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29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur187156 1.2s linear infinite forwards;
}
