@keyframes rwdcur109674 {
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16%,19.9% {cursor:url(data:image/png;base64,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) 95 0, auto;}
20%,23.9% 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24%,27.9% 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95 0, auto;}
28%,31.9% 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32%,35.9% 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40%,43.9% 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95 0, auto;}
44%,47.9% 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95 0, auto;}
48%,51.9% 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95 0, auto;}
52%,55.9% 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95 0, auto;}
56%,59.9% 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95 0, auto;}
60%,63.9% 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95 0, auto;}
64%,67.9% 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80%,83.9% 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96%,99.9% {cursor:url(data:image/png;base64,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) 95 0, auto;}
}
div.testarea{
animation:rwdcur109674 4.1666666666667s linear infinite forwards;
}
