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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur82169 2s linear infinite forwards;
}