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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:rwdcur164243 0.8s linear infinite forwards;
}
