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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 1 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 1 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
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29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 1 4, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 1 4, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
}
div.testarea{
animation:rwdcur419 0.8s linear infinite forwards;
}
