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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur221836 2.4s linear infinite forwards;
}
