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11.538461538462%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,34.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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46.153846153846%,57.592307692308% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur20572 0.43333333333333s linear infinite forwards;
}
