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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;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur153743 1.25s linear infinite forwards;
}