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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217494 0.8s linear infinite forwards;
}
