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2.5%,4.9% 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5%,7.4% 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7.5%,9.9% 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10%,12.4% 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12.5%,14.9% 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15%,17.4% 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17.5%,19.9% 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20%,22.4% 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27.5%,29.9% 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37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% 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23 23, auto;}
67.5%,69.9% 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23 23, auto;}
70%,72.4% 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FYNi/Ebucj0Wv5qPCFVKt5AEDjcHTKJCmVvN4A4pMH1Qz/RwINEvdfh+66ZlWwDM9otXZWq7VRDKMHAdTFSrZSKATFQiFUEysR7L5m5VzAjjtLu6Pt90vgIPw/X3T/gB/wHfG/QgDqTt1F5zAAAAAASUVORK5CYII=) 23 23, auto;}
72.5%,74.9% 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77.5%,79.9% 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85%,87.4% 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23 23, auto;}
97.5%,99.9% 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) 23 23, auto;}
}
div.testarea{
animation:rwdcur255776 1.3333333333333s linear infinite forwards;
}
