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- Theo mặc định, hạn ngạch khóa học là 100Mb, nhưng quản trị viên của bạn cũng có thể tăng hạn ngạch đó. Để kiểm tra mức sử dụng dung lượng, hãy xem chỉ báo ở cuối danh sách tài liệu của bạn. Tôi sẽ chỉ ra tỷ lệ phần trăm của khóa học của bạn đang được sử dụng.
![A screenshot of a computer
Description automatically 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UVP369c+dO7d9+/ZOnToV/xHUsE8fSVF+f/nlwYsW2RwOateOTp9WmjYNGj++3fTpmscTMnGiUZ85NJnEqVPu3bs3bt1aY+TIhsiHUJbK/yGdkpw88I5hxcMhEUmy3LBRk7gTxyq4ipioyOU7ko4lq35+MhFxlTwu7nLw3Cwh5eWOuL9JeHgI5V+U6P3FFaHQXRPZ2fyzOnkOzZwhUvtKCyYI1xHx4hwxN0J6zMlfX0+jnpe6BYlln4oZ37M2owq1yvnbxwI+TyAtkHOgjD69+axqXHvp6a1ixmL69Fbx9kr26IsUo5SwZENCQgSAa5p+TxdvQgjOhaYJzgXnmqpqgmuaRqpg/gHG0AizzU2aJuz2XMZK/HmsaZrdqeW5JCZ7/ZhkxDXmsJPqJtUtHHbKcTImMe8zWwVnHpemFTvRpgiJEeckyZI+cyhJpOgXTYr8oCjnn3EqkcSYJugSI4s59u6JL1LelvGbZ1x8RQmuX9v47dJVJ7sOjbXkHV3221F7co1kN9Uo2ApSeJ8XJ6y/b+p9vxIRsQaPfzWysYmIeMbmD97c2/XFaZHvP7bUax3Ccfz7qWN/DHnm0ylXNByWRkte+tKk7y0jZyzuG521ae7EVyb6z//yLteXE6Zvaj553ludA07/+tqEuXnVexBPX/PWm2sin5/9S6eI3H1fPz/1w5X9vujbrz29svyEo+XNFs/51X8lN3qoYyjC4TXj5I7dB98eN/zNDIPBQU6ialMoPCz+21Hbf2vd76f5pc/4hQWan7y7caifkuvgsqLIsiTLTFN5SqabPEyo4ruDxrgM8WRb68L5fceMW9u376LNm++1Wg1F+tE0zePxJCQkZGVlrVq1yuPxdOnSxZ6XFxd38uCBg35WS1pqisfl1JickJh44fz5tLS09PT0kJAQVVU3bNgQFBQUExNTpM/Ynj09dvsfr73W+6efgnNyqEULOnfO0qhR+OjR3OWytWhB8fGkKCIuLnfnzq0HDoSNGIFwCOVR+T+nJVn2GQ4vYsQqnDU8TvuOJMO5kE4xoUJmzOERKekiMU07e4LsB0726poRGkhFTjql/OsVr7Ss/WKDjc3rR9UURq3Z2HZ82mbxcFvGVEpKJ1GTDR1Pt3nIVLiVJJexQHGX1MRnVU80ZD0fplVTxVM7KfxONrBaaUuaK7RVAACuMlVI3meUEJE+c8g517SLf7jGVU1oXLRue3PnjtWJKDvbvn79ulIu59M0LdfhyXFySf7nI0YIkg2iVmNeoxpXPbKSotgTPapTeHcjuDA5PGpZ+ZAYaYKU/DNLiUhiZDSQopCqkSKRJpGbE+fEiEkS45wq/BnLgjo/P23oS689dNv7TPav36tnbdNRt+Ydrj1nf5jy9qGOU/47vneUY8/Xk6dM+LDpwoktnavfefdkv7cnNrMt8VpYOOMWT/nxt+Od3l/ct/pVuzhCS17344EaD387pFm4TOF9Rj/55/CP/zjc1PFnZtsJT/WNDWIUfNe4u397eB0RC+j00rdtA6uFmsmuWv0tzJ5p16wN+7fRXl8R57y5QcKqZelNH2sfjHh4jUiNP79l3JiBT2dYgnLIThQ2iqrfkrlu1KoPbD0Wfu0f4Fd6c03jHofrt33pb/yaZLWaTFaTwWQymIwGk+Iio9FIRkHbLxgS19LkLvKsD259bKT68MNLf/ih6IlyqqqmpKQ4nc5169YFBwdnZGR89NGH6dl5TRs2DKlXb/n+Q9lum8WlRbgyqwUF5LnVjIwMTdMURYmIiGCMpaWlFc+HRNRk4ECjxbLs2Wd7//prQHa2cvPNlJFhi40lIv20UjUxMW/Xrq3HjtWYOBHhEMqp8vOh2WzSNE0uISIajSZf9wa4NFxQ7WhLdC1jDRspEjk0SrFTXBgZFYqz2xSTW/BCN6op8vUVlZ0inIn0xJiLH9DcQ0ozZmoiPniEvl/Kh86iqBbsvjvptsI/jmxNqPgCKevE/V8IB5FfM/bNg0VX5LOJN+/mbzfwUZVGJAWz+9vxJzbSE+2YoeT6yzp+AQCo6jQqdFMGzvXJQ65pQlW5Pn/INU3jxIm53R4i7nBqTqebiJXy6SFkg0Mz5DiJMa0gmHlcFFVf7TdmtJYVRiRkvyO/vPNt8gmDwURUcH6oEKpZ8LJm++SLt1qV8uweD3fpn2b6RxrXBCfBNaFxwTlp5JJkAxdU7nuvlrLWkA6jZy8Z6ba7JIs5Z+Xo1ZuCrV4f6p4La347HvPw6/1jAyUKbP/gmC6/TPrp4PCEH2alDPvglYZmSvTuTE3ZsPWmYR3k37/863zr4dFXa/owOzHHGFkrUB8Gs1avZbMnZGQ4nQH1oqz6FjOGx0YY1xExSYtfNWvassNpLCiqpi1bMCIiW6P+rTwzVp563LxxeWazJ1oHIR5eE7Kyspb+36jb7jobXjOd8ohqDaao+/KOTP5jUmq72Ssja/tIXEXoU/U5ds/ZxFyrTTVZVZNZNZg0g8VotZJJMCa41SrOZxunb2Cv3cqeHdfmjiG/FO/H4/EYDIbU1FSj0ZicnHz06NE7Bg0OiIhKcTo7tb357HcrN6UyjyXAeWxvB1N8TlbWhcQkl8vlcDhyc3NtNltOTk5JFdbv1cswe/aKkSO7/fVXqNttaNSIMjKIiGTZc/Zs1tatO8+dqzNjRp0hQyqwIeHGUvk/qGVZ4SXnQ0ZU2uxi+QhifkbmH0rdq2l+mvp3rsmRm210pARVr2cJtslKtuCFblpDV/T6w8L8QpilDn31MouQiIjykijJSCKFHNE05UVpipN2LBEvvc9rviN5Xx6Y53OBbmxZt4uf82pS0cMT3028Fgj3ap62gYpXZSXyXBAfb6fW4TT7N9HqXmZlvuu3EgDAtU0VEtev2RMiPxzqfzRN01RVu4gzjUtcEAlNUzXOBVFpV/Q16nTvkU0L/cIaCa4JIfRboXIXY7YscgZfWLpIqFk1bvMjazizWcjACz6TiCgt016vzbAy6mZkkGh3kmFfkpLjFCoXXJDGBedME8QFqRopMpkNQlWt2U5ZIpIrHFzc536b9Z1nyDND61hI5BxZc5LVHh7pNfPHJEUioW8bIiLOiUmuuDW7Ug5uf7DXPCa4qnGafkffP5/95FFSqg1746Wx1TYk3Pv2zBXd3+13da7ZkwOq+bl3nM3WOthkImFPOptnqRsUqtqyT563i1gjI3KnnkxxE/GMta88/0O1qXPmd422Svbtk4a+T0REtia3N3e8t3wj25zT8pmWgbjq4hrg8XiWjhrXvsX+mk3TKEdQnY5Ufbya/OGfo3c0mPRzvRY3lbMfTQiuqZrLpSlMKEyTmMRIloRHIkZCcE5EqiKyHUaHW7JaFZ8PyDGbzYqiVK9ePTk52WAw9OnTp1OnTjv3/D383iejhj6UVa0BhYeRU3M7zGQ7cU+dwC++W6R6PDabjTEmy7KfX2nznNaQEFVR1OzstF9/NZ09y0wmYkyoquPcOUakybK55JswAxRX+fnQZDaVdnILq4TzPBmR2WxIO7mLyFKjToNPPnkv0VDt1M6/PI2nGHIPSCKGZIW85gy9g+KV43ATEQU3pzbfiZkraGxncp+i9+aIyKfp0QQa9zNNniQ6BTDGiKR/7oOut8o9WOICJSmlid6nN19Vscl+9OM8EgOk6a3ouZf5V+3Z6PolLFni3ZUBAK4NKl28/E/TLp5Tqmqcc64nQ1XTPB5NUzUuGCfSOKf80Fh6tzGNOh9aMy8+NUHjnOU/T9HjIZXU86d+MDZLFdydmJR87rQjOUFSCq5IEkKSZGEMqNuqjLu16ceZKU5KPpcaxHJlRdE4aZy4UDgpnCuypJxLl4/EK+G1DSYbs1gu9fpDHwyBYZmrX3m/ZpOXehl2f/ruBmvf99sFMZ55aP3WtKjOnWP9I7sObvjF/I9+aTT+tqjc3f/9YL2p58yWXeou+sWtb+KkJc+OWX373Hf617Kd3s+MNpMkhfUYN+rn+z+atbnDK7dcjTMz5Yhuw5p+Ovf9X26a2KdG1qa5s/6uNvDpJk14/5D/++CjpTWe6OR/7rf3v4vXIomEx6UZ/AJtRuZO2fndV9uynNFuQcT8mtzeLGvy+4ttHWbcjLuhXhP+nPhqfb91TTunUrpGtepQ/Wmk/bR01KLAoZ+26NfzEjoSQnWrbodLkZkkMyGEfp6alH8yQJ5bhAWK8W2lWgHG56f/HRpS9OJDIlIURVGU+vXr16lTJzs7++TJk6dPn27TsvnDd/T+assu6hxBVomSM2rlHepxc3R6TpbL6fT392/SpInVao2IiIiOji6pugs7dmx76qnbJElLSclWVc/y5fphoNFsNgQE2EJC2tetu/PJJ7UZM6L79r2U7Qc3rsrPh4rs4/+KAhKTSppaLD+D2XpgxX9/XvTFoZ7dbx06YtHCD/2iW57bu1I7aBfZx5n2NlOMBfOHlJ8Pr+D8oYG1aSzeeIM7JksvNWbPj6WZX4v7viHhz3oOZU83Yta6NOY4/2gqTdNEcG32+NOsgZGI/9Pqxc7MxwKlivDZhHtX8s/CUkDxqijuD/ENp9m9yGKgiYPZ45+JHtNYY19LAgBc6zTBzAojIkVhRIw4kSY0VaiS0FShMu4hrpImmCQR0zhpqv58sjKu59NUT0BAgJk53G6nfpPRi6/nyr/POxEbE6K6tBMXXOSWI0O8rz4UitGomQKZUEsvW2LEBXO4yeJMnTTQEhpqJcbd/1zKqJlM2i/r1IeXmUIj/WV/ReNU9u8Xy8ICOox/7T+vTh89aJY5plW/1z59oo0/I+f5pe9O2zp4YftYf2PM0DdnOGa8P3HIe5mmyBb9Jn0wumWAidHFB4RrPMAgGQPDI4KtztP5nSo1Bjz30C8Pv/PZ3hbPtfL79+OVXK3/q2+lvv3+hDvey7bUaDXolXfur2c0iofemZL9xtyRg6ab6nS994nbE38nKbjruMfXvDhh4CJDWP2Od907stOHc5+f2eV/k5r7NxvQQt6wr+PgZmVcsQZVwYbPvrLEze/0YB5leKhGCMW+Tcad68bM1hq/3P3xh8vfjyIzxqT+bcNa1AtUDJKsyLIic055Tv7BquwDSQ4yqDdF08u3WW+KMb71zvaFC/dv2XxvSb3px8D63wcOHEhKSnr5sXv9Av/Y7cxy+lWvwVL7mAwpF86fOnOmefPmN910U3h4uJ+fX9OmTUNCQnx2eG7jxp2TJvUQwnD8uFNVZSKNSCYiSWImk6QoqqYZs7LaN268a+pULS+v1tChl7QZ4cbELntWLS4uzucvM9asWNqtZ2+zucS7vf3y4//6D67Qv86jR49OmTL5jz+WMCYxi1W47ELTs5/RbFa+++5bs9ncrFkz7zvThISEzJkzJyws7Fp//iEAAFyGAdMO39G1Tg1/IUgILtxuVVVVjesX7wlNy79XDZfeWqbOHC4N6Ryakas5na7PP/+6Tp0SPzuO71m9a9EEoydJdbu8z0Plmmbn/g1qhqnO7OPns/3NqiR55TYhFKPJbajWZth79Vv2KKXs/vcsa/HYgHQHY/FH3707YNX2zFMJ7seG1pRlSf+lp79VLFrrevJzW52WNmOAbDBT1i8/jB6U99BD91XOhoN/2He/NvwV5Y3vJrfAZRdVnNPp/LR7n/v7p1aPOUFWC3V5n2qbdr7x1LGT9wz75ONL6qre4B8mP3xTaICRBDHGSJDm4c3qB0VFWEZ8Hr8+zn1Xx5DJgyKqBZlemrZt/mf7/vjjzmbNwkrv0+12nzx5MjMzMzk5OS8vLzTQ3+PIE6onLTPr+NkLgqh58+b6aaU1a9asVatWRESEz34SduzY+uyzfSVJ3rUrx+1WiVxEKpFFlklRnGazbLMZ/fwUi8UaEGCoX3/b33/XffnlGphFvMHEx8fXrVv3kppU/vyhwWgSvMTMyTmXlUpYadu27bKzcy0Wq6a6JdnAGGOMPG6nyWSOiIhMTU0pWPJfuzMNAABUWYqaMecvgz3XpQrigjFZkWWDxpkqiHMijYQg4iQ8TGGOED9/p4t7PJqmiTLuBypIlmVFZYIVWlCWmep2pjuZ6lQ0zW2UlSKfQwpjmqyU+fEkScT1E0o15nDYf1lkFz5YAAAgAElEQVSeu3YvG97Lriiyfk6M5hJOt8cWKAtZUjWSL/n5h1Auwp2VenLFl+uNPT5shHBY9R3dudNscwUNmMg3viJ1GE61qx/5dNTezd3uWzT7UrsacEvM1z+fUBSJBAmNDESH9iQ9dP9Nzz7ezM/AJ/cJGj+kevx5x5DRq88cS9258/7w8NIfT0ZEZDAYYmJiGGO5ubl6RIyKimKMOTJyXW63v7+/pmmBgYGxsbExMTEWi+8O4zdu3P7yy30tFtPmzblut352u0xksVoPKoqHqLnBoDImhGCS5NE0Q2Ji+86dt73+upaXF4NZRChV5edDq9V6Pv5s3foN9Md9atrFk2cEF6qqno8/GxZRrYKrcLk848ZNGjPmWT36cV70JNIzZ07rX3vfnKbMy0gAAOB69cIg29oNa7Qw1WQ0pKZnBATWvq1vd6vNwjVOJEhwTdUvR+QG2RgZas3IcXEuNE0rM8LJsqzITEiF8iFjcpBJzUg4QUQhNlmRC5+tI0hRmCpLZf7ykhFpRConrhry8hyCBRrNFrvDpciKng+Zyj0qtwVITCKPRgqvjPuXQjGOgx89OnZrjTsnP9QIz3u6BpxYsaJjr5amDrdKtdpRxrHDH76y/seIwT/Ol+VL/t/jw+c6Fnll5HNrNCYE114ZVr1OlN/iP85MnrypW6eoH7bd7/PONMUxxmw2W61atQwGg9FolGVZCOHxeIKCgmJjY/38/Jo0aRIbG2uz2UrpZPurr/bz8wtYuzYnPxxKRMbg4P0GQ/TMmZbQ0IMPPHCz2axJkuCcSZLq8VgTEzv17bt1zhzkQyhd5efDJk2bHzm0P+7EMSGEoihEJEmyJEtEpCiK0WS+qVnzCq5CCNI0ze32FNx3xutvYTAY9E/0Iv6d+5cCAEAV1LZN87ZtmgshGGNHjx7dt+dYq4YhRu9LIQTnmqZpmtut5to9nKuMifwL5ks85hMkDLJsVEjSROGZO2GySkE2iYj0j6fCzYQiC02WRVkPfGKMcWIqJ1U1JiSkd23JGtexp6dJknTxcR12hTtdii1I5oy5VVI4MamiF/lDcdaWL/6+7moXAeXDPZ7jK1cmPdC7mTvwwsEja96clSeHDf7q05DQoErpP8/hCZMskeGWM+fyHn9+yx+/nZz5Ztchg+tfUieMMYvFUq9evVq1atntdqfTmZiY2KBBA5vNZjKZrNayZ6kNQljdbs3lovyZQ3Nk5G5Zjnz11frDhxOR+OKLQ6NHt6heXdWPkhnTXC6TLBsq4zw+uL5dgecfWiwtWrer9G69nTp1Ijk5Ub9HOVHBPOHFb1VVczjs+ot6JtQ/mAtd+wEAADce/Un3NluAS2UHD58xGBTOuRCkaRc/RLjgXBP5ny8kBJMkEy/5ognZYCOikNAwR14GY+WaOxBEQnCLX+i5LGEw+pe+sOYmg0xmf9Js/lZbXr+uRiFEruOf9Vhk7hcghUcb8ziRm2w2Ss9zCYHfh8KNK3Hv3oPn4/d8tZR+2SA0Vvv+B4bffY/JVNZ9/8qNE7k1/vVPca+/s6t90/Ajux80my//cFpRlICAgICAgJIuMixJ7bvuWvH997e2a6ds386FEHXq7CYKGT++4QMP6AtE9+2rvvvuvkmTbq5TRxZCImK1au3YtMnaqdNlVws3iGvyVwh33HEHEc2bN++pp55SVVVVVe95QiIqiIUFXwQEBDidTkwhAgCAwaAkJp7/6afTHo9HnxvM//gQQjD9l4qMkRBCUYwZGcl165b4nLToBi3jqre8kLxPkv2FIM61givwvecGWf4MJJOYJMlMYuk5mn+tjrWbtCm91L5d1V/nfi/5BZAj78vDLqNRLjIbqUh0PoNnOvZxYookZ+U4DFmb6tXDg7DhxrVr6dIoj6drndr1hv+nfZ8+pZ+leRka3xT68deHVtrOzZ7RvUfnqMrtvPyaPfaYKSho3axZ3Vq0MNjtm4So/txzDR980HuZ2kOHGmy2fePGtW7a1BQWtnfvXsuAAQ3Hjr1aNcO1ovLvX/qvmTt3rtls9vPz0/MhETHGCi44LPhWP+M0Jydn8eLFY8eO7dOnz1WsGQAArjrO+c6dOw8fPiJJEiv1di6cc0WR27ZtGxsbW8piaYkJmuriQrjdbofD4XK53G63qqr6g7OZJCmKYjQaTSaTxWIxGo0SY4rRElKOq/FVVV27dkNc3GmpjLNGC67D5w0b1mvfvr3ZjMvk4EbkdDqXLlgQFRXVqndv5QY4kfLIV18lzJ0rOI8eM6ZB4XBY4Pzvv5976SXZYLANGtRk6tR/uUK46i7j/qXXcD70eDwrVqyIj48vzwMVNU2LiYnp0qWLnx8eWwQAAP8G/aQVXN0A8K9xOp2aplX6nCHAtatKPN/iX2MwGPr373+1qwAAAPANyRDgX4aZc4CKu4bzIQAAAEBhwp16ZOvWA+dS8zRzcM1mHTo0qWZmpGad3Llp94lkuxwU07RDp6aR5vwTi3nOwT9X2jsOahsqE5FwpxzasmX/2XSnJpmDY25q39FrUZ2vrnyvtMyq8ntM27PkrwtNhvSPtRReVSmtCpddiDt+5fcr4wue6WVtMnBIu1C5rApLKaaUdQHAdQj5EAAAAK4Twnlm/bJdriY9BvYKY+mH1q9etcl6560xubuXbzof3XVAjzDniU2rVm+w3dmrroWcaefjz586sDdVbXyxuZqye82e3Nhb7+gdpjgSD6xbu3ZPtWEdI7wOltSU4l3VYb5WWuefsOe7qosLuJP2rP07wxNWzrHUMbuKlV0Id2bmyZGdB3SOVIiImGy0KsJ5uvQK8xUpRhTfRABw3cOpLwAAAHCdUDNOpSh12zaLCjCb/Gs0bV2TJZ3OdKWfOOWKbN2ydpDFL7JJmwaGxKPnnYI0e+K5xGxu8XrwAbPV7nBrl6Y1/E2ybDKbDYrJpBTKUKqvrjy+VqqWVZVKRCRcCbs3ngmsafMxM1dCKx9lE6lJm7/76pcD2ZxIs6c7zNXCAvx1flaTVFJXXq18F+NzXQBwncP8IQAAAFwnlPD2AwbINv3oRs1OStds9axadrrbGhWkhxzZPzKAxaXmavXDQ27qeAu541fEb8lvLtsia9qIZ+3/9eddmcRCW/RvFuKd3ITHV1dSbR8r9W7msyqZSDjjt29KrNmlm9+2JSfLNxaZlOJlE0mBsR26xARZGAl3Vpbbbd/116LUHLKF1W7atkWdwBK6+qcV+S7G57oA4DqHfAgAAADXCaZY/RUiEu6MU7s3bj6hNO3T0F+cVEkx5R/xMINZFh6tlE6kwGZ3PNgoN3H/mlWrtoTf2TXKlP+O0Dy+uvKx0kDvE7R8VRUocfupLVsz6t3aP9x4orxjCSzhvC/JHF67HhERaS6HbPMPiGndvp3JdeHAxvV/uUx3dKrhu6uCVsTtp0stBgBuHMiHAAAAcB1Rs07t2rjtpFr95luHNK5hlYXDoJDqzj/hU3hcGgvweacV4c5KyaSg8EAjkwx+NW5qXu3QlnNZ2fbdv29K9BAZo3r0r1NCV8VWaj++7OeLrW4deltNU9EFeN6xTTvsjXp3DVUor9xjKXv0ckiL/kNbXPwmoH3HhEVrj6S1q1HDUFpXPO9EOYoBgBsD8iEAAABcL7SswyuX7pOb9hhyU/4NOpkhINToSMl2U5CZSMtLySH/un6+opawn9q4PKHFsL51zYyIhKoJWVFssX3vi724hJqc4KMrXyu1erXyVZWacSbBnnLht2/2EAnOBW364X8n2g/q08hPKqVVmYQr9dQZR3i9GH+ZiIjJisQ0VlZX5SgGAG4YyIcAAABwnXAn7vk7s3qHPrWsntwcDxExyWCxhdSra1q252BiePMQZ9zuY65q7aJ85i3JP6aWZd/u3aeDW0WZ7ed2704NqN8hsNCVhD66MnkSt/lYqfmfdr6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- Hình minh họa: Tài liệu - Hạn ngạch
- Nếu bạn nghĩ rằng mình có thể đạt đến giới hạn của khóa học trong vài ngày, hãy liên hệ với quản trị viên của bạn để hỏi xem có thể tăng dung lượng khả dụng hay không. Chỉ có quản trị viên nền tảng mới có quyền sử dụng tính năng này.
- Nếu bạn muốn có cái nhìn rõ ràng hơn về những gì đang chiếm dung lượng trong thư mục tài liệu của mình, hãy nhấp vào biểu tượng phần trăm. Bạn sẽ thấy một biểu đồ như trong Hình minh họa bên dưới.
![A pie chart with numbers and a few percentages
Description automatically generated](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAu4AAAF0CAIAAADzaislAAAAA3NCSVQICAjb4U/gAAAAGXRFWHRTb2Z0d2FyZQBnbm9tZS1zY3JlZW5zaG907wO/PgAAIABJREFUeJzs3WdgVGX6NvD7lKlJJj2QhBJC772KiGUBBQVkUewFFnfV/e++u/aCveGu7irqiiwrAipWFAEFRelICS20dBIS0jOZfvr7YZKQICGFSU4muX4fdDI5c849Q5K55qmMpmkEAAAAEJxYvQsAAAAAaD5EGQAAAAhiiDIAAAAQxBBlAAAAIIghygAAAEAQQ5QBAACAIIYoAwAAAEEMUQYAAACCGKIMAAAABDFEGQAAAAhiiDIAAAAQxBBlAAAAIIjxTX+IJhTs++6Lb385lJmXn19Q5lHJEBLbte/Q0ZOumzt7YlJIe0tHavmmB6c/sVfyf2UY8/L6JVOiWvRJqiXf3n3t88eJiAyXvfXjvyeE1HdnI3lTnpm+cL2DiCj5/776+M5uF/tnv5QLAQAAtLYmRhlNyPnmmQdf/LGwzr2SuyQr5ceslB/XvD/k3n/+474xUVwAS9SZWrrjs/1SzZfS/i92l10zPba9BTYAAIDg1KR3ZM19+K26OYa12kIMtY7wHln+4F9WZokBqq4NUAq3fnFIrXWHevDLnSVqvccHBMOZTf5bFhPLtOy1AAAAglpTWmU0++5lX1XnmPjrnnz1rzMGRhmINLHk6IalL7z0dbZGROqJ/y07OPflse2jW0LO/+nL43Xv0o58ta3w+rkJLdfyxMZMX7pzeoudHgAAoB1pSpQRzx7MrOppCZv29GOzB1r9XzDG2CGzHntby77hpUMqEblTDxSIY3sbybP3kan3b/ESEfV55Ks3krYseeezX44V+8jaefDlN9yx8I4ru1vqtDloYvHBbz9c8e2v6XkFxU6JtUZ1Tkgede2822+clBxWuwFJ8+Xv/nzFpxu3H8wo8arGqK7JvYb+7vb7bhkfb6x9Qqk0Ze3/Vn3z8/60Yo9qsMUnDZhw/S23zRrfzdrI1igp94evM/w32W5DInKPlBMRHf/6l7Ozb+1S/dqJmf+56eZlZ4iImKHPbvhgRk3vk5j+7txblucTEXEjn9/w3nXRbGOeY9NGqzT6Rasil+5d8c57n/1ytMhb9Q9x3x1XdrM0pvHnkl9PAACAQGtSq4wkyFU3RafDp1LtNzAu7qq/PielVqpEbGif6PObLCq2vXTH4gMVVV95Co/+sPSRHzbc+MayRyfFVB2rVuz+x/w/f5Z77kGqp7wgo/zbt/d/u3rKy6temBLnP1Ip/vm1Pz781bkDxfK8k3vzTu797vMpz73/3PREAxGR6jj4wf898EFqTWeX5DibvufLN/Z8+en0F9598touxoafsZi9fl3VZYwT/vTXoUvvfSebiCht7Y/5N93dverFM3abMr3bsvdziUg7tvFw5fRrIpmqQvduy/cfw4+8cVwk2/jn2FhNPqF956t3vpVSXvVV1T/Eppvf/uDv4yMvmkcC8XoCAAAEXFM+TRs7D0youinsfGL+I+98szut2FM9bIQNH3TtTfPmzZs376YZI34z7rdkz4EKoog+466aNCSh+k3vzFePP/t9cdUJPIffe6bmLdmS2H/4iAFdbdUPL9/0jw9SvUREJOWueeyxmhxjjOs1ZEivqKqvCjc988gnORIRqaVbXvx/1e+7kQMmXXfDlHG9w/xHFax/+sH/HPc2/IR9ad9sKKi6zpiZY/pdNb1H1Xeyvv0h99xQYEO3KTdUfUc+vPGYU/PfVssP/ZRZdcTIWaMj2EY/x0Zr+gnLD/hzTGhc1LnskbPm0ed/LL3YAKCAvJ4AAACB15Qow8Ze/aeZsVVfqHm//O+FP9963aQxk2bcsvCh595YvnbHqRJBq/fRhiH3f/TN6iWL31j+1devzYjz3ynsef+LDJGIyJu2bktVW0H8bct/WLvyg6Ufff3j5tevrOrFKj9ytFQm0lwHly07ohARkXHUI5//vP7T5cs/Xf/tc5dXHXdq9ScnfCRmrHlri4uIiLrduXztijeeX/TyktXfLl/Yx99ecmbVPzcWKg08X8/xr34o8d80jp453GZMvLImy+R+tzH73OBmPvGqG3r6b/pSvj/lf1fXXMc2n9SqKr1xdCTb2OfYeM07YeyUZ7/a+fOGTTu2LP/TsKrhxZ7t735+kdHaAXk9AQAAWkCTxjiwtnGPrfzPX6d0r9Pm4ilMT/ll3cfvvvjX2669bMrCf2/J810g0HS++aHbBoQwRER8p6v++vAks//+gs0/54lExMVc8aeHHnrooYceXvT07QOs/ndI2VVeWd34IXoklciXtmGHw39HxLSFM3qYGCIiQ8Lv7ptT1WJUduhQsSdn8w9VzSn9b7tpkP+yxIYNvnn+qKrhKEc3HamsP3cREbmOfPGz3X/TOHrW8HCG+FpZpmDD+kyh5lg+8apZffw3nXs3Z/iIiLynfjoiVj189sgIptHPsfGac0Lb1Kcfm97NxBCxtiF3P/eXAVX3n/nhx7z6sowYiNcTAACgJTR1iTxDzKjbX/7ipoeyD+/ds2dfytFjx09kFNfqW6hIWfnITUf+9ul7t3avM3YibvKUnqaar5jwob/rS9sOExHlp+R4tZ5GY5cr5swjItlx+siva5cfO5Z6+FDK0TxX3csrFWlpVUnGNPSavtaabxj7/eXb/X+p+kIr/z6l6p2XTrwyY8wrF3giasGpUmlKVL0DPDRHyufbnVUn9ycZIj7xyut6LPGPlyn6YV3an/oPrkpkXOcrZg/452vHiah855YccUg/LWfrfv/jTWNnjwxniKhxz7EJmnFC2+Vzhtlqhvhy8VfdPGTxM0eIiPIPZLq1nsYLDP/VXFmX/HoCAAC0jGas9kvEGKOSR09LHj3tViIi1XP25IHdP329cuW2PJWISDr8wQeHZr44pva8G1uCrfalGHNMJyuRh4hUZ4lbpXCOVEfqZ68u+vemWoNQfkNxlVW/T4cnRtRXvOIucTb4JFylrov0iKgVv36+uyqiGUfP9CcZIj7xqut6vOPPMqWbvznx4ODhVXGK63z5rEGvHU8loqKt28480JN27vL3TlnGzR5RHR4a8xybpMknjOwWWXshINbaOTGMjjiJSHMUuxSKvMCLGoDXEwAAoIU0JcooPpdHVDUihjVaQ83VvUysNX7A5TcOmDjl8jfmLfikkIjIefxwkTQmudZjBZeoEHG1z1X95stbeIZIOv3Jn+9981hVd0jEgKunTRo5dMSI6F1/X/hhfs3DGN5QXbEsKPV1aDAcX30l45hH3rp/gPkCxxijeph+e3cVtWz3579Wd7eIOx+5ZvQFDqrY8vWxvw0fXZVl2LiJNw5hUo9oRHk/7cyfZvrFPxzXOm72sDB/kmncc2yCZpxQdIt1XjZN9FQ/T4PVeOH+xkt/PQEAAFpKE6KMmPPh7VXLp9CgRRuW3xBX542PCe09vrfxk0KRiEhTtbo5I//Xo/YFyTWP8GbvSquKMqFdE0JZEtPXflL1lmyb8vpnL1zpn6LtO/pDnZkxXHhiBFEuEVF5eo5LHWyuOqPqPL7+6z0lMhEXNXLmFZ2jeCKZiCQ5stfAQRFNXDFXKdr2WUrDo1YcW7867Bw1viqosDHj5wxnj6SoRJk/bNpiTiciIuv42UOrDhCzGvUcG685Jyw8dMqu9q35hxBO7zlZNeTH2rXLhZahISIu9BJfTwAAgBbThGG/xk7DB4RW3U59562fiuvOjRHP/PTZgaoP+IYuvaMNdb6rHv7vqiOuqngj5W9895vSqrMOurKnmUgqyay6gzoP7RvpbwTQPKc2bi+vfRrW1n98t6rbRz7dkFPdoKAU/vD6C2+9++6777777g/FWlifiVVNQtrx9fsrakKJUvz9EzddP2PGjBk33Pl6iru+ZyoX/PzlsQZeDSIicu/48qCzJrOx0eNuHOnPhic/eN+/20HIxFlDqpJMY59j4zXnhNqR/316tPofQi788T9fFvlvG4dc1esCrS1ERBRyaa8nAABAy2lKB1Po0NtnJWxaVUBEVPb949MPfjFj6pheCVFmyV6Yvu+H9XsLqgZL2K6eNyr8/A/uBR/fN98+/+bxCd5j3y3/dH9VCImcdte4SJaItUZaiRxERGkfLP4w5o7Rke6MX1a9/Vlx3bMYuk+fN3Dp4mMaEZ16a8FfnX+9bUJXLWvjO68f9b/BWi6bOyqcD7/6ttFvPbNPIvLtePLPb4oPzx3bjTuzY8XLL27KUomI4ib9rp+VLkzK2/xVWtVt27XvfvvCmNA635fzVt8x+810IiLvri/3V15+VVUrBRs5Zs4o4749IpHmb3MKmzhrSM2DG/scG615J8z7aOG9JfNvnpAonNj44cd7fP57I6fdXf8aeVz8pbyeAAAALahJw37N/Re++qcjC97zzzHWig6s++jAb4/qNvfFv423nZdk+CizXJ65YenLG2rfGz396QdHhjJEZO41bYJt/fcOIiL7jvce3fFe1SEMkb8Jwe0fVsolzFz05423vXVUJiLH3v89v/d/tU5oHf+3v0+KZInipjzxt+/mvbZPIFJOfbJowSd1nseo//evB4da6+klEbM3rM2puh0z7aYhoecfwCdePXfwv14+qhGRuPeLvRWTp0T5QwAbOWrOGNOeHdWztG2Xzxp4bvBzo59jYzX3hErWxqWvbKx9T+z1i/48IrT+biP2El5PAACAltS0vXMY64B7313z+r0TEg0X/HbciJue+fijhydE/ea0ybe/+tCkqNr3GPvc+PJ/n5xUdShjG/vwP+6fEF37CEv/uS/974WJVYNJy79e/HmORESmnncsWfHotcnnlxA16o5XVi6elehPZ4auv//nR0/N6HX+7OCYUbc+/9Gbt/ap941XyFi3vnrmceINs/teoNOFjbviplFVIVDa/8XuspoeFyZ85I3jLNVf2SbNrJVkmvIcG6c5J0y6e9HdQy217zH2nfvKfx+//OLbFjT/9QQAAGhRjKY1Z2EzTazIzcjMPVNw9myRXbN1ToiPT+ya3Csp2lT7Ha3OdpLrVv4+oujwtu2HTldSeNfBE64Y0fU3mxCq3rPH9u0/ml4ohXUfOvHyIQmW+t9fVW/hiX17j2QVOTVbQlJyn0FDe8f+dlEU1Vt4fO+eI1nFLiYisXtyv+HDetY7h7t1NOU5ttAJVVfu/m07U884mfCuQy67YniXxu8G2fZeTwAA6OCaGWUa57woc1N807ZKBAAAAGjAJbYIAAAAAOgJUQYAAACCGKIMAAAABLEWHSsDAAAA0LLQKgMAAABBDFEGAAAAghiiDAAAAAQxRBkAAAAIYogyAAAAEMQQZQAAACCIIcoAAABAEEOUAQAAgCCGKAMAAABBDFEGAAAAghiiDAAAAAQxRBkAAAAIYogyAAAAEMQQZQAAACCI8Y0/NCsrq+XqAAAAADhPcnJyg8cwmqa1QikAAAAALQEdTAAAABDEEGUAAAAgiCHKAAAAQBBDlAEAAIAghigDAAAAQQxRBgAAAIIYogwAAAAEMUQZAAAACGKIMgAAABDEEGUAAAAgiCHKAAAAQBBDlAEAAIAghigDAAAAQQxRBgAAAIIYogwAAAAEMUQZAAAACGKIMgAAABDEEGUAAAAgiCHKAAAAQBBDlAEAAIAghigDAAAAQQxRBgAAAIIYogwAAAAEMUQZAAAACGKIMgAAABDEEGUAAAAgiPEBOcvKlSu9Xm9ATgUAAAAdh8VimTdvnsFgaPYZAtMqgxwDAAAAzeD1eu12u9vtbvYZAtMq47dwwR0BPBsAAAC0b0uXrSQip9PpbxMJCQlpxkkCGWUAAAAAmkpRFK/XyzAMz/Mmk6mpD8ewXwAAANCToiiaphGRKIrNeDiiDAAAAAQxRBkAAAAIYogyAAAAEMQQZQAAACCIIcoAAABAEEOUAQAAgCCGKAMAAABBDFEGAAAAghiiDAAAAAQxRBkAAAAIYogyAAAAEMQQZQAAACCIIcoAAABAEEOUAQAAgCCGKAMAAABBDFEGAAAAghivdwEAwU1TFVFwCV6nKDhEn0vwOiTRI0s+RREVSZBlQZFFRRbOexTDcBxvYDkDy3K8wcxxRoMp1GCyGoxWoynEYAo1W8PNlgiG5XR5UgAAQQRRBqAJFFnwuso97lKvq9zrKvW4ywRPpaapTT2PpimypJDku8gxDMMaLTaLJdIcEmENiw0Ji7OGxXK88RLKBwBohxBlAC5G01SPs9RVedZpL3BVFnhcZaRprXZpwWMXPHYqq76LYSzWyJCwuJCIzraILqERnRkGzTYA0NEhygD8hqa5HcX2spzK0tMOe76qiHoXVE3TvO5yr7u8tPAkEbGcMSwiwRbVxRbV1RaRiN4oAOiYEGUAqkiCu7w4w16aU1l+Wha9epfTMFURK8tyKstyiIjjjRHRPSLikqNiexpMIXqXBgDQehBloKMTvJVlRWnlRemOijOt1nkUcIoslhWdKis6lUlMaHinqE69Y+IHmK0RetcFANDiEGWggxJ9rpKCY2WFJ12VhXrXEliaq7LQVVmYm7Y9LCIhJr5/dHw/oylU76oAAFoKogx0LKoqVxRnFJ85ai/NacbMo+DitBc47QXZJ7dERCd16jYsKq4nhgkDQPuDKAMdhc9dcTY3pSQ/Vb7oFOh2SNPspdn20myjKTSuy+C4LkPQ8QQA7QmiDLR/leWnz2bvLy/JDN6hMAEhCq4zmbvPZO2JjElOTB5ri+qqd0UAAAGAKAPtlqYpJQXHz+bsdzuK9a6lLdG0ipLMipLM0Ij4xB5jozv1IYbRuyYAgOZDlIF2SFOV4oJjZzJ2Cd5KvWtpu1z2s6cOrjWHRCYmj41LHMww2JENAIISogy0K5qqFOennsncjRDTSD53RebR7/Oz9nbtNSE2fgBaaAAg6CDKQLuhlZ49cfrUNoSYZvC5y9MPf3cmc3e3PpOiO/UmQqABgKCBKAPtgdNekHPiJ6e9QO9CgpvXVXYq5euwiITkgVNCbJ30LgcAoFEQZSC4+dwVp9O2lhWmEXXo2UkB5LQXHN61Ii5xcLc+l2NtPQBo+xBlIFhpqpKftedM5h5VlfWupd3RtOIzR8oKT3XtNSE+aRRGBANAW4YoA0HJWXEmM/UHj6tU70LaM0UWck7+XJyf2nvw9JBw9DcBQBuFKANBRpaE3LRfCvMOd/D17lqNx1lyZPdH8Umju/W+jOUMepcDAHA+RBkIJpVlOelHNog+p96FdCyaphZk/1pWlNZ78LVYIxgA2hp0gUNwUFU55+SWY/s+Q47Ri+CpOLb309OntrX7bTgBILigVQaCgMdZknZkncdRonchHZ2mqflZu+2l2X2H32C2RupdDgAAEVploO0ryjt0ZNdHyDFth9tReGjHh8VnjupdCAAAEVploC1TFSnr2ObifLxltjmqImYc3VBZntdz0BSWxZ8RANAT/gZBG+VzV5w6tBabWrdlJflH3Y7iAaPmGM1hetcCAB0XOpigLaooyTyyewVyTNvncRYd3L68suy03oUAQMeFKANtztnTKScPfCVLgt6FQKMosu/Y3jVnT6foXQgAdFDoYII2RNPUnBNbzp4+oHch0FRa9vHNHldFz4FXYVdtAGhliDLQViiymH54XXlxht6FQDMV5e73eez9R87EQGAAaE3oYII2QRa9x/Z+ghwT7CpLMw7vWiVLPr0LAYAOBFEG9CcKrtS9H7sqC/UuBALA6yw6uPMjUXDrXQgAdBSIMqAzwVuZ+usnHif2uG4/JG/FwR0rfB6H3oUAQIeAKAN68rrLUn/92Ocu17sQCDBFdB7aucLjwr8sALQ4RBnQjc9dcWzvGsGLz+7tkyp7Du38yFWJHScAoGUhyoA+RJ/z2L412Oa6nVOFw7tXu51omwGAFoQoAzqQBHfq3k8Fb6XehUCLYzTh0M5Vbpdd70IAoN1ClIHWJomeY/vWYHxMx8Fo3oM7V7qcSK4A0CIQZaBVqYp08sCXHifGT3QsrOo5tHOVx+3SuxAAaIcQZaA1aemH1zvtBXqXATpgNVfKzo+9Xo/ehQBAe4MoA63n9KltZUWn9K4CdMMqFfu2fykI2CgUAAIJUQZaSWHuwfysPXpXATrjlYK9O74VRVHvQgCg/UCUgdZQWZaTffxHvauANoETs/fv+VGWZb0LAYB2AlEGWpzgdaQdWqdpqt6FQBuhae4TKQf2qCp+JAAgABBloGWpqnzq4NeSiMGecA5Dsq885VhqqqZpetcCAEEPUQZaVtaxzdjyGn6LJ29J3p6MjEykGQC4RIgy0IKK848WnzmidxXQRpnZitMZe/PzMTkfAC4Jogy0FJ+7HEN94eKslJ9+6nBZGZZ+BoDmQ5SBFqFpStqR7xQZc27h4lROSD9x4rjLhYWAAaCZEGWgReSm7XDZz+pdBQQBnvGJlWnp6ZlYOg8AmgdRBgKvsjy3IHuv3lVA0DCxJSWFGadP52J6NgA0A6IMBJiqSJlHv8cqMtB4DJGVcvPz8woKzmJCEwA0FaIMBFhe+k6fp0LvKiDIsCRqnqy8vDMVFXa9awGAIIMoA4HkqiwsyNmndxUQlExsWWXFmby8M16vV+9aACCYIMpAwGiampm6EV1L0DwMkZU5U1pWnJ9foCiK3uUAQNBAlIGAOZuz3+0o1rsKCGI8+TTvmZKS0pKSUgyaAYBGQpSBwJAEd17GLr2rgKBnYYsdlcVFRcVYaQYAGonXuwBoJ06f2qrIWBcELhVDqlHNL6+whRRZzWazwWDQuyIAaOvQKgMB4KosLC5I1bsKaCdMjMPnKi4vrygtLUM3EwA0CFEGLp2WfXwz4S0HAkYL4Yoczsry8gp0MwFAg9DBBJeqrDDNacfmxhBIPLm93iK73WqxmC0WC8/jLxUA1AutMnBJNE3NS9+hdxXQDlm5IpfbVVnpwKJ5AHBxiDJwSUrPHve4SvWuAtohjkRGKnI4HBUVFR6PR+9yAKDtQpSB5tM0JS8dE7ChpVjZEo/X43A47fZKLJoHAPVBlIHmKz6Tiu2WoOWwJHJyicvtqqysdLvdepcDAG0Uogw0k6ap+dm/6l0FtHNWrsTr9bpc7spKhyzLepcDAG0Rogw0U1lRms+NJhloWSyJnFzq9ridTqfD4dS7HABoixBloJkKsvfqXQJ0CGa2zOv1ud0ep9MpCFhRGgDOhygDzVFZnuuyn9W7CugQeMZLst3j8bjdbqcTK+YBwPkQZaA58jP36F0CdCAWtswn+Nxuj9vt9vl8epcDAG0Logw0mc9jt5fl6F0FdCBGximLbp/P53a7XS5MZQKAOhBloMmK8g5jxyVoXZqZKRNEwev1eTwejJgBgNoQZaBpNFUpzj+qdxXQ4ZhYu8/nEwTB4/GgYQYAasMmbdA05cUZktB23kg0e1rpNyfrLDcS2jt2dj/OmVu57bi3XGJCY0PGDQ9LNJPq9u465PWxmjE+/LIknpyun9O4CSMsVkav4qEJWJJ5rdInWH0+wev1CoJgMpn0LgoA2gREGWiaotzDepdQR1i3yOti/N1dmlTu/OUkDenBaw7nj4d9kYOiJ8VRfmr51gPcrAkWV4Zb6xN9daS0Y5enIjGk9ITUbVAockwQMbN2nxjj8/k8Ho/X60OUAQA/dDBBE4g+l708R+8qamM4Mx8bZYiLMsRFcJUFkrmHrYdZcxX63NaQ4UnG8FBj335WQ4WnQCCWJ0XSSFElIu8Zx5nosJ5WvcuHpjCQU5G9giAIgujxeCRJ0rsiAGgTEGWgCUrPnmirA341sdR5xGUY1pPniVRVI4bxN7gwLMOqSoWPopJDQ/LsPx30RiVzWYWGkT14TueaoWkYRjOSXZREn8/n9XoxKxsA/BBloAlKC0/oXUI9VCXjhI/tYutuZogoJNpgcLtPFiuKphbn+fyrqrEW8+ixUdeMC48p9VKYcnhv+bZToq9tBjOoh5Gxi6IkiqIoih6PF9tlAwBhrAw0ns9d0WZX+JUqXEcd3OBRBp6IiDHG2ib2qNi6t/gUEcMSMcYYi/9ATSx1psq85mDHTrC5D5cdc0SPDMd4maBhYHyk+ETJ4vMJgiD4fL6QkBC9iwIAnSHKQGO13SYZTc095VPiIpJr3tQYruvgmNv6q15JyT1QesAQEm9iiEiTpSNpWv/ebOppYxhPXCileYnCdSwdmkozUqUsh4mi6PP5fD7BarVW9yUCQAeFKAONVVaUpncJF6a4PUdLqdsEk7nu/QzPijkV+yoMwyabzUREWkWmy5sU0TXEe0KQBc3o8ZI1Vo+K4RIYOadLlCRJEkVJEARJkoxGo95FgQ4OHDyudwnQsJHDB7TCVRBloFFEn8tdWax3FRekVeZ6Kk2WCRF1P5pr5Mir2HRcih8SMzCMiEh1elIclnF9WJYsg2wVW3f5OGvIxAh8oA8yBvJoik+SLYIgiKIoCAKiTIc1csRQvUuAizmQ0kqLdyDKQKNUlGYRtc0hskzUgLi7fpv7VelMCdNrVOzQeM4/uJ0NC7lmtP97bJfB0V1as0YIJM3AOGU5TJZlQRC8Xl9ISAjLYgYDQMeFKAONUlGcoXcJTcQZBoyM0LsIaBFG1u2VZEmSJEmWJEkQBIvFondRoI+mfu5HQ067hCgDDVNVubLstN5VAFQxMm63osiKLEn+idkSokxH1vh00mr9HdDKEGWgYU57viKLelcBUIUhmSWvolgkSfK3yiiKwnFY8rDjmvHd3gaP+W7GmFaoBHSBDmZomKM8T+8SAOowkEuWZVmWJUmWZVkUEbUBOi60ykDDHGVn9C4BoA4j53JK/igjiaIoSehjgiZR7anrPvx871mRYcx9b/v77YNDAz2ZUfMVHMkyDRwQzRNpnswNH/7c7Z4Fgy0kl+xcuez7bK9i6j3rj7eOif5Na6LqTP38o7SxC2d3OrPxv6v2lEiiofecB24bHeHev+wLdt7dI8IYpWjL+9uSFsxNNvjyD+VYB/eL7ODv5WiVgQZoquKsLNC7CoA6ePKoqqKoiqIo/jVmVFXVuygIGnLRz++vyh35BBS/AAAgAElEQVR63zOvvvLiK0/NGxgS8EUZNF/GhrX5EeE8kZi/6b3F760/5VSJSLXv/2wTO/Ox557924Sib9ZlCec/Tjiz+YOlPxeIRELWpp/Fax9+9sn53dN/PFyhSmXpmak7090aqRWpe46fynOoxJgi+P1f7Sju6Dt4dPAkBw1zVRaqCrYghraFIZUjQVGssiwriuLvYzKbzQ0/EoDkwj07nSPumphgZIiIMzBEmjtj/f8+O+TiNSV8zG13jM59b0n5vMdnJVLe2pc/jV143Yk318i9ExQhfsqN8bv/+90ZzhLa/+b7ZiWWbv/k4635sipbBsy+Z86Q8KrmAbUyZf3J2NnX80SaZkia/sCdzJs/ERGJBYeLYsf3CGFYY69exj25lUrvuHPtMqr9wJqPsvr/Lnmvm8iYOLJX2cYvt/j406GDr7SR+1SuVyvZk+Ee2v1EShnrSCsUroixWJMHCl9uzhl/W0+THi9lG4FWGWiAowK9S9AWGRivP8RIVROzEbihkWRnkS8sMbzWR3kp74ePU5LuevSxRx6eG7b9012l5zdzaKqx1w0LHnhwZjfX8TTmsnsefuzB65O4s5tX/GiZ/dATjz91//DsLzdk1wzZ8uXuzzMmRvBExJji+nQPq44rqs+rmowsETG8mZW98rnlujRv1vplWyPn3XVZnH8zOUN4p0i18Mgvh9SkJBsnlWR4e08d6dyXVnjqoHbZtMTyjDKZiDFGxclpR4s79o8/WmWgAe7KQr1LALgAnvF4ZaV68K8kyx29jR0ajbNGGd3FLpkiDFX3SOW5QtzUaAMR3ynZ5kyzy+c9hDHFJITzRGTqNefucV+ufukfCdPummHOKHFLW1Yu20qaoIVEqdW5RBWcLoUzG37bb8WaTJrbKxOZNNElm+JMNe0Jcsnu7w44lahvP8ioyC7xrf+ld5e9B5PvefLGhIof33jz8xMPdC8y9b5mgnT08+930tB5A4W0r/M9Whcbw5tZb6mnY/evIspAA9zOtrlfAXR0PONTVVXVVFVVq9OMzPP4mwYNMiSMGUZvf7Nz7IIrEoxCYWaprVtkF2Npjl3u30ksSK+0dY2xlknFgkakepyiVnerNmOXyXf9bcS2f7z2bd4fukdHmWbcc12CgTRVY9jq6MKaQq2cIsga0XlpxhDbO6wwJds9rJ/jeCbXd3w44ytITVeSB3W1xl31f89eRUSa89c338ieflnM/p0aqxGxRqtR87kLMz2xV0Ql2gZUvpQycUan2OIo+6FicayNlQXVHGbu2F0s+LWHi1Fkweup0LsKgAvgyKdpiqZpiqLUpBlEGWgMQ9fr7p/92fJ/PbWONZvDe029u/vEqTcPWr781cOMLMdcedeEJFtkn22fvL20a6RyRqDkWg+Vzm55//19Hk7mhv2+a4/ed4xdtfKVlxkjb06eMX/ugOrxw+bEwXFCkUMh23k/kFzshN9PSP3ohafJEDXq9vsSeDFj06rV4u2L/jDIWjf1GBInT0t69z+LUgxk6Dr1rk6Fq0N6xhr58BGTx4UOjuFNlGTMP12p9ApzlGpdJsYaqCNjNC0AG+ssXbqUiBYuuOPSTwVtirPizNE9q/WuAuDC7EqywRwVFhoWFhZms4WFh9tsNpveRUErOXDw+MgRQw+kHB45Ymgjl8jzH9wKtRGp9n0frnLPvH9ydAs3lwiZn71/aNR9c5Lb4qjfAymHG9wZe+mylUQ0adIkWZbDw8MjIiLCwsKaeiF8goGLcTnQuwRtF0eCoqjyOYqmaQyD3c47nLa3ki8bMXLO5C0niuXozi35Nqt58nLiZ03v0RZzTGtClIGL8bpK9C4BoF4ciYKiyIrs72NSVVVRFPQxdTRtdGclNnzQNeNa+iKMtdfVl7f0RYIAfufhYnzuSr1LAKgXxwqqqmqa5h8x42+ZQZTpULDTNRDWlYGL83ox5hfaLo4R/aP9appkZPn8SbQA0O4hykC9NFURvQ69qwCoF0cikVadY1RFURSlYy+vAdAhIcpAvXxeu6bhjQHaLoZUlqTaTTKKogRkViYABBFEGaiXz4OBMtDWcYzkHyjjDzGapqGPCaCjQZSBekmCS+8SABrAkuLvWvKP//VnGr2LAoBWhSgD9RIFt94lADSAIUlVVY3ODf5VVfSKAnQsiDJQL0n06F0CQANYkrVqNYNm9C4KAFoVogzUS0KrDLR5LCP7x/nWrC6DSUwAHQ2iDNRLEtAqA20dwyg1UUZVtZpBM3rXBQCtB8tiQr0kCVEG2jqOqepOquljIiJVVTmO07UuaCVN3bUAqwO3S4gyUC9VxZgDaPM0hYj8LTE17TGIMh1K49NJG92tCS4ZogzUS1UkvUsAaABDVSNjauYuYRJTB1SyanCDx8TefrQVKgFdIMpAvRRZ1LsEgAYwTNWwGH8HEyHKQIPE01/967/77Iq33O4LiYw0sZFjF/y/md0MFz44Z80/NiY9cN/Y8EAMLXUf/OcLKdOfnd/PXPtezbXvrcXpNzx1aw/jRR/tO/HBo/8+ZYmxsnzs8BtunT0iuglv4Zqv4EiWaeCAaJ5I82Ru+PDnbvcsGGwo3bX6nW/TJZ619r3hvltHRddqzRSzPn7qjaPmuBCODR9x5x+vs+59f8mms4oW2n/mH24eGcU69y/7gp1394gwRina8v62pAVzkw2+/EM51sH9Ils5WyDKQL1UBaumQtt3bvqSP8HUZBqACzN2v/GR52/UnL++sfjY9U/d28d00YOTbnrsjwzLtFZxDTD3u33RX4cZyw6seOO972IfndX1wgHsNzRfxoa1+eMWDiUS8zct+2BTakXifUTEWbuNX7DozkQ+55PnV24/O2xWlzqpwNTr94/+ZWSI/9lrY+5+YoKVTn/2/PLNeUNuTihLz0wtTXcPH2GtSN1z/BTnUJNjTBH8/k93RN09Oa5Ve3gRZaBemoaxMtDm1U0ttTMNQCP5Tixb9IncO0ER4q+9e3Tmf5fuKpMlJXbiH+67kvnh7Te2mOe/+kBy6pLXdlm7GH3lhZ5et9w/p4d9xycfb82XVdkyYPY90w2fP1t9hgXTlE+f+a94+6I/DLLWl4A0d8b6/312yMVrSviY2+6cQJrr5DfvvimWlRrGzP/j5LJli2td6/f9Qs47Dx89dOqY9Uv3FV0X5dt07jx3TYkv216rqjlDqpuS1MqU9SdjZ1/PE2maIWn6A3cyb/5ERMRYu/SxEmlup10J6xZyfsuTmP3tP5/9Rut82e13TelpNViNpHlFkQtPDOVUd0GuVyvZk+Ee2v1EShnrSCsUroixWJMHCl9uzhl/W8+LJsQAQ5QBgCDGMudaZWpuoFUGmkhTjb1uWHBNJ55Ijrvzkasjzfbt//zHxszJf5o2c+i+zUREpKjhl991dx/16Psv/JQ+ovuGHy03Pf5EL2Pp1n8u2ZB9Y60zaL6pd96pJFnqb8mR8n74OCVp/uMzEpW0j1/8dHefyWTqNmXh/P7qofdf/j5z3Oja18qe0W+Q5fwzsGabScp1nf7hs1rn2da5//46VfW7pae/y8qXuz/POCqCJyLGFNenu+9YnbOJZ7Z8lz9wzl0RdaIM32nS/Edn9+rk2bPktdXbhz85NY4TMla/9M7RXvNnRrFSRoa399SRzn1phb6D2mXTEtMzyuRBXXhjVJycdrRY6tnYBqNAQJQBaD2Saspm4lRqK43V7UMMERHVxBf/AjM61gNBiDHFJITzRESqUHxw7aajFZpUJjBC7eY9hjMaWCI2JIyX3IXpJW55y8plW0kTtJAoVT13BmLM8QMGXPAymqpoDMswUnmuEDc12kDEd0q2OdPtCmOwWniGoXAbJwpqnWsJqka/+ZshVZxxWTuZHSdrn+dI2skSN1urqurfA1VwuhTObLjwXx4p78cVexLmPtbnvEYkNqRLnxAiMvbsF/FdsUuhOM7U6/Znnvzl7bc/OthtbkWRqfc1E6Sjn3+/k4bOGyikfZ3v0brYGN7Meks9rdswiigD0Hp4Rp7gWLPEujCLS9C7lnaCIfoDFdR8iVYZuDRi9toV++If+PuttswPX95A9f0g8dFJ0VGmGfdcl2AgTdUY8eSyc9/UfAXH0pXkQV1rooEm5O8/5Os/uruzyBPSKYwzmLsYS3Pscv9OYkF6pa1rJF/elCI1X972tUfDxz/UOcZV+zzJvXoVp1nOVVUzwoc1hVo5RZAvkIlIyv/ho12xcx4ZHMacV7wmOSqk0CiLOz/LFdY/nJM9bs0SwlsjLLLd7irM9MReEZVoG1D5UsrEGZ1ii6Psh4rFsTZWFlRzmLl1199FlAFoPQyj2dTCJ5wvbLbMWWO6Ru9y2gND9WTs2vEFUQaai48d1E/95qMlJyPCLRGeE3meARccvsonTr1j7OqVr7zMGHlz8oz519dOCGLeplWr64yVYXizcvyDl9Z5yTrgxj915g009eZBy5e/epiR5Zgr7xoXXdjYBW+8J1c+99RXvCVx3F0LrowzM3XOc/nQmN5lq85VNXdA9SAbc+LgOKHIoZDtvDd9uWDzinV59pDPX3/yC8Y24p6/Xy/XFC+X7F35n22lqsp0nnzvuCgp55t3Vx1xKZIac9ntI9m0PSE9Y418+IjJ40IHx/AmSjLmn65UeoU5SrUuE2NbsXeJiJiA/M4vXbqUiBYuuOPSTwVtx+7vX9c0DJ8MsGj30SjhOBHlGwa+ZZ1fzITrXVFwM5J6j1ZkMhlNRlNoaGhYWKjVag0JCYmMjNC7NGhZBw4eHzli6IGUwyNHDG3kujL+g1uhtrZHte/7cJV75v2To1u4uUTI/Oz9Q6Pum5NsIqIDKYdHDr9wX1uNpctWEtGkSZNkWQ4PD4+IiAgLC2vqVbEHE9SL5Vo3V3cMTkM3/41E6diLzkXXyAf0rSfYscQQEcPUaTZHqwxAXWzEyDmT5fTiFl5hQ/Pk5cTPmt6jNWcvEaGDCS6C442KLOhdRXsj8JE1tw2q6zbXeyNN49623OGh1v7lbx8MVLWdZE2aQY7pgLCSb8PY8EHXjGvpizDWXldf3tIXuQBEGagXz5tEcupdRbvDkEZszXL7RFo/YfdiKf2/1gUH+d56Fhacaq+O6k8z/v9qmnZeUw20V9hZCRBloF6cAe0EgccwaqUhOULKqH1niFr6oGvxXvPUZeYbFXT7NoVBU4mIYZjarTIIMR1HRx37AnXgjybUi+cQZVqE09Tjt3eypI7zbVzsfDFZLWr9koKXiTkXZWp6mtDHBNChIMpAvdAq00K8XFR934pSTj/hfG6u+HNr1hPUTNXxpXbvEgB0KIgyUC+D0ap3Ce0Ud7GN1jhNuM6z6nn3mzEaBio1zEIK1Y0yyDQAHQ2iDNTLaGny5H5oDIYUJ9/14sd0lVJfcj59lZzSOiUFL2v10kfnRRkA6DgQZaBeJjOiTEupNPZq8Bij6rzD9e7DnuUWEluhpCBlJfm37TFIMwAdCqIM1MtktuldQrvlNcQ27kBtgLhzsfOZoUpmyxYUtEIYFVEGoINDlIF6GdEq02JUtgnrIIQqxf/nfHWB72uOsI/E+cJIYVmWiBiG8d8gDJQB6GCwrgzUy2gOZRgW2zC1BJZRPHycVS5u7PGkXub7rq98bIl1wWm2c6DLkQyZW23s2PIeYRoRkcbYT0QePmRxSpo10TVkoiPGzLgzIo5kcYyqxI+3dw8n59Go9BD78GRF18zAEVk1hWWNdH6rjJ5VAUArQ6sM1IthOJMVmx22lApD36Y+JEbOfsr5/I3CLwEsgxFLQlO+jTuRz9UsxSKeidybwsVdXnTljIpYZ9iBX82ibMw6Sb0nl44aSnmnDJIj5GSpr1+SvjmGiMI0iSFiWYaIWJb1t8qwLIssA9ChoFUGLsYaEu1zV+hdRfvkNcSRt8mP4jXheu/KIfKRt633ljGhl1yFx3JgmyWsh9eYWv23QGNLjpmZHmV9usocyX2HCXl7rA7ZyRErqYziY4nl8lNM0SPKrPp/ELIxCmnn2mPOyzTQETR11wKsDtwuIcrAxVhCY6g4o+HjoOmUS1hMubt0+CXn0x9b7tpmGHZpVZi9o2Z52Mrwopooo/AVDrL0kv1r33ChskEyelW5xyDl6PboPJOQFGvJNzhGt4nmukhNJn92Yc61x9QeNAMdQePTCXZraq8QZeBiLKH1rksLl4hlVJGNNKrNbPQyqY573EtGGS9/z3qrlwzNrkIzECl175MUYg1azQEskaySJck+JonIZz78syE03Lb/Jy1igL13vKprT06EJlHdrqWaIcB6lgWtbteGFxs8ZsJ1T7VCJaALfHaBi7GEROtdQjumlZv6XOIZBovbFjufGSJnBaYiIiKGDBwpAuPPMprCKqQZ/ANpNLb0cKhsYyusjhETPa6DYQ7loqdqcdFM1aIyHMdRrUlMaJWBi5OKdi9/+dlFi556/I3NZ+UAnlhz7F+5OtXd8B5gYs6al9/7tVL1nVj25H+O+35zHte+fy/6OLtmRal6DjvvQb6Cw8fLZNK82RuWvLDomUWPvbhyX0X1vA3Vmbrmna9ypNqPkMv2rXr1maefee7Zf6876ZJKd6147rGnnnpq0csr95cpRJpz/wf/S3FqRKQUbXn38yyRSPPlHzxZEcjXLBDwCw8XYw2NIXzAbTEeQ8KlnyRUKfqr+7X5wlomMFO1WSXMyniLeX9KkewGySKGGomI5JLQdNndzcRaYhWeV0I13qdnlGGIIjXZH2LOa5XhLro1BHR4Qs7GDUUT/vzs8y+89OcrOwewc0It37/5111bTjobzDLGpJse++PY8AC+BWu+jA1r8yPCeRKyNv0sXvvws0/O757+4+EKlYg04czmD5b+XFB3tU0hZ/23OSMeePa5J+/rnfr5LyXGbuMXLHrhxUX39Di1YftZmaSy9MzUnelujdSK1D3HT+U5VGJMEfz+r3YU6/wx5jzoYIKL4XijNTTa4yzVu5D2SeYCs8sVo8kTvev6SseWhCzMZRq5+F69J1OjkyTpUHhWj/IEozHtEB/at9zGEcnGrMNc94nOkNMhopPV4lgvKbF6fhaKIJkjjeOqQow/vtRONgD14EJjzRWpqXljLu9u5Yk0175/PfkV2z+JryzxdZl2z+8TDvxn6a4yWVJiJ/7hvqndmYKtH6/emq8ZOOvAm/9wQ2LZ9k8+3povq7JlwOx75gw5l0fkgl27lBG9S7YfLU9SVyzJnvHonX0MxZvfeN9z60Ojjy89d84rmR/efmOLef6rD/Y599jN79S6aAyplYc/X5IvljrCxtx675TqwzQh/8JXVytT1p+MnX09T8QmjuxVtvHLLT7+dOjgK20sqfYDaz7K6v+75L3uOq8Dw3Akur2ypoiSUJZXYZwxMJFIczvtSli3EFZ1F+R6tZI9Ge6h3U+klLGOtELhihiLNXmg8OXmnPG39Ww7Gw7jFx4aEBaeqHcJ7RbDKDJ76bOQqsTKWU87np0pbrvE82ih/cuH9tRO/9Tplw3hni72UYNklhjXKZuzhyPeolm6u8KyI/dsCaN+znA9PwvFqiLVao+p6WPCar/QEL7zlIU3JRxd+vSzSzZkuFUiYm2Db7j3vgce/tPY/K/XZdvG3/nI088//7dp4raNme6zmz/cYp398JOPPvH4gzf04M9uXvGjZfZDTzz+1P3Ds7/ccK4TiITsrfv5y6ZO6Vm27bA2bEq3rF/S3OLZnfvMV14eb4mrfU6t+7SZQ8PqvP/ydQ4QiFjbkN8/+PCTzyxIPrzqm6yqviW53qv7cvfnGRMjeCJiDOGdItXCI78cUpOSbKw3a/2yrZHz7ros7vzfV2OP6XOH5K586YV/Lv+lxBQbyhERiWe2fJc/8LrhEaxUkuHtPXWkc19a4amD2mXTEsszymQixhgVJ6cdLZao7UCrDDQgNCK+6AyG/bcQrdzYJ84XsD0jec03y7NimHTkLevdFY2fqs1FVV59Z+2v5S7jS7qMr1No6MDSkf6bFt+gaxvos28VnRiJNOI4zj99yd88w3Gc/wbARTCG2FE3PjjimmOfLF79/eAnphL5wy8blhDP/FpiLyzY+uPRCk0qExhBKM7wJEzpaq1af1EszihxS1tWLttKmqCFRKnVfUma+9RPR0LGTu2cFNe9/Mv9roevGbLu232Hwk8mXj01klU9xQfXbqo+5wX6glWh9gFV+70TMab4gcnM10U+/zYy9V5dFZwuhTMbGCL57M+fHUy+58kbEyp+fOPNT3dO8h1wKlHffpBRkV3iW7/9ivuuiq9+52cjhvz+L0Nmle5csnhbn8sTDURS3o8r9iTMfayPlVFKcotMva+ZIB39/PudNHTeQCHt63yP1sXG8GbWW+ppS4unIspAA0LD4/UuoT1zGRIDGGX8kqSDLzuzPrbes50fHNgztymxmuhvgOF5nqpnYnMch4Ey0CBNcHh5m9Ua1ylEKRBUIvJHAqkkLUeLitu08lDSA3+/1Zb54csbiIvqajx7qkjo391EsqgaortHR5lm3HNdgoE0VWPYqhZA1X7op2M+wbPmg+NKpVaYu7v0yknjfS99WnnV3+ZZGTFz7Yp98TXnPDeUhmFYTfDJmphf5wAiIk3TiEiuyDnDJowK8WqCT9bquzqxplArpwiyRqRJPkljNSLWaDVqUsTk/3v2OiLSnL+++Ub29MvjOV9BarqSPMifzuSKQ58u2WiY8X+/S+BJyv/ho12xcx4ZHMYQScWZntgrohJtAypfSpk4o1NscZT9ULE41sbKgmoOM7eljwyIMtAAa1gMxxsVGZsztwiJa5GNrsxq5T2uf48yXfGu5RahPf6aG0iLIonjeCLyR5maEIMoAw1Ryw98+sbXOQrHRw2b/YceRqpQK1M+/Xc+ORymwTffM0b7PuWbj5acjAi3RHhOFEbPun3sipUvvWgwM1z32X+6ZdodY1etfOVlxsibk2fMnzsghCEipXTvz8UD733qvqEhDInZa178YEfB9OunjMh0T0zgidTYQf3Uc+fM8wyo+ik1Jo4d7FqzfHvXO847oC/P5H7z1uuiyxsy/Ja7+nTJHbxuzfLt3e+/4NWJyJw4OE4ocihkMyROnpb07n8WpRjI0HXq/L6W8569mLdp1Wrx9kV/GGRlSJNcWv87HxmabONJLti8Yl2ePeTz15/8grENmdanNKRnrJEPHzF5XOjgGN5EScb805VKrzBHqdZlYmyzl4BoAYw/912ipUuXEtHCBXdc+qmgDTq+9zN7WbbeVbRPGjG97GtZtaV6bBxc56UhfzjGJrXQ+fXSjYRpapnJZDQajaEhoTzP22xhJpPJarWGhYUaDG3pryy0jAMHj48cMfRAyuGRI4Y2cl0Z/8G/+Y7m2vfW4vQbnrq1h7ElCm0lqn3fh6vcM++fHN3CzSVC5mfvHxp135zkhkf9Hkg5PHL4gIsfs3TZSiKaNGmSLMvh4eERERFhYU3+gNeWWoigrQqP6a53Ce0WQ1qF8RJXl7kYm1L4N8crdwvrWArAh5a2I14ViIjnef9aMv6WmJrmGZ2LA9ABGzFyzmQ5vbiFl3zRPHk58bOm92g7s5eI0MEEjRERnXRa7xraMQffNZqOtNz5WZKv8K7tL6W+ZVmQz13iVO22IoERGWJqtizg+ao52Ni1oGO6tJV8mdDRf3l+dMCK0Q0bPuiacS19Ecba6+rLW/oiTYYoAw0LscXxRossNn3zQ2gEkbe1wlXi5IxnXc99a7llnfGyVrhcizKSGqOJLMcRkb8vieM4//hff6aBDgU7KwGiDDQCw0REJ5WePaF3He0Tw5JKHHv+TkiBx2veGz3Lh0mH3rLeVRmAXbV104UEhshguMCYX/+X0HFgp2sgjJWBRgqPSdK7hHaLIdVu7N1ql0uWUl51PjNBTm21KwZcN9VH1S0xLMv6R8z4QwyiDEAHhCgDjRIV2xObMbUcp7FVB1abVfsC17/+4l1tpLa0YGdjaV1JqBrty/r7mM6FGEQZgA4Iv/bQKAZTiC2yi6M8T+9C2ieBj2zlKzKkDRO2vC6feM+68CTXrZWvfik6kWwhlecNVGugDBHxPO9vp9G5PmhFGCUDfogy0FjRnfogyrQUhiViqNXnS9uUsw87X/rFfMNq83UqBUcISNa8VD1lqaZryX/D3zwDHUSDC5ZAx4EOJmisqE69KUje7YIOwyhOYw9dLs2SfJXvq5ddi+PVMl0KaBKGqIfm8ccXlmEZhvE3zNT+LwB0NIgy0FgmS3hoRGe9q2i37AZ9ooxfJzntOeez08XdOtbQGHEkhpLK1ZqGjYEyAIAoA00Q07mf3iW0Wz4+Rt8CDJrn955lT7j/Y9M8+lZyET1VL1XHl5qBMv5JTAYDj4EyAB0Togw0QWzCQIbBz0yL0NrGcvu9pX2vOheNU9riGkIsaT3J6+9dqpmGzbIsepcAOji8LUETGEwhkbHJelfRPjGkuPlEvasgIrKoFQudb/zZ+7GBWng3lybqRoKlunfJaDASkdFooOp+JUQZgA4LUQaaJq7LYL1LaLfsxl56l1CFIXWE8NNi5/N9lTY0Z62P6qHq+OIPLtUTlww1O0oCQAeEKANNExnb02C06l1F++Q1xOldQh0RSv4jrpdvFza2hV21LaR0Ix/DMBzHsQxbu3eJYRh/vgGAjglRBpqGYbmYBCzn0CIUts29H7OaeLX3ixdd/+islutbSX/Vw1Y3yZhMJiIymYxU3TxjNBr1LQ8AdIQoA00W320ENjFoCSyjeNlovau4gHj55PPOZ6dKv+pVAEvUn/FQ3X4l/3+NRqO/hUav2gBAd4gy0GTmkMio2LYyqqOdsZv7613ChRk09zz30sc9S8PI2/pX70G+EE2pGhnDG/zjY/w5hqqbagCgw0KUgeaI7zFK7xLaJzcfq3cJF9NH/PVVx6LR8qlWvu4A1UXVkaV2fPHf9vc3AUCHhVZZaI7wqG4htk5uR5HehbQ3CuxIoGYAABZNSURBVGdpyuH8mTP9NrOZdyZ4OSJZiP0+LXl/pUlmxC5xObOTCztxpHg7r82IczGMJTr9xngPebquzhNm9ym2NbeH0KqW/8n1j9Gmaz6wzJVa5bNQHEnxJNYM+OU4juM4/+aRPO//P+YuAXRoaJWBZkpIQsNM4DGMIrK2xhypSrY9J4f/JyfKWf1Qlz2mwHTmzhF7/zIwny/ps+asVSY2Pz9B7Xr8zv65TFF8oWzZn2Mb0L2k2Tmm6kqkjhY2LXY930vJv6QTNc4wzUVEZrN/qO+5Ab/Vt9EkA9DRIcpAM8UkDDBbI/Suor1hiCpMjdkdwnToZL9UQ2k/Q800aS2i04mFffKTrb7Y8NL+ZvL4eI0YliNJZjTFIJDqLOmRFp493ByYmdURct5jzhdvETe16FTtCE1K0nw1g3z9Q2RqBsrUDJcBgI4MUQaaiWHYxJ7j9K6iHXLz8Y04ShzYf//8HiUxF/oNVsXwY16pV4yHJyU+IS+iuP/K9KiEBPFImWtKvCeAncociVM8a15wv9FJqwjcWesYRm4izd8MU73Cr7FWjjFg3yUAQJSB5otLHGRCw0ygSVxII47STLxaz3u48VROj4Kw01eFywwRZyq5bsCRuwZmJlTGaCHmLScGfZYb4Q5oM0qCdPx5x7NTpP2BPCkREYWT3EvzXHC+kr9fyWw2B/yiABB0EGWg+RiG69JzvN5VtDcMqypss9+hGVdZz6/KvFN6n42qlXS89u47FK/DIV7Z79Rgb9IOd4B/8Y2a6xb3e496loWSEMDTjtRcNcvi+edgG41GjuMMBgPHcRjwCwB+iDJwSeISB6JhJrAY0iqMzVxdRhVi16ZHxSadGmM51/CiKbateez4zpJqckRxcrSFKRZa5Be/n7j7NcfTI+S0gJwtiuRemremMea3A37RJAMAfogycEkYhuveZ5LeVbQ3TkOztsjWTAfT+5w0FF5uY8o91mKPxaMREVuYn+SMz+ln9vGS2atxToFsRjXAFVezqmUPul7/o+9zA13qJUapjtqjZPzdTP6Z2P79IzHgFwD8sK4MXKqY+H4F2ftclWf1LqT9kPhGzceui7EX911nZ4kSVx/yJyHv5OEHrmQSN7mLZ3YVOSqdaB3waWqswVxwY0hLRRkiYkgd6/u+t3T8nZCFWWxjhjBfQDwJSeTzxxc61wxzrjHGfxsAgBBlIBCYHv2vPrpnNbWB/ZPbB4bRFMbAaVIDx7GuaaO3T6v6QovodOTZTr89KO+uqt4qqV/Pw42Z5x0QUUruE84XNpvnrDFd3fRHa+NVB9WsJWM01W6S8c9dwnIyAFADHUwQAGGRidGd++pdRXuiVpqC/vXkNGGa9+MX3G/GaY4mPbCP6o0hqfaGkfSbJhnMwQaAGogyEBhJ/SazLBr5AsbBd9W7hMDoIqW+4Hj6GimlkccbSRtDDiKyWMxU3STjn7hU0ySDAb8AUBuiDASGyRKeiInZgSPxkXqXEDBGzXWb+91HPP+1NmKq9mi10kqqP7jUmr7kb5gxE5HFYkaTDADUhigDAdOl51hLaLTeVbQTGksatadFU7T+4q7FjkXDlYyLHBSjSQPIwzCMv0nGYrYQkdls9u8caTQaWZbFKBkAOA+iDAQMw3C9Bl1L+MQcCAwplYYeelcRYCFq6YPO1xb6vuQuNFWbIZpEdobIvx0Bx3L+sTL+JhmLxR9rMEoGAM6HKAOBFBaZ2KnLML2raCccxvYWZYiIJXW8b8NrzheT1aLzvjVIdcVoUk2nkj+7+LuTjEYjz/Mcx2GUDAD8FqIMBFhSvyuM5jC9q2gPBEO77a2LVk4/7nxurvhzzT0RJI8mBxFZrRYiMhlNLMvWjPP1xxr/twAAzoMoAwHG8abeQ6ejm+nSaWx7/vXkNeE6z6rn3f+O0hwM0RVqBU/kHw1Ts2yMP7uYzWaWZQ0G3r9cHgDAedrz30rQS3hU94Tuo/WuIugxpDiNSXpX0bK6SkdecS66QU7rRFLNsBirxUpEJpPJP4/J36lktVp1rhUA2ipEGWgR3ftOsoTG6F1F0LPzyXqX0OIEJjyetWia5m+DMRqMHMexLOtfE69mtC82wQaA+iDKQItgWK7vsJkMg7efS+IztPM4KJM53XITsQaz2eTvWqpug7H4u5n8O0f6Aw0AwAUhykBLsYbF9Bj4O72rCG4q184XUM62zBTYSH9qYRimpmuJ5/maBOOPNXpXCgBtF6IMtKDOXYfGJAzSu4ogxpLi4TvrXUVLKTKMLjUM8i+Ip2mayWiqnnFd1bXEMIzRaPDPzQYAqA+iDLSsXoOmmDFo5hLYjX30LqFFuLguOZbpVL3qHcdyRqPRP2LGv5CMfzYTRvsCQIMQZaBlsZxhwMg5HI/F5pvJw8fpXULgiUzYKcs8lTj/2ncMw/gji8Vi9s9a8n9ptVrYdj0jHQACAn8moMWZrRF9ht3AMPhhaw6Fa28pUCXulPUWkQ3nOK5m9jXDMAaDoXo5Gat/Yja6lgCgMfDuAq0hMja5W98r9a4iKLGMIvJRelcRSNn/v717+43juu8A/vud65wzuxQp05IlW1ItwbHiwqLjxI4rQHFTN09FUDgtCuTixGnzkL+p6Fv/m/alKGqrtaO6saTAuoRccm+zc+3DWQ7HkmJJ5JKzQ34/D8aKlJZHAkx99bvMiX48kheYef4EPBuF7ev5FZLOhZlftJYA4BkhysARefnV7529+L22T9FF1aZ5ve0zLMxdc+O++W6dY7SaT/WGXpLWOixj93oxtpYA4BkhysDRufzGD/trl9o+RfeM5dm2j7AYD/TGl9GPiCg8RUbw3rp1sxITftjyWQGgOxBl4Ogwiz9/5++i+MW2D9IxuYrbPsICbKvL/+s+JGLnouaor7U2FGbiOA53LeH6awB4LogycKSE1BvXf66i1bYP0iWCi4x7bZ/iQMbipc/8T5srS7GPhRBKqfAUmTiOQ2Gm1+v27xQAjh6iDBw1qexb138hdb/tg3RItWWvtn2G/ZvKs5/6X+UUKaXCypKLnBBCCBGeIhNFkTGGmfv9HkZkAOB5IcpAC4yNN67/nCUu1nlWI32+7SPs01Ssf+I/zkVPShl2lLzz88JM7MOob5iYiWOPOyMBYB8QZaAdkT917b2fkThuD005JLnqZNslEadvxh9n3JNShpWlcDsB7QYXKWUcx0TkXISnyADA/iDKQGvilfWN6x+RwIzn0zFXZdf+oBJx+hP/6xmfauaY8BC8OPb1ZEy4aAl3XwPAviHKQJvi/gsb139ZCfw19lTlpu7SZUwTcfaT+DepWA0DMURktKlzjNaamXu9XlhZwqgvABwEogy0LO6vbVz/qBLHYd/4UA31hbaP8KyG8pVP439KuS+ljGNPREabsGLtvatzTGgwIccAwAEhykD7ev21jeu/KAV2mr5JqlbaPsIz2VaXb/qPM3ZKqboeU+eYsKlUr15jZQkADg5RBpZCr7/69o1fFWK97YMsLxZU0rIv+DzUb910HxVstdZhX8ka28wxRBTHsdY65BhcfA0AB4fvI7AsvI/fef9nuezq1vFhYyq3zTKPy/Bt85efu59UrIwx4cF3kY12L7v+Wo4Jj5DB6jUALASiDCyRKHLff/8fCnOFCE2HJ9gxS3qDVUnyd+4nd6IPwr0E9XPwduOLr/tK4cXKSh85BgAWBVEGlou19r0f/C31NkrChYKPStVa20d4gkz0bsa/fqDfCvddz+9Xcl5rTY19pTrHoB4DAIuFKANLR2v97l98EK1fzyvf9lmWSyW4WrL/Z4fq0n/63+7ISyHHSCnD/Uoh0PR6cb2vFOZjVlb6uPUaABZrub4tAgRKqe+8/e7qK+8n5em2z7JEmIqhfrXtU+z5yrz3qf/HVJySUvZ6sRBCsOjFvXC/Uq9Xryn1wwv0lQDgMOCfR7CkpJRvvvnmLR///nf/HlV3mIq2T7QUts2frWS32j4FFRx9Ef34gb5GRNaaMBOjpPLeE1FYwxZChMfGhBfYVwKAQ4IoA8uLma9cueyc+/yz/xLT/1E8aftE7UtU+/vqI3Xxs+jvZ2KNmaNofqdSZOeXKBljnIuYWWsdxzEzKyX7/T6eHwMAhwRRBpYaM7/88nnv/c2b/cnWf3vxgKhq+1BtKlstbFQk7tof3LE/rEiEGwmYOQz5hs5RvXRtrQ0VGmtNuDASAOCQIMpAB6ytrW5sXPv88/jhvVu2+D/Jadsnao3gcqRe6eV3jv5LT8X6LffhUF6kRlNJCum9Z2YhRLjsmojCshIRORfhnkgAOGyIMtANcRy/8cbV38f+zp3VdPKFEw9PbHlm27x2xFGmIvEHc+O2fb9iHTaVwtRL3VSqh2OEEOFSAmYOj5M5ynMCwMmEKAOdYYy5cuVyHMe3b/cGm3cdfalo2vahWjDVRzouM5bnb0UfjuVLRGSMCY+/CxvXIdA4N3+kbz0cExaasKwEAEcDUQa6RAhx/vw559zdu/H9B6dm49te3j9py02F0EfzhXKObpu/ume/X5FoFmPq6yGbTSXnXPig1qrXwyWRAHB0EGWge9bWVp2L4tjfuxcPBi+Y4q4VWyfnb07BxVSuu+Lh4X2Jivi+evtL96OcY2a2RodWkWDhvQ+BxlobRXZ3SiYOe0wYjgGAo4coA50URdHFixfiOP7qK7+51R+OH3r+g6Jx2+c6IgP7upscVpQZqktf2L8Zy3NEpJQKeYWIrLGhkRR2l0J2sdY650KgCc/EO6RTAQD8Kfi+A10lpTxz5kXvXXzPb27GO8PV6eS+E/cUJ20f7dCN1dnDeNuJPPel/est9S0iYmbnotA8UlJFUTQf9Y0ia03ILs7Vq9cm7DEdxqkAAL4Zogx0W6/Xs9b2er2HD/1g4MbjdcruO753vBe2C7ngJk4iTt+2H/xRv1kRNx98x8wumhdgpJThliVqFGOwqQQArUOUgc7TWp8582Ice+/dYLA9GrnxZF1k9514cFwDDXOeylOm2D74W03lmTv6xh/NtTDbG1kTbrRmZmtsyChh5jd8XErp3Py1MfOVpYMfAwBg3xBl4DgIdy9HUdTv97e2tnZ2hqORmyRnq+yhEw/1sbvxgIk29esvFf92kDcZyQt3zI0tfZWIm7O9zGy0CWMx1OgoMXMURc3dpRBoAADahSgDx4dSan39hTj2g8H2YDAYjcbjiZ0m69N8O+IHhofH6al6E3OO9jUUVJLY0m98pd/dUa9SqL7sVmKIKISYUGgJT5EJHSVjjHO7T8aL5t2lRf1eAAAOAlEGjhvnnLU2jv329s5oNBqNxpNJNEtXx7ORpc1IbgnK2z7jAmSy97y/JOX+ffPOPfPdlFeI6JGZGK10HWK01lFk5zO/Sjk3H5fRWnnv8ew7AFgqiDJwDAkhVlZWvPfD4Wg4HI5Go/F4Mpv5ZLYySF5S5XYkNw2PO12kEVwUwsvy6b2zitVAvXZPfWdbv16SICKllDE6JJLQTjLGPB5immMxUkrnIoz3AsASQpSBY0sptba2Gsd+NOoNh8PJZDKZTJMkmaU+SdfH2UTTwIqh5kk3M021qb/14uw/vuFnjNTF++rapr6WsaP5JK/WWofUIlhYa/daS412kpQyiubBRQhRX00AALCEEGXgmDPGnD5t4tgPh6PpdDoej6fTJE3TaWKzrDdKsyqfWt6xYkfypFvTHyN94fEoU5HYUZe21Lc31bdnYpXmzSNljA6TLkSklTbG7FVljKmLNEopa/cWl0KIwVgMACwzRBk4Eay11tokSbz30+l0Mpn4mU+SJE3TNHN5vjJMszJPDI+MGGkaCe7AvU6p6tevc44H8tWBem1LX83ZExEzKym1VvUTeEMZJlxbTURSyjDwW7eW6iKNECKKLEIMAHQCogycIGGXOE3TyWQ6mUym02maprNZOpvNsizLcpfn/WmWj4pc0VjzRPFY83R5r6sUvKVe25GXd/SViTxXVlRVlRBCK6W1qodzwzSM1vOqDDNrrY3R9cCvMcba+XxMaCfVozMAAMsPUQZOHGOMMSaOfZIkk8l0NpslSZKmWZqmWZZlWZYXeZ67PC+SPC+LQtFU81SJqaSp4rTVwRrOyeaFy9nnpcvJbvqr88EXISKtpJR1F0mwMMYopfb6SrsJplGVsXVqUWpvPgYAoEMQZeCE0lprrb33s9lsOk1ms1mahvJMnqZpnud5nmdZVlZlUfiiKMZZXlUVVYXkRFEiKZEilZyJKmU+pHDDRaVzisrK5pUtyBaVrUgQEVXz/pFSUgghpWTmqqqYWQqptW5mmrCvVGcaZg6NpEZVRkdRhBVrAOgoRBk40aSU3nvvfZqmSZIkySzLsjRN0zTN8yLLsjzPi6IIyaasyrIsy9IXRZkVRVmWVVURVZIzQTNJBVMuOBNcCMqZCuaSqWIqiUqmsvFluSJJRBWJkkRVyYpERbIsZUmmJF2SKipVkiba6/Iws5yXXebZZe/jQiqlpJQhnYRMo3WIK/MazO5HdF13UeprVRkAgI5ClAEg2u069XrlbDZL02w+PRP6TXme50We52VZ1v8tyqKqKiIqdxW7SYcqCp/an3BFgJBCCSEEhzuo6xJLIFgopUKhpfkpuTvn+7VBGWNCqKlbUdaaeoMJAKDrEGUA9gghnHPOuaIo0rQenqkDTcgxRSjVEFFRFPMcE15Ue6WXqqpCoKlf/Cnc8MTPCp5XYsSu5oGVUlIKKWXdVKqqSik1r8nsri+FlBOmZxbxRwUAsCzwTQ3gCcKDbp1zZVmGRBP6TUUx7zrVxZg8L4JmcCnLkohCByq8bn728chSR5l5Habxw0d+Wsg0dZup/gnMHBpMYVCm/hJKyVCVQQ0GAI4rRBmAbyKECCvcVVWFQeDQb2rK87xOMLv2fvjUqswjmjlGCCHEPN88Uo8JHwl1l1CSqT8VCjDNphIAwDGGKAPwTOqxWSIKsSafh5ryaz2mxos6wTzeaQovmjnjKT2mXaES06zH0LzNJENVBvEFAE4aRBmA59aMNbSbbEJ5pizLoijr7FL3mJpppn7dfEN6bGimTjCPRBNmrodjmiMyAAAnE6IMwEE9kmyIqKqqZm2m8eIJOebxd6vzTDPN1GO/KLoAADQhygAsHjM/y6LQ44EGMQUA4HkhygC0BsEFAODg0GIHAACADkOUAQAAgA5DlAEAAIAOQ5QBAACADkOUAQAAgA5DlAEAAIAOQ5QBAACADkOUAQAAgA5DlAEAAIAOQ5QBAACADlvkxQX//C//usB3AwAAAHiqxVRlnHMLeR8AAAA4Uay1B3wHfvxu3n3IsmwwGAyHw6IoiqI4+BsCAADACVEURVVVp06dWl1d7ff7z/vLF9Ng0lp775MkSZJkIdkIAAAATg6l9h9IFjYrE8cxETHzot4QAAAATo59p5lFjv3GcSylzPN8ge8JAAAAJ8T+0sxiZmUAAAAAWoHnygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAhyHKAAAAQIchygAAAECHIcoAAABAh/0/O6ECUIPQX2AAAAAASUVORK5CYII=)
- Hình minh họa: Biểu đồ hạn ngạch tài liệu
- Lưu ý: Dung lượng khả dụng trong một khóa học chỉ bị giới hạn, trong Chamilo 1.9, cho việc sử dụng công cụ tài liệu. Người dùng sẽ được phép gửi nhiều bài tập mà không phải lo lắng về giới hạn dung lượng.
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