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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur78185 1.6s linear infinite forwards;
}
