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15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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:rwdcur41545 4.3333333333333s linear infinite forwards;
}
