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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 8 1, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur221538 1.2s linear infinite forwards;
}
