@keyframes rwdcur207475 {
0%,4.3117647058824%,100% {cursor:url(data:image/png;base64,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) 1 9, auto;}
4.4117647058824%,11.664705882353% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGe0lEQVRYha2XfWwT9xnHvz7fnR07OTt23uokXhJISkhJVKC0CyuirC8TW9ZWm0CsRVSa2tGtW7VVVbehaWPSVLFqU6dqlbqJsQyKaNeyQDURCAFSCKVNwkvenDgmdeKX+OV8vvjl7nw+3+2PdGhlgeCY75+/l+f7ued+v+ee02EJvfv9YaK6qNFmJIzOgB6qPpH1P7WfZpfad6fS327yzW3dVoPe+GoZVftzkxXPZlU8LMfEFxod2y1fKXvw2nDgmFwogO5WE3/afpIxUkV/SAnJzdlMjiyqbKpRY2RKS0t8MJuZjacDo3wm+MqHI7ulQgDIxQb3fedDQqfH7nmBbbgydckZZTmJLlk3qxMDkkaSdKm1eS2lmWhCMW0FcLQQAGKxQZVQNqVl/ukB79n2q59fcoeTaX9GVPbrstiXVpRgiJ/iEiILNat7covzt4s+xJ3q/za/9s0/l6Wy87+ajU9IrtCQMZiaVSz6ct5mwZtmW5NEE4l1GUUkdBrhFMQ0l8omSQDKcgG+lIEfPfI6QVHUa/F0WJmcu7w5GPdiHlGTlEupijz8LbJYeshkMq+2FFXex5CVvCQKCpGjl20O3JQBTVW3Opvv2WrT6+iPBgLgxDkAppUSOF4lqp4XMokas8FGtqyuI8LDelVHEH2X2N8VBHAjA09v2VnDpdhfm2zU1fBM3MnyiRCgATCoKpLr07K8QZMNTZTscMo+S8SQ04LmEuv7hZgD/1MHdjy7vZ2L849PfOyjvK65tJY0TCVBgELNRQbGYoZuGLFTa2g6VzElp5UpldTtOeju8BQKcKMOaOMaAxJbo96o8VjPqfG33/qnykmyLQdTmRVqGc3UWatKWmQTbR02m0sudI4+kSjU/Ia0n/qh9Wl7tWEtfe5vF8L+474T19/zWO+awW20cAbuY6ywYtvJgT7T/lNdFZP+6S0ZDY/fvPj8RxoNAEcPaYvWj+Vo4RYMsa2w0871DS3ozHXh04lr9JOb6p/3n5EvMzZqrazDRSGHTQkBj50/pfUkJTzY+XftX4kM3CybC+3dQ6rLBdABgPbcWA3K9b3aN2pX7us+QAyMj+KVHT+T6usbI5HkfAVptHihR0PPhV7SVt6mpGWCdE+7hIzGXNap1SdEDr8/0GlfFsRCKkUpCH/yA52Hw8NrNoI2GfE5GzCmFdV5pOeQ8crklVUJCfQnQ73EJ4P/pjMaTfSe/kvx0cO/2TR+eewH0VCobrkZIABA9946FTl0whUPNpY3oO3eNrhDkzBbCLSu3oCx64PIAljT+ihGRvrgm/OhpHQNwnNHMTxwwhny+L73RPOl5QMAAEhyGpyuqyJOq4+sfwyqXoU3LKC15QEQBDDqvgZVA0RhHt3H3sDFs0cAAJxwkAhe9zzDRVhHQQC6w/crYGz7MZfjmmur4XSswLWpfggyYDIVY3KyF2Oj3RBFEeMjxwEMfbHTjyDOr+RikacKApDHNOAnDh428zQjAM0N7WDjfpzqOwgpkwRF6qFpKmKxGIDYTWGOkTEEdq4nPmDyBSABQOvXbLDhBajYxa/CSooCSulikHoGcc4POatAkjLg+Tgi0clFwkhIIfQZgfq8W7SFOtAX/y6MpXs/Y2P0wOTH0INBqb0dmlaLGV8/hLSEZDIJ18QIgPlFwlhBoaQpqSbzLlALANc5oJ8iBLsKLgx4ZvtAUj5Y7Gvh9YYRYwOYmZ1GNuu7RRgeIma+lkHVBgDn8geI8cf5M5GXS4251fWEGWllLQZD48hMTyMcDsDrdQGILBEq5MlAdOdjDnxxCLl0KjIraXsSU9E/WodCoytmBKWOvBdZqRg8n7gDcwAwOmUIeV9FAgDsPZvVtu6NXQpj+YWNNHesEg3j26Kk1GZ4AAa1DUDVHYSat5VA3vFSyTt5nYMvLd5y9uuypbLCm3NU7rKm1Nc74knlh8xGtcawe4kw92MzHHiZMJsetef3Ybrlj8lg+xlHgJKfy7nYnZ8SmVUXQwGcxyEA/33NFgDVqIBd/SruCa3TNx5fUVvzxjPeF6fvCgAA9D90mpBSwksipe3qd4Va/yp5SBZuAATKoFfqUDTrgP39asbW2VBV7nnV/WLeDeptAQDg8LZBsno06gz4uRP/0MQmFkmZhDRRROnfLS8yH6lkGP9brp2F9QNL6WrLSYypqV+edlg7gnL2gEHOdlmKEDl4rmO5vvnr7W8PFv94x9hd7xP/A+CF9Qn0+/gRAAAAAElFTkSuQmCC) 1 9, auto;}
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19.117647058824%,26.370588235294% {cursor:url(data:image/png;base64,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) 1 9, auto;}
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77.941176470588%,85.194117647059% {cursor:url(data:image/png;base64,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) 1 9, auto;}
85.294117647059%,92.547058823529% {cursor:url(data:image/png;base64,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) 1 9, auto;}
92.647058823529%,99.9% {cursor:url(data:image/png;base64,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) 1 9, auto;}
}
div.testarea{
animation:rwdcur207475 2.2666666666667s linear infinite forwards;
}
