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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;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur212102 1.2s linear infinite forwards;
}
