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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;}
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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;}
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37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217557 1.2s linear infinite forwards;
}
