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15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 25 14, auto;}
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38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 25 14, auto;}
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53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 25 14, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 25 14, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 25 14, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 25 14, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 25 14, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 25 14, auto;}
}
div.testarea{
animation:rwdcur119340 0.43333333333333s linear infinite forwards;
}
