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23.611111111111%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.288888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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27.777777777778%,28.372222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur72575 2.4s linear infinite forwards;
}
