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82%,83.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
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94%,95.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur125313 4.1666666666667s linear infinite forwards;
}
