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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;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219497 1.2s linear infinite forwards;
}
