@keyframes rwdcur120827 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFL0lEQVRYhcWXz28bRRTHP+sf8a+1cZriFEeRWilKIwWqKqhVBVEPUISUcs0JiRO98S9U/AEcuFRwQBw4cMgNgdQD5NIDUagoCA6FVoUmNakaN3aMvd61d727HDzPHq+d/kBIjPQ0452Z933zvm/eGxs8W4sBCWAKSKt+Sn0PgB7gAh01FpEWHKXYeApoFDwLmKpPawa4gK0MsDUDBFjGARFj4hNA4wowASSVpBVoHngBmAFeAd5Qc65aF1eGisEpNY4pCTUZM0BOKoBppSCjgRcU+Hoqlbo6Pz9/3nGcNd/3e8Ce2it70proOIFuhE6B7mbpE4xybwLFdDq9cfnyZUqlEtVqlevXr+M4zhVFgau5XOKiCTRUL1T1BFT3gARXgSHPCU2yQNbzPPL5PACmaeK6LkBRAcaAN3O53EXHcR4FQfA1cENh9LQ1IxSI+9PK1SZwtlwubyQSiSuu63bDMNxVa2LJZHJxb2+vFAQBN2/epNvt/u77/i9q/3uZTGZ1eXk5VSgUZur1+mthGD4EKkBXiXhpYICh8ZcD8uVyeePMmTPplZUVdnZ2Xu10Ot8BDuD5vr9lWZZbq9Xy9Xp90/f9DaXHNAxjfW1tjdOnT3Py5Eksy6Jerx8Pw/CG5n4xINQp0FvMcZz07Ows2WwW0zRpNBoF4CHDe/+5ZVlfMAw0E5gJwxDTNAeKTNMkk8mcaLfb+vUVSl3dAwlN2ZTruu7u7u65+/fv47puvd1uf6JO8DdgKWlrJwoBL5fLvVOr1YzZ2VkODg7Y3t7Gtu3vgTtqv9DgAaER4d+kH4AShCXgGHBbbY66UALXpB+EJeDlXC73YbvdjhmGAXAvDMOv6F/Th0oe0b8VdlzFgdz9FKPJo6UW22osp7ZVPLg6n8qbPc/zfgD+BH4FdrU5T4mr+p5kPcnvGWVAXHHtKSAB1l0uSnyGKTah9qbVoaaBi6Zpvh0EwbkgCIrKMFeoiGunFg/k6KdbOaHNqPu72olFAoZpXNJ2KR6Pv59KpV5cWFigUCgka7XaKeAl4EeJB3G1ZLuFubm5b1KpFAcHB9eazeanDAuLnDpa2YLIvHhowff99Pr6OtPT0wDMzMywtbV1HjgBVIGEFIkYEMvn8++urKxw6dIlisXiBxrAWBWb0KJl+UQ+nx+AA8zPz8vwlGBKOQ2AoNVqfXnr1i02NzdpNBrXnhM8asC9VqvF4eHhYFGlUpHhH7LHQOV3htzJVawyXucnUSBNruMxoAwsxuPxj5PJpLm4uEin0+Hu3bsA28BHwAOgGqefhERQp7DpR7dEuPRj9VxrBsMrHQOCMAx/7vV6x9vt9tzjx4+tIAi+BT4D9oFDoCUZUB4RkgljmmLdrXLn9eeWtJjmxQL9xHRMeWVKHUBKc51+IrISDOu2uDbQDBLFqN/CdYzJVPQUiP5US2t7hVJL9W6c4T0WxQM6DMNYyuVyr3ued0cB6O6XNC5jMTZkSJlLP5+06WdSyaYOqh7oTyVRKJJaXl7+aWlpaa1are54nvebZoT0+h59zr9w4cJb3W63atv2oQLsaCIp2Y+WY92tvTAM7f39/axt27e17zolg7WMPtGpVCpblmXVGaV2DCf6LNdftDJOMPrOG4BEFMo3WXdUnIy0WOR3NKFI0EQNiBWLxbOrq6utYrF4llEaxk75pDaJAjFAz4BjyprN5l+O42w3m80Hzwo2qU36Z6QH4lFzaP1T//08rwFRwCcZMFJLnhf8WQw4yqCoh55I139pQNQQvf3rOPhf2z+21lH10aoW1wAAAABJRU5ErkJggg==) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRYhZ2XS28bVRTHf57YsWdsuU6cmDakbRQSp42KlKyQQpH4AlGEVHWBBBJs2HbXBSuEEGuECt8A2IBAVIg1iwjCpg+pEIeIyA1RXdt14tgeezwzZjH32DcTO0Rc6ejeGd85j/95OsL5lwFEQ7sB+Irc0H6uFf0fCowrEiVEqKN2tF3WSIXOUsAInUVwQpEo4QNtdXa1XRcqz37oPWMjBI8pimq7LtwC1nK53MfNZvM5UFb3jNDdcSAWMqanaKgCwiCmMZLnGGAqxi/NzMx8t7a29vLR0dHG8fHxt8oyuSeKmgxcFQG8MAphF4gCOg17P5lKpcjlcqRSKYApoKUUNrT7LoF7WoqPSyg+wgiIgJhiZgIT6iOB2ADqwOzOzk6+0Wjct237voaYGY/H7yQSiU8zmcz7rVZrB/iHQaB6inooWHTrdd9Zi4uLf8fjcba3t9/pdrubmgK6lYb2rQXks9nslxsbG1SrVTY3NymXy28ALxTVFSq+CB21UvF4nKtXr5JOp1cZpJtA2lLMGuosaZhLp9PE43Gy2SytVgtllO7CvlzdBZEQzE6tVntQqVSK1Wr1CyW4q8gJUU/jUY5Go+8+ffqUhw8f0ul07nue97t2V1LSA3rDXKAXGglCN0QSyWH404omgdcJ0vNAQ+sFcKhQawOOIBD2aYRB2gg5IQQ8pYwElKAgKFaBDoOagnZPePp6EIlfZJd0Ed+PqvX6OaqstdQ9g8D/KYWAEeLn6nmuKyFMdbj1c3jp/UDIB6xkMvmJbds5AN/3fwI+V7+3gfYYAdT98ptKpV7JZDKvNZvNvxgEy1nCYQDtGEENsZTVH1y6dOnGrVu3yOfz7O7uLrquuwMUFVLtcF4by8vLP+Tz+a9HWHme1W/Z09PTN/P5PLFYjEwmw+zsLMCSLk+6WZ+ePHmyYVlWPvT+v1a4iCWARLlc3ioUCjfn5uZoNpvs7+8DbOu8Bf5wMI4aNIYJlu8l2KaAnKKZZDJ517btyUgkgud5PwP3gGfAc+BQFNCh06ujH6JTLmNQL6QOTGmUUYjEgZIS/AyoKGpENcYyTMizDv2wLqmTWJ9Wlk8B1xXPOlDjZNnul25JQz3tdOE6OlIhLQa+1v2eUhavmqZ5x7btgIFhPPN9/x6n+4gDuOF23NOES2WT1iwQT2gQTwJZ7XnaNM0PL1++zPr6OgsLCxSLxZTjOBbwG0EpPgKaSplTCsiKAMzPz19fWlp6a39//09lYRa4COSBt4F1YFkpmwLyruveWF9fxzRNkskkAPV6fbbT6XyjKdBSCvTOnIpLpVLRcZxfGfg4A6wkEomPXNdlYmKCWq1GNBp9s91ufy/oNRoNTNNEzp1O55DTjQwYPpSiLIp0u12/Xq8fE0xGGYIAu2ua5oXbt2+zsrLCtWvXKBQKOI6TAwqGYVwsFosWwO7uLo8ePcJ13a+AB5zshC7QG6WAKKGX1gtA1jCM91ZXV7ly5QoA4+PjeJ7HwcGB2ev1tnq93mPHcaL1ev1iqVQ6VMJ/JOiOdQV/h6CrnvuPSb8WxGIxJMJl2bZNLBaj0+lUCFLu8dHRkT4x1YdYD4x2QRiF/pjted5cpVKZTafTWJbF3t4eW1tbdLvdB8AvBAWnRFDpqgzmQJkFZSo6NZQOW3o/nyLIgAXgLjCv3dsDPiPochWGFBzNcmnVnEcBOFkDJBAngVeBGYKR6w9OTr0CtUy/I+eJ88SAaN1Qz746VxhUzfCUrEMt3wxd51HAV8zk7Coh8i9IfncYQK4LP3P9C2cQQygrjjdhAAAAAElFTkSuQmCC) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGElEQVRYhbWXz2sbRxTHP9rV713VdmQpTjDBNbZLHTct/WGMc6ndSwpJXPofND2UnnIIvfTSQ+m91x6aY6CHnkpDewkkNDj40oIJIQeH5gfGOHZkKZIsaUe7Pew8abReJ3GgA4+Z3fnxvu/nvElw9GZFxr7x7XPElnwN5kJRANH+fwEQBSEAXsb00PnEERknDcYy9hkEEWXmx6wZOPQoAKS3HMeZmZ+fX3ddd0qDSRt9GshqShtzB/i9DECczQEs13Wn0un0eD6fnzHmTAAmJQ8D8CITRBdHVW9xMCLMuWNADejEUCwT2dhD7TiOOzk5ORthJrZUEZKWzGazy3Nzc+vT09MPYzQwIJjJNAvkTRoZGZkpl8sf63lpwtwEMeBgrut+cOrUKTKZDMAbvKAlNDPTcaLh1TJUJ8yiTSTM6t4tFotf12q1vz3Pu2Xsbxnn9AAcA1xNAsbSi1pAHWhqkgNMEKYWo04ogigO+oEP+DZQAoaBsh6XgBENKKUP6QKe7rsRAEGMVm0NxqbvnHbM+iBJaKMyMAl8kclkFjzPw/f9R8DPwD8RCeJCV6QUjYj5zMhQMXuwNeMx4Dvbtt+ZnZ1lYmKCarU6ZFnWklLqDlAF9glN4MUcJpIFhvQpQjNkgCmtGU+v8dHaTBLa/V1gcmlpienpaQBmZma4du0awKfAA16QzQ5pFmAVi8Xvi8Xi+Xq9zubm5pfAX/Q1aYkDjQGMj4/3djuOw8jICMBJBjOaHP4qLZlKpc4vLy+zsLBAuVz+ikg+EHttATx58qS3s9FoUKlUAJ7Rz+mHplRTagzbe553/caNG6yurrK9vf0TkYspASwCE8APtm1PzM3NkcvluHv3Lp7n0Wq1fgTWgX+BTWCHMDTNcIwmNAlpCesJvW+LSFjbhCGXBDaCIBjb29sbe/z4Me12+5lS6k9gm9ABhSQcxZkS9J1OsqljME9qLdaNM3oJyQZyGn0APOh2u+tBENwHHmnpCoRREM2GlmaeIvT0nGZa0AAc/T+h97S11G1NCp2IJEkk6DtbwbKs80EQfAjM5XK5T5RSD4E9Q+02/TDLGsxdwtxyVs8911prRjTQAyD2SxlqXHFdd/LixYvMz89Tq9VoNpsLSqmbGoCsTWvJHUPyodHR0T+OHz++bNv2Bd/3C91u907EjG0RxKJ/STTFQYaGht47c+YMpVKJXC7H4uIi+/v7AG8Do4SZ86SmMf19jDClny0UCpw7d46VlRWSyeRn9MP3QFlmXjrimbV2u71Xr9d7ixqNhgyVZnISuFwqlX4FvgHG9f88sFutVmm32+zu7pLP52VfbBPbm+kzo5RKbG9vv9/pdKhUKty+fRul1FYQBKtAwnGcKydOnHjr9OnTtlLqTaXUgud5NwmjY8/3/dy9e/dmtra2ePr06RVgA2hoASWVB9AvySR2h7WKx4AL2Wz280wmM1ytVu8Av2tzDVmW9e2lS5dIpVJ4nsfVq1fxff8yYZw36eeIFv0rXUjmwbCNeffLv19ardZvrVZL7njJbh0xy/DwMI1Gg0QiAWH9V9e9WXiIj8XVEr072tSGlFn7+sDnBvI20A6CoLCxsTG1s7PD2toanU7nOnALqBDmDAEjahcAin4SG2AKg1WNlFZJ43+a0MmkevqI8Jq9D6wR5ohajAZEqNjHSbQsP6z0FjBm0WqWXKadxcamul/raWbeeALALF7Np5n4kFnAvtIj9XXehtEaP+6d8Mov5P8A9ggAGCIWGBwAAAAASUVORK5CYII=) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhcWXzWtjVRjGf7m5aZs7t82ljWEqbe13GAWptgu7mMUUN91JV7pUBwQXCgpu/RNExMUIrmbpzo0IdekXZGQWomBpU6bBlBLb3mTSNpnMvS5y3ubNadpOZ0APHE7u5b3nec7zfp3A/zwSz/Cto35H/yUBx/ptg1+JjPsUBDS4c857e0TWeqHxZaCn4Pl8/k1FRE8X6DNTnnviXZVA18hkMm9Ze7nWdKz1zHiWGJDTRvRWQOxa1uxyQ/IpCAjp2KxCIGH2cwF3YWGh4Pv+c/v7+z8am4RZuwho1uKzATX7JiYmPDg35c4LLt913Unf999QOOeepo9O0GjpIjqyNRX7Xmmm/S+/A+CIsy7ockMSSAPXgEFgyKzXRAFDUuR7TEd6PWJjI2vSAMXqe9s+xjD1DHAA+AYYc+oj4BCoqtM3exCA3q7RtcK1vm0BkWtAh4Ec8Cpw07z7DfiBTvqcG8kWaIvuTBG39PqmKQQC4JbjOB+NjIyQTqfZ2dl5LY7jeeBzo4TMi4YNomNDnsUuAhwJPt/zvPfHxsZYWVkhkUiwsbHB+vr668A3wD7dQXZRvdfyu8B8Pp//vtVq7W5ubt6krZBr1k4KHh8fD0xNTZFItONlcnJSNrxBd4ZcVj21jTM6Ovrh0tISo6Oj14EX6c6009M00+n0SbFYJI7bQb69vS02O4rAZSTsKkm5XP6iUChQLpd3gT+wYigBvAw8D6w6jvOBxECpVCKKol+Au8AD4G+gQtsdJyKhBS4u1cVMu+2Edhyd0M6IZpJ2zieBwziOHxwdHRGGYS2O41+Bn4zxMdAw8xFna4IN7gH9ltyPNLD5vpU0hrJJCBSBLeAfA9CrkkkhkaIjZTxtpmeIpOgUMU2gZZ7jJJ1GgmGcMpu9lM1mb6dSqdVmszkM/Kn8FxlgaT79BnjAIuCqQzQtFR9jNtDgosi867rvLSwsJOfm5qhUKi80Go0A+J1O90spcE8Bp33ffyeTydwJguB2rVZbN2o2LQViIaD7eb+ZqzMzM/nl5WWCIGBwcJC9vb2pRqPxnSErKg30mOlMJvPl2toamUyGg4OD2Xq9/q06fQMVwC6dricMT4BKtVoliiIcx6FarZJKpZoG1DerB7wC/Ew7O05TK5VKsbu7S6lUIgzD++Z1z04q8suGAXAdmA2C4G5/fz9DQ0MUi0VardZXwD1D9IbneZ+Mj49TKpWo1+ufAgU6ET6Wy+U+DsPwfqPR+NoQfGimuKGLgGvkk66YBSaAW7Qb1T1g29g62Wz2s8XFxeHp6WmKxSKFQmGvUqm8qwAkWFtKVeklEgOnwFjGD827Ju0CpC8ZLtBXr9e3wjAcjuOYw8ND6vX6lnKhFBqdtqLMmU6qLwp2FbOv1fLsAbO5XO5OrVaTAH0b+Iv2vUGroJXo2co1AX03tK9Y8l6qnOT5MG3/nihwrYC+M14YhHroi6pNTJMQoiKxAOt74KV/0570f0FXDNDdnnUai5+fCPwqBIRErz8eKBIX3Zx7jn8BXYWvBxMwKFYAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFA0lEQVRYhbWXz2scZRjHP+9kdjIZm+xmE5JiIk0bk6pV0QUpLbSpgrb/gIFSvXkS70U86sWDh968VhBPgp4EDx5SSku1Ugq5VCmpCVmahk3SZLO7s7PveNj3yT67mYQc9IGHd2beed7n+/yeMRyNfCAAIiB0awB4gAVioK44cWwdo9YuMgco9NTqKeURUACGHBDfHbzreMetdfdcA5HrLjB9GYpzTqGwKD4GFIFR4BTwSRRFnzabzSngmTvLd/L9TrbfsRhilPK0F4BHx9UDSvELwKCzvAhMDA4OfpvP52dOnz4dxXE8bYy53Gw277nzBpRc5ADklPLUeWIfALE8cgqH3JpXXADOGmPOzs/PMzk5yczMDA8ePOhrtVrPgJrz1CBwQgGQUEkoWo7xe6wP3QES5+PAi8CKAlfo7+8nl8u1UedyBEFAo9EYA8aB42EYflSv1zHGkKbpI+BrpyehnR+xu7biAaMUDAHDQRB87vv+9SiKLufz+Q93d3dvOY/VrbVzjUaDMAx5+PAh5XIZa+0CMBgEwccjIyPMzc0xMTFBuVweabVarwK3aSdow4FoAqkG0K/cf8L3/etXr16lVCqxvLzM5ubmDvAYqFlr/47j+Oz9+/eJ45hqtfodUAFeSdN0an5+nuHhYUZHRxkYGODJkycjwK/ABu1KiR2QVIcAdT0WBAFhGGKMoVAo4HnecWvtjnPdnUqlcgcIK5WKT6dK/CAI8H1/77AoikjTFLfv0V3ieyHozf5GPp+/trKywvr6OouLiyRJcsPlwhawqdYqnbr3kiR5JwgCxsfHaTabLCwskCSJTZLkpvPAtgpFahwSSb4h2nVeAMaA9z3Pm7TW/gg8cu4TFyYZsmPANeCDMAyJ45hcLkej0fjK5cAqsA48dyCscQeE7oAhp/yYe+Y5ZbtOKAuATl7pFW8AbzqZ34ElYE0plzOsr9wf0Gmv0Gmd0mKfO9a9XsInpVV371ecxbhnIr+jwmVFWOpfhsy7zu2/uIMEgPT5vRpWQOVAASDek/262hN5oF1+EvNCFEVfTkxMXCkWiywtLfH06dM5h7yi4qaVC0kjE2/6CoAeRL3g98rCA7wwDK9cuHCBUqkk+0Ul1DteNYkSsfK54p1SqfR6sVj0ssDL8OgHcsaYExsbGy9vbW2xublJtVq9QadzNQ6wXih1LH1e3m2Vy+XlWq1Wd/tdZOj0fZkB73me95K19mfamSsJJDP/MBC9pMOQSTLD5cMkBf5J03SR9mTTlsgU09YepNTQ/bEj9/tk+pxAmsE63i113zXPM5TL2qfu0561C4Blf3IJWu3CXlC91klX7VPX2gspGV6Qj0opEc3e2NjYNydPnrxljJml06hCuj/ZNEv5ydrL+0hbKEAsgDHm0uzs7KWLFy8em5qa+p5OnevOGfQ831N8/vz522fOnPnsIMVCvrrWn89JmqaPV1dXAahWq38owL4DGtDdDWX1ALa2tn7Y3t6+e5hy6I6RTDbdll8zxkylafobnRkgnvKAt4A/cYOF7GalvQsZjagXjA7LOvAXnSa0l0DT09M3z50794W19u2NjY2f6FTPXgOiO3ll7SIdH41UTzb9syFTz9ZqtXtra2vUarW77M8hm/Esk3r/jHTG6oEi5GfsiwI9M5IeuSMD0ECygGUB0NNOD60j0UEADgJ1kHey3P+fAxAQGowGcOhf8P9FhzaZo9C/CiAl9FXENREAAAAASUVORK5CYII=) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur120827 2s linear infinite forwards;
}
