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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;}
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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;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur208345 0.8s linear infinite forwards;
}
