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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 10 1, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 10 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 10 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 10 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
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50%,54.066666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 10 1, auto;}
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75%,79.066666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
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div.testarea{
animation:rwdcur164698 1.6s linear infinite forwards;
}