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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur155961 1.2s linear infinite forwards;
}
