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0.0059974810579557%,-0.092003358589392% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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0.038983626876712%,-0.057018052417984% {cursor:url(data:image/png;base64,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) 6 6, auto;}
0.042981947582016%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur176687 1667.3666666667s linear infinite forwards;
}
