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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;}
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52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur190597 2.2166666666667s linear infinite forwards;
}
