forwards;
}
