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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur217572 1.2s linear infinite forwards;
}
