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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 1, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 1, auto;}
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}
div.testarea{
animation:rwdcur113458 1.6s linear infinite forwards;
}