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32.758620689655%,36.106896551724% {cursor:url(data:image/png;base64,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) 26 23, auto;}
36.206896551724%,39.555172413793% {cursor:url(data:image/png;base64,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) 26 23, auto;}
39.655172413793%,43.003448275862% {cursor:url(data:image/png;base64,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) 26 23, auto;}
43.103448275862%,46.451724137931% {cursor:url(data:image/png;base64,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) 26 23, auto;}
46.551724137931%,49.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
50%,61.106896551724% {cursor:url(data:image/png;base64,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) 26 23, auto;}
61.206896551724%,64.555172413793% {cursor:url(data:image/png;base64,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) 26 23, auto;}
64.655172413793%,68.003448275862% {cursor:url(data:image/png;base64,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) 26 23, auto;}
68.103448275862%,71.451724137931% {cursor:url(data:image/png;base64,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) 26 23, auto;}
71.551724137931%,74.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
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96.551724137931%,99.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
}
div.testarea{
animation:rwdcur54434 1.9333333333333s linear infinite forwards;
}
