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12.765957446809%,20.112765957447% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.212765957447%,27.559574468085% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.659574468085%,35.006382978723% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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42.553191489362%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.665957446809% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.765957446809%,70.112765957447% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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77.659574468085%,85.006382978723% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.106382978723%,92.453191489362% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.553191489362%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur161773 1.5666666666667s linear infinite forwards;
}
