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53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur142179 2.1666666666667s linear infinite forwards;
}
