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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217280 0.8s linear infinite forwards;
}
