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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;}
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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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}
div.testarea{
animation:rwdcur212068 1.2s linear infinite forwards;
}
