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41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 45 0, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 45 0, auto;}
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}
div.testarea{
animation:rwdcur225158 2s linear infinite forwards;
}
