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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur222550 0.6s linear infinite forwards;
}
