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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur48829 1.05s linear infinite forwards;
}
