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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur155893 1.2s linear infinite forwards;
}
