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24.127906976744%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.43023255814%,34.202325581395% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur21985 5.7333333333333s linear infinite forwards;
}
