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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 11, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 11, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 11, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 11, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
50%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 11, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 11, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 11, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
}
div.testarea{
animation:rwdcur139974 0.8s linear infinite forwards;
}
