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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219482 1.2s linear infinite forwards;
}
