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0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur82613 4s linear infinite forwards;
}
