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5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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27.777777777778%,30.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.555555555556%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur2202 6s linear infinite forwards;
}
