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95.734597156398%,96.108530805687% {cursor:url(data:image/png;base64,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) 6 4, auto;}
96.208530805687%,96.582464454976% {cursor:url(data:image/png;base64,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) 6 4, auto;}
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99.526066350711%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur228489 3.5166666666667s linear infinite forwards;
}
