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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHUElEQVRYhbWXe2idZx3HP897P/eT5NySnKRbmqZpm5Ys7arWQVuY0D/EjVXHmLjiLGNOmRU7kDL/EFHBCzLwn6nghE3RfyYTFYTp1llGYdq0XZu0ae3aNMnJ5Zyc++U978U/Ts6anJykreAPHl7e93nf7/fzXN7neX6Ce49h4HPAYWAEiAEaYAEmcBr4B/AWMHkfuneNx4EpwAVqK9eNSg1wFUncXPmOgZ7YWE9XePh/MR4Czq4I23cx3qj+0kBv4vpgX8/X79f8yZXW1O/BZNMiCeH2xiJv3o/583cTFeAKIe4X5vl2ZnLL/YvAzzejM1Ql09kZ/L2uya92dQtJVu1z9SrvyZIUdly3c5NPPwtcAi5v9MIQUNmoBWGPNhH2qmPNl7fvDjzb0xOpR+Oh+YEdcnOSDWuK/KeNNFb0hzYCeJ+1Y+4CriwJNx72/hTg1EuDCsD2UX1/d29H4RMju9yRwa1uPOk/d/iIPwzw8sl9iiTEcUmIdVor+u+vNm0OwRPAtwCplSoZ6/rJbDp/8tmvBrWlmnksEHJSi7Oev3b6OmIer4xH11GElljKFYceP8Yfp5fqX54YL/5SCPFnIcRX3LWaEpAElmn8YR8DvA7EAbHavC8eHdcU5QvLhaK7/5CxSzcCJ86drT3Z0x0cfey4QJMDVNMe/IYPRZW2T89Ug9t3a485jvra3HR1RlOU67bjHG3T23HgF02iYWCspfVWLOSr+jyeb16fSTkAulHzK4Z4NLssHSqmBalrQaYv6CvMDliqNH1dfrEjqvdn0xYANcv6rSJEqg3A2IovEvBSmxeUgD84a+j6P0eHB7zbPuPhnbflsWCHQCBRNevcvuBBiEaHeTsdppcWCHoNSVJsfyBaG946EFV2DCS1zlDgS230LRrLOhKws7XWq6uoqnJ6/MqUlS0UB7V5/cepm8oPsTSpJxKgWLIoF9yVqeViBCzKFYs9+/xkUsKfuqH/zuNzvld3HMMXCP3dr2vV1gYCB5sAyVaAUCCIcMUNAF88ny9V3Od2jXT5r5yzSSa6cHFJZ3MgoKPPpkKasOFHtvzMTXno7w+NlEzzkO2ZL9+YnnYCPu+saDWBPU2A2OqnkgS6qqIbGnsPRI3MovKG1+kMSpUgi1f8LOUKRPwhirUyrutimXDrZomOkI9bH5Uozvrw2VGcon9/LqN+B0BWlKK7HiDWBNDWPJYgOuBSq1Wc1EzpFQ/hA4muCLLlYbmc4+DnKxx+pkatXqdYLpPNl8lMGzz9coHogybZXBVdNuiLxSUN/6meLfoTsm5p6/0bvhKNvfzj8HghHvcTG7S763WSmqIgCQG4RPsEF98OUSlViXWr5M0cmVyBgVGbD05X8StBFA0QAlmSUWRZ8gWVnYktutEGwITGZFhg1Two5SGXraLXuo+HfeJHC9n0oK5pQ5IkMNOC5BaVugmDD6nUFgIA9O2bY/xdP17hkFkuIwU1FpeXcZT8W2Ej8Wk7rzwQ7Jonn14DsNDsgdutaFevzOALCy2Z6Pp2T9KYzNjz1Xy5RG9nlJpZZ3kmyMOPFglEHXp2l+h9QAZTwywrJCMxrqduExnKZnqiiUTIEzxSMLOt5g5wARor4QHgodW1pQIgCVRNkrb0B7eZpiVnly0RCYWxXYcrl3O4hSjT03kqGY1bH+rMz5fxKyGsus1CPktvrEOPJbx9c7erfHh5XRvrwK+BM4LGijSxurZ/G6iqSikTIhpX2TMaZnJqkULKS2fEwNdVwyyo5JYgGNARngpCrVPKqGQyNYbHQBd+zo9nuXFjvrFerI8dwGTz9/wXMErLZjQ0HMMwVGRZUCra9Ay5aIqBU1aYvFigVG+sLzuGOqmbgshAlWzGobyoYts2Vt1mcnK+IdaYx83uHwf2ssrw+63mAFcnF5BsFVWVKZtV6hUJV6phVqH/QS8hw0fY8OENyCi6i225ODXB0mKNQFDl2tTiHbE7vSABv2neNHfDCeAIkGgFsSkRiqrs2h2ExQTpWdC7KngNFbOg4QKxPomKVcVOxUlEwjieDJcm5rBNF8e5oyWrOLicBZ5rBQB4T9H4mmOvBSiXHGZvlVhazNK3SyIeCzN3s06oS2Z53kbTBb6wS2nOT3KHy9WPrjN+Nke9whpzgI6IJHaOuUfnbjHTDiAdilColjjSOhQAjg0TF/Lk5SDemky2UKRYMLFFnfyiQ7FU5cyZ/5BN17Htdgqwe5/++genrU3PnHT3S6fY7HT76iuu8Y0XXOWRT7kke+/5VLx12Hvx6Be9yqbmzRjeoZwUok1ecOxpFze3tvzsB3czr4/uC373qWNbNjsxt431mdE7f1kP8IfXXHYOb5QpnQce2cykNS9YHWngVysiDwOdLGdMylWZfB7yecgsw9Vr8O/zkFqAxgYjA+eAF4ATwK3NANqcEzaMRnY8NHhQDwVGraV0wp5NSaI7geo1LGvy6t8ch3f5P2THbeOpZ3Ylto90Te39ZPSNEydH721ytYn/Ah+1PWbGt4TzAAAAAElFTkSuQmCC) 15 15, auto;}
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92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur144077 1.0833333333333s linear infinite forwards;
}
