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0.03992414412616%,-0.04011378381076% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.05988621618924%,-0.020151711747679% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195715 166.98333333333s linear infinite forwards;
}
