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0.019950124688279%,-0.060099750623441% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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:rwdcur195712 167.08333333333s linear infinite forwards;
}
