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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur51143 0.8s linear infinite forwards;
}
