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20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur233303 1.6s linear infinite forwards;
}