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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur153751 1.25s linear infinite forwards;
}