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0%,30.669230769231%,100% {cursor:url(data:image/png;base64,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) 18 21, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 18 21, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 18 21, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 18 21, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 18 21, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 18 21, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 18 21, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 18 21, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 18 21, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 18 21, auto;}
}
div.testarea{
animation:rwdcur18337 2.1666666666667s linear infinite forwards;
}
