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10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJnklEQVRYhaWWa2wc1RXH//fOc2dnZ3bXu17HduyNn4kdI+dFDEkoUGgJIBURSitB2w9VU6kVqaBCLaWV+NJKVYuQqNrykFIeFX0CrWjCoyWEtDQ80lCnkDiOkxDHXq/tXe9zXjsz9/ZDSIRJnAL9f5w755zf/Z9zNEMyyBybxezXAOzFJ9TGl4s0k4pSSaZAyFFvNFhUVagscjBwGniczRRctv+qBPtwLAHAO9BhT2Lyho8DYf54H+LNq8RsX0xuSYmqEYGmSlQEIQHnYIRAJIAMAAywvRDVyZzvvrhBDj6YRwSAbdimPY2nd31UiO6HZmkmk9Sam8W4EUNKE3mLa9f66k51hWGYRzQ9uuDaTty26itYGBqBH5xMtXc8k05JeQCLAAgAfh/uw8IWB88c+4M9lT9xUYj+xy2xzZT1RIK2qhJbXSsWro02k7XJjDmsaiqtVcoFQogrSlKroqqUUIpysWhLSmSTJ2jjr+8ftY98YXixA+EVMqLdcWwd2q7ten7nrtzJ8QtCXPKEI2ZioqbrpNWv1a5zHP/OiBZvZ14VYIBj2QxAEIZszg+ccce2q2EQzhGBvhKJaAu1OtgHi58DCDoi8FMqtFQCn/76t7SXHvv5rtmxw+cgUj8bQ2+mT05q0EQaNDPHGeEev0eR1RQnFTR3ZlAtz0HWlIf0mPEaCMlzwAZHg4HYIUfV9VGembUaH74UBYAgrSBIKAhMBWpnKzZ/9ztaemj1LgBXAkBGSsgJWjVUVuvz6uVr7HL1bq9h6XLxEMyFcThzU7Ada0pW1dc46OGQk8mAkVyDkyknxNRsDYW335l292zSz9uCMw4kVZSCGp7/yY+CuePHxPfPNLW/51Hx1kd6B01fS8WjXflC6R4zatxUCb0xSSnnNM/uoraD0qG3G+amyx+VZakK8GbKWIdAaYMDcxQkH1NRFqXF078IoBTW8OJTD9lzx49tBbDv7KF7dAKDRlpsTUWTWoSs1lD8TI0qcCUiR1tTHdpQFt6pEwgd+4AZjy9UisVNlmXfJAokyzipB4H/ZvOyZY/qcuRgb3dq7g3AvWALXnjql3Z+/Mii4mfVnG6WZVlMVqZPfmrHlrRmBhWEgdcS0TURogiltwd6e/t7tUpl0PfDuxLJxMqoYahmPJ5KNjVdPzM9/UMBrCemEO3q/VV6HkCivWMiPz52weLG915FUmEqpTRZC8WrnxudR02KwwtcWY1EISsqnJoDSdFZtVrbrEY1uVAoNuZm8mOz+XyOcyAejw8U8vnNEoGRTKjnAYilqcneC/UGAAbdadqdGlRNhSQt09QKShJJvwFKOOzDh2GHDbjRKGxJuV3VVPiNEDHTlCkhKz3XhVWvQ4tq8Fx3iBKeNKNSYeXvj9THbl21eAaW0tZLUrQjLRuBPZ+9PDFvvHm0AOqLCKkZcOaLti9gocBAdAHc5IgoIgL4kBSKiBYFCOA6DgIW9hDwbEQi+cHVPY0x4Nw6nmfJWd3xzTuweahD7Y6LyYQzs27N6n6xXAxxYrIBJkpiGQaKchvUpnYoShx+XUHuaAE0kBFYQOBwcB9QpAgMIzF8+tTkbZSzbMoUtav+UTpXd0kHRi4bodlMQn8vf2KgzZDXT0zmIfUNIqwL0CKhWKoE0A0d9eoC7JqFTEsGUqigfnwBkiBAkAAlLkNLRiAJMkJRurFcLLwVjTfNtbWaLt7fiCUdaGtvEw1N1pTAuvbSdcPZUqUKWRMgJhMIfA4BAgQWQA599HW2ojUmYXBZDKviIlbQEtqcPFLzc1BOLyDmMqSjMdmvO7eh4XfJNNC27C3QizogKzJkUZQJ55QQgqs2rsHoC+9C8QTQYglN6TRSMQmqmUYiIgH5MfTYBbQ3aYi3JCBJOmzbQn52GgdHQzQGNyClagPcc9ZyLkw0NWlVAGxJAEooJQSYmp6qW9Zq1K06qocPQBeyyAgKdG6hrXgcGcVHWLCwcaAbaqR7UQ7DMGAYBnq6GPYd3Ifo0BY66zhbMjFzb3E2lwcQLAkQhiHjnDOrWtNzuRwURcHGNf0YE7sQ92ysYcfR0b4MhBDIirxUmjOXESiuXH8J9o6+Dtq/oUeRxY5AVyZW33ibveQMlEolFgSBm86kR5uamrB8+XKYbgkC8dHi5dCVXY7f/fl5NPzzPnAXFgE2Dfai9M+/Nid4kO0ydf2KkREqLPX+yGUj6O3tpf19/d4fv3/vlfjNb+P6gw/iXUWC0dKE1pQJq1pBb2/3UinO04EDb8EaG1VdiDPtndkDamW2uKQDO+7YwWbyMzZjbKr9s1sfLpgmizz2K3z5zq+iPj8Jxhk2XLoWBGRRHAsZbMtGuVRGqVSCbdkAP/N8586dOFkqIRLR5BilamfKXNoBABgeHmadnZ1h/8BA+TDn6WUDA6sMw4Dx91dxdP9+qD09kEQJtWoNnuvBsizUrTo4OCRZgiRKYJyhbtVh2RYAoFQowWhqyq3oWbmPlvMz5GIAALB792553fp18UDSBl5+6cUftL7y8tWtzz4N5YknIa5chUNPPo7Uug2Qm9PIrshCUzWI0pnZZowhCAK4rgvXdVEpVzAzO4M3jp1+6Yrrb7m3PvbmoYs6AADgCLtWdPli1HASfUPH35Ei4my2s2vD52+R6uPHYH77LlRXrcLyjZci05yBKImglIJSCkEQIEkS1IgKgQqwHRue5yFfsl9r7+zeUz59ovQ/HQCA7du344bPbZPD/jUpohnDtu9vm/j3wduNPc/JfSvawbJZGIkEFFmBLMsQJAHgONN7xmDZFhp+A5RSHDuZm+ocueZuGrK94/uenftIAGe14/G/yKm1G1KxmLG2bltfEWzn5nRunHbKDJquQRJFMMbAOAP4mf1njCOfn8GCyzHD1MNDI1c8TEL8zT419t6fdv7U/lgAALDxmf/Iq7MtqWVmdK1TrXxJFcSb1UYgFsePQ/V9pHQZJAzAQgYrpLBoBEpTBvM1L7eyr+0BwrDHnpqamH/lkfoD99/PPjYAAFx3sCInhDCZiaorfbu+1bWdL0ZVvYO5DG7FQ8NqQCCSGzIeBIyXGQveSbeln+WgB2amyycmXt1dHf3FdgYAnwig94n9GFy7XtZlX1cpaVEI6amXK+santtFuUQjqj4ncGk+DFAIGnzODZC3XJ6bK/sLp2aLdv7O7nO/558I4Kyueb1KWzO6KlCmUUZ0wqAFAREDlzHfI67nEteuM9u1mGt7jcZstRic/kbnohz/FwAA9P76X1je1UMTpkxBKbUbIQoVny3MeMyanEcoRNj8XV1Lxv8XSIthW1Y6WMQAAAAASUVORK5CYII=) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIcElEQVRYhbWWW4xdVR3Gv7X22tez97nNmfvMmU4705l2Ci20YmlpaSNqwaTB9kFBAzGIaAiIUXhWYzRGDA+Y6EtJMMGYVkAIRaAFoQgptlQkbe3MnE7neubMPpeZc9/XtXyQVqYDxGL5Xtf3/3+/rP1fey3SjvbxBSzcC+B1fEjr/jxDW1uiADiq9RDZmTG+cO82XG0RACKNdGMa01+5CLH9b1W2qivCFClklEoIBAmyeR4c2SwFVxuAAsB+7DfSSB8GsEt99CWElDCnIczGUq0rN3nh2sD3zc4Wwq55PnO18/8DEEMMt++4w+jpWH3YfeyhXZrLNd1z4qJReTimKY9LnJhMgpJIJulnAhDuVBAZ6MSt+75jdCnicP6Jn+6S84tpL9fcR0I+CT/QQEAtM/bZAARpHX5Kg9HXiS/c96BRfPelp+yXn9y9Zn50sk2N/TY/e2GAC0J1ndKOJ/75GQC0qggSKoKYCq2vC9sfedh497VDP5ocP/GaCJ2S6ze+xggPOAVCJXlVARgABEkNi0EVf/nVzwP7/Dj7YE17PQz33bb/27+ItXfd7wnqlcrgbnn0igLSz2Qxva/rkwEWwype/sPvGvb58VsBHAOAvp89S5M9w3TKNRBPpOjUPPj8dI5X7r/lEwNvfmOBxlti1DIUpjLCJAoE04LXPRHM56rBsZti/MN+AkB0rB1u5MbO3Qrg2OdfWaSdXVGqapQSAdQb4DNzDX5h7GVefmjfxwbfcKRI0+k4swyiyUQYjFJDItAIERQgTiBQ8zhq09nAeeVz8qX/CUv0pDO5sXP3ADh23Ys5OjgYV0wVmkSgCACxCDzL1B0qtninAH55cMeBE9hw7XoWj8qaTkVc8kmKEtrhec2uUn5+xAvcFIEorBocfNaQ5OneTlbY+nqBH9+V4gDAFmenBy82SyYM6IpQCA9Tk5lzD/f0Dz7JFLkQM2hhYG0vPwV4lwMMrBtili6bJpc6GOcD1WJpe6NW3qNq8normlSYShEELiZGRwfWjmz4pSbB6+9OBsc/6LXsXAuJ00Yz1HyHd7SnOu/Kz2YPFOZye0OfJyOqUDYenloWfs2L0zRu6oYl0KMG3pZKdvaHYWHpEa3BNjVnQmVpqgx4FDLTYEat20oLCzdIBEnTINqNf83RFQABp+A+ZcInRuCTUm93elgm0j3cDeOeF7AWK7HMb0STSiTgKUuEGxq5+QeMsrPLymVpspzH6tYkNF+HnSlABBRmNMkKpcIdEhFtKoXR0R5fCTBnl7jXDKE4IVs6t9hYyuShOOGS7gZmtVynQVi/5F3zzBhSmqLFaJhW3OZuad7esmHxNL6/OYb71lO0nT+K7qgC4khoLjkABzTduL5aXlpNCUzLUJUVAHZ2iler3FFD4bS49vS26iji2Vyhk4IqNY+XyvVLQ6jFEtTggRmXyCqvULxpo5uhe3dch4hpwIpa+Oq2YWgzf0dXKobizBIQEkSjcWbn5rcTCFNjYNcfKS8HqH73ZhSLniOFoT2yNn1oQ4dRuq0rTLdA1JSlenD69oH/br+isYhEogZFT3NqPL1z83oQIi6tq5qCG1Ih4sKFySnCJgclEgToACEwJAoWsTS64nLJvD/u5O1y1ojEjp+osPvfPDv1OHd9G7NTy05AQtfBCNEUikSsWdIsy7q8FYbW9MPPHMdQawS8XIMUAhQ06YdckQhYXA3ALi8q/3gzP/uDpyqtW6/NrOlKTXcPtWDhzGmnceKFZY+REAKEACAEhFJQEAiIZb1kWcZA9gRK9QVIvVugt1qQhGSKQGichZRJdCUAAJx87BvBSaC2d//XoUochw4eXOHxuYtQkpwAZLGim0G92WCGri/zCAgM7tiJNong0O8PoBB9EGZMo6HHlVBItCaxlZ/gw3r+6T9+ZDgAuL7L6+C1JhezkVVDuVPv/wsEZIUv8FzkHv019t64AfX33oEBCVIgDB5SqoHjUz0wRp6bQ1TT4TFSq3IxrSSTb7/lxXF2fAIQAAGBEAI85LBLiyjc9S0kvvglbGqVgKYDhQuDC0HBPUhXGr77nYANr4kpSZNqkkQVwcFURQl83RgZtZuJ82dHkVQ43j15EnNzWbBYK2bPTCL16E9QmJhCYetuVbaiR5uEnKchr1wRwNo/ncXwYJsSkUPTd0WrQqQUIZLlc86oLNccWRpCIq1PZWawbV0fotEYzjgWZOFi0/fuQb01iQtynGstrS9UgEzND6ofOYQfp2Syk6oymBAwnWL2aUnWbXD51YiqOaoqe67MToWmeUs2sRZPzTQgKypkRUFz/m3k632YqVRAO5QJItFSKIhT98GvCMDx6uA8zkEkCELeM3XjzsyJhZ1WxMi2GZXZqFTTivVyw1zdbRQKDRSm81DtefTqw/jNPxw46npvTWv3S3WfZ0PGnMqSc2UzoO65W3R3t0sSDamqRseWipWC22y2yIL19RbHVt090t7plctydrGKuYwNyeiA1dOP+rkJlIyY0zYy9DSNWC/aHh8rC7J0bFs8uKIdmPrmRvS/XQs625UaDVg2mmx9LhqNnfHK+f11fdOeA7NThtHVC2WuCMNvwKESfEKRtcxS3zUDB0k88WqR09MlgYI9ZQcAPuLg/g/a8cYC1aKWElNVM0JFKkL9NG+UN5WK9gNWLB63JyYdN5Ar9apa0jQ91znY/6akye/7hGYW3CA3YecbF/Z28U8NAAB9T7yFvnUbWU+bohiMRmUaJmUikiGHGXKJcZ/RwOUIfdIIBbEbHPZsxa2cm5lwKnevv3SrfmqAi9p61Kb9fSlm6USTGTRwMMcNqesTBB6CuiO8Ui10ZuYLXn7hdNB86MvL6v9vgIu6/qhN25MRaikChFCUPaBcbvLJbJXP37nqY+v+DVWS3iArD/ozAAAAAElFTkSuQmCC) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHVUlEQVRYhbWWa2wcVxmG33PmsrOz65292uu749iu7ZpEsUJTEnIpVau20AQaLqpAtFJopQqV/gDELyQQiD+gKhFClYpQVYFQVcmtqjZJG0SI0jQJENI4ceTEtyT2em3vxXufncuZc/jRNKmxK0qC37/f6HufOWfm/T7ShKbJJSw9A+AEbqrvzTSNGDI4IVjOVfn0NzZgvUQAiA50mLOY/TKAE8PHlmlT0i8H/bJMCFCpg81fX2QXH2/n6wFAAWA/9usd6DgMYE9FQBZM0bNTk1tz12/0OUyoStBP18P8FoABA1/d+aTeluw+nP7lgV2KwzTN9Z7xyqUvKaarmq63Xv4fAXi7VAR6mvHoE8/qxvz4WzMv/2J7bdZu1Bbq5QbLlCsld30BWIcfblyD3tmMB599Xs+feeuPOP3K2cb5MzRQM53lsfF1uf/bAAkfWMQHZvigdbZgx09+rF8de/9H4+f/lapfOG+aP39o3QBkAGBRDQVWwdFf/4plpiflmzW9bJmHzr37Wu96mX8s8fTPDolk30ANwK7/V9Nt7xSx9Ujhvz5HAIhkX7+5OHHlUQAn78Z018kCTTYGZd0vy6oEWQjwugOWK1rsytgou/7U/asBIm0dk4XU7IH/NG9+dQYLT3V/JuP+169iaNNGNaBB80kkpFAaIhQaIWAAyi5HcbEkzHMfnHZS3/viSoBVb3G6JjcldKrKnDJGeSpr8Q+2+9mnmQ+MXEHfvRvVkIywn8htgrs9uUx6txDeIODJISP0ipFoOut6SM/nnOrbm30req0A2HJsgQ72JjQZQqeC6gJgFufV5bJrHhvW14R4fMxWgyqNNhCpp5jP7HMt+7uK5GsMRhpAZI5CdqncEAv/0IhGT5ouSY9eTpv/fKT11l+1ImJDhkY9Bq2SyQ4vz828ijrbpHlSElzRWl+bWGW+82Se+mSiByB3FJYy+4tLxR/kp8zGzLSNybNzqJccRBJNoXw294LgvEOTEexsT8if7LEy44kAFUQlHmkktrynOJ/6g1eq9gcEDwGBVfOgIRSQdSpHXcsZyqaWnvZXVbW3NYmORAixWBNuXMrAswTCRnhoYS71oERENBJS1N6R6bUBPC5zxsGNYDzlZO0xKU9aaHb582HH1anQVgH4VFlWOImX8tkHfKYUbkMJg/N/QTx3CZ1BoDWWQGZmCZrqh123H+NCxBUJWnNzgq4JUFgq8FJVmLYtct2t0Ze25E/kYumLPQmJo5qrrboCVRYqhAib+dJQV1jHDv8c9u0exoHhGO5ZPIEerYY4IwhyCWFF7XdK1T7HcsPJRl1dE+Dyvk5cS5esXM1LB/z6KdL1uedUzTdi16xyffrC6jgWEgUXMrOZptRy6O3ohICAqql4aNsQOjOnsLk6Cvf422jxbDVg1h9oYLyL23Zw95miDNyM4k9qYm+MLf92uugGPasn0TJLg1E+/vdzlnVw7yoALjgHKFN8vjJMa2WRAHvu34qxo0fxhSNHMGm4GFViX0kM75hyibzoBdXqhj9dZKsAACD3/EZ+HDCPA+Za9Y9lMzickLIRNSZqDr9vYTGFsHF7faOUIjJ4L8ZKJQxGw7Bf/E1o5jllb8vwztF8zV1s62p37mrTKZs2Y0AuGAmfybhO+WxORrVSvQ1o2fAIwURyC97/8zt4+OBBbKK1wSARfWFJDjUENSrdDUD0Wy+IYEATGpUpJ8zIVMjQ3FIBhdlJJCMGjv/tOEJhA5e8JGrN3UjqDNdmZqTl5t6pKlEv1gjJ3xWAvPMRoSdbhK6qLKAH8iaxQhmHbixJMVJPTaKjvQWjWYJ8pA35hSqunBvDFI+CdHZfsBT/+TIXmTsGGD6appu2bFKaDEUB8Tgk2Qoaxg3F76uUmLO5SFpp1t+OORGH3aAhm3WgDGxDxpGgNkVOSYHAh8W6nb3jb6Cru1mOBaD7JRH1SSRKJQCEpoLR6HvMh1PVmIQpx4TdqMAmLioACh5gSiqXtOAcF9SquJzf0Qn0vXEd3e1hn4+6kcUbM4fsenWHW3frElNs4ngsGglPla2igI+4uVJWkjNp3S8JuBQgmns12dk2YnJMTxedyh2dgJ9YEAJcohJkSWbRcOybxHZ/n59Y/J13der7rU4F3e2th5cLaX1jT3s83hxBMy3D6FBZS3/b61DITMXzqtXMDL8jgNGv9cN0wT3Qarxtw08rFefJatl6kTgso18/s7341ze+LTO3HI9GW4QQCHZvQI47jLH6y4mWxFFb9tJ11zKXvrNldRJ+VqVuLDG9p8n0SV6GBqP/aBDGWMSwR9oHvq5pCnfmqEpLxdK7AniiBJEODg281Njdc8wTZNZjtJxLzzNgjY3of9HAyAya2xKyI0CJSWUs12nMq1Fq+Ki/S9ejRiCeT8/3Nba0ZgShOVcgV7JQvjyedi489tFSclcAn6b73svSwXtiqqYSTSJQBcBdD065wq3xyWvs4t6eW3NlXQAAYHDkKuItjTSoqdR0GC+VbHz4cOOqgfZvmm5nGSuXLuAAAAAASUVORK5CYII=) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuklEQVRYhcWXa2xcRxXH/3f2vvZ6H97rffqxfsTeeBNTBxISF5zEUNoiRS2FFMpLVUkFVEiA+ABtP1RUQkKKEFTwgS8FVVSRqqoBKlkhKoI8GpomTdLYkeusd/3Y2M56vbb34X3dvXfuDB+ogirsBmG5HGk+jeb8f3POnJkzCCGUAjDSfeJdDP9tlRw6UyTx1ybxUZkAgEcRrTUOD3zhwROnLkJgqFYInZ5ZoeNHgmy7ARwAnj+GY1Iye+HRZRgrDcWlOrz+rMGpnXnp+LYDEADwwotH9j+m1V5/5QV7IfMzsSGppqWQ7Ra/A2AfktHUG8Hn7/+6PP+bn+6f+NXTn6qVt33z/wagUScsvwqtM4L7njgmVt899cr0D4aHPzqAgALqU0C9CtTOVgw//RMt4LFHAYxsN4AIAFRXUaBlnP7Fz2luJiW+P6epO3tfNKam+7Ybgj/x/K95OBavAji03WIbAoRj/f83ccHXHk0VFuefBPDmVhwNnrpFwpEAgShCAlAqVNiFw/pdS0nYiigAxF4dQ//uuBjwyarigEY4ZA5Qm8FYrbLazcQyfe/h1k1B7gDsHl0mbf4mIokCKnWLLWVmWPKrez9UvPvEZXxyaJ/s14hHIgiatVr0Vnpmf7NPnw22tk1YHNliHcXkRMq48lBsc4BPvLFKdva1yG4FsgiIFkArBoxE4ja9fqR9U/qj71liUBebRQHR+empo5ZtP6UHdN0oV1h1vXIyNjD4AoUwmy3S4h/jkrmRDwIAPr+LuBWuLqYSI7emEg8Ltt0qE9vTGg2IGy0CgI//dYnoXlEjnIfTU1PfkKWmZ1pDXbpCmuDTg8QXDH9l7ubkk5KAcMAjqkNnchte7QQARAcD51xkNj8QCEd+vzwzd1xoOILcFuS+0bUNAXa0NRNFhMuo1nu57XiKmApJXkpjba4IZgjwqk40y+I3rWJhj4MzvadTl2N/+PvGALYtMGpzFgh1nU6+nZo35sufY9WGLtiCyOwNIwfVKYsC4MouLNzncfu021N5eLxtsMoKylenIJ59AzvGLqj2tYvfsmusXzBJMBL/tNpzMkH+AyCXLcGyBIMTNbM31vGsb3x0UVrLi9RgdOaRyIYADkII57ZqmtYuo9SA5vHBAaDNKqJv/HV8ucsHlkhgLc/3FRaLX5RNPtQuK119Hb1a5NUk+QDAjSNhllxaNzNllstLzf/o+NqPHyoq+kR6qbHx9gEQARA4AYFA0DDRLZuIFa4hlPozeq0SZmZnIN4zBJNHXDN/eus7iXNjz/Fy7YGAw9Gzq32H5nrxCoD33wIAeOegj7penqxoWqSmMotUKpTlj21evzbjjIGbxOFI6zAQunEaI0N7IPcOIxQOYWExg/FraZTKJbTs3Amu6wM3z119LnbvIPN7PbVoqDc9CdAPnPLK47tQARj+NT7UDINSlyJVAqHgWyyXfbw31kO6OrrAOAM4cPN2CeX4ETTmMijWC2iZXYO3bPpnbqS+Gxvem2z1unOTwLrjbkKbWeCx76FFdwmy4qTL2eVYUfV3rU+OgVbLuJTM4rp7L9JlBgqK5jYnSsUqwnsPgFq2nzjouNPnTi4cPFbetM7vZucORVhgmhstTp4J9cV+OZdMhKvdw/1nsxU0JA2F1Tq4QOAQOSyB5n3dul5cXQa1TAJmabICuTPgIlvq+9Jzy2aDCXmiihNd8d3fL9j131W8JF1GGZwzcFjwt7ugueUxubECdykJN0/D09aUVxQb7SGN/M8RAIAr94eZdGHN6I/6cqpCjGjvjrxZa7x9W5g73jnQ6ieEYGU1s97i801UzNJIcDBOCstLMBpF1e/3QDJsbAkAAFbXTBQCAvWLWJcIqNykGL5g8w8XFhNHBQcRI+3Rs7ZRDwhuDzGJAO5xwWrUmCQR02Z8awA7XpvF/sGw3KRA5TZXDSaInLN1jz94sSUcukogEA6IVq0WTGYywzaz91Wr5YmenfFLlMNYq4JtqR84cD5PBnt9ruxsak+jYT2oKZ6U3+0fW2ckR1Vh3eOSGCEQnQ5okgCdcqgOAsNiyJcMFN+5nja2FAFZEgkhIIZh7Ovs6HxmOZUjntlzV3Wt6dlRof/NyUeD5oEzS6SnI2g0OUlFFCA2bND1OjfTCzma/FL31lJQKteYRV00Ghs4mVvMZstr1XtvlyHHu7ty5rzEAODyZyPsMmDe85dVsw4Bmkgw/oDvjo8tpaDpt+fxmcMH5WYnV6kBl8Mkar1u05U6ihPjqUrhR/Ht7wl7XjqP9p44YaqTVCoGadQstpRdY8Vvf+y/+tv9E3GCD/Sp/RZQAAAAAElFTkSuQmCC) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur163312 4s linear infinite forwards;
}
