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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;}
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div.testarea{
animation:rwdcur221448 1.2s linear infinite forwards;
}