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0.039900249376559%,-0.040149625935162% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.059850374064838%,-0.020199501246883% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.079800498753117%,-0.00024937655860349% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195574 167.08333333333s linear infinite forwards;
}
