{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"<h1> <a href = \"https://www.kaggle.com/c/happy-whale-and-dolphin/overview\"> Happywhale - Whale and Dolphin Identification </a> </h1>\n\n<h4> Hi There </h4>\n<p> Here I have tried to understand the data and try out multiple augmentation techniques for this competition. I will continue adding newer things to this notebook as time goes on. I hope you enjoy! </p>\n<b> HAPPY WHALING !!</b>","metadata":{}},{"cell_type":"markdown","source":"<h2> What do we have to do in this competition ?? </h2>\n\n![Untitled 11.png](attachment:e926d59f-f417-4c75-8b2c-1c91dc189d28.png)\n\n<h4>Each one of us has different names. And so do dolphins and whales. Scientists use these to identify and track them. We humans don't speak the language of whales and dolphins. So, we use technology to identify them.<b> In this competition we have to match the pictures of whales and dolphins to their names. </b></h4>","metadata":{},"attachments":{"e926d59f-f417-4c75-8b2c-1c91dc189d28.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"<h3> Importing Libraries </h3>","metadata":{}},{"cell_type":"code","source":"import numpy as np\nimport pandas as pd\nimport cv2\nimport matplotlib.pyplot as plt\nimport seaborn as sns\nimport albumentations as alb\nimport os\nfrom IPython.display import display, HTML\nfrom tqdm.notebook import tqdm\nimport plotly.express as px\n\nimport warnings\nwarnings.filterwarnings('ignore')\n","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2022-02-04T10:47:26.055205Z","iopub.execute_input":"2022-02-04T10:47:26.056081Z","iopub.status.idle":"2022-02-04T10:47:29.086980Z","shell.execute_reply.started":"2022-02-04T10:47:26.055951Z","shell.execute_reply":"2022-02-04T10:47:29.086241Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_df = pd.read_csv(\"../input/happy-whale-and-dolphin/train.csv\")\ntrain_df.head().style.set_table_styles(\n   [{\n       'selector': 'th',\n       'props': [('background-color', '#add8e6')]\n   }])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.088599Z","iopub.execute_input":"2022-02-04T10:47:29.089062Z","iopub.status.idle":"2022-02-04T10:47:29.235817Z","shell.execute_reply.started":"2022-02-04T10:47:29.089010Z","shell.execute_reply":"2022-02-04T10:47:29.234977Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_df.shape","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.237188Z","iopub.execute_input":"2022-02-04T10:47:29.237453Z","iopub.status.idle":"2022-02-04T10:47:29.243148Z","shell.execute_reply.started":"2022-02-04T10:47:29.237415Z","shell.execute_reply":"2022-02-04T10:47:29.242237Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h2> Let's see how many unique species are there and what they are </h2>","metadata":{"execution":{"iopub.status.busy":"2022-02-03T06:24:05.29723Z","iopub.execute_input":"2022-02-03T06:24:05.297544Z","iopub.status.idle":"2022-02-03T06:24:05.304104Z","shell.execute_reply.started":"2022-02-03T06:24:05.297513Z","shell.execute_reply":"2022-02-03T06:24:05.303437Z"}}},{"cell_type":"code","source":"print (\"NUMBER OF UNIQUE SPECIES = \" , train_df['species'].nunique())","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.245352Z","iopub.execute_input":"2022-02-04T10:47:29.245668Z","iopub.status.idle":"2022-02-04T10:47:29.263927Z","shell.execute_reply.started":"2022-02-04T10:47:29.245629Z","shell.execute_reply":"2022-02-04T10:47:29.263049Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(\"SPECIES NAMES: \" ,list(train_df[\"species\"].unique()))","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.267407Z","iopub.execute_input":"2022-02-04T10:47:29.268698Z","iopub.status.idle":"2022-02-04T10:47:29.277308Z","shell.execute_reply.started":"2022-02-04T10:47:29.268660Z","shell.execute_reply":"2022-02-04T10:47:29.276607Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_df['individual_id'].nunique()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.278689Z","iopub.execute_input":"2022-02-04T10:47:29.279151Z","iopub.status.idle":"2022-02-04T10:47:29.292228Z","shell.execute_reply.started":"2022-02-04T10:47:29.279110Z","shell.execute_reply":"2022-02-04T10:47:29.291509Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h4> That looks a bit unintuitive. Let's take a look at  a prettier version. </h4>","metadata":{}},{"cell_type":"markdown","source":"![Screenshot from 2022-02-03 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OeRcTgfuMBkwfN47u+XzB3zHL09fWoXssemUyGr2cAMc/imD50ETtOuWgUBDyLiGFYjynERMXSsEVdHJ3tCQkI58bF2xzf9x9PPLxw2bNQawjT2aOWEeQXglX5stRrWpvE+ETcbzzkzjUPBncbz++7F+Bcv4ZKmQd3njDmpxmkJqehp6dHvabOWFpbEBedgPdjP5KTUji65zRhQRGs3jVfpWxqShpjf5rJ/dvyBXWVapVxdLYnLiaBe24Pcbvizi/fjOePf5a+UctKmi1l9qilXDp1DV09XWavGk+HL9rk5dG8l1SrUZXs7GyC/ELJzsrGwtIcc0v5gtnQSL6JKcgz0sbW1XuUwhVb+0pUq1EFJBKePvAhIjSKP5f9RUhAuNqGPDMjkwkD5nDr6r0XZStSo7YDqSlp3Lv5EPcbDxjSbQILNkylRfuinzjv337MuP5ygUe9ps4s3zanyJy/FnS+e3DnCf8dvoBU+nKzU7FKhSJpa3EhLTWF0X0+JyYqAvsazthVdyI00A+vR/c4eXAXj+7d4vddJzE1U9UKO7JnMy6/TXyxDjCidsPmmJiWwfvJA8KDA9i5fhl3XC+wZMshShvLT5QtLK2xq+5EeEgg6WmpmJYxx7JcBXT19JAgwa66E2mpKUSEBgFga18dXV09rZv+nGRmpDN1SE/uXr8EQKWqDjg61yMtJZn7t6/h4XaVkT9+xuzVO2jWtqPGOrwf3WfLqvmkpaZgXaEi5WwqExLgS0JcDDcvn2Fcv65sOnJVTXiRn74AuaBk8qDvX2h3WFGzTkNKGZsQ4u+Dj+cDTh7cySP3m/zxz2W1a279fQE71y8DwMzCkjqNWqCrp8vje7cIDfJjzuh+9B0+iZ+GTXpj3+UFt8tnmTWyDxnp6RgaGVGvaSsMDAy5f/s6ezauwvX8iUK9Xn5ITU1jaPdJREfG4uBkh71jFYIDwnj6wIfj+8/w8K4n6w8soYy56jztes6N6UMXkZGegYGhAfWb1cbM3JQA7yB8PAPYuHwnHm6PWLJllkaN0MImIjSK4T2mEB4SiUQioXZDJ8rZWOLrGcjDu578+v1ELCzNNZYt6NpTULwoqj3i6/B66Mufy/4iLSWNcjZWlK9oTZB/KAmxz7l+4TYjf5zKjlNr1A64NREbHc+InnKBh6W1Bb/vnq+29i+K/ao2DI0MaNqmIVfP3MTtsrua0CMmKhZ/L/k8FBUeTUhAuJrWp+u5WwC07tRcTeDh88SPod0nkZaajq19RcpaWxDkG0pcTDzXzt9ixA9T2X7SBUMj1b6bPmwRl07JDx9sKpfHztEWPT09ggPCCPAOIsA7iIk/z+H3PQtp2LxOgfuhMMjXl9D95kMMjQyYu2YSn7zYSCQnpTCmz0weuXuy+4+DSKUyfhj0DYMn/IS+gT4ymYxNK3axzWUvwf6h3HK9R4t2jZV1Xjp9XTmAuvbqwsgZg5QdnJ2VzaaVu9ixdj+bV+3GqZ4jLTs0fWM7H9x5wspZcoFH45b1mbV6vFJFXiaTcWT3KVbM2sDje09ZPNmFOS4T1e/1xgMMDA0YP28oX//YRTlYzhy9xJxRy8hIz2DPxn+YurTwT9d8nvhTr4kzM1eNU0rd42MTmDpkAR5ujzh96AJDJvZVkV4WpB83r9pNsH8ohkYGLN82h4Yt6irzsrOy2bHubzat2ElcTDynD12g+4CXJzNPPLzZunoPAF26fcLEBcOUH5fw4EjGD5hDgHdQofdRYZGWkkZk6DMmLBjGVz0+VaqHnT12mdkjl5KZkcmejYeYsmRUoV73eXwirmfd6DP0ewaM+gEDQwNkMhkrZ/3BwR3HeXzvKfPue9G0TUNmLB+jVNO7efku4/vPJiM9g+P7z/DrpH5qdXs/9kNXT5c5LhPp+GVbZfptVw8mDZyLr2cAG5ZsY9JCzVEHgvxC6NqrC6NnD1Yumvy9ghjbdyZR4dHMHb2cnWfWqpwkLZm6htTkNGztK/L77gUqYzMxIYn541dx5cwNbrt64PPEn+q17JX5G5fv5P7tx+jq6TJp4Qg+//7lYt/XM4ARP04lIfY5S6etw2XPAq19Ks2WMmf0Ms7/exV9fT3mrp1M285vLyTgu2T7SRcAurboy7OIGL7r94XaiVpBnpEmkpNS2LHubwCGTOxLn6HfK/Oys7L5fd4mDmw7xokDZ+kz9DsVgdXahVu5dfUeOro6ymeuUN18Hp/InNHLuXHxNrNGLmXnf+s0njYUFo/cPRnXdxapyWk0bFGXpVtmFVk4x8KY7079c55yNlaMnvULVapV5sGdJ7Ro31jtdyWJ1JRk0tPTGD/PhS7deinTL58+yvwJvxDk68X6xTOYuGCNMu+Ruxsu8yYhk8lo2KItU5f+SVkruZaGTCbj+L5tuMybxJP7d1gxczTTl28C4Jvev/BN718Y1asLD+/epF2XroyZvUJZ7+Zj17h7/RITBnwDwIodx5X1vok/l83m7vVL6OjqMnbOKj779kfluE9MiGPBxMG4XT7L/PGD2HzsGlbl1c2WzhzdR/mKtvy2bheNWrQD5NojGxbP4NDOPwkN9OXiqUN0/vrl+5/fvgDYsno+2dlZfPTxZ8xcuVVFsHH+34MsmPALQX7e/HdkL19076vMu3r2uFLg8WXP/vw6aT6GRvL3Kjs7i20ui9j9xwq2r1lMjToNadGuc6768E2kpiSzdNpwMtLTqV6rHvPX71H2oyLv0qkjhXKtgpCanEZ6WgZTlozii+6dlOkXTrgyZ9RSAnyCcZm3WUVgHBEapVx/1mnkxPz1U1XU0C+dusbsUctwu+LOn8v+YtiU/kV+H0unrSM8JJIy5qYs3jhDJazo4d0nWT5jvZoGh4KCrD0FxY+i2CO+iVP/nKdCpXJM2TiDJq3qA3ItUpd5mzmw7RjB/mGcO36VLt1e75crPjaBkT9OJdA3BOsKlrjsWaB2qFgU+9U30aZjc66eucm9mw/IzMhU0fJ3u3JP5bd3rnmoCD0yMzK55Sr/TdvOH6nVHRIQjlX5sizbNkcpnFDtu1AunLiq4tPswglXpcBj2JT+9Bz0rYow5eblu0z6eS6ZmVns33y42Ag98m3g3n/UD8rBDGBsUprev34HyG2LWrRvwvBpPysfjEQiof+onsqB4f3YT6W+jcv/AuRqcON+G6oiUdLV02XwhJ+UJ32KE8U3sXnVbqRSGRUqlWPxxhkqPgEkEglde3Xh5xdSuLPHLuPzxF9jPYPG9uKb3v9TeaCdvmqnjC/84I5nrtqTV8zLmrF0yywVNUPzsmaMnTNE+b/iVFxBfvtRmi3lzFH5qVP3/l+rTDqKsv1G9FBOrIE+wSr529fsQyaTYV+jClMWj1SRptrYlmfRn9PfymlDQeg/6ge6/thFxR6u45dtadOpOQD3bz8pkus2b9uIIRP7KvtMIpEwaFxv5SLY1NyUhX9MU7FLbN62EY1ePCPvR37qlb6g95DvVAQeAE1a1eeX8X0AOL7vPxXTqZw0aFaH8fOGqjw3+xpVlMLBYP9QLp+6rszzeuSL39NAAMbMGaKmSmhqZsKwqS8XXwE5xlBiQhIHth8D4Kdh3VUEHgAOTnaMnC43kbp7/b5GVTqQf3t+G7eCs8cuo2+gz4I/pn0wAo/cUJBnpI1An2ClWdaXPVU3LLp6ugyd3B+76rY0bd2A+JjnyrxnETEc+kt+0vrDoG/4onsnFVvVMuam/LZ2EhaW5iQ9T2bf5sN5vNvc89jDizF9ZpKSnErTNg1Zvm1OkQk8oPDmu9mrJ9Dus5bY16jCVz98mif13feVXr+MVRF4ALT99Ct+GjoBgLNH9xMTFaHM275mkdx/REVbflu7S0UwIZFI+LJnf/oOl2sYXDjxD76eDylKoiPDObpHbg75fb9hdOnWS2Xcm5pZMGPFFswtrUlKTODA9nVa65q5cqtS4AGgp6fPkEm/UcZcPlfkNOmAgvWFz5P7AHT6qoeaJkeHz7vRptMX1GnUXOkLR8HW1XIBtXODpoyasVQp8ADQ1dXj59HTldos210Wab3XvHLiwA5io6PQNzBk7pq/VARHpUobM3XJH9jaVy+06xWEvsO6qwg8AD7+Xyv6j/oBgNOHLxAd+dIEauf6AyQnpWBSxlhN4AHQ7rOWDBwjf0cObDtGfGxCkbb/kbsnNy7KoxxNXTpKReAB0PXHLvT59XtNRQu89hQUTwp7j5gbfls3WSnwANDT02PE9J+VmkEP77x+DZ8Q+5wRP0zF3yuI8hWtWbd/sUYt6qLYr76JVh2boaMjIS01nXtuj1Ty3K7cBVC29fY1D5X8O9fvk5aSRmnjUir9k5Pf1k5WEUzo6ekxfOoApQ+WB6/sf04dOg9A7YZO/Di4m5r2SPO2jWjfRW7eE+Cjav7zLsm30KPD/1qrpVXJYYOlyZZJT09PuXFLTkxRpvt7BSlVc7oP+Fqrs5hvenUB5LZHOX0baCIlOZW71+WTdNfeXShlrHkB273/1xiVkk/gl05f1/ibjl+105he84Wd+fP4RI35BaV1x2YafS5Uq2mnPF1XOCCEgvWjjq4Of1/exJZjq/hh0Dcay0kkEiraytWn09PTlekZ6Rncuiq3Kf6y56caVdJs7Su+FfX0gtCl2yca02vUkS+MEuKKZuHQ4XP1d8nUzAQzC7lZwkftm2jcgCmcBCUnpajlgfyZajsR+bLnp+jp6SGVynA976bxNz/+8q1Gh0n1mjjj6FwNgCtnbyrTa9R24KjbDtYfWELT1g011qkYPyC3U1Rw/cJtpZOlb/t8rrFs+y6tmLp0NOsPLKGsBqemUqmMBRNW8t/hixgaGbBk88xCkbCXJAryjLRhXtZM+ff6xdvVxqOhkQG7zq5n1c55Kovhy/9dJysrC4CeAzV/c0obl1L6YdH2fS4onve9GdNnBslJKbTs0JSlm2eqqXEWJoU131laWxSpP6niiK6uHt36DtGY99UPA5Do6JCdncXNy2cASElO4t7Nq4Bcy6BUac0+jL79aQiGRnIzpqtn/y2Clr/E9dy/ZGXJ/eh833+Yxt+UNjah4xffvbY9FavY41SvkVq6np4+9jXk71liwkv/OgXtCzMLuUBt/1YXIkIC1crNWr2d1btO8mXPnEJTTwJ85IdC3X4agkRH85Lzyx7yMl6P7vEsIlTjb/LK9QunAWjW5hPKV1Q3rdXTN1Bp67tCV0+X7lr8AykO27Kzsrl+4ZYy/cIJV0B+KKPN0eDXvT5DIpGQkZ7BjYt3NP6msLj83w1AviZp3bG5xt/00PKtK8jaU1B8Kcw9Ym6oVNVGzdxaUWe1mnYAPE/QvldLiEtkZK9p+D0NpGKVCqz7e7FGc9Gi2K/mBgtLc5wb1ATA7Yq7St7tF+bBfYd3B+DuKz5+rp2XfztafNxEox/IilUqUK+Js1q6voE+9jXkjmXj456r5M11mcTO/9ZpdLGQs16A9LTi887m6+hdR1eHSlXV1S0NS72U/pfXcuKkWEzmfCCeD146nYkIieL0oQsay8ZGxyv/fvrQ57WnWj5P/JWbqPpNtS8MSxkbUaOOA/dvPcbrka9avoGhgdbrGJuWBlAu3Aubynaanb3q6EgoY25CbHQ8qSlpyvSC9qNJGWNq1n158pGVlUVEyDNCAsPweyq3y3z60AeA7BxOqoL8w0hLlQ/qWvW0e2Kv08iJK2duaM1/l+jr62l9zhaW8k1dakrRvLjaHHMqhHHa2qXw0ZDTpj8nVapVVtmQ5qS0cSmqVq+Mr2eAVk2RV09rcuLcoAbej/3weqj6zliWK6uikZKakkZYUAQhAWF4P/HHI4eEWpqdrfzbx1OuZWVTubyad28FRqUM1TRAcrJq9h9KzaeadauLEGdayO8z0kbFKhVo3LI+d655cHzff5w+dIEGzevQrE1DWrRrrNUbu+d9+bfE2KQ0t16ZxHOiEKKEBUWQlJic64gGuSE4IIzRfWaQ9DwZgO79v8p35JrcUljznTZHwiWZqtVrqvnrUGBqZkGlKvaEBPji/dgD6IPf00dkZ8vn57qN1dV6FZQqbYxj7fo8vHNDqdFQVDx9KF+gljYx5Y6r5mcPkJwkX6CHBweQnPhcLdpIparVtJY1NpGfbGZlvlybFLQvPu/+E9t+X4jn/bv07twIR+f6NGndgaatO1C7YTONUV+8cjhYjQwL5uzR/RqvGRfz7GWZRx5aHbDmBZ/H8rbXrKNZuAvg3KCZ3slk1wAAIABJREFU1ry3hX11WzV/HQrKmJtSqWpFgv1DefrQly+Rm7YoNDcy0jO1fj8Ape8Er4e+RRpu++kD+be8Vn1HrVFZzMqWwda+kprTR0U787P2FBRPCnuPmBtsteyXIMdeLVPzXi0rK4vRvacrtf07ftlWa+SRotiv5pY2nVrw8K4nbpfuKE3WfDwDiI2Ox9a+Eu27tGLRJBfiYxPwfRqodLyqEHpo03qurOFZKTB/4UQ5LcdeE+TPKacvS5lMRnRkLKFB4QR4B/PEw0t5Xam0+Lyz+RJ65Maxm14eTBlin70cHOsWbc1VmZwaDhrzc0il3hTq0urFBkBTnaVKvyYMm+Ljnrd3M9fkpp9lOS5eGP0YHRnL/q1HuHrmJsEBYSoeuLURlyNag0JAoIl3FX4yN5Q2yUVf5/EjnFsUH2Rt5OVdyolVudePe4VAJC7Hx1mBvr7ea0PEKQQTOaNtKHj60Jd9mw/jfuNBriXcirH7uvHzJu7ffoy+vh6ZmVncv/WYI7tP0fWFtF2gSn6e0euY4zKBOaOWcevqPbn96BV3bl1xZ+2CLdhULk+nr9vRc+A3Kg7oFIuC5KQU5o5Zrq1qFRJinxeq0EPhZ0gxbpZMW8uOU2uK1LSlsOY7bRulksybfGZYWJYjJMBXGQ0lIe6l6d6byirCvOYsUxTExUQBkJKUyMJJmrVWXiUhLkZN6FGqlPZ54+XG8+WcVdC+6PXLWJ7HxXJo10ZkUilej+7h9egeu/9YgYmpGW06f8F3/YZhV91JWSanMOPPZbNfe00FOSPZ5JesrEwSn8vfM7Oy2jcbuQ3tW5Ro0lpUzTcn2D+UhBcaxTk3UycOnOXEgbNvvMarp7SFjaJNZuavDwNsbmmmUegB+Vt7Coonhb1HzA1Gr5mzJci/h9qW8Gmp6Xg98lWuA3b/8Q+ffNlWLVoLFM1+Nbe07tSc9Yu34fMikIGltYXywKhJq/qUKm2Ec4Ma3L/9mDvXPKjuZIe/VxDhwZHo6elpjaJS2uT1exDQvP9JS03n3/1nOPnPOfyeBuZKM/hdk69Rp6slBnB+UUiBdHQkfNXzs1yVqawl5K2CnM9Hm+RZQXaOcJzvMwXtx0unrzNrxBJlCEsdXR2qOlTGzrEKTnWr07hlPdYt3KYSVg14Kfx5A3r6eYsbXxLIjYRTR4vKb0F5U70KTaj8TD4K7RJ9A9WyaxduZfcfB5X/GxoZYOdYBXvHKjjXr0Hzdo3p0X6QelteaBTICiBBNDE1Zvn2OWxfs49r52+xZsFmmrdrpDH03odMfp/R67CwNGfVznk88fDmwsmr3Lh4B7+ngchkMsJDItmxdj/H9v7H+gMvbWQVWiTlbKxo+XHuzJBet7DJL52/bs83ff7HsO6TCAuKYP3ibSp+kwqbwprvdAp5Hi4JyGTyvtXTV5gnvfyevGl+l76ldYBi3FtXqEjzXDrtNNJiipI3CtYXOrq6DJu6kO/6DeXiyUPcuPgfjz1uk5WZQVJiAicP7uK/w/uYvnyTMvys4rsu0dHh8+9/ylUrX6fBkhckEskbDyp09YpWq6swkCnm2hfzdE5hQNvOLShr9XqhCYBTvcLxXfKm/nyT1rNizfEq+V57Coolhb1HfBs4ONkxf/0UhvecQnRkLPPHrWTTkRVq5vpFsV/NLXbVbbG1r0iwfxhul93p0q0Dbpfl/jwUms1NWjeQCz1cPegx4Gtcz8nN1xt9VLdQD4yC/EIY1Wu6yqFZ+YrW2FW3xbF2Neo3rY3HrUfsXH+g0K5ZGBQLz5KKEyupVMaQSX1fe8KcW8xzxDWPjop9bSg/hYMohQ+F95WC9GNsdDy/jV1OZkYmle1sGDXzF5q0qq8W3ik1NU2tbE5NmphncVrNNQpL2llcUJ6lvWYhkJKUqjWvqIl/Q3/HvNDQsdSgEZKZmUVKcqpWiX1MlPydyamZcf3CbeVmukW7xgwa15sadaqr2DymJquPH3g5dnM6utTE8/hErSfcc1wmUKeRExPmD6NXx19JSU5l4cTfWb1r3nsv0CwsCvKMckOt+o7Uqu/I0Mn9iYuJ59aVe5w+fJEbF28TFxOPy7zNLNk8E3j5vS1jZsKEBZp9GxQ1dRo5MWPlOHR0JHzf7yv2bTnCPzv+5eMurdQc6hUWRTHffSgkxL1eCyDmmdzBsfmL032FHwpFno2tnfayUeEvyhRdhCBA6WTU1MxCJRpMUVNYfVG+oi09fh5Jj59Hkp6WioebK1fPHuf04b1kZWawas44WrT/FANDQ+W9yqRSBo6diWkZzaaLhY2enj6mZhY8j48lLlqz02uA50Ws1ZMbEt6ghRH9ylybU1vus26f0O5T7aZKeSLnHKllSaPNz4J1BSt8PQOIDHumMV+BJq3Cgqw9BYLCwNDIgDV7F1LG3JTx84YyedA8vB75smPtfqUzYQXvev5u3bE5ezYewu3yXTp+1Zb7tx+joyOh0Uf1AGjSsj5bVu3m3s2HZGdlc+2FL6B2n7Us1HbMHbOcqPBojEobMWL6z3zcpbVaKGmFX83iRLEQx9V44RAU5KF2tBERGsX+LUe5cuaG1tBXCqrXsleehHnceqT1dynJqUovwdpsz98XCtKPl/+7rtzszPl9Ii07NFWbdKRSGREh8gWELIcfCdtqlTB+oR71qoffnOS0hSsJKDQkUlO0T8YhAWFvqzlq+HsHad3AxscmEBoob1udRrU0/uZ1UWEUkWxq1XvpOOrUP3JvzmYWpiz8cxpO9RzVnDyFBoUr/87pi8TxRVjUnPbKr5KZkck3H/Wjg9O3GlV6FeZT5Wys+HVyP0D+HhzedVLrfXxoFOQZaSPYP5TThy5wfN9/KukWluZ07tqe5dtmK52W5Yw2VaO2/ETXzyuQuBh1EysF99wecnj3SW5evpur9uQFC0tz5f0PGt8HG9vyyGQy5k9Y9dr3uiAUxXz3oRDk95TMDM2+lWKiIpQONp3qyh18VqtZGx1d+UndgzvaHeGmJCfh4/kAADtHzd/DwqJ6Lfni1N/7CfEx2jeJ929f4/i+bdy6el4tIkp+KEhfxMdGc+XMMfZsXKV0wgpgaFSKZm07MnbuKoZOngfITWJCAuT+Fxxf3CuA+40rWq8ZGRbMPzs24HruhNIspaDUrCM/+Xx496bW3zx9qN2X0NsiwCdYqeHwKtGRscpIZbVeOGmsVMVGud563fdDmi1l76bDnDt+hbCgCK2/U6CX40Q7JVnzYU1IoOb1TL0m8nHy0N1T6d/tVYL9wzQKPQqy9hQICgN9fX2lMKNNpxbK4ALbXPapRfV81/N3m05yvxxuV9x5eOcJaanp1KhTXSl8qd2oJqWMjUhOSsHtijsP7jxBIpFodTCcH4L8QnjiId/P/Tz6R7r+2EVN4AEQGihfSxb2uq0gFAuhR806DkqnMbs2HNSqArd55W5Wz/2TWSOWvLETSxuXoklLeWieQ3+d0Lr527/liDLcYutOhTco3gUF6ce46JcbTWstDnfO/3tF6cMhpxqjvr6eMnzv4V0nNW4WYqJiufgipnNJocyLl/x5fCIRoVFq+ZFhz96pOmZmRibHXtmIKjiw7RhSqQxDIwOtdn4HdxzXmO56zo0gP7ldbvscHrjjYuRjyMzCTG3RokARohRUx1CL9k3Q1dNFJpNpFVJcOXOTtNR00tMycKqr3WEuyL3eKyJbrF24hfAQ7ad9HxIFeUbaOP/vVeaOWc7ymRuUDkFfRWFilNNXRpvOHyGRSJBKZVpVILOyslg0yYWlU9eyaflOrZ7SC4NSpY2YtHAEAOHBkaxftK1IrlMU892HQnpaGqf+2a0x7+9ta5HJZBiVKk3TNvJIXKWNTWjUQh6y++ieLaSmaB6f/+zYQMaLqBAtP1b1A6SjI98MZmt4F3KaEGrK10Trjv+Tm15IpezZtFrjb7KyMlk+YxQrZ49lm8sCrVFP8kJB+iIkwJfZI/uyacVc3K9f1liufKWXTu2MXvgbcXSup4ycsm/zaqUj1VfZvmYxaxdOZf74gYUi4AFo+6k8Isqd65fwe6p+8CWTSjm6d0uhXKsgpKdl8O/fmv1y7N10SD6mSxvRol1jQG76oVhvnTxwTmvI+dOHL+AybxMzhy9WztevI+emxUvDgYc0W8rZI5c0lv3s2w7o6OqQmpzGzg2av+V/vgjz+SoFWXsKBEXB2LlDKGNuSlZWFvPGrVQZc+96/q7buBZmZcsQH5vA3s2HAdTC9DZoJg89u37xNqTZUmrVr6E1ylN+yPnOanPQGhYUoYwyU5ze2WIh9NDR1WHA6B8BeOzhxZzRy1QWz9JsKbs2HFSe7n7RvbNGqdKr9B/1Azq6OkSGPWPyL7+pOIACOLL7FFtW7wHk3no1hTt6nyhIP9pVfxnS7cC2Y2p1Xzp1jSVT1ij/f1WI9PPoXhgYGhARGsX0XxeqSDZjnsUxZfCCAqnNF0fq5tCQWDptHUmJL/vaxzOA8f1nv3PHPhuWbMP1rGpI2hMHzrJj3d8A9B3eQ6sJy7njV9jmslflg33/9mPmj18JQINmdVQipCjGULB/KDdf2BkqyMrKYvOq3Rze/VKgkXM8WJUvq4zMsu33vZw9prqwfvrAhxUzNwC8NiKIAolEwpTFIzEwNCA1OY0FE1YXmSPa94mCPCNtdO7aHl09XTLSM5g1YomaGdvTBz4c3SsPH5nztMHWviKfffsxAPs2H2HXhoMq9urJSSnMHrmUYH95CMsfB3fLy63mi6atGyjH4T9//Vsk6plFNd99KKxfPJ1bV86ppB3ds4UD29cD8H2/YZiYvjS76zN0Ijq6ukSFhzBzWG8V55oAx/dvZ8faJQB8/L9v1cLAln4RCeXh3RtEhASqOPdU5AFcOn2EpMQErcIEBZWqOtDpqx4AHNy+nn2bf1eJkpSSlMj88YMICZBHxuoxYORr68sL+e2L2g2aUqmq/IRz5eyxBPo+VSkXH/OMHWsWA2DvWEtpOqOjq8tPwyYC4Hn/LgsmDCYp8eWCWZqdzb7Nv3P6kFyQ9dm3vZUmMQWl89c9qOpQE5lUyozhvVXanJmRzqq543n64N1regC4zNvEjUuqYWUP7TzBvhebmh8GdsWkzEt7/L7DumNgaEBKcirj+s1SfiMV3LrizvKZ8vehWs2qNH8hMHkdle0qKZ2bb1qxk2D/l1odcTHxzByxGB/PAI1ly1e0pufPXQHYunoPaxduVZqNB/uHMnP4Ys4f16zpU9C1p0BQ2FhYmjNyhtyvmfdjP3aseRl16l3P3zq6OkofaFfPyLXYmrRSjVSo+N/3xfva9lPNUVvySxWHSsoDqCO7T6lpqvk9DWR8/9lKra/i9M4WC58eAJ9/3xGvR74c2HaMc8evcP3Cbeo1rY2BgR5ej/yUJ+mNW9ZnxPSfc1VnvSbOjJ75C6vm/MFtVw++az2A+k1rY2xaGq9HfkrVm3pNnJm4cHiR3dvbJL/92KZzcxyc7PD1DGDH2v3cvHyXWvUcyczI5JH7UwJ8gilnY0WD5nVwPeemogIPUNnOhkkLh7Ng4mpuXLrDd61/pkGLOmRnZeN+4wFpqenUb1ZbJRzm+46Dkx1tOrXgypkb3Lh4m29a9KNazaokPU8mwCcYXT1dev/63Ttz5GNgaICBoQETB86lZt3qVKpSAX/vlzHGW33STOtGUkdHQu2GTmxcvpPj+89Qs051Yp/F8eDOE2QyGRWrVGDW6vEqZboP+JoTB8+SmpzG+H6zaNamEZXsbHgel8htVw/iYuKp19SZpOfJ+D0NVBtDI2cMwtczkEfunswasYRtLnuxq25LVHgMTzyeIpXKqFCpHJMWjcjV/dvaV2LAqB/YsGQ7d6/f59DOE3zb5/N89GTJoaDPSBM2lcszaGxvNizZzo1Ld+jWZgBOdR0xsyhDVNgzntz3RiaTYWtfkZ/H/KhSdtzcoQT7h/HwrifrFm1l/9Yj1G5Qk/S0DB66eyoXE32H91CayBQ1I6YP5MbFO8Q8i2PBxNX8dWotpYwL14FqUcx3HwJVqjmSEBfL5F++p2adhpSvZEuA9xOC/OSqts3bdqLPsAkqZeo0as6wKQtYs2AKd29colfH+tRt/BGlTUzxefKAsCB/5e/Gzlmpds1qNWtz4+Jpgv196NVJHv704NWnmFtaU7mqAwaGhmSkp7N+0TTWL5rGVz8MYNTMZa+9j5EzlxIS6Mvje7f4c9lsDu7YQK16TUhPT+XJvdtKwUCvIeOUTkELg/z2hURHh3FzVzJx4HdEhgXz81etcKrTEOsKFUmIj8Pz/m3S09IwNDJi7NxVKj6UPvu2Fz5PHnBo559cPHkIt8tnqNO4Bfr6hvg8uU9kWDAADVu05ddJvxXaverpGzBt2UYmDuxGREggg75uQ72mLTExNeOR+01io6Oo2/ij15r6vA2qOlQmPu454/rOwqmeIzaVy+H3NFAZ5eSjj5vQf6SqXwE7xypMWzaa38aswNczgF6dhlK7YU0srS0ICQhXmmxbV7BkyeaZufJppaMj4afh3fl97kYiQqPo1elXefQKiQQ/zwAyM7PoN6In21z2aiw/eOJPBPqF4HrWjd1/HGT3HwfR0ZEoD01admiKh9sjkpNSVJxDFnTtKRAUBV26deDMkYvcvHyX7Wv206ZzCxyd5Sa573r+btOpOScPygX/+gb61GvirJLfpLWqEKRt50Ly+/MCC0tzvur5GYd3n+Tu9fv0aP8LjVvWx8BQnwDvYDxuPULfQJ//fdeREwfOkpGeQXRkbKFqm+SXYqHpoWDM7MHM/n0CdtVtSUlO5cbF21z+7wYRoVGYmBrTa0g3lmyeib5B7j1ud+v7Bat2zsP5xULa7Yo7F064EhoYTjkbK4ZM6suavQuVNpIlgfz0o56eHiv/+o3WnZojkUh4+sCHw7tO8u/fZ4kKj6bHgK/ZftKF7/vLF2DB/vL46Tn57NsOrNwxF6d6jiQlJnP1zE2uX7iNnp4eY2YP5usfcufp+H1ijstEvuv3pfLU5eFdTwJ8gnFwsmPN3oVqEti3SanShqzbv5ha9R15+sCH8/9exd8rCPOyZvwyvg+L/pyu9AivhkTC0i2z+OSLNkSGRnHxpKvcYZKuDp9+8zF/HlqmptZW2c6G33fNp7qTHVKpjBuX7nBw+3HOHL2EvoEeo2f9wtq9i5Q2ia7nbqmovZUqbYTLngX0Gfo9JqbG+HsFceGEK4/cPUEiofPX7dl0dEWe4p3/+Mu3ShvMtQu3Ku2jP1QK+oy00Wfo90xZMgob2/KkJqfhfuMBF0+68tjDC8NShnzZ81M2HFyqPElUUMrYiDV7FzJwbG/My5oRHRnLpdPXuXHpDknPk7GpXJ5JC0fwy/g+RdIfmjA1M2HsXHn0lvDgSNYuLBoV+KKY70o6VuUqsmLHMWrUbsDTh+5cPn2UID9vSpuY0m/EZH5btwtdXfVvWtdeg1i6+R9q1WtMeloat10vcPn0UcKC/LGuUImBY2eyYscxFc0NBT1/Hqk0l1EQ6OcFyDU9Ji5Yi6nZS2fQgb5eb7yPUqWNWbH9KP1GTsG8rBUxURFcPXucW1fOkZSYQIVKVRg7dxUDRk3Laxe9kfz2Rf1mrVmx/SjODZoik0p5cv8Ol/87hofbVTIzM2ncsj1r9p7BuYF6JKbh0xYxbdlGqjjUICU5CbfLZ3E99y+RYcEYm5ahx88jmb9+D/oGhoV6rw5OdVi79z9ad/wCqUyK+43LXDlzjIS4WL7o3pcJ838v1OvlB+sKlqzdu4iadavjed+bCydcCfQNwdikNAPH9GLxxhlqESRArp28/uASmrSqj0wq5f6tx1w44Yr3Yz909XTp8HlrNhxcmqfoZT0GfM34eUOxsDQnOyubpw99efrAB1MzEyYuGM6AV5w65kRPT4/FG2cwdelo6jV1xsTUGD19fRydqzF27hAWb5yhFL7kNK0sjLWnQFAUTFw4nFLGRhrNXN7l/N2sbSPlO1SviTOGRqqmyg41q1LWSu40ukq1ylR1qFzobRgzdzA/DPoGQyMDIsOeceLAWQ7vOsmDu09o27kFW4+vYvTsX5Rtu3S6eLg3kLgGHC+WOt/hIZGEBUWQkZ5JWWsLqtWsqn2DlkuiI2MJ9g8lMzOL8hWtsbWvVKQ24sWB/PRjbHQ8/l6B8jJW5jjUskNPL299HxYUQWhgOEaljahZx0Gr/4DCpGVV+Sn+tcB/i/xar5Kakob3Iz9SU9OoUKlckXxkcsvuP/9h7YItmFmYcsJdbr4V4BNMRGgUltYW2FW3zdOHODoyFn+vQPT09XBwstMaPSUnwf5hhAVHIJFIKF/ROs/9kZ2Vjc8Tf2Kj4zEqbYSjs32hhtt6XyjKMV3QZ6QJmUxGaGAE4SGRZGVmYV7WDAenqrl6/6VSGf5egcpoBTaVy2FrX+mDiLxTFPNdcUUxps97xhWoniBfLyJCgzAxM8exVt1cb5hjoiIICfAhMzOTcjaVsbVzyJXPjPjYaJ7HxWJhZa0i5AC5D47IsGB0dXSxqlARvTyEQpVJpQT4eBIdJXc2WaFSFSrbObyVcZ/fvoiLeUaQnxepKcmYmJpRpZpjrs1SIkKDCA8OICMjnbJW5bB3rJUjxHDRER/zjEA/L6TZ2VSrWbtQo/R0cJKPh4J+pwN8gokIicTUzIQatR1yPU8nxCUS4B1EclIKJmWMcXCyK9BBnjRbivdjP+Ji4rGwNKd6LXuNgpc81SmV0c7xa6TZUmatHk/nr9ur/aYw1p6CwuFdrqffNz6k+ftVUpPT8H7iR9LzZEzKGFO9lr1Wk/l3TcuqnxdfoYdAkFfER1qOJqGH4P1EjGlBSaOwhB4CQXGhsIQe7yvXzt/i4I5/satemeHTftYosHt415PB38pNYrf+u1olCoag+CHWHoKSRsuqnxcv8xaBQCAQCAQCgUDwfmBSxpgbF2+zd9Nhrp2/pZafkZ6hNBMsZ2NF9VrV3nYTBQKBoPg4Mi0JhAVF8Njjzfa82qjbuBblK1oXYosEAkFOHrl7Eh6iHl44t7Tt3OKtmGoJNJOanIbrebc3/1ALlava4FTv9eGO32fE+BaUBB573CYyNCjf5Vt98jkGhoXrH0SgnTqNalHdyQ4fzwBmDFvEF907U6eRE4ZGBoQGhnNs3xll2NyJC4aXeLNygeBVrp65SVpaer7KGpuU5qOPmxRyiz5MhNCjELlzzYNFk13yXX6Oy0Qh9BAIipAD24/z3+GL+S5/9NZfWFqLTeG7IuZZHLNGLMl3+a4/dinRQg8xvgUlgcO7NnLu2N/5Lv/3FU/KGpYrxBYJXoeOjoQlW2YxdcgCPO97c3DHcQ7uOK7ymzLmpkxZMkps3gQfJMtmrONZRMybf6iBKtUqi/emkBBCj0KkQfO6TFs2Ot/lazeoWYitEXyofNS+CeZly4gTWw10/bELTVvnP6LOh+hMtThR1tq8QN/YKtXenYPht4EY34KSwJc9+tH4o3b5Lm9sUqYQWyPIDeUrWrPpyAruXLvP7av3lGE7y1pb4NygBm06tVCLMiEQfCiMnDGItNS0fJU1FvNyoSEcmQpKDMLxkqCkIca0oKQhHJkKShofuiNTQclDrD0EJQ3hyFQgEAgEAoFAIBAIBAJBiUUIPQQCgUAgEAgEAoFAIBCUSITQQyAQCAQCgUAgEAgEAkGJRAg9BAKBQCAQCAQCgUAgEJRIhNBDIBAIBAKBQCAQCAQCQYlECD0EAoFAIBAIBAKBQCAQlEj03nUDcuLrGYC/dxDGJqX56OMm77o5GklMSOLm5bsAtGjfGJO3GD/57LHLANRuUBMb2/Jv7bqC3OPh9ohnkTGUs7GiXhPnt3Zdv6eB+HkFUqqUEa06Nntr1xWUfMSYFrzP+Hs/IcD7CUalSvPRx58VSp2Jz+O5ffU8AM3adMTYtEyeyl85c4yszEwcnetT2c6hUNokEAgEAoFAO8VK6HHu+BW2r9lHlWqVi63QIzQwnFkjlgDw1+m1mNR8e0IPxXWnLRsthB7FlJ0bDnDt/C3ad2n1VjeIF066smXVbipUKic2iIJCRYxpwfvM5dNH2bF2MeUr2haa0CMsyJ954wYCsOmoK/Z5FHosnTaC5MTnDJ0yn8p2vxZKmwQCgUAgEGhHmLcIBAKBQCAQCAQCgUAgKJEUK00PgUAgEAgEgpLMiOmLyczIwLlB03fdFIFAIBAIPgiE0EMgEAgEAoHgLdHpqx7vugkCgUAgEHxQFEjoERcTj79XEKkpaVhaW+DoXA1dPd03lpNmSwnwCSYy7BllzE1wquuYq3J5RSqVIZNKkUgk6OhqtuTJzsoGQEdXB4lEor0OHR10dNTzAdLTMnj6wIfE50l56oeEuEQCfYJ5Hp+IgZEBVuXKYudYRet1cktIQDhhwRFIpVJsKpenqkPlAtVXUsn1s8/F+Hnd8w4JCCckIBR9A32qOthiVb7sG9smlcoI8A4iJiqW9LQMTMyMcahph6mZSW5uTSv5fWcF7wdiTIsx/SHwLCKMID8vMjPSKWtdHgenOujq5n05k52dhQQJOrry8RITFUGAjycSHQm2do5YV6iY67rS09LwfnSPpMQELKzKUb1WXa1tkmZnI0OGjo6uynuqSFeUk0ml+Hg+ICYqgtImpjg616dU6bfnR0wgEAjyi5ibBcWNfAk9vB/7sWb+Zu5cu49MJlOmm5qZ0HNgV3r/+h16epqrPnHgLFtW7SE8JFKZVtbKnBEzBuanKa9l6+972LJqN2XMTfn37m41YcKFE65MH7oQgClLRvFF905qdXRr1Z+o8GjG/fYr3/b5XCUvKyuLjct3snfzYdJS0lTuZ9C4Pnz1w6ca23Xt/C22uezj8b2nKv0HYF7WjF5DuvHDoG80blpex8WTrvy57C8CfUNU0ivb2TBkYj8+/l+rPNVXkklPy6BLg56kp2UwcuYgegz4Wu03P302DH+vIMrZWHHo+ja1/GN7T7PBEP6rAAAgAElEQVRosgtlrcw54vaX2vh6+sCHZdPX8djDS5mmoyOhRfsmTFwwHOsKlmp1JsQlst1lLycOniMxIUklTyKR0KR1A8bMHpxnQVZB3lnB+4EY03LEmC65uN+4zOaVv/Hk/h2VdBNTM7r2HkSvweMwMDTMVV1PH7oz9PtPMCpVmr+veLJ67njOHT+ATCpV/qZxy/b8Onk+9o61tNaTnZXJ1t8XcGDbOtJSU5TpFpbW9B81jc+//0mtTNePHJSOTLv99NKR6ZdNq5KWmsIfhy4R7OfNhiUziI4MV+brGxjyRfe+DJ4wB32D3N2nQCAQvE3E3CworuTZkanrOTd++WY8t1090DfQp2mbhnT8si3VnexITEhi4/KdTOg/h8zMLLWym1ftZv74VYSHRGJhaU67Tz+iaesGJD5PZs6oZVw6da1QbkpBm07NAXgen4jnA2+1/FtX3ZV/37nmoZbv/diPqPBoJBIJbTq1UMufP34V21z2AlC3cS0cnOzQ1dMlNjqexVNcOL7vP7Uyf289yoQBc3jk7olJGWOatm5A+y6tcG5QE109XeJjE1i7YAvb1+zL071uXL6Tab8uJNA3BLOyZWjbuQUf/68V1hUsCQkIZ/rQhWxZtTtPdZZkDI0MaNqmIQBul93V8mOiYvH3CgIgKjyakIBwtd+4nrsFQOtOzdU2hz5P/BjafRKPPbywta9I/Wa1sbA0RyqVce38LUb8MJX0tAyVMgmxzxn87Xj2bTlCYkISjs7VaPfpRzRr0xDrCpbIZDJuXXFnWPfJJMQl5vpeC/LOCt4fxJgWY7okc2TPZiYM+IYn9+9gaGREo4/a0bbzl9jY2pGUmMDO9csY+9MXpCQnvbmyHMhkUqYP/ZGzR/dja+fAN71/4ZMvv6dUaWPuXLvI6F7/w/P+Xa3ll0wdzs71ywCo3bAZ9jWc0dXVIy7mGStmjubkwZ15vtd/929n3riBxEZHUdnOgVr1GmNoZERmRjqHdv7J8hmj81ynQCAQFDVibhYUZ/IkaosIjWLOqGVkpGdQp5ET89dPVVFrvnTqGrNHLcPtijt/LvuLYVP6K/OeeHizdfUeALp0+4SJC4ZhYGgAQHhwJOMHzCHAO6gw7klJjdoOlLOxIio8mpuX7uJcv4ZKvtuVnEKP+2rlXc+5AeBUr7rGE0yfJ/580/t//Dq5H8YmpZVpY/rMIDY6nu1r9/NFj87K30eFR7Nu0TYA2ndpxYwVYzEq9fK0Jtg/lPH9ZxMSEM7+LUf4aViPXJm6XDp9XSl86dqrCyNnDMLQSN632VnZbFq5ix1r97N51W6c6jnSsoNwngbQpmNzrp65yb2bD8jMyETfQF+Z53blnspv71zzoLKdjfL/zIxMbrnKf9O280dqdYcEhGNVvizLts2hYfM6gFwzyGXeZg5sO0awfygXTlzls287KMtsXrWbYP9QDI0MWL5tDg1b1FXmZWdls2Pd32xasZO4mHhOH7pA9wFfvfEeC/LOCt4/xJgWY7ok8sjdDZd5k5DJZDRs0ZapS/+krFU5AGQyGcf3bcNl3iSe3L/Dipmjmb58U67rTk9Lw8PtKt/+NIRfJ/6mNHWJCg9hfP9vCA30ZfHUoWw6clWjuYqv50O++mEAg8bOorSJqTJt0sBuxMU8Y9cfK+jSrXee7vfoni3Ub9aacb+tolKVagAkxMUwc0QfHt65wZmj++g/airlK9rmqV6BQCAoKsTcLCju5EnTY+f6AyQnpWBSxlhtMAO0+6wlA8f0AuDAtmPExyYo87av2YdMJsO+RhWmLB6pFHgA2NiWZ9Gf09HXL3x1J4WGhttl1ZOakIBwwoMjKWdjhaGRATFRsQT4BKv8RnHq2e7Tlhrrbtq6AePnDVUKPACq17Knz9DuAIQFRRDzLE6Zd+HEVTLSMzAwNGDK4pEqAg8AW/tK/PhLN0CuEh4XE5+re9y4/C8A6jRyYtxvQ5UCD5Db5Q+e8BMt2jcBYNPKXbmq80OgVcdm6OhISEtN557bI5U8tyvy8WJrXwmA269oAt25fp+0lDRKG5eiSav6Guv/be1k5eYQQE9Pj+FTB1DWyhyAB7efKPOk2VLOHL0EQPf+X6tsDkH+HPuN6KF85wJfGavaKMg7K3j/EGNajOmSyPY1i5BJpf9n7z4DmrraOID/E8LeS0FBQECGClRR3Ku46my11vG2zrbOapd71GrdVq11tM62rjrqrNYtoqgoIFNA9paNbMh4P1xySUgCASIqPr8vSm5yc5Oce+85zznnOWjZyhprdh1lAx4AM0VqxPipmDx3EQDg9uV/EBsZVq/9d+jcDbMX/8QGPACghaUVVvzMBE+SYqPh8995ua/t1L0v5q/cwgY8AMDeuQMmfvE1ACA9OQG52Zn1Oh4jEzOs23uCDXgAgKGxKeYt28D+HfH0cb32SQghrxLdm8mbrl5Bj9uX7wMAvEf0UZi4btSkIeBwOKgor8DDO8y824ryCnYqyYjxg+UmsrG2a8U2zFWpV9UUl/CnUSgqLGYfFx9P197vwcWNGQEiOcUlP7cAkSHMvPXeg2SntgCQ6tGU5NTBnv1/Qe5L9v9jJ4/Aqbv7sffMZugZyE9G1qqNBfv/ihpDxeWJj05ih6yPmzZK4ciQDycNBcDMyc9Mz65zv+8CY1MjuHo4AZAe9QMAT+4xPd6T5zIBrMAacxP9bjEVzm79PaV608VatbGAm6erzOPqGuqwa2cDAMjPqy4bXDUuTt3dj4MXt2PC5x/KPV4Oh4NW1kz5KC8vV+ozNvScJW8nKtMMKtPNR0lxEZ4+ugcAGDF+qsJEnh99NhOaWtoAgHs3/q3Xe4ydPEtuDi1HV3e4uHUGAPjduiL3tYNGj5f7uGP76sBhQV5OvY6ne/8h0NLWkXnc3rkjOFym2vayIE9mOyGEvC50byZvOqWHVmSkZrJRuYrySlw9e1vhc/UMdFFYUITosFgM+WgAkuLTUFbKVGhd3BwVvq5DJ2f4Xn+o7CEp5b1uHaGrp4PiohIE+IWg72Bm2PbjqgaBZy8PmJgb46l/GALuB2PMZ8MBAA9uP4FQKIK1XWvYOsgfQmplKz+zu5GpIfv/stLqBKdqPDWpoAbA5BtJTcxAYmwyosNi8UhiRIpAIERdJHOVZKRkKvxdcrOrR41EhcWghaVZnft+F/Qe2A1hgZHw9wlgh9rFRCYgNzsf1nat0W9oT2xYtBP5uQWIjUqEg7MtgOoGYh8FATErG0u5jwOAkYkBAEglvwWY88apowP7N5/PR0ZKFlIS0xAXlYiwwEhEhcUAUK5sNOacJW8vKtPV701l+u0XFxUOgYCZ/92xs+y0KzFtHV04tndHWMBDxDyTna5am9r26+zWGc9CAhAbGSp3u+RoDEmGxtX3WMkEp8qwsrWX+ziHw4G2ji5KigohqKys1z4JIeRVoXszeRsoHfSQbDRfPn0Dl0/fqPM14l6/PIkpHsYSAYGaTFvUvexhfamr8+DVrzNuXfKFv08g+g7uDqFAiIAHTKWocw93GJkY4s9dJxH4MBRCoQhcLofN59FnsPwGAADo6GrX+f41V2cRiUS4d+MRzv51GRHB0TKrGdRXblb177J7wyGlXiM5+uRd12ugF/ZsPIyYyATkZOXB1Ny4OiDW0x3aOlpw9WiHkCcRCPALhoOzLeKjk5Ce/AI8Hg/d+8sfnaSjJ9tLV1PNsgEA2S9ycfLQedy7/gjJCWkQKtEQVKQx5yx5e1GZlkZl+u0mOUpCclqLPKbmLWVeUxc1NR6MTBR3AhiaMPm88rKz5G7X1q17yWV550Vt5I3yEBOPSBGhfvskhJBXhe7N5G2gdNBDsqLaZ1A3mJgZ1/kaZ7eqHj4ll17lqb+a9Zt7D/TCrUu+eFQ1pz0iOBpFL4th72wLEzMj6HVxhYamBgoLivA8PBb2Lrbs6gfyEvo1VFlpOb6b+gOCHlb3GBka68PGwRoOznbo0MkZmloaWDZrvdL7FFYtr8flcjBy/BClXmNlJ3+EyrvI1sEa1natkByfBv+7QRg6ZgCb/6VLLw8AzGigkCcRCLgfjE+mjWIDYp26d4Sevvyh1g3hc/UBVs3bhMoKpgePq8aFjb0VbB3bwLmjAzr3cMPu9Yfx1F+5+eqNOmfJW4vKtDQq02+76sZ9Xcu4i8tHfZZ7F08XUUTAFwAAeOqyU74IIYTQvZm8HZQOehgaVyfpGjLmfXaaiDJMzasLf05WHptIr6ZXNQKhR/8uUOOpIT35BZLj0/CkaoUCzx7MnFsNTQ107OyCAL9gBPgFo6iwGMVFJTBtYYL27zmp7DgObD/GBjwmfP4hPvp0mMx0F3HjQ1kGRszvIhSKMHPRZOgb1t3rRKT18vbC8X1n4X83EN4j+yDkSQS4XA46dXcDwJSTg9uP4emjMAj4AvjdrkpwO0R+gtuGyM3Ox5pvtqKyohJWtpaYv/ILePZ0l0r4CwClpWUK9iCrMecsebtRmSbNheQ0kZysF7C0tlX43JzM9KrXyK62pgi/sgIlRYVSiUgl5WW/AACYVI0iIYQQIo3uzeRtoHQi09ZtLNlVSgJqZP2XJBQIcWL/Ody85Iu0pAwAgHXb1uxrJbP71ySZn0KV9Ax04dGVWXHA/24guzytZ1WvJ1DdA/rkfjC7aktvb6969RjV5eo/twAAPQZ0wdxl02UCHgCQmpjB/l8kqnsYeLv21XN/a/tdMlIzcfLgBfhef9joKTXNDbvCj28QwgKeoay0HO06OLABpPadnKCtq4XiohL4+wYhNOAZOBwOenl7qewY7l57gNJipvG3+peF6DGgi0zjUCgUISOFqYCLhHUPbW7MOUveblSmqUw3F22d2rOrqoQGPFD4vJLiIsRU5d2wdXSp13tEhgYq3BYexHREuHrQUu+EECIP3ZvJ20DpoAdXjYue3l0BAFdO30RWhvw5s1fP3cbOtfuxcu5GJMWlAGDyaohfe+7oFZSWyPbs5WTm4s5/fvX+AMoSV+Z9bzxCWGAk1Hhq8JBYetGzJxP0CH4cziZT7V1LPo+GyKtK8tPCQv784cpKPi6dvMb+za8U1LlPpw72sGjNzHM+uvcMOxS3pgPbjmHHj79j1bxNECrRuHiXdOzsAkMTA+TnFuDEgXMAILVkJ4/HY4NmezYehlAghIt7O4XZqRsiL7t66S5zBUlmb/3ri4K8QgBMQsi6NOacJW83KtNUppsLHV09dOrWBwBw4fhBlJYUy33eP3/uRUXVCkA9+g+t13ucO7pf7uNBD+8i/jnTUdNn8Mh67ZMQQt4VdG8mb4N6LVk7ec44aGhqoKS4FN9OWYXk+FSp7Y99g7B15R4AQFsnG3j17cxum75gEjQ0NZCRmonls9ZLjTbIycrDki/Xsb2Cr0LvQV7sMVaUV6C9h5NUIlKnjkwvaFlpOdKSMqCrp4POPdwV7a5BbOytADDz3GsuG1uQV4jls9cjNjKBfay0pLTOfXLVuJi2YCIAJlfJ6gVbUPSyulIoFAhxdO8ZNqnQ8HGDpIahEeY77NGf6cW7d/0RgOogmJj4b/HvU1uC24aQXCHo9OGLMtt9/vPDpiW/sn8re6405pwlby8q01Smm5NPZy8EV00NmekpWDnnf8jLkU4qeunkH/hz1yYAQP8PPoKzW6d67f/+zX/xx68bIRRUdxpEhQVh3fdfAAA6de+LTt36NvJTEEJI80X3ZvKmUzqnBwDYOrbBsi0LsObrnxEbmYBJA2ej/XtOMDU3RkpCOp5HxAEAzC1MsenASqmpIVa2lli0fi7WLdyBhz4BGNtrOjy6dYCAL0DQw1CUlZbDvWt7BPuHq/YTVrG0agl7Z1u2gt+5p3RAg8vloFO3jvC5ygyf7davM9TV6/X11GnKvPFYNW8T8nLyMdF7Jnr07wIjE0NkpGXise9TVJRXYOSEwbh08jqEAiFSEtPh6lF3TpFhH3sjOjwWpw9fxM1Lvnhw+wncurSHhgYP0eFxyEjNZD5zD3fMWz5dpZ+pueg90AtXztwEAKhrqMPN01Vqu+RUKEC1CW4BJignLp9/7jqJR3cD4eLmiMqKSoQHRSEhJhktLM3g4dUB92/6IzUpXan9NuacJW83KtNUppuLDp28MGfJOvy6bgkCH/pgkrc7OnbuDh09fcQ8C0VaUjz7vG9Wb6v3/k3NW+LPXRtx7dxxtOvggbzsLIQFPYJIKERrG3t8t/YXVX8kQghpVujeTN509W7Ve4/og1ZtLPDbpj8Q+CAEIY8j2G1qPDX0Hdwdc5ZOY6dcSBry0QCYW5hi94bDiAx5zvZA6unr4usfpkDfUO+VBT0AZp67OOjRpUavJ8A0AsRBjz6vIAmP94g+qCivwJ4Nh5GbnY+bl3zZbS7ujpjx9SR06+eJhOfJCHkSgbtXH2DQqH5K7fvrH75Eh07OOPzLCSTEJOPhnSfsNj19XYyaNATT5k+EugZloJena59O0NDUQEV5Bdw8XaGpJZ17wN7JBiZmRsjNzkebtlbsqB1V4fF42PbXGmxa+ivu3/BHVGgMokJjADBLI38ybRSmfDUeUWGxuH/TH8nxaYiLSkRbJ5s6992Yc5a8vahMU5luTkZP+hw29k44sG0NnoUE4Mn92+w2c4vWGDVxOsZNmws1tfp3Viz/+QDOHzsAn6vnkZGaBABQ19CE94iP8cV3P8DASHXTvgghpLmiezN5k3HuJ1xqcIKHgrxCJDxPQnFRCfQMdGHvbMsmsqlLWlIGUhPToaWjBacO9jIJ7pozAV+A2KgE5GTmQVNLA23aWql0Ln16ygukJWWgorwSJubGaOtko/JRK2+iHjbDAAB+if++5iNpnNzsfMRHJzK/n5kR7F1sweOp5vdrzDlLmh6V6bpRmX67iMv0rci8Bu8jJzMDKQkxqKysRAtLK1jb2te59GxNUWFBmP3x+wCA/Rfuw87RBTmZGUiIiYS2ji5s7J2gq2/Q4GMk744BzswKhW/7dZoQMVXUPejeTN4kPWyG1X+khyRDY324d23foNe2amMhd/WSd4EaT41ZdaVhX12dLK1awtKKltd7W5mYGcHEzOiV7Lsx5ywhDUVlmqiSaQsLmLZQff3hVe2XEELeNXRvJm+a+nWNEEIIIYQQQgghhLwl3ug5D2lJGYgIjm7w6zt2dkHLVuYqPCJCCCGEEEIIIYS8Ld7ooEeAXzA2LN7Z4Nev3rmQgh6EEEIIIYQQQsg76o0Oenh4dcSyLQsa/Pr2Siz3SgghhJB3i6WVDRau+xUAYG7R6jUfDSGEEEJepTc66GFt1wrWdlQZIYQQQojqGBiZYPCHE1/3YRBCCCGkCVAiU0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLHJFIJHrdB0EIIYQQQgghhBCiajTSgxBCCCGEEEIIIc0SBT0IIYQQQgghhBDSLFHQgxBCCCGEEEIIIc0SBT0IIYQQQgghhBDSLPH8Ev993cdAiEr0sBkGAKAyTZoLKtOkuaEyTZobKtOkuRGX6eILa1/zkRCiGrojl9NID0IIIYQQQgghhDRPFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLFPQghBBCCCGEEEJIs0RBD0IIIYQQQgghhDRLvIa8KD+3AJdP3UBCTDIAoIWlGT6eOgpPH4WispIPpw72sLZrrdIDfRME+4cj60UOWliawc3TtcneNy4qEXHRidDW1kJP765N9r7vgoSYZMQ8i4emlgZ6D+xWr9fS71K7O1fug88XwKmDA6ztWjXZ+wb4BSMvpwCtrFvC1cOpyd6XvBuS4lIQHR4HdQ119B3cvcneNy8nHwF+IQCAnu93hbaOVpO9N1Gt13VtbA58/vNr1vVM8u6IjUxA/PMk6OrpoHt/T5Xs83XeJ2LSsvE0Nh0aPDWM7K58G+nCgwhU8AXwsLeEQysz9nGfkDhkFRTDpqUxurSzehWH/MZ7npqN4Lh0aKirYWS3pmt3ZhUUwyckDgAwtIsTdLU0muy9X6V6Bz1SEtIxa+z3yM3Ol3p84pdjsO77HSgqLMZXKz/HJ83wZnRk72n43XqMfkN7NmnQ4/aV+zi4/RgsWregxrWK+V5/iL0b/4CJmVG9gx70u9RuzbfbUFZShm9Wz2zSiv2hHccR9CgMQ8e8T0EPonL3bvhj17qDMDTWb9KgR8LzZKyatwkAcPreAQp6vOFEIhEunrgGC6sW6Nr7Paltr+va2Bw093omeXfcvOSLP379G23aWqks6PE67xNXn0Rj0YErMNDRqlfQY+YvZ/GypAwbpw+Fw8jqoMf6v2/jXlgCJg14750Nelz2j8Syw1dhoq/TpEGPyORMTNlyEgAQvu/bdzfocXDHMeRm54PD4aD3QC/Y2FuDz+dDR1f7VRwfIYQQQshbQyQS4YvR3yIiOBqrdy583YdDCCGEvPPqHfSICosFAPQZ1A3rflsmte3r1V+isqISHTq5qOboCCGEEELeIkKBEBHB0a/7MJolqmcS0rxs/WIYyvkCeDlZv+5DIc1cvYMeJUUlAIC2TjYy24Z8NKDxR0QIIYQQQkgNVM8kpHmZ0N/jdR8CeUcoHfQQCoQQiUQQiUQAADU1NQj4Aub/PDWp53DVuOBwODKvZZ8nFOF5RByyX+RAV18HTu0doK2r2nln4mOreSzsMQlFEAmF4HA44KrJX8Sm5ueTJyUhHSkJqVDXUIeNvTXMWprUeWxCoQgJz5OQk5mL8rIK6Bnqwt7JFvqGesp8NIXycvIRH52E0pIymJobw9G1ba3HTuRLjk9DcnwqtHW14ehqBz193Xq9XiQSQSgQAlBcdpR5DgCUlZYjOjwWhflF0DPQRbv29io/V5Q5FvE5zOFyweXKnk/ifdR2Pkme9/qGenBwsVNqWhydLw0nFAiRGJuCjNRM6Ohqw9nNEZpVczMFfIHM78X+jlW/c9HLYoQFRcLY1AiOrm3l/vYFeYVIjEnGy/xCaGhpwKyFCWwd28g8V7KcKbouSx53beWtPp9fmXIL1F32azvmvJx8xEYmgl9ZCUtrC9jYKzf/WNnvrj6EAiFiIuOR/SIXGpoasHO0hmmLuu9Lb4v05BdIjEuBgC+AsZkRHF3soK6hXufr+Hw+nofHIzcrD1o6mrB1qP17UaYMynuOUCCEUCisfo5QyJxrte2ngddGgKmDpCVnQCgUwtKqZa1lT5nzu+ZzACA3Ox/x0YmoKK9EaxsLtGn7aubX16wrRofHoiD3JRxc7WBsaiT1nNrOx4Lcl0iMTUFxUQmsbFuxeVPE9b66rj+vQ252PpLjUlH0shhmLU1g72ILHq/2Knq9y7Sczx8XlYiM1EzoGejC0bWtTA6InKw8xEUmQCAQoK2TLVpYmsnbtcxvx+fzER0Wi7ycApi1NJV7/0iKS0FKQjo0tTTg1NFBqbpWcVEJnkfEoaigGAZG+swx11Ineh3tD3nHkBCTjBdpWTAw0oNzR8d61TUy07ORGJOMiopKmLUwgYOL3VtZVxGJRBAImTYkl8sBt6oMCoRCiESAGpfToPMyLj0X8Rm5EIpEsGlhhHZW5nUeg/j9C4rL4B+VDHNDXbi1tWSPqSHEn0Pys8l7bwDgKWp3KvFdZBUUIzzhBSr4fNi2NK7180rKLSxBVHIWcotKoaXOg6WJPpzbtGj0Zw5LeIH03JfQUleHcxtzWBjrN3h/r5rSQY++7UazlUMA2L/tKPZvOwoAOHBhG5zdHDHUY0J1gqlpo9jnDuw4DmUlZTh8+Rckxqbg158OICsjh92urqGOUROHYO7SaUpVXupSXlaBoR7jUV5WIXMsYp8NmYP46CS0sDTD2QeHZbZfPHEVGxbvhImZEc77/yVzsY4KjcGW5bulhrByuRx06+eJhevmwtzCVGafBXmF+GPnCVw+cxOFBUVS2zgcDjx7eeDrH75UusIs9jwiDr/+dAABfiFsUAoA9A31MH7GaPxv1tg6b54ESE1Mx7rvd+Cpfxj7mLqGOgaP7ofZi6fC0MRAqf08fRSGueOXAGASSVlatZR5zpP7wVjwv+UAgLMPDstUJPJy8rF34x+4dt4HFeUV1cejzsPAUf0we8kUthLYWJLHe/jyL3B0bSu1PT+3AMM7/w8ikQhDPhqAFT9/I7OPH7/eimvn7mDAsF5Ys2uxzPbrF3ywa91BqfNeU0sDoycOxazFU+Se93S+NM6VM7dwYPtRpCe/YB/T1tXCp7M+Rpfe7+HzUd+Aq8aFb+wFdvsfv/6NfVuP4P3hvTHms+FYOONHFL0sBgDY2Fvhjys72d/K79ZjHN75NyKeRkl9jwBgZGKISTPHYMLnH7I37qyMHIzpORVCoQhzl03HhM8/lHvcxUUlGIinZWQAACAASURBVOH5P5SXVWDVju8waFS/Bn8HX01ciqBHYeg9sBs27Fsus33bqt9w5s9LAIBTd/ejVRsLqe2piekY1/dzAMDR67th69hGantudj62//Abbl+5L3V/bOtkg4Xr5qJjZ/lD8Ov73SmDz+fj+O9ncXzfPyjIK2Qf53A48PDqgK9WzEC79vZK7+9N8/jeU+xcux+xkQlSj2tqaWDgqH6YufAzudfE0pIyHNx+DOeOXkFJcanUNrcurpizZBo6dHKWeZ247Awd8z6Wb/1a7jHN+WQxQp5EYPgng7Bk41dSj4mtnr8Fq+dvgWdPd+w4+pPMPhpybQSYFWB+3/IXEmNTpB63srXEzIVT0P+DnjKvUeb8PnX4InatO4jeA7th8cZ52LpiD+785ydTvr9bMxvuXdvLPbaGEtczj1zbjYM7juHWv/cAADweD9+umYWREwYrrGcCQPaLXPz60wHc/NdX6ng7dHLG4g1fYfeGQ/C79Riff/s/TJk3XqXH3lDPgp/j9y1/4vG9p1LXAiMTQ/xv1liMnzFa5jrQ0DK9aMaP8Lv1GN+sngmnjg7YsPgXxEcnsdv1DHQxa9EUjJ40FEWFxdi6fA9uXLor9V2+P7w3lmycLxMoENfz/7q6CxFPo7B305/Iy6le8KBVGwus3PYtOnZ2QUJMMn76bjsinkax2zU0NTB57jiFv0taUgZ2bzgEn6sPpI5HXZ2H/h/0wqzFU+QGZJq6/VHT5dM3cHD7caSnVN+HTcyMMG/FjDpfG+AXjL2b/pT6ngDmdxo7eQQmzx0HDc23I8Hki7wiDFl2AM9Ts2FmqItLP05BB1vmfms9aT2byHTOyB5K7/O8XzhWH72J6JQsqcfbWprgx88GYXQP2evTplM+WHP0Jsb06ogvh3nh47VHUFBcBgBoZ2WOB9tnQ1O9YfW/YSsO4V5YAoZ7ueDE0oky27/9/V/8fvkRACD0t29gZ2EstT0+Ixcdv9wGAHjy6zw4W7eQ2p6ZX4Tv913GOb9wCCQC6642LfHL7JHo5ixdPxH770kUNp30wePoFJn6hpmhLr7+sBe+Gt2zXvWNSoEAO87exy/n7iO3sIR9nMPhoFd7W2yYPhTubS2V3l9TUfqXbdvOBgKBAElxqUwPi6kRjEyZRqCmlqZS+zh/7D+cPXIZXDUurO1aQ99QD7GR8Sgvq8DpwxdR9LJYboOqvjS1NNCl93u4d/0R/O8GydwYczJz2Qt9Zno2UhLSYWUr/ePcv/kYANBroJdMwCPmWRxmj1uEstJyWNu1gom5MZJiU5GXkw+/W48xb8JS/HFlJ9ujCjA9D1+O+R7J8akAAEfXtmhl3RKlJWWIf56ErIwcPPYNwpxxi3H0xh4YKhkpu3/TH8tnb0BFeQU0NDXg3rU9DI30kfA8CTGRCdi39QiC/cOx6eAqqDfwRH4XlJaWYfa4Rch+kQt7Z1vYObZBckIaokJjcOnkdYQFRmLP6U0wMHr1EczUxHR8NXEZMlIzweFw4OrhhNZtLJD9IgfBTyJw+fQNBD0Mxc4T6+QGVOrLvUt7GBjp42V+IfzvBskEPSQrYwF+wTKvFwqEeOQTAADoPUh2BZwLJ64i5lk8uFwO2rW3B0+dh7joRJSVlOHvg+eRn/cSK7d9K/UaOl8a59CO42xQ2sjEEG6eLigvq0DQozD8vuUv9vqmSNHLYqyYs4FtEAGAWUtTtlJ46tAFbF/9OwAmWOTc0QG6+rrITM9GVFgM8nMLsGvdQVSUV7CV2BaWZvDs6QF/3yBcO3dHYdDj9r/3UF5WAV09HfQdrHwFSJ7eg7oh6FEYAh+EQMAXyPSO+fsGsf8P8AuWCXrcu+kPALC2ayUT8Cgvr8Sssd8jJSEdJmZGaNPWCpkZ2UhLykBcVCLmTViKw//ukHldQ767ulRWVOL7aavx+N5T9njbtbdHaUkZnj4KQ9DDUMwc8z3W7V2Kbv1Us0pAUwrwC8a3U1ZBwBfAyMQQLu6O0NHVRlJcKp5HxOHS39cQ+iQChy//ItUIKMgrxOxxi5DwnLnfW9u1hoOLLV7mFyHkcThCHkdgzrjFWLZlAQaN7qeSY23VxgKFL4vYOkYLSzPo6uvA0tpC5rkNuTYCwL6tR3B45wkAgKGJAdw9XaHGU0NYYCRSEtKxfPZ6TF8wEdMWyFa8gbrPbwAoKizGnHGLkRCTDH1DPbRpa4Xc7DykJ79AXFQiFny6AgcvboddO/kV7cY4+tsZNuABMAG9uoLbGamZmPvJEqSnvACHw0H795zRwtIUsZGJCAuMxKyPF6qso0BVbl3yxY/f/IzKikpoamnAvUt76Orr4Fnwc2SkZuLXnw4gLSkD366Zxb5GFWU6NOAZdq7dj8pKPto62UBdnYe46CQUvSzG5mW7YGRigD9+PYno8FiYmhujVRsLJMQko7CgCDcv+UJbRwtLNs2Xu+9jv/+DK2duQl1DHS7ujigpKkVSXCrSkjLwzWcrsengKiyesQbFRSVobWMJIxNDRIXGoKK8Avu2HoFF6xYyU5gigqMxf+IylBSXsnUii9bmSEt+gciQ57h2/g6e3H+K7UfWwt7ZVu5xNVX7Q9KB7cdwcPsxAICxqRHcPF1QUlyKp/7hWD1/C2wdFOew+Oevf/Hzyr0QiUTQ1NKAm6crdPV1ER0ei7SkDBzeeQL+vkHYcXTtG7+QRGZ+EYYuP4jnqdloaayHf9dMlWnQ19eaozex8eQdAICpgQ56uNpAjcuFf1Qy4tJz8b+NJ7B0wgAsHd9f7usLikvx6aYTbMADACxN9Bsc8ACA4V4uuBeWAJ/QOPAFQpnRHLeexrL/9wmNg51FZ6ntl/0jAQD2rUxlvp/ySj68F+9DXHouWhjpwbG1GdJyChCfkYeIxBcYtvwQ7m+bJfO6PZce4Pt9lwEARnraeM++FQx0tZCWXYCg2DRkFxRj2eGrKKvkY9G4fkp9zvJKPsauOYLbwbHs8Xq0bYXisgrcC0+Ab1g8vBftw9HF4zGoczul9tlUlP51/7iyEwAwuttkZGXkYOyU4fWOlJ89chnvdeuIxRu+YoMMBbkvsfjLtQh5HIH//rmFz7/9HyxaN+5kAIDe3l64d/0Rnj4KRWVFpdTN3N/3qdRzA/yCpYIelRWVeHyfeU6fQbJLEqYkpMOspQm2HF6N97w6AGBuyjvXHsDpwxeRHJ+K25fvSV24D2w/huT4VGhqaWDr4dV4r1tHdpuAL8Cfu09h/89HkJeTj6tnb2PctJF1fsaM1Eysnr8FFeUV6NDJGT/tWSo1vcbnPz/8MH8L/H2D8PuWvzBnydQ69/muKi0uQ3lZBZZsmo/h4wayj9++fB+r529GQkwydq49gGVbFrzS4xAKhFgxZwMyUjNhYmaEDfuWo/171T028dFJ+H76aqQnv8DKuZvw+9ktjR6my1Xjont/T1w9exuP7gZi0swxUtsfSzQMszJykByfCmuJpQLDAiNRkFcIHo+HHgO6yOw/5lk83DxdsXL7t2yQJj+3AEtnrkOwfziunr2NmQsnS/XS0PnScOFBkThQVdEaOuZ9fP/THDYAm5WRg6Uz1yE8KLLWfTy6Gwh1dR4WrPoCXXp5ICUhHTp6TMUqMz0buzccBgD0G9oTK37+Blra1YHv5PhUfDf1B6QkpOPkwfP4bM4nbOD4g4+94e8bhOjwWCQ8T5IJCADMCBUAeH9Eb6nAcUP0HtgNv6zZj+KiEoQFRkr1TL9Iy2KDagAQ4BeCEeMHS73eryro0VvOfaCspAwvUrPw/bo5GPnJYHaa0I2Ld/HDV5tRWVGJ4/vOSjUOGvPd1WbX+kN4fO8puGpcLFo/D8M+9mavCy/zC7F6wVY8vPMEq77ajCPXdssdifgm+33LXxDwBejp3RVrdy2WCmxcv+CD1fO3IDE2BVfO3MKoiUPYbavnb0bC8ySoa6hjycavMPjD6gpwZno2ls/egPCgSKxbuANtnW3hoKDBVB8rfv4GAr4AfRyYzpY5S6fBe0Qfuc9tyLXR5+oDNuAxetJQfLXic6kpa/u3HcWfu07iwPZjcHZzlHtNru38Fgt6GAoNTQ18t3Y2Rk0cypZD8fddUV6B4/v+wdLNqr8nXjlzE+5d2+PL7z6Djp42AvxC6hxVsnnZbqSnvICBkT427lsBty7VyzueO3YFW1fskRkx+Dplpmdj/aJfUFlRCbcurli7azE7NYXP5+OXH/fjzJ+X8M9f/+L9Eb3h0ZWpa6qiTF+/4ANL65ZY/9sytpMjMTYFM8d8j5f5hVgxZwM0NDWwfOs3GDqGqceWlpRh6Zc/wd83CFf+uYX5q76Q29i+cuYmvPp0wopt37BBpluXfLFi7kaUFJfiqwlLYGHVEtuOrIGrO9MgSk9+gdnjFiEzPRtn/vxXqu5cXFSChdN+RElxKVpYmmHDvhVw6lA9Yi3kcQSWzlyH3Ox8LPnyJ/z5369S11Sxpmx/AMwInkM7jgNg7sML181hr1vpyS/w3bTVbOCqptCAZ9i2igl4dO7hjlU7voOpOTMqQCQS4fyx//Dzqr2IeBqFjYt3vtErRGUXFGPYikOITslCK1MDXF47FQ6t5E+RUtaFhxFswGPGkC5YP30otKvaeHyBED8dv4XNp3yw7vgtdHJohSGeTjL7uBEUAw2eGjZ//gH6u9sjNj0X+nLKTX0M6+qCxQeuoLCkHP5RyejhWp37MjmrADFp2ezfPiFxmDJQOuhx5QkzomeEl+wI0eKyCqRkFWDH7JGYMrAz1LhMfeO0byimbj2F8ko+fjl3H7vnVXcmpea8xIo/rgEARvVoj30LxkBHs7otHJOWjY9+/Atx6bnYdeEBvv+4r1JTXZYfvobbwbFQ43Kxc84ofPr+e2x9I6+oFNN/Po1rAdGYuvUUHu+ch1amyo2SbwryJxW9IkYmhth8cJVUgMHQxABf//Al+3dYYO2VcWX19O4KLpeDstJyPPUPl9rm7xsIAGzD7UmN3uuAByEoKymDjq42PHu6y93/ml2L2YAHwAy/nLt0GkzMmIt86JNn7DahQIjrF3wAAOOmjpJqwAHMXPIp8z5hG2CJMclKfcYje06juKgEega6Mg04AOg7pAdmfD0JAHD68EXk5xYotd931eQ546QCHgDQ/4OemDp/AgDg6rnbyH6R+0qP4c6V++wKScu2LJAKeACAXbs2+LHqBhfxNAp+t2rvsVdW74HMCI2Qx+EoKy2X2lbde1x1vtyXPl/u32Iahp26d5Q7J1d83kuOSjEyMcQ3q2eyf0sOB6fzpXEObDsGkUgEp44OWLppvlTgwNzCFJsOrFAqH8rkeePx8dSRsHVsg14DvdCpuxsA4Pble+xImSUbv5KpYFrbtcbEL5jAWUFeodQQ576Du0PPgCkj/529LfOeGamZCH7MXK8/GOtdz08uq1UbC7Yn+tHdQKlt/nel7wM1RzGVFJciuOre0XewbNADAKbOn4DRE4dK5UXxHtEHvQd6AQBCJO4DQOO+O0WyMnJw9i+mJ2fC5x9i+LiBUoFQAyN9rNm1CMamRih6WYy/D5yrc59vmujwOADAkA8HyAznHjiyL/oO6QE3T1epobuhAc/Y33zu0mlSjUOAGYGx5dAqmJgZobKiEgerRkY1pfpeGwFg39a/ADBTNr5dM1vq/FbjqeHL7z9jR/Psr+UzKTq/JX3+zSR8+L8PpAJvA0f2RU/vrgCA0ADV1Ndq0jfUw+aDq+DetT0cXdti/IzRtT4/PCgSD+88AQAs3TxfKuABAKMnDsWnsz5+JcfaUH8fOIeS4lIYGOljw2/LpXJx8HhMQEqci+TS30zDRZVlevUv30uN6rSxt8KQj5j9CYUiTJs/kQ14AIC2jhamfsXUhQR8AeKjE+Xu18jEEGv3LJEaVTNgeG84uNix+169cyEb8AAAS+uWbLDyeUSc1P7O/HEJeTn54HI52HRgpVTAA2Cm86z7bSkAZpTsxRNXFR5XU7U/AGYqmUgkgl27Nliy8Sup65aldUts+H25wtGkB7Yfg1AogkXrFti4bwUb8ACY6QOjJw3F9KpRXDcu3kXMs3iVHbcq5bwswQcrDuFZUiaszQ1xdd2MRgc8AGaUBwB4OVvj55kj2IAHwOTKWPU/b3aEwU/Hbincz8Jx/TBreHc4W7fAsK7O6NPRrlHHZWdhDJc2TNDsRuBzqW03n8YAAPv5fUKky3lRaTn8wplzakQ36euX2OLx/TF9cBc24AEAY3t3xHAvpp3w4Jl0EO3s/TCUVfChpcHD7rmjpQIe4mNZ8GFvAEy+j6z8YtQlLecl9l9h6vxfje6Jz7w7SdU3jPW08ef342BuqIuC4jL8esGvzn02pSYNevQa6CWTJAmAVIKjl/mFMtsbwtjUCK4eTHRPcggzADypasRNnjsOABBYY26/uCHZrb+n3Dl+rdpYwM1TtlCqa6jDrh0T2cvPe8k+zlXj4tTd/Th4cbvCId0cDgetqoa/lpeXy31OTbcv3wfAVLIVJVAdNWkIOBwOKsor8PBOgFL7fRep8dQwTk7uFwBspU/AF+DBbdUEGRS5dZkZ0mtjb6VwGLqrhxM7N//u1Qcqed9ufTtDXUMdlZV8BD0MZR9PiElGZno2WrWxgPdIpreyZuNQfL70UdAw7OXdlW3oSmrrVJ2orSCXzhdVKC4qQYBfCABgzGfD5SaVNTY1UmoFhPeH95L7+NjJI3Dq7n7sPbNZ7u8KQGqaSEVZdU4aDU0Nttf7+nkfmfmlV87cgkgkgrVda4X5MOqrlzcTgBAHu8X8q+4DE7/4COrqvKpkjdWVBv+7gais5MPU3Bjt35PtKQKYHjx52nVwAAAU5EkHzhrz3Sly99oD8Pl8AMD4GfLPFx1dbXaou4+KrhlNyagqn9Lx3/+RylEj9tOeJdhzehNGTxrKPuZ7/SEAQE9fV2r0hyQDI32MqnqN3+0nUvmTmkJ9r43x0UlsGR03bZTCUUAfVn2mqNAYZKZny32OovNbkvfIvnIfd6q6/6iqvlaTV59O0NXTUfr5d68xv7VF6xbs+V7TJ7V8X6/DvRvM3P73h/eWmy+Mq8bFog1fYeO+FZg2n2ngqqpMt7A0k+lQASA1glNeThgLq+pREMVFpTLbAcCrbye5I0DatG3NvrdkwIPdd9UIi8qKSlRW8tnHfat+2y693pOZeivm5unKjoTx+U9+I6sp2x8V5RV4fI9pd4wYP1hu0lFru1Zy63glxaUIfMDcw0f/b6jCJKvjpo5ig+Zv4jU9t7AEw1ceQkTiC9hZGOPquhkyOSwa4llSJp4lZQIAZo/ornBkwvQhzAi3oNg0pGTL78Aa06uD3McbY1hX5rwSBznEblX9Pf/DntDgqSEzv4j9HABwMygGFXwBWhrroauT/Kl8ExWscuPelgmO5rwskXp85rBuCP3tG9zY8DkMFZQjyd+ktKKyto8GALj06BkqBcwiH/NGyZ9+rKetiU/6MgMGLj6MkPuc16VJJ61b27aS+ziHw4G2jjaKi0rArxSo7P16D+yGsMBI+PsEsEPVYyITkJudD2u71ug3tCc2LNqJ/NwCxEYlssMA2UacnPwEAGBlozg5i7hyVlZSJvW4noEunDo6sH/z+XxkpGQhJTENcVHMnNOoMOakEEgkaVIkIzWT7YmuKK/EVTm9ppLvXVhQhOiwWFruTQE7B2uF+ToMjPTR2qYVkuNTERUWixGv8DgiQ5gyoKuvW+tvKu7dE48KaSxtXS107u6Ghz4BeHQ3EN37Mzdj8dSWLr084F4V6At8wAQJORwOMlIzEReVCA6Hw44WqclKwXnP5XJgYKSH3Ox8lNL5ohKxkQlsA1hexVKsY2cXnDp0QeF2dQ11hSs0qPHUZHJfvMwvRGpiBhJjkxEdFis1qqLm7zNs3ECcO3oFGamZCHkcITVs/epZplfmg7HygwkN0WdQN/y1+xSiQmNQkFcIQ2N9CIUiBFRNYewxoAsun76B0IBneHL/KTsyRDKvk7wpZOrqPIUrGRibGgIASkukA3KN/e7kYa8ZejpSU9FqKq5abj4tKQNFhcX1XpXqdRo5YQj2/3wEEcHR+LjPDLTrYA+vPp3g1bcTOnZykduoiK66Nrq4O9aaoFDcWKqsqERCTHKTJnut77UxMrS69zAjJVPhdSw3u3qEUFRYjEw5re38FtPQ1FBYvnX1mYCE+FqjauJRAcqKCmXOARd3R4XTPQ1NDGBt11om8evrUF5WgZSEdABQGFAFIDWaGFBdmZYMbkiSHHnWQk6PvKbEaAXJFYqU2bc491/LVvJXmpDMDSiS2Ld4lFdd05s8vDrgqX8Y+3yZ42rC9kdSfBo7YtbFzVHh8zp0cmYDWWIxz+LZlSPduyj+zNq6WmjXwR4hjyMQHa6aeqCq8AUCjFh5GKHxGQCAsb3d0KaFavLpBMZUT0lNyszHiTuyeeYAJo+I2NPYNFiZGUpt11TnwbF140ed1DTMywVbTt9FUEwacgtLYKKvA6FIhDvBVaMVPZ1w5GYQHkUm4U5ILDsyRDy1ZVhXZ7nXMA2emsxnEDMzZO7lJTUCnDw1blVQozqwkVdUirj0XESnZOFpXLrUiBShULoTSh7x96+voymVo6SmwqryH5+Rh5clZTCQE3B8HZo06CEvyiom/pFFqPtLV1avgV7Ys/EwYiITkJOVB1NzY7ZS6NnTHdo6WnD1aIeQJxEI8AuGg7Mt4qOTkJ78Ajwej2341aSjRA9EzR5MgMksfvLQedy7/gjJCWlSGajrS7JSc/n0DVw+faPO10iOPiHSTMxrj0CbmBshOT4VBa+oZ0ssNzsPADN15ccaGbvlKVDhb9proBcT9PCpbnSJp7Z49nBHR09XqKvzUJBXiJhn8XB0bYv7VTkPXNwcFY6eUCbJlrzzns6X+suT+JwGtSR3NapjJSKDOqa/iEQi3LvxCGf/uoyI4Oh6zZV3dW8HW8c2SHiehKvnbrOV2bDASCTHp4HL5ag02OTi3g6m5sbIycrD43tB8B7RB8/DY1GQVwhbB2aZ8U7d3RAa8AwBfiH4eOpIiEQiPLjNDJdXFPyumQNBHnn3gcZ8d/KIy3ZxUQl+/HqrUq8pyH35VgU9Js8Zh4K8lzjzx0UIhSJEhcYgKjQGf+46CT0DXfQb0gPjZ3wolVQzv2qERF3XdrMW1dslR1U0hfpeG3Ozqs/v3RsOKfUe8j5TXec3AGjr1DK/XVwpV111TYq+Uf2WIxefA4ZGtV/XjEwN34igh/g+D1QHSJWhqjKtq8S1q6ErmNU1QodXj6VWiwqL2cCaaR2f2bTqMxcXlYDP58scf1O2P/KylPt95S0vLFmnq+szm1W9vqmvW3UpKa9EcFw6NHhqqOALsP2fexjTqwO7WktjSAYzxPkq6lJzBAQAGOm9mka4p2NrtDTWw4u8Itx6GouxvTsiOC4duYUlcLIyh6WJPvp2tMOjyCT4hMRj1vDuEIlEuPqEWQl0uJx8HgAzeqIucqobEIlE+Nc/Evuv+OPJ81TkKxihpazMqikwhSXlmLHttFKvyXlZ8m4GPZqarYM1rO1aITk+Df53gzB0zAB2HneXXswwIc9eHkzQ434wPpk2im3EKcpP0FA+Vx9g1bxNqKwaPsRV48LG3gq2jm3g3NEBnXu4Yff6w1LLpdZGsgHYZ1A3mJjVPWzM2c2hzucQ+URVEVBVreghrzEEVP+uru7tlOpx1NFXfghwXXp5e2Hrij1IikvBi7QsmLYwRuDDEHA4HHTu4Q4tbU106OSMoEdheHI/GI6ubeF3s/apLQ1F50vjiXuL5G6rI4Akb1qMWFlpOb6b+oPUNChDY33YOFjDwdkOHTo5Q1NLA8tmrVe4j2Efe2PXuoO49e89fL16JtTVebhyhpmn27mnh8Ie5obgcDjo6d0VF45fhf/dQHiP6MNOefSsug906eWBP379G0EPQyEUCBEZ+hx5OfnQ0dVG557yh5Q2hCq+u5qEVUNNW1iaoUd/2aSV8mi9IRUQZXHVuFiw6guMnzEaNy/6wu/WY4QHRaKyko+il8W4dPI6rvxzC6t/WcgOyxdfY+tK9Cx1LtQzKbSi3u5XRfx+XC4HI8fLn95Qk5WdbA93bef3m0Byznp91DXypLZrYlMS8KvLjYKqgFyqKtNcNeUDD/WlpsqyJfnd1PGZJe/xHLzmaUxKXkd46rK/g2R5UPZ3bmwy+1ehvU1LHF08HkOXHUR6biG+3PEPfLbMlFnRpL4EVXVxLoeDqYOUW4nMoZVs4u6GXmPqwuFw8EEXZxy69gQ3g2IwtndH3AxiRqL197Bn/910ygd3Q+MhEAoRGJOGrIJi6Glrop+76kYalpRXYsyPf8E3rDrni4m+DpyszdHBtiW8nNpAW4OHSRtPKL1P8VK5rU0N5CaIlUfnDVpWuVkHPQCmIXd831mmsjuyD0KeRIDL5bBJuzx7uOPg9mN4+igMAr4AflU5G/oOadxSiZJys/Ox5putqKyohJWtJeav/AKePd1lErKVlpYp2IMsySU6h4x5X2GiPaKcukZMZGcyCUyV6pWRvAEpqNAUF8pGngHAwNgAOZm5aN/JGQtWfVH3e6mQuYUp2nWwR1RoDB75BMLWwRqlxWVwdG3Lzjnu3NMDQY/CEOAXjA//9wECqxpvqgx60PnScOYSwYKM1EyFwQNF8/yVcWD7MbbRPuHzD/HRp8NkpmyIg8eKDPloAPZu+gOFBUXwvxuI7v08cfsKk3NFlVNbxHp5e+HC8avs1JEnVVNbxImqO3R2gZa2JooKixEVFstOceze31OlSxer4rurydCYOTcNDPXw/bo5qjnQN5RF6xaYNHMMJs0cwyQpfxQKn6sPcOX0TVRW8rF5+S70fL8LNDQ12Gt1TmbtyaezJbZLjYBir+OKW6XiKUNNRTwFUygUYeaiyUolJH4XmFuYITYyAS/Ssmp9XmOue6pkIDGSpbaE2WWl5eBwOOx01kaXqmSuYwAAIABJREFU6beMrr4OeDwe+Hx+3Z+5Ksm8nr6u3OluTUlyhEZOVp7CKT/yRmhI/l7Zmbky9wdJ4s8svge8KbQ11PHfuukw1tPGtpkjMH7dMQTHpWPzaR8s+UT+ErLKMqnq6BOKRFj92UAYKTFqqal90JUJetwIYqaO3AlhpoH0c2Ny0ng5t4GOpjpelpThaWw6rlZNbRncuR00VFh21x2/xQY8vhrdE58P9ZLJq3Llcd0jyiWJv39jfR3smF33qolvmjc73K8C4jwD/r5BCAt4hrLScrTr4MBWFtp3coK2rhaKi0rg7xuE0IBn4HA4CpNhNcTdaw9QWrUW9OpfFqLHgC4yDTihUISMFCZBm0iJeVWt21iywwhrJpaU2q9AiBP7z+HmJV+kJWU09CM0ewkxyeyogpqyX+SyyfNcasmTICY5fLOkWP5QspTENLmPt2vPXBRr+00B4Nq5O7hy5iYiQ57X+rz6Ep8vj+4GsscgHhUl+f+n/mF4eIdJktamrRVs7GufH14fdL40nKNrW7YXX5zQVJ6A+7WXr9pc/YfJu9FjQBfMXTZdbqUsNbH6uxOJZHvDTcyM0K0vs1zb3WsPERIQgYLcl9DV00HfwaoLOIt16eUBLR0tZL/IRVRoDEKePANXjcuuDKSuzmOTUz/xe8rm81D1CCZVfHc1ia8ZcdGJta728tQ/DOeOXcGju4FKzd19U+TnFsDnPz/8teeUVE++lrYmuvXzxKL18zBvxQwATCMiKZ65tjpWjZR7Fvxc4bUdAJ4+YkaL8Xg8qcYJryrYVVIsP7gq4AuQkZopd9urIjn6r7brWEZqJk4evADf6w/fqGVaXxU3T2ZIeFhQpMzqY2LJ8WlvUNBDnw1IPwtWfA8/vu8s3ncZg4nvM6v5NLZMv204HA4c2zP5XYJrrMJYk3jUZ1snm1qf1xSs27Zm6xuhNVbwkiSZo0fMwcWOHYklXslMnpLiUnalmzfhM0tS56nBuCoYMdzLBR/2ZHLMbPrbh83z0VDubatzKtZcAUVSUmY+dl98gEuPnjV6Skd99Xe3h66WBtJzCxEUm4aHz5KgxuWyq8No8NTQvWo52zshsWzgYUQ31SRvFzt+h+ncGeLphHVTh8hNJBufUR1MFCpR3xB//xGJL5BVoHi1l/vhCThw9TFuBMVAWJ/hbK9Ysw96dOzsAkMTA+TnFuBE1VJ9ksvQ8ng8NunTno2HIRQI4eLeTmF+gobIk8gcbK6g5/XWv74oyGPyRSiTHIyrxmWXjbty+iayMnLkPu/qudvYuXY/Vs7diKS41z+X9U1VXlaBf0/Jz/NwYv9ZiEQiaOlosQ212kiOKpCXVEsoEOLGeR+5rxWPQIiLSsT9G/J7fFMT07H2u21Y++02drUXVREvtfnk/lM8ruoN7yxxvri6t4Oung5Ki8twsGoN+j6D5ec8aCg6XxpOXZ2HQaOYFRdOH74olctE7HlEHG43otzkVfVMtrCQ/9tUVvJx6WT1XFtFyeGGfcwsSXv/hj+bcf/9Eb2lluBUFQ1NDXStCtgd/OU4Ksor4NzRUWoKozigd+3cHUSHx0JdXXFep4ZS1Xcnqfeg7uBwOBAKRTiyR/4cWz6fjw2LdmLz0l3Yv/XIG7WKRV2S4lKxdOY67N34h8xy2WKSS75qV819Fl9LiwqLcf7Yf3Jf9zK/EBdPMN+3Zy8PqUSOhlWjKp5HxMmdjuhztTo4W5Pk9BFVTqlw6mDPrnJxdO8Zhfs+sO0Ydvz4O1bN2/RWBbgaashHA8BV46K0uAxH9so/B36vWur3TdHzfeZ+dOPSXRS9lG08CPgC3Ll8r2rZU6aB1Ngy/TYSB8Ef3wuSWc5WLORxBEIDmOCCKjssG0pdncfWN84dvSKTqB1gRuvckbPSjI6uNjx7MHWus39dVniNOXnwPLsyT6+Br/8z1+bnL4fDWE8blQIBvtzxD7v6R0N42FuySVG3/XMPfAVTddeduIWF+y9j6pZTTd7o1tLgYUDVVJYNJ26jrIKPTg6tpPJa9K+axvK3Twib/2Rw57o7Vesju4AZidjaVP5IoAq+AH9cr16lsJJfd9BjhJcLU98QifDzGV+5z6kUCDDn1/OYv/sC1h69qXCFndeh2Qc9uGpcdp7zvevMEmGeNeZoi/+OjUwAoPpGnK2DNfv/04cvymz3+c8Pm5b8yv6t6CJX0+Q546ChqYGS4lJ8O2UVkuNTpbY/9g3C1pV7ADCRYC8lGuzvsp1r9+Ohj/QypWePXMbfVcGyCTNGK1xmUpKVbWsYmTDDUPf/fATJ8dWjOvJy8rFy3kbEVJW1moZ8NADWVXOwf/xmKx7eeSK1PS0pA99PWw0BXwBNLQ2MnazatWQcXOxgadUSRS+LEewfDnX16qAgwJxPHt2Yv9nzRUGix4ai86Vxpi+YBF09HeTnFmD2x4vg7xsEPp+PstJyXDt/B/P/t1xqScD6Eo/q8bn6QKbntCCvEMtnr2fLBgCUlsjvZenp3RWGJgbIy8lnK/AfjPVu8HHVpXdVORXfByRHMAFgc3fERSUCADp1d6vXspnKUNV3J8narhWGfMQMGf77wHkc3XtGan57cVEJfvhqM1veJ345prEfo0l16OTCXhM3L92FhOdJUtvzcvJxYPsxAMx5Kx4906GTMxuk/nXdQVw7d0fqdZnp2fh+2mrk5eRDXUMdsxZNltouXjI5LSkDB7YdZb9TkUgEn6sPsHHJToXHzOFw2KUm/W49Rn5ugUpGXHDVuJi2gFm+NCI4GqsXbJFqMAsFQhzde4ZN1Dx83CCpIHxz1bKVOcZPHw0AOLTjOHatP8QO/U+OT8XKuRtx65L8CvrrMn7Gh9DS1kRB7kssnblOaqpDZUUltv3wG2IiE8DhcNil2xtbpt9GoycNhWkLEwiFIiyasUZmxbrQgGdYNmsdAOZa+NGnw17HYcqYvmASNDQ1kJGaieWz1kud/zlZeVjy5TqFdZep8yeAq8bFi7QsLP5ijUznxflj/7GdTt4j+tS6UtubwNxQFxtnfAAACIlPx+ZTdxu8LzUuF0vGM/e7J89TMP3n0yiQ+B4FQiG2/eOLIzeZvF2fendip2Q0pWFdmfvHv/6RAKqDHGLiqS4RicyI5T4d7aBfW/LoBmhnxXSuXHgYgdQc6alUuYUl+HTjCYQnVi8BX1RW95Lt9q1MMaEfE5T79YIftv3jy+b5AJgEp1O3nEJMGlO/WfBR3UujN6Vmn9MDYHqvxUny1DXU2WHMYp41Kr99Bql2SHPvQV6wd7ZFbGQC/tx1Eo/uBsLFzRGVFZUID4pCQkwyWliawcOrA+7f9EdqUrpS+7V1bINlWxZgzdc/IzYyAZMGzkb795xgam6MlIR0NipubmGKTQdWvpHJjt4UNvZWyM97iW8nr4KzmyMsrVogLiqRzfTevb8npn41Qal9cbkcfDZ3HH75cR8yUjMxaeAsZjlkDgdxkQmorORjyrzxOLxTNnmQuoY61v+2HPMnLUNOVh6+nfID7J1tYWNvhdysfIQGPoOALwCPx8NPe5aqNOGjWE/vrmywof17zjI9RV16erCjUExbmMDVQ7lkRsqi86VxzFqaYP3vy7Bw+o9Ijk/F15+uAIfDYXurNbU00GdQN9y99hBqDUhoN2XeeKyatwl5OfmY6D0TPfp3gZGJITLSMvHY9ykqyiswcsJgXDp5HUKBECmJ6XLLCI/Hw+DR/XDy4AWUl1XA2q4129B8FXoO6Aoul8P2fEuO+AOYaSKGJgZs40PVU1sA1X13NX3742wkx6chLDASuzccwslD59HewwnlZRUIC4pkG8aT537CJvp8W3C5HCxaPw9ff7oCGamZ+HTwHDi7tUMLSzMU5L1ExNMolJdVQFNLA4vWz5M6b5f//DXmTViK+OgkrF6wBYd+OQF7ZxsUFhQh+HEEKisqoa6hjqWb5ssskzp07Ps4+tsZZKZn49AvJ3Dh+FW0trFERmomMtOzYW5hij6DuitcCcrB2Q6hAc9w4+Jd3Lh4F7YO1jh6Y0+jv49hH3sjOjwWpw9fxM1Lvnhw+wncurSHhgYP0eFx7JSbzj3cMW/59Ea/39viy4WfITEuBfdv+OPYb2dw7LczUud7jwFdEOwfjuKiktee8wEArGwtsWTTfPz49VYE+AXjo17T4NGlPdTU1RAZEsPmsJjxzSR06OTMvq4xZfptpG+oh5/2LMF3U3/Ai7QszBi5AC7uTmjZ2hzpyRmIDImBSCSCuYUp1u5ewgYbXzcrW0ssWj8X6xbuwEOfAIztNR0e3TpAwBcg6GEoykrL4d61vdxpO26erliw8gtsX/0bntwPxthe0+DepT109XUQHR6H1MR09nkL189t6o/WIBP7e+CkTzBuBMVg80kfDPdyhpudZd0vlOPT9zshOC4dey89xJl7obgaEI0erjbQVFdDcFw6kjKZIFFft7ZYP025hM+qNrSLE7hVIyIAyCQodW9rCVMDHXZlmeHdXGX20ViLxvXDlC0nkVVQjE6zd2CIpxNMDXSQklWAW8ExKKvgY+ogT/x5IxACoRDxGbno0q7uqerbZo5AbHoOHkUmY8Uf17D74gN0aWeN0opK+Ecls0GohR/3xegetS813dSa/UgPAOjapxObE8DN01Vm+LS9kw1MzJjhUqrOTwAwlfttf61Br4Fe4HA4iAqNwbmjV/DvqRvITM/GJ9NG4Y8rO/HxVCYpTHJ8GtvbWBfvEX2w58wmePZ0h0goRMjjCNy+fB/PI+KgxlPDgGG9sPfMZqnhv0SWuYUpdp3YAKeODogMeY7bl+8jMTYFuno6mPH1JGzct6JeFaVPpo3Cd2tnw9jUCAK+AFFhsYgKjcH/2bvLwKauNg7g/6Spe6nQUm+pQSlS3FkZMIZsbIwBeyewwdBtbNiQ4TJsMBjDxhg+XIdToAXaQg1K3V1S98j7Ic2laZJqKoTn9wWamytJzj333Oee8xxdfR0sXD8HX82XH0Cxc7LGoSu/YfTHXlBTV0NMeDzuXn2EID9Rst1O3Vyw8/g6hXe9FxPn9QCkA4KA5BPygV69FR4coPOl6Xr088DRm3swbvJItO9gCg5HBYbtDPDuuCE4fG0nulblslBvRFZtrzGD8POW72BkbIDS4jLcufIQZ49cgc9tPzi42GDr4V+waMNcdO4maqg/uPFY7rZGfzyc+X9zJDCtTt9ID52rgirqGmpSARYWi4UeVQmuWSwWM9RLkRT53VWnqa2B309uwPQfpsLASB/ZGVx433iMJ97PUFRQDHNLMyzaMBff/PiZwj9TS+jWxx27Tm5A5+4uEAiECAuKwP3rPgh8EorKSh56DuyGfRe2SdwcAoBhOwPsO78Vn379AbR1tJAYm4x713wQ4BMMPp+P/u/0wv4LW/Hu+CFS+9TW0cKefzeh71BPsFgs5GTlIiQgDFnpOeg3rCf2nd8Kk/bSswKI/bRuNqztX7clkuPTFDbU5ftfZuCXnT/B1tEKJcWleHI/AA9uPkF6SiZ0dLUxZeYEbD64AqpqqgrZ35uAw+Fg0/7lWPrrd+jS0w06utrgqKqio5s9flg9E5v2L2euVTVzRLUWrzGD8PvJDXDv4YqykjI88X4Gn9t+yMnkwtzKDL/s/AlfzJ0ksU5TyvSbyr2HKw5e2oEho/qDzVbBy8Bw3L3yEK+Co6CppYHxU0bh72u72lyQZ+SHw7D9yGq4dOmIosJiPLr1FI/vBYDD4eD7X2Zg3Kfyb8gnfP4+dhxdC7eq4LXfw0Dcu+aDlIQ0mJobY+aiz/H7yQ0K743YnHbOGgdtDTWFDHPZ8vVo/LXgYzhbmqCotBw3n0Xi8pNXSMzMg56WBr7/cCD+XTYV6gpMRN4Q7fS00NtVNIW6ppoqertYSSxnsVgY5G7P/P/93i5S22iqjwa6Y++8D2FqoIPisgqcfRSKfdee4pp/ODrZmOHcis+wa/Y49HQWXacuPQ6r13a1NdRwbe1XWDb5HRjrayONW4hLT8Jw63kU8ovLYGNqgF2zx2HF1ObrudtYLJ/4K8o/4LMN4WbnIS4yARXllTAyNoCDq22j50OvKT+3EPFRiSguKoGOnjYcXGzfqAqxqfrZiLo1+iZcbdJ24qOTkJ6cAV19HTh1cmhSw1HAFyAqLBa5OXkwbGcAR1e7BgVPKsorEB0ej3xuAdTUVWHraCVzbndl9bafL4oq0zUd2nEcB3cch5WdBU7e29eobfB5fMRExCMnMxfqGmqwtrdscC6kpLgUTBo6A2w2C2d9/mqWnkttkSK+O3kEAiHiIhOYGRzMLU1hZdehzfRcamqZ5mbnISEmGaXFpdDR04aNg1W9hnDweXxEv4pDbk4edPV1YGnbod5DP3KychEXmQgWC7BxsGrQb5WRmoXysnKYmps0S36FtOQMpCami+pIE0PYO9sodMYhZSEQCDG44zgI+AKs/O1HvDtuiMK2rYh6OjuDi8TYZFSUV8DMwhS2Ha3qnrK0CWX6TVVSXIqY8HgUFxajnakRrOw6vBF5S1IT05GSkAYNLQ04d3ZoUOAtO4OLpLgUVFbyYGZhAiu7Ds2el0lcposvrW3W/ShCQmYe4tO5KKvkwcxAB242ZgqdBeVNx+ML8DIhA+m5hdBUU0XHDsYwN1JMPSEQCvEqMRNpXFGOPRtTAzhatGsz7Y3qtMcuezuGt7QlRsYGTK8SRdM31IVHr7bVlehNZOtoJZFXoinYKmw4uzs2en01dbU2P16zOdH50nDLZm2AmroaRn/shR79PGS+R5z0zaYJ5VyFoyKaTaIJX+G1M6Jhhz0HdHtrAh6AYr47edhsFhxcbOHgYqv4jbcBja0TVDgqja6L25kYSkxD2RBmFiaNWq++zC3N3vieaU3le9cfZ49cha2jJeb8PE1mgzssKILJy6Ko67siGZsZNTjw2ZQy/abS0tZs1mGQzcXCun2t08/WpjFl421iY2oAG9PmaScqA44KGx725vBA44YT1YbNYqGTjRk62bwZ16C3YngLIYS8LYoKinHj/D3s3XxEZnd6n9t+8H8kmplnQNUMAq0hPjoJ549eAwB88Nl7rXYchJA3m46eNp7cD8DJAxfge9dfanlFeQV2bzgEADA1N4ajq31LHyIhhJBW1mZ7ejy69RRlZbLnW6+Lto5Ws+U7IKStKS0ug89d2dPb1oeljTlcunRU4BGR1jR+yij4PwpCWFAEpo/7AaM/9oJZBxMU5hfh+eNQ3LroDaFQCPcerhI5NVrCi+fh+Pv3U1BVU0XAoyAUF5XA2d1R7jSDLwPDkZac2ej9DXq3T5sZv0+IskpNTEdYcGSj13fv4dqkHjGdu7vC0cUW0eHxWD57I96f+C46d3eBuoYaUhLScPnULWYK8oXr57xRUzaTlkf3H28nv4gkJglqY7zf2xUaam32tpqgDQc9tizfg6z0nEata21vSZUOeWvkZOVi5dzNjV5//ORRFPRQIkNG9ce85dOxd/MRRL6MQeTLGKn3DB7ZD0s3zwdbpWU7+2nraEk8idU30sPyrT/IHf955u8rUtMyNsQl/3/QzoSCHoQ0p2e+wdi4WP4UvnVZtWthk4IebDYLmw+txNKZ6xEeEoWzR67g7JErEu/RM9DFks3zqW1I6kT3H2+nP68+xSnv4EavH3N4ETTUdBR4RETR2mzQY97yr1FWKnsO67po62or+GgIabuMTAzw85bvGr1+9RkGiHL4ZNp4eI0djPvXfRAVFoeigiLo6OnA3NIUg0f0hW1H61Y5rg427TF5xgRkpGTC0tYC46eMqjWXx/jJoyRmC2ooHboWENLsuvZ2b9I1qJMCpj03szDBgYvb8Mw3BAGPgpipe41MDOHW1QkDh/eRmrmPEFno/uPtNG1kTwytMbVsQ+hpt/2Eum87mr2FKI3mmumCkNZCZZooGyrTRNlQmSbK5k2avYWQ+tAeu4wSmRJCCCGEEEIIIUQ5UdCDEEIIIYQQQgghSomCHoQQQgghhBBCCFFKFPQghBBCCCGEEEKIUqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilDitfQCEEEIIIfIkxiYj8mUsVNVUMXhE39Y+nGZz/7oPeDw+nDs7wsrOosX2GxuRgNjIBGhqaqC/V68W2y9pnKacD0UFxXji/QwA0GdwD+joaTfHIRJCSJtDQQ9CCCGEtFmPbvth9/pD0DfUbVTQQygU4vLJm2hvaYpeA7s1wxEqxpoF21FWUoYfVs1s0aDHves+OLTjONp3MKWgxxugKedDWnIGVs7dDAA4fG0nOrrZN8chEkJIm0PDWwghhBCilIRCIb4ZvwCbluxCQV5hax8OIYQQQloB9fQghBBCiFIS8AUIC45s7cMgpE0wszDB4o1zmf8TQsjbgoIehBBCCCGEKDk9A12MmTSitQ+DEEJaHAU9CCGEEPJGyc3JQ0x4AniVlTC3ag8bB0up9wj4AggEgtd/CwTg8/hgsdlgs1mN3rdQKISAL9quCkdF5nsEfAGEQqHcfYm3wWKxwFaRPdJYIBAiKiwW2Rk50NXXgaOrHbS0Nes8PoFAiPioRORkclFeVgEdfW04ONtCV1+nAZ9SWm5OHuIiE1FaUoZ2Jobo6GYv9/OT2jG/f7XykRCTjNTEdOjoacPW0apBv1d9zgcxPo8PQLrs8nl8ifJYVlqOyJcxKMwrgpGJIZw7O8gtq4QQ0tZR0IMQQgghbwRudh52/PIn7l33YQIPAGDvbIOF6+fAvYcr89rsTxYjJCCM+XvV/C1YNX8LPPt74Ldj6xp9DEFPX2DOpCUAZCeDzOPm4/0eUyEUCjHyw2FYvu0HqW2s/n4rbl64j2GjB2DN7sVSy29d8sbu9YeQlZ7DvKauoYbxk0fh28VfQFVNVWqd/NxC/L3rJK6dvYPC/CKJZSwWC54DuuL7X2bUekMsS1RYLH5fdxDPfEMgFAqZ13X1dTBp+nhM/fYjcDjUnGyIE/vPY/f6Q+g3rCfmLZ+O1d9vQ1hQBLNcVZWDER8Ow9yfp9U6w0pDzgdA9Ft+8d48AJJlNzwkCtPGfg8dXW1cDTyGQztO4PRfF1FaXMasa2Ckj69/nIrxk0cp5DsghJCWRFcpQgghhLR55eWV+Pajn5AcnwYjYwNY21siMz0bqYnpiI1IwNxPl+Lw1d9g29EaAGBh3R6FBUWIi0wEAJiaG0NbVwvmVu2bdBwePTtBz0AXBXmF8HsQKBX08H8UxAQHnvkGS60v4AvwtGra0IHv9pFafunkDUS/igObzYJTJwdwVDmIjUxAWUkZTh26iLzcAqzYvkBinXxuAWZM+AlJcSkAgI5u9rCwMkNpSRniohKRlZ4D/4eBmD1xMY7d/gP6hrr1+qw+d/ywbNZGVJRXQE1dDR69OkHfQBfxUYmIDo/H/q1HEez3EpsPrYSqKjUpGyorPQezP1mCnEwuuvVxR0c3OyTHp+HJ/QBcOXUTr4IjsevEBpm/V0PPh/pat2AHbl68D3UNNTh1coBAIEBMeDzyuPn4delucDgcvD9xuKK+AkIIaRF0hSKEEEJIm1dWUoaMlCz8tH42xn4ygulqf/vyA/wy71dUVlTixP7zWLJ5PgBg+bYfwOfxMchxHABg9tKv4DVmUJOPg63CRt+hnrhx/h6ePniOKTMnSCz3fxjI/D8rPQdJcSmwsuvAvPbieTjycwvB4XDQb1hPqe1Hv4pDF083rNixAOaWZgBEvUeWzlyPYL+XuHH+HmYu/Bym5sbMOgd3HEdSXArUNdSw9fAqdOvjzizj8/g4sudfHNh2FLk5ebhx/h4mfjW2zs+ZnpKJVfO3oKK8Ap27u2DdH0thbGbELPf+zxe/zN8Cv4eB2LflH8xe8mU9vj1SXVRYLFQ4Kli1a6FE2QzwCcai6asREx6PvZsPY9GGuVLrNvR8qI+iwmLcvHgfH342GjMXfQ5tHS0AojL5/WfLwc3Ow+FdJynoQQh549DgPEIIIYS8Eb6c/ynGTx4lkVvAa8wgDBzeGwAQEvCqRY5j4HBRD40Q/5coKy2XWOb/KAgAmEBHgI9kbw+fu34AgO593aGjKz10wcBIH78eWskEPMSv/bBqJvN39WE7Ar4Aty55AwAmfjlOIuABiHI3fDH3EyZgkRCdVK/PePSPMyguKoGOnrZUwAMABo/sh+nfTwEAnDl8GXnc/Hptl0iaOvMjqWCcZ38PfPPjZwCAK6duSgxzqq45zoe+Qz2xYM23TMADABxd7TD1248AAGlJGcjJym3wdgkhpDVR0IMQQgghb4RRE96R+bpTZ0cAQH5uy9x49xncA6pqqqis5CHwSSjzenx0EjLTsmFh3R5eY0U3sjWHuPje9QcADBrRV+a2B3j1kpnHwd7Zlsmdkc8tYF5nq7Dx74MDOHR5Bz79+gOZ22SxWLCoGtZTXl4u8z013bvmA0B0E10z4CE2bspIsFgsVJRX4Mn9Z/XaLnmNrcKW2+tmzKQR4HA4EAiETKCspuY4H4aPHVzrNgGgMK+wwdslhJDWRMNbCCGEENLmqapyJIZ0VGfYTh8AUFpSvxv6ptLU1kCPvl3wxPsZnj54jr5DPQG8HtrSc0BXeHi6AQCePxYlAGWxWEhPyURsRAJYLBbTW6QmS1sLma+z2SzoGeiAm52H0pIyiWU6etpwdn99U8rj8ZCenIXkhFTERiTgxfNwRLyIBgDwqyW8lCc9JZPpuVFRXokb5+/Jfa+OnjYK84sQ+SIGIz8cVue2yWvW9pYwMNKXuUxLWxM2jpaICY9H1MtYqeXNdT5Y2ckuf9o6r2cO4lXNAEMIIW8KCnoQQgghpM3T0ql7utbqs4s0twHDe4uCHt7PmdfEQ1s8+3nA3dMNqqoc5OcWIvpVHDq62cPnjuiJvWuXjnJ7T9RnWlohpD9ndgYXp/+6iEe3niIpPlViNo+G4mbnMf+/duY2rp25Xec6ebkFdb6HSDI2Nax1uTggklvt9xBrrvPb0UeJAAAgAElEQVRBQ1ND5uss1uupl1vyPCOEEEWgoAchhBBCSAMN8OqNrcv/QGJsMjJSs9DO1BDPn4SAxWKhRz8PaGiqo3N3FwQ+fYEAn2B0dLOH753ah7Y0lveNx1g5dzMqKyoBiIZN2DhYwrajNVzcHdGjXxfs2XAYQX4v6rW96gGTQe/2gZFx7TfnAODSxbHO9xBJbHbto8z5VT0qODQzDiGENAnVooQQQgghDWTSvh2cOjsgIjQaT72fw9bRCqXFZejoZg99Iz0AQI/+XRH49AWe+Qbjg6nv4XlV/g9FBj242XlY88NWVFZUwtLWHPNXfAPP/h5QU1eTeF9paZmcLUirPkXqyAnvYLCCgzREJI9be+8YccLQdnX0CCGEEFI7SmRKCCGEENII4rwcTx88ZxKW9hzQlVku/n+Q3ws8uR+AivIKWNtbwsbBUmHH8ODmY5QWiwIaq3YuRL9hPaUCHgKBEOnJGQAAoaDuoQkdrM2Z2TtqJmKV2C5fgJMHLuDOlYdITUxv7Ed4a8VFJTK/XU153HykJKQCADp3d23JwyKEEKVDQQ9CCCGEKKXqU3nymyH5onhq0ACfIPj7iPJ59OjvwSx383CCto4WSovLcOi3EwCAQSNkJzBtrNzs1zN0mMhJbHn36kPk54pm3ODxeHVuk63CRn+vXgCA62fuyJ0y9caFe9i19gBWzNmExNjkhh76W6+yohKXT92UuezM4csQCIRQ11BjEuUSQghpHAp6EEIIIUQpsVgsaGqLEjP63vVHHjcfhflFCtu+o6sdzC3NUFRQjGC/l1BV5aBrr87McrYKG137iP6OCY8HIMqRoUi2jlbM/88cviy13Ps/X2xe8jvzt7yeBTV9Pnsi1NTVUFJcigVfrERSXIrEcv+Hgdi64g8AgL2zDXoP7tGYw3/r7d18GD63JaekvXbmNo7s+RcA8PmcT+qV3JYQQoh8lNODEEIIIUrL0cUOoc9e4fblB7h9+QFsHa1w7PYfCtt+f69eTLChUzcXaGiqSyzv2b8rc1PbztQIbl2dFbZvABj4bm84uNgiJjweR3afxtMHz+HapSMqKyrxMjAC8dFJMDU3RtfeneFzxw8piWn12q5tR2v8vOU7rPl+G2LC4zFl+Cx06uaMdiaGSI5PQ1SYaBpVk/btsPngConZPUj9qKmrQU1dDQunr4azuyM6WLdHXFQi4iITAQD93+mFyTMmtPJREkLIm496ehBCCCFEaf20bjas7V/n0EiOT1PoUBdxXg8A8KyWz0Oseo6PgV69FR4c4HA42P7PGgwYLtp2RGg0Lhy7jqv/3kZmWjY++Woc/r6+Cx9/ORYAkBSXitiIhHpt22vMIPxxdjM8+3tAKBAgxD8M9675ICosFiocFQwbPQB7z/4Kc0szhX6mt4Wmljr2nN4EV4+OiAiNxt2rjxAXmQgDI3188+Nn2LhvGVRp5hZCCGkylk/8FZpsmyiFfjajAQC+CVdb+UgIUQwq00TZtGaZzkjNQnlZOUzNTaR6YygLbnYe4iITUFFeCSNjAzi42oLDUcxNc35uIeKjElFcVAIdPW04uNgyyU7fZo0p08f3ncPu9Yegb6iLa4GiXC/x0UlIT8lEOxND2DpaQVVNtVmOl5C6iMt08aW1rXwkhCiG9thlNLyFEEIIIcrPzMKktQ+h2RkZG8DI2KBZtq1vqAuPXp2aZdtElJulen4WQgghikPDWwghhBBCCCGEEKKUqKcHIYQQQt4qj249RVlZeaPW1dbRoilECSGEkDcIBT0IIYQQ8lbZsnwPstJzGrWutb0lBT0IIYSQNwgFPQghhBDyVpm3/GuUlZY1al1tXW0FHw152/Qd4gkDIz2oqau19qEQQshbgYIehBBCCHmrDBs9oLUPgbzF7JysYedk3dqHQQghbw1KZEoIIYQQQgghhBClREEPQgghhBBCCCGEKCUKehBCCCGEEEIIIUQpUdCDEEIIIYQQQgghSomCHoQQQgghhBBCCFFKFPQghBBCCCGEEEKIUqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVEQQ9CCCGEEEIIIYQoJQp6EEIIIYQQQgghRClR0IMQQgghhBBCCCFKiYIehBBCCCGEEEIIUUoU9CCEEEIIIYQQQohSoqAHIYQQQgghhBBClBIFPQghhBBCCCGEEKKUKOhBCCGEEEIIIYQQpURBD0IIIYQQQgghhCglCnoQQgghhBBCCCFEKVHQgxBCCCGEEEIIIUqJgh6EEEIIIYQQQghRShT0IIQQQgghhBBCiFKioAchhBBCCCGEEEKUEgU9CCGEEEIIIYQQopQo6EEIIYQQQgghhBClREEPQgghhBBCCCGEKCUKehBCCCGEEEIIIUQpUdCDEEIIIYQQQgghSomCHoQQQgghhBBCCFFKFPQghBBCCCGEEEKIUqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVEQQ9CCCGEEEIIIYQoJQp6EEIIIYQQQgghRClR0IMQQgghhBBCCCFKiYIehBBCCCGEEEIIUUosoVAobO2DIIQQQgghhBBCCFE06ulBCCGEEEIIIYQQpcTxTbja2sdAiEL0sxkNAKAyTZSFuEwXX1rbykdCiGJoj10GgOppojyo7UGUDZVpomz62Yymnh6EEEIIIYQQQghRThT0IIQQQgghhBBCiFKioAchhBBCCCGEEEKUEgU9CCGEEEIIIYQQopQo6EEIIYQQQgghhBClREEPQgghhBBCCCGEKCUKehBCCCGEEEIIIUQpUdCDEEIIIYQQQgghSonTUjtKiktBxIsYqKpyMHhkP+b13Jw8PPMNAQD0f6cXNLU0WuqQ2oTE2GREvoyFqpoqBo/o22L7fdu/94aICY9HXFQitHW00HeoZ6sei7zz6E0kFApx58pDAIB7D1eYWZgoZLvPfIORm5MPCyszuHV1Vsg2W+s8bYzo1GwExaRBjaOCsX3d6r3epcdhqODx0dXBHI4Wxszr3iGxyMovho2ZIXo6Wdb5+tskKiUbwbFpUFNVwdg+9f+uFeHMw1AAgKeTJWzNDFt03y0tNiIBsZEJ0NTUQH+vXq19OG1CfFQibly4j4zULGhqacDKrgPenzgcT7yfAQD6DO4BHT3tVj7K5teWrs9tXYh/GDLTs2Ha3hhderZsfVVfwX4vkZWRA1NzY3TxbLljpDbxm+lNKNNvmgCfYORx82FpYw6XLh0Vss22cg1vsaCH770A7Fy9Hzq62hI3a/FRSVg5dzMA4MyjgwqtaNKSMnD2yBXM+XmawrapaI9u+2H3+kPQN9Rt0Zup5vzelc2dKw/x9++nYG1v2eqNKnnn0ZtIwBcwZXDVroUKC3r89dsJBD59gVET3lFY0KO1ztPGuBEQiUUHr0NPS6NBQY+ZO8+joKQMm6aNguPY10GPDafu4dGLeEwZ1k0iuCHv9bfJNb9w/Hz4Box0tVo86PHFltMAgL3zPlT6oMe96z44tOM42ncwpaAHAO8bj7F89kbweXzmNWd3R/To14WpUw9f24mObvatdYgtpi1dn9u64/vO4eGtJxg4vE+bvUE8uvcMfO/6Y8io/i0a9KA28ZvpTSjTb5qD248hJCAM4yePUljQo61cw1ss6NHS7l3zwZoftsLMwrRNBz0IIYQQQuprxy9/gs/jQ0NTHcPHDYGegQ4srNq39mERQgghbVaLBT16DeiGxRvnQlVNtUX2FxUWi/KyihbZFyGEvOm2fjMa5Tw+ejtbtfahEELkyOPmIzMtGwAwc+Hn+PjLscyygrxCLN44FwAU1nOOKI8Jn7+P/u/0RHtLs9Y+FEIUgso0aYgWC3rYOVnDzsm6pXZHCCGkAT4d2rW1D4EQUoeSolLm//bONhLL9Ax0MWbSiJY+JPKG6DmA6niiXKhMk4ZoUNBDKBRCwBeAxWaDzWYBABJikpGamA4dPW3YOlpBV1+n9nVZLLBVGj5pTHFRCaLCYlGUXww9A110dLOHprb0mDvxfoRCIfOaeNyrCkelwfutTrzd6p9f1r5r25d4G2wVNlgs6W0AooRKMeEJ4FVWwtyqPWwc6jdePi05A2lJGSguKoGWtiY62JijfQfTen462cpKyxH5MgaFeUXQ0dOGUycHmd+7MhDwBYiPTkJGahb0DHTg4t6x1jIjEAghFNRepuvznnxuAaLD41BSXAo9fV3YO9vIPY/qUr0MsthssFhg/q6tzAF1l++myOPmIz46CWWl5bB3soGpuXHdK1URCoVIiE5CWnImWGwWLKzMYG3f8BwSTam/ZGnsedrahEIh+AJR/chms8CuKhN8gQBCIaDCZtVaThoqNo2LuHQuBEIhbEwN4GQp/wm0+NjEx5VfXAa/iCSY6Guji705c6yNIf581T+zrH0DAEfOuVqf7ygrvxgv4zNQwePB1syw1s9bHbewBBFJWeAWlUJDlQNzI124WJs2+TO/iM9AGrcAGqqqcLE2QXtD3UZvr63LTMtGQnQSKioqYWxqBEdXu1rrcD6PL1E3V7/eGZkYwrmzQ73aK2nJGUiOTwMAOLrawrCdAYDXdWpT2x7Vj5fH4zF/s1VUpD6DvPZOzWMRCISICotFdkYOtHW14NzJUe61vSnr1pQcn4bUpHQIBAKYW5rVu95s6PX5TZKWlIGE2GTweXwYGhugo6tdvXpFC/gCRIfHITuDCzV1Ndh1tEI7UyP57xe3RxR0jReXNXlti/q0f+rTPk+OT0NyfApU1VRh42AFYzP5n7E6ahO3noaU6Zr1S2lxGSJeRqOspAzmVu1hbd9B7vVWXpkWv169bCbFpSIlMQ0qbDbsnW3kniuy2orc7DzERSagorwSHWza17sN2tDyUvO7iHwZg3xuARzd7JjriqKUlpQhPioJuTl5aN/BVCqIXpeGXm/lqXkNy87gIi4yASw2G9b2HRp0v1CXBgU9Tuw/j93rD6HfsJ6Yt3w6Vn+/DWFBEcxyVVUORnw4DHN/niaVNfz0X5eYBIw3Qk/Ve5+pienYs/EveN94zNy8ifc19L0B+HbxFxJfSIBPML6buoz5OzE2GYMcxwEA/vh3c5MS3cybvBSBT19g4PA+2Lh/mdTy7Sv/xNkjVwAA/z44AAtryTG2KQlpmDj4awDAsVt7YNtRsucLNzsPO375E/eu+0h8VntnGyxcPwfuPVyl9ingC3Dm7ys4/ddFpCVlSC237WiNOUu/anCCr9ycPOzd9DduXvRGRfnrYUKqqhwMHzcEs5Z8ofATsDVdO3Mbh3acQFry6+/QyNgAc5dPl7vOXztPMIl5zvockvmeA9uO4u/fT6GDjTlOe++XWJaamI5tK/fiqfczCASvg3RsNgs9+nfFrMVfwKmTQ70/Q05WLuZ8sgSJsckwMNLHb8fXQU9fBxP6fwmBQIg5P0/Dp19/IHPd4qISjPGcivKyCqz87Ue8O25Ivfdbm+wMLnau2S9RplksFga92wc/rP621nWFQiEuHv8PR3afRkZqlsQyC+v2+Gr+ZIyaMKzex9KU+qu6xpynbUVGbhFG/nwQUSnZMNbXxpXVX6CzraiespqygUlkOnts05PkXvR9iVXH7iAyWfK3szc3wur/vYvx/TpJrbP5X2+sOXYHEwa4Y8bo3vh47VHkF5cBAJwsTfB4xyyoqzaug+Lo5X/h0Yt4vN/bFSeXTpZavmDfVey79hQAEPrnD7BrL5kcNC6dC/cZ2wEAAb/PhYuVZOM5M68IP+2/hgu+L8EXvC4XbjZm2DlrLPq4yO7p+F9ABDaf9oZ/ZLJEsB4AjPW18f0HAzBvfP8GBaIq+Xz8dt4HOy/4gFtYwrzOYrEwoJMtNk4bBQ9783pvr6175huMvZuPSJzPAKCjp42PPh+Dz+dMhJq6msSy8JAoTBv7PXR0tXE18BgO7TiB039dRGlVeQMAAyN9fP3jVIyfPErmfl88D8fu9YcQEhDGvMZWYWP42MH4/pcZGN/3C5SVlDW57QGIZin49uOFEq/N+WQxAEBDSwN3ws4gKiwWX7w3D4B0ItPh7hNRVlKGw9d2IiEmGb+vO4is9BxmuaqaKsZNHok5S7+Sujlpyrpi96/7YN+Wf5AQkyzxuqWtOWYu/AJD3+sv97M35vr8JvB/FIRdaw8gJjxe4nV1DTUMHzcEMxf+T2Y7i8fj4cS+8zix/xzycwuZ11ksFrr27ox5y6fLbDssnbGOSfooqw3bEOVlFRjVdRLKyyowb8XX+OSrcVLv+d/I2YiLTISpuTHOPz4stfzyyRvYuHgXjIwNcNHvH6lATERoNLYs24Ow4EjmNTabhT5DPLFw/RyYtG8ntU1qE7euxpRpcf1y4OJ2BPgE4fDvp1BW8roetnW0wsxFn2Pg8D5S+5NXphdNXw3fu/6Yt+JrdOvdGZuW/I7wkChmOYvFQp8hPbBw/Rypm2pxW3Hg8D5YvGkuti7/A/f/85Vq7/24ZhY8ekm3Y4DGl5fBTuMh4Atw9OYeHPrtOO5efQQA4HA4WLDmW4z9tOk9+SoreTi47RjO/XMVxUWv2weOrnZYunl+nes35norj/g6rKGlgcv+/2DLsj24dfG+xD1Rz4HdMG/Z9AYHZWRpVOsxKz0Hsz9ZgpxMLrr1cUdHNzskx6fhyf0AXDl1E6+CI7HrxAboN/GJUlhwJOZP/hklxaVgsVhw6+qM9h1MkJqUgfCQKNy8eB8BPkHYcXQtHFxsAQBa2hqwc7JGbnY+8rj5UFXlwNLOAgCgoaXepOMZ+G4fBD59geePQ8Dn8aUiWn4PA5n/P/MNlgp6PLrjBwCwsrOQCniUl1fi249+QnJ8GoyMDWBtb4nM9GykJqYjNiIBcz9disNXf5Nab9nsjfD+zxcAYG5pBtuOVuBwOEiKT0V8VCLioxKxcNoq7DyxAd16d67X50xJSMO8yT8jPSWT+d47WLdHdkYOggPCcO3MbQQ+CcWuk+thrgTj6A7uOI5DO44DAAzbGaCLpytKiksR5PcSq+Zvga2j4nMc5ObkYeaEn5CTlQtVNVV07+kGAyN95GTlItj/JfwfBmLW81fYd25rvU50bnYe5k4SBTzamRhi5/F1TFnx7N8Vfg8DcfPCfblBj3tXH6G8rALaOloYPEIxs8KkJWdgzidLmHLk3sMVxmZGiHwZC+8bj6Uav9UJBEKsmv8rbl9+AEB08+HewxUCoQChAa+QmpiOtQu24WVgOH5cO6tBx9WU+qux52lbkJlXhFHLDiEqJRtmhjq4uuZLqRt3RVlz7A42nb4PAGinp4V+bjZQYbPhF5GE2DQupm46iaWfDsPSSUNlrp9fXIrPNp9kAh4AYG6k2+iABwC839sVj17Ewzs0Fjy+QKo3x92gGOb/3qGxsGvfQ2L5Nb9wAICDRTup7628kgevxfsRm8aFqYEOOnYwRmpOPuLScxGWkIHRy/6Cz/Zvpdb748pj/LT/GgDAQEcT3RwsoKetgdTsfATGpCI7vxg/H76BskoeFk0cUq/PWV7Jw0drjuJecAxzvF3tLVBcVoFHL+Px8EUcvBbtx7HFk/BuD6d6bbMtO/fPVWxbsRdCoRDqGmro4ukGbV1tRL6MQWpiOg7vOgm/h4H47dhaaGlrytzGugU7cPPifahrqMGpkwMEAgFiwuORx83Hr0t3g8Ph4P2JwyXWefrgOZZ8sxblZRVQU1dD116doKmlgWD/MNw4fw9xkYkSs6s0lYaWOuycrMGr5CEpLhUAYG5lBg1NdWho1r9tc/H4fzh/9BrYKmxY2XWArr4OYsLjUF5WgTOHL6OooBjLt/2g0HX3bz2Kw7tOAgD0jfTg4ekGFY4KXjwPR3J8GpbN2oBp303GV99JByNb4/rcEp75BmPBFyvB5/FhYKQPV4+O0NLWRGJsCqLCYnHl1E2EBoTh8LWdEjcQlRWV+OmrVfB/FARA1J506uSA0pIyBD19gcAnoZg54Ses37sUfYY032w26hpq6DmwGx7degq/B4FSQY+cTC7iIhMBiJ4IJ8enwdJWMtDqc8cfADBgeG+pgEf0q1jMmrgIZaXlsLKzgJGJIRJjUpCbkwffu/6Y++lS/H19F9Q1JG+uqE3cehpbpsUObD+GJ/cDoG+kB68xg8DhqMD3rj/io5Ow5Jt1+HHdLLkBaHkiX8Rg35Z/UFZSBlNzY5hZmCAxLgX53AI8vheAeZOX4sh/v8s8nqLCYsyeuBjx0UnQ1deBtb0luNm5SEvKQGxEAr77bDkOXd4hlbpBEeXl2J9nmYAHIAp0KqI3cWUlT1R/VN2v2jhYwt7ZBukpmXgVHIU5k5bU+tBPEddbWYQCARZOW43AJ6GwcbBEz4HdUJBXiIe3nsD/YSC+/Xghtv+zBm4eTWuzNKoFGRUWCxWOClbtWgivMYOY1wN8grFo+mrEhMdj7+bDWLRhbqMPrLioBAu/Wo2S4lKYmhtj4/7lcO78OnId4h+GpTPXg5udhyUz1uHIf79DQ1Mdnbq54OjNPdi35R/8/fspmFu1x9Gbexp9HNUNHN4HO9ccQHFRCV48D5eI8GWkZiEpLoX5+5lviNTYWt+qoMfAd6WnvCwrKUNGShZ+Wj8bYz8ZwXTzuX35AX6Z9ysqKypxYv95LKkWhbt3zYep3Gcv+RKTvv5Q4sLx9MFzLJq2GpWVPJw+eKFeFbyAL8Dy2RuRnpIJI2MDbNy/DJ26uTDL4yIT8dO0VUhLysCKOZux7/wWhXaFb2mvgqPw128nAACjJryDhetnM5VfWlIGfvxqFeKjEhW+31MHLyInKxfmlmbYe/ZXie6acZGJmP3JIuTnFuLI7tP4ZedPtW4rj5uPeZOXIiEmGSbt22HXifWwsuvALH/vYy/4PQxE5MsYxEclyrwhv372LgDgnTEDpRoRjbVtxV6kp2RCV18Hmw+uYKafEwqFOLHvHHZv+Evuusf+PMMEPCZNH4+ZCz9nniCWlZbjt9X7cOnEDZw/eg2ObnYNuhA2pf5qzHnaFmTnF2P08r8QmZwFi3Z6uLb2SzhaKK7LYHWXnoQxAY/pI3tiw7RR0Kz67Xh8AdaduItf//XG+hN30d3RAiM9pacVvh0YDTWOCn79+j0M9XBATBoXug24sZNldC9XLD54HYUl5fCLSEI/t9fBxKSsfESnZjN/e4fE4ovhkkGP6wGipxpjekv35Ckuq0ByVj5+mzUWXwzvARW2qFyceRiKL7f+i/JKHnZe8MGeua+Djik5BVj+900AwLh+nbD/uwnQUn/9lDw6NRsfrv4HsWlc7L70GD99PLheQ12WHb6Je8ExUGGzsWv2OHz2Tjemjs4tKsW0bWdw81kkvtz6L/x3zYVFO706t9lWhT57he0rRQ2wHv08sPK3H9HORNRDR9xTbNvKvQgLisCmxbuwatdCqW0UFRbj5sX7+PCz0Zi56HNo62gBAKJfxeH7z5aDm52Hw7tOSgQ9iotKsPaHbSgvq4BzZwds3L+ceVpYXlaB7b/8icsnbyj0szp1csDRm3uQHJ+GT4aIeoyu2LagwT1Izh+9hm593LF44zzmJjSfW4DFM9YixD8M/527i68XTJU5DKAx63rfeMwEPMZPGYV5y79mrjF8Hh8Hth/Dkd2ncXDHcbh06Yh+w3oy67bW9bkl7NvyD/g8Pvp79cLa3YslbrpuXfLGqvlbkBCTjOtn72Lc5JHMst0b/oL/oyCwVdhYtGEuRn/sxZzfBXmFWPXdVjy5H4CV837F0Zt7ZPaGUJSBXr3x6NZTBD0NRWVFpUQvH7+HQRLvfeYbLBH0qKyohL+P6D2DZLSJk+PTYGxmhC2HVzFtVx6Ph11rD+LM4ctIikvBvWuPMPLD1709qU3cuhpbpsWe3A+AR69O2LR/OTPUuLysAqvm/wrvG4+x45d96DWgm9QD5dr8d+4u2ncwxZL9y+HZ3wNAzXKUijtXHsnsNRz4JBRq6mr4ce0sjJs8iilL4s9SUV6BE/vPYemv3zHrKKq8XD97Bx69OmHGj/+Dlo4mnvmGyO1V0hD//nUJ/g8DwWKx8MPqmfjws9HMMv9HQVg6Yx2TKLsmRVxv5Skvq0Dgk1BM/Gos5v48nWlbZ6RmYf6Un5EUl4p1C7bjyH+/N2lYY8OTa1SZOvMjiRsGAPDs74FvfvwMAHDl1E2J7o8NdfbvK8jNyQObzcLmgyskAh4A0KWnG9b/uRSAKKqm6AaGLBbW7ZmI3tMHzyWW+VX9Lb7ZfOYbLLG8pLgUwX4vAQCDR0hX8ADw5fxPMX7yKImxj15jBmHg8N4AgJCAVxLv/++86Ea1UzcXTJ4xQSpS3ntQdwwZJeoyGh8t/6l6dfev+yDihegJ4c9bvpM4WQFRQtrVVQU5LCgCvnf967Xdturv309BKBTCzskaSzbNk6ikza3MsHHfMqg24emyPFEvYwEAfYd6So1PtXOyxtSZH8G5s0OdOSbyuQWY++lSxEUmwszCBHtOb5IIeACi8iaO3P53/p7UNtJTMhHsLyqb733k1ejPVF1UWCxTNn5cO4sJeACiboWTZ0yQu6/SkjIc/eOM6NhH9sPcZdMlGlMamupYtGEueg7sBgA4tP04KisqG3R8Tam/GnqetracghK8t/wvvErMhJWJPm6sn95sAQ9A1MsDAHq7WGHbzDFMwAMQ5cpYOdWL6WGw7vhdudtZOHEIvn2/L1ysTDG6lwsGuds16bjs2hvC1Vp0M3b7eZTEsjtB0QDAfC/eIbESy4tKy+H7MgEAMKaP7JvMxZOGYtqInkzAAwA+GuiO93uL6tDHryRvzs77vEBZBQ8aahzsmTNeIuAhPpbvPhgIQJTvIyuvuM7PmJpTgAPXRcH1eeP7439e3SUaVIY6mjjy00SY6Gsjv7gMv1/yrXObbdnBHcchEAjRvoMpNu1fzjTAAFE9M37KKEyr6j1w+/IDRL+Kk7mdvkM9sWDNt0zAAxB19Z367dGyRzwAACAASURBVEcARDfYOVm5zLJz/1wFNzsPGloa2HRghUT3aHUNNSzaMKfJw1mai4GRPn49tFLiBlTfSA/f/zKD+fvF83CFrbt/6z8AgM7dXbBgzSyJoLoKRwUzfvof0yPhwPZjEuu21vW5JURWtQFGfjBM6inz8LGDMXhkP3TxdJMY8paVnoPz/4h6hn369Qd4f+JwifNbz0AXa3YvgmE7AxQVFOPUwQvN+hn6e/UCm81CWWk5gqrat2J+DyXbxAE12sTPHoegrKQMWtqazM1oTWt2L5YITHA4HMxZ+hWMjEXDAkKpTdymNKZMV6err4P1e5dKtHvVNdSwfNsCGJsZobKiEkf3nmnwca3Zs1iijHE4HMxdNo3pzfvimfw229c/TMEHU9+TKEvDxw5Gf69eAIDQZ5L1naLKi66+Dn49tBIevTqho5s9Jk0fX9+PK5eAL8DRP/4FAIz7dKREwAMQJYX9YfVMuesr6norT5eebpi3/GuJtrWZhQlW7VoEAIiPTsLda4/krV4vjQp6sFXYmPjVWJnLxkwaAQ6HA4FACJ+7fo0+sIc3nwAAeg7oJjEutbounm7o2ktUIYqju81tgJfoxkZcoYv5VXU1nPzNh1BV5VQlvXndyPV78ByVlTy0MzFEp27STzYB0ZMMWZw6OwIA8nPzJV5fvWsRjt7cgxXbF8g9XnFEtLysvLaPxRAXKBsHS7ldI926OjPjRR/ceFyv7bZFFeUV8H8k6uI1ZtIImdFDKzuLZukiatBOHwBw5+pDBD59IbV88owJOHTlNyxYIz/vRX5uIeZN+RmxEQmwsG6PPf9ukhkBV1NXY27wb130lrrgXD97F0KhEFZ2HRSWj+LRbdG5r2+oi2HvDZD5Hnl1SLDfCxQViG7wpsz4UO4+/jfrYwCiXCbyGumyNLX+auh52pq4hSV4f8VfCEvIgF17Q9xYP10qV4UivUrMxKvETADArDF95fZMmDZS9DQ3MCYVydmyv68JA+rX9bghRvcSNUDEQQ6xu1V/z/+gP9Q4KsjMK2I+BwDcCYxGBY8PM0Md9HKW3cV0spzZbzzsRcMrcwpKJF6fOboPQv/8Abc3fg19OYnNqv9WpfUI7F15+gqVfNGQirnjZA9T09FUxyeDRQ3Ay0/CZL7nTVBSXIrnj0MAAOOnjpKbHG7il+OY4R/ecq5Xw8cOlvm6+JwGgMK817kTHtwQtU+Gjuon80k6i8XCpOmyhxK2tgHDe0NTS/q76uhmzzTsC6p91qasGxeZyLSDJn41Tm7yzA+miHrqRYRGM08ZW/P63BIMjEQ9rE7sOycz98S6P5bgjzObMX7K616MD24+ZhLZyitfWtqaeHf8EADyy7uiGLYzgFtXUXu2+vBuAAioahN/PmciAOC5b4hE20N8s9dnqKfMPDAW1u0lHpaIqaqpws5J1EsvL7dAYhm1iVtXY8p0dSM+GAoDI32p1zW1NZgePY9u+8kNmsjSwcZc5pAIDocDe2dbAEBBvuz6DgC85FwbnKt+75p1paLKS+9B3SWC8IoQ+uwVkwNo/FTZv8G744bIHNqtyOutPJOmjZfZ68W5swNTzzy69bRB26ypUSFya3tLmQUTEFW4No6WiAmPZ55mN4Y4YlhXd56uvTsjyO8F8/7mNujdPvhnz7+ICI1Gfm4h9A11IRAI8ayqm16/YT1x7cxthD57hQCfIKZnSPWxi7J+VFVVjtwMtYZVN8ilJZKVtLqGmsRYMqFQiOwMLlIS0xAflYRXwZHMhUVQLbFebcJDRI1/bV1t3JDRK6D6vgEwEc03UWJcKspKRd+pa5eOct/XubsLHt56otB9v//Ju7hx/h7yuQWY88limFuZofeg7ug9uAc8+3vUORaOx+Phu6nLmEiq15hBtWYlHz1xOC4cu470lEyE+IdJnFc3qp6OvPeR7Jv5xoh6KSoXTp3kz37g4GIHDU115jcQE5cpNXU1uHaRP37PvYcrVDii2QsiX8agWx/3eh1bU+qvxpynrYXH52PMisMIjUsHAHw0sAusTZs30drz6NdD/BIz83DyfrDM92XmFTH/D4pJhaWx5O+hrspBxw6K740yurcrtpx5gMDoVHALS2CkqwWBUIj7wVVPqDydcfROIJ6GJ+J+SAzTM0Q8tGV0LxeZ9bcaR0XqM4gZ64t6WZVUS2YGiHq9iIIarwMbuUWliE3jIjI5C0GxaRI9Uqon9pJH/P3raqlL5CipqbDqnItLz0VBSRn0ZNzItnXRr+KYnBkePeW3EzS1NeDU2QEh/mGIfCn7O7GqyvtVk7bO63qYVy0/h7h+c61lfHFbTWhsZSv7s7JYLGhqaaK4qAS8Stm5SBq6bnjo6/Kbnpwpt03Bzc5j/h/xIhqm5saten1uCWM/HYkD244iLDgSHw+aDqfODlVtgO5w7+4qM8jDtM90tJgx+bKIkxOmJqajqLAYOrryx+g31cDhffDieTj8vJ9h9pIvAQDR4fHgZufByq4Dhozqj42LdiGPm4+YiAQ4VuXfE7dNB70rnZwSACxt5CdaFt9cV092CVCbuLU1pkxXV1s9Lg5c5GRykZuTz/T2qYu8OgsAtHVFQQVeJU/mcjV1NbntPWZdnuS6iiovjq5N69kqi/j6p6qmCoeqgE9NKhwVuHZxwhPvZxKvK/J6K09t9/tuXZ0QFhSBqLCm3es3KuhhbFr7k0LxDUVutQtZQxQVFjMFqXr3GVnaVR1LcVEJeDweOJzm7ero6uGEdiaGyMnKhf+jQHiNGYSolzHIzy2EraNoKq3ufbsg9NkrPPMNwcdfjoVQKMTjewEA5FfwWjp1J3yRFd0sKy3H1dO3cP3cHcRGJKC8rELGmvXHzRZ14Q0LisDqGpl5ZcmvEWl/k+RW664svmGVpbYp4BqrW+/OWPrrfOz4ZR+Ki0qQlpSBC8eu48Kx61BV5aDnwG6Y8L/RciPF4mmwVFU5qKzk4fif5/DOmEFMg6ImNw8n2Ha0RnxUIm5cuMdULi+ehyMpLhVsNktibGxTiRux8oILgCgLu6GxgdQTgXxuQdW6erVOF6mqpgpdPR3kcfORx61/OWxK/dXY87Q1lJRXIjg2DWocFVTw+Nhx7hEmDOjMzNbSHKoHM8T5KupSswcEABjoNM9NuGfHDjAz1EFGbhHuBsXgo4HuCI5NA7ewBM6WJjA30sVgdzs8DU+Ed0gcvn2/L4RCIW4EiGYPeF9GPg9A1HuiLrKKhVAoxFW/cBy47oeAqBTkFZU26fNlVg2BKSwpx/Tt9esGnFNQ8kYGPapfe+pqJxhX1eH5cuoJDU3Zn796gEt8XhfkFaKyqpGsbyg/H0ptdV9rktVTQ0z8eYWQXYc1dF1u1us6dM9G+TmcqhP/Rq15fW4Jn8+eiPzcApz9+zIEAiEiQqMRERqNI7tPQ0dPG0NG9sOk6R9I3MSLr6vFRSVY/f3Weu0nn1vQrEGPAcN7449NhxEdHo+crFy0MzFkAjKe/T2gqaUBt65OCAkIwzPfYDi62CIuMhFpSRngcDhyZ1HRqsdTbmoTty2NKdPVGddyLlevT7nZefUOemjUVmehqs6S02TTrG3yC/G1oca6iiovuga1D21vDHH9oWegW2vbup2MNrIir7eyqHBUar1mipdxGxlXEGtUhIDNrn1UjDgaxGnsWMvqhaiOhEDVpxASF+DmxGKx0N+rFy6duAG/B8/hNWYQ063Pc4Coe3PPAV3x9++nEPgkFAK+AOGhUcjNyYOWtiZ69JfdBboxEmOTMX/KMomkM2YWJrB1tELHTvbw6NkJwf4vmfwI9SH+Pt08nOo1XaqWrmK7X7Woeiab4qg2PmlObU8T3vvIC4NG9IX3f4/x6NYTPH8ciqLCYlRW8uB71x++d/0x8auxmL/iG5nrO7jYYt0fSzBn0hJkZ3CxbsF2HLi4TW40ffTHXti9/hDuXn2E71fNhKoqB9fPivIv9OjfVaFzYdc3kZesIKW8Brcs4u+3IYnDmr3+akM62Zjh2OJJGPXzIaRxCzHjt3Pw3jJTauYSReFX9UZgs1j48t36dTt3tJAeHqBSx2/UWCwWC+/1dMFfNwNwJzAaHw10x51A0ZOZoV0dmH83/+uNB6Fx4AsEeB6diqz8YuhoqmOIR/2nkK5LSXklJqz+Bw9fvB73aqSrBWcrE3S2NUNvZ2toqnEwZdPJem9TPFVuh3Z6MhPEyqJVz6nl2prqDdW6zn8+v+H1RH3Ie0IIAAKB4mZueVOJ62c2m4Wxk6QTF8oinm2vJa7PrYmtwsZ3K7/BpOnjcefyQ/je9cfLwHBUVvJQVFCMK6dv4fq5u1i1cyEzna+gauiaqbkx+g3tWdvmGbXd9CmCraMVrOwskBSXCr8HgRg1YRiT465nVZvYc0BXUdDDJxiffDUOPlVJ/bv3dVdoQIbaxK2rMWW65vry8Pmv69O2nMdHUeWlOdpA9W6Xy/h+m/t6W1eSdvHv39TfvlFr1/VUVZzwS1a0qD60dbXA4XDA4/GQk8mt9b3ZGaLlOrraTcro2hADvHrj0okbTDLTgKqhLeJEOZ17uEJDUx1FhcWIeBHDdKfrO9RToSfr6u+3IjMtGxpaGpi7bBqGjhogNRZLPAarvvQM9ZCTyUWn7i74bqXsm21lUT1amZOVK5UAVExetFJ8itb2ZL+kjie3OrraGP2xF0Z/7AUBX4BXIZHwueOPSyduIDcnD6cPXcLID4bB2d1RYj11DTX8fnID9Ax08ePaWVj89VpEvozBkd2n8eX8T2Xua+SHw7B3898ozC+C34Pn6DvEE/eu+wBQ7NAWADCq+m6rJ/+TpSBP+rsVR3TzuAUQ8AVyL4TlZRUoKhD1LNA3qv8MFM1df7UVmmqq+G/9NBjqaGL7zDGYtP44gmPT8OsZbyz5RPZUsU1lVHUBFwiFWPW/4TCoR8+YlvZeL1HQ43agqOv9/RBRF8whXUS5o3q7WENLXRUFJWUIiknDjaqhLSN6OEFNgdeY9SfuMgGPeeP74+tRvaXyrVz3r/tJUXXi799QVwu/zZKdt0ZZGFQ757MzubVm9Be3E2rrmVFfuvo60NDSEM3klJol932ZqbIz4L9N9AxE7RGBQIiZiz6vMzF3dU29Pr8p2ncwxZSZEzBl5gRRQtCnofC+8RjXz9xBZSUPvy7bjf7v9ISauhpTfvX0dfDT+tmtfOSvDfDqjRP7z4seBI4dhJCAMLDZLHTv2wUA4NnPA4d2HEfQ0xfg8/jwvSdqEw8eKTvvUGNRm7htaEiZri4vR34+tOptybp6GrSmtlxexN9bQW4B+Dy+3HtmWW3k5r7eVlbyUFxUIjePCbfq9zdq4m/fqFBSXFQiSovLZC7L4+YjJUE0h3zn7o0b08pisdCxk2g8U3CNjNA1BfmJkkDaO9vU+j5F6jmgKzS0NJCdwUVEaDRCAl6BrcJmcgqoqnKYBEwBvkFMPo9BcmZtaYzE2GS8ChY12qd9NxnjJ4+SmXwmJSENQP3GgwOAUydRw7/m7DM13bxwH9fP3kF4SFSt72vLrOw7MCdYzSzg1VUfl1ydOBpaWiL7XACA5PhUqdcqK3l4cj8Apw5dlJjmmK3CRqduLvjmx8+w68R65vWQAOlkg6qqqkyDcuDwPhg2WpQs9PCuU3IzJhsZG6DPYNE0nA9uPkHIszDkcwugraOFwSMU2/hw6SIK0kSERqOiXHb30rSkDCapUnXi6HhFeQVehUTK3UeI/0umXNs71f/8b+76q61Q5ajAsCro8H5vV3zQX5QYdPMpbybPh6J52L8eh11zBpTqEjPzsOfyY1x5+qrJQzoaaqiHA7Q11JDGLURgTCqevEqECpvNzA6jxlFB36rpbO+HxDCBhzF9FFseTtwXBctHejpj/ZcjZSaYjUt/HfQXCOsegy7+/sMSMpCVL3+2F5+X8Th4wx+3A6MhaCPDsRrK0dWOCYiKZ5+SpaS4lBkHrIh2AovFgnt3UULcZ77yb6ACfGq/hr4Nqj/prK1NkZ6SidOHLuHhrScozBcFspt6fW7L8rj58P7PF//88a9ETgANTXX0GeKJRRvmYu7y6QBEQZ3EONE1Sdw+i41MQG6O/G7eQX4vcOH4dTx98Lzebb+mGDhcNGzb72EgXjx7hbLScjh1dmSCXJ26O0NTWwPFRSXwexiI0GevwGKxmIkBFIHaxK2rsWW6urBg+e290KoZVmwcLJnZCNuitlxexO3yykoeXtWy34jQaKnXWuJ6GxZU9+/fubuL3PfUR6OCHpUVlbh8SvZ47TOHRWO51DXU5I7Vqw/xTZj/o0C5iUtC/MOYL6Jm5Sn+cap3iVIUNXU19Krqtndo5wlUlFfAxb2jRDc9cbe+mxfuM7kXmvJ91JRbbcYDecMSUhPTmaE3NZPtyCOeTjc2IgE+t2XPXpGSkIa1P27H2gXbmzx9UGtSVeUw005dOHZdZvAiJ5OL+3JmBtKruqAW5BUiPSVTanlGahYTlKvp5283YOfq/bhy+pbM5WYdTJhM97WNoxb7YfVM6BnogsfjYe2C7XJ/79Efi6aJ9bntx8x49M6YgRLTCCrCkJH9wWKxUFxUIreuOHvkiszXu/VxZxpLx/48J3cfx/48C0D0NNGjAdNDtkT91RZtm/E+DHU0UcnnY8Zv55hZPhSpq4M5kyx1+7lH4PFl36ivP3kXCw9cw5db/m3xm24NNQ6GVQ1l2XjyHsoqeOjuaCGR12Jo1TCWU94hTF6UET3kJ61sjOx8US6TDu1kPw2p4PHx963XycQqeXUHPcb0dgWLxYJAKMS2sw9lvqeSz8fs3y9i/p5LWHvsTp3dStsqLW1NePYT9a48/881uYHM04cuMoHXAcMVc5P1XlU9+vxxiMzGbUlxaaOmVlQ2zp0dmATbx/aeZYYO1nRw+3H8tnofVs7dzNyMNvX63JYlxqZg6cz12Lvpb7nBMXNLM+b/mlU5gwa+21d0fguEcodo8Hg8bFy0C78u3Y0DW4/KnTFHkdx7uELfSA953HycrJomt+YUoeKZFv/YdBgCvgCuHk4wNlNcPhZqE7euxpbp6q6fvSPzPM/nFuDmhfsAgKFyZgNsK9pyeXHr6sycGycPnJf5Hp87fjLvZ1rientOzj3BM99gxEYkAGj679/oQUN7Nx+W+kGvnbmNI3tEcwB/PueTOmegqM34KaPQztQIAoEQi6avkcpwG/rsFX7+VvQ03MrOQmq+YfETgoyULAT7vURRQTEq6zHl3//Zu+/Ams43gOPfmz0lEpskQoi9KqhV1KxRRf2Uakvt3dqrRe3Ras1q7VVqlKpVtWNvEpE9JUEGssfN748rl+veyJQQz+cvzrnnnPfcnPue9zznfZ83q5o9S0iaPn1OepAjXXrujvQ/VL33a+Xp9EP2Fcuqb2b7th3WOjffewGM6zdDnf08owv0Ze27tVJnsp/17RIunLyisf5+YBjj+88kNSUVYxMjenzZObenUqC+HtMHI2MjwkIeMG3oPPVbJlB1p5s8eG6G313NF3oCLJq6kpinz9+senv4M67fDJ1JtAwNDWjzcQsA/vjtL61pnZKTklk2+3eUyjQMDQ1o0LxepudR1NaaUdMHAuDl7sum5Tt1fq5J6wZY2RQhKiKafdsOA6rcInnNzrEMHXu2AWD5nHVa53hgx1F2rNunc1sTU2P6DOkOqKaiXj5nrcb1nZiQxMIpy7n8bEq8wRO+0OommZnXXX+9iYpbmbNgwEcA3PILZdGfp/P8GPp6ekzupRo6c8UrmK9/3MXjF34/qUolP+05w5b/VA3Pvq3rqYdk5KeODVS/3X8uqaY6bvlSro70oS7uAaoku81rOmL5qqRmOVC5nKrxsf+COyERmt1JI5/G0XfBH7gFPE/yG5OFhHwVy9jyWQtVw2T5/nP8tOeMOs8HqBKc9lv8J97Phl6M6fZmNyAz02/0Z+jp6xF+/yGTBv2gleRs37bDrPt5O6Ca4UrX1IU50brzB1SrXZm0tDQmDZzN/u1HiIuNR5mq5OYlN4b3nKR+o/wu09PXo/+Y3oDqLe7MMYvV05GDavz71tW7ObjrGACderbVeDufm/vzm6xGvarqdtaiKSvw9wrUWB8VEc3apdsA1dvS9K7kdo5laN9NVb/uWLuPrat3a+S1i42JY8aoReoepL0Hd3/t5wKqv3N6jpH0NnH9l/LXpf/fx8MfgObtdCf1zylpExesnF7TL3oQ+ojvRizQaEtHPopm0qDZPH0cQ1Fba3oN6PoazyL33uTrRaFQMGTClwCcOOjKmsWbNeoP95uezJvwS4bbv+777emjF1i7dJtGmTxueTFz9GJA9Zz9YjA1J3KUYMLI2AgjYyMmDJiFc00nytqXws/r+XzsTT5skOvK1tLKgjmrJjOu3wzC7z9kQJcxVK3tTMmyxQkNCsPjljdpaWkUL2XL7JWTteYMTp/FIiUlhWE9JwLww/KJtOrULFflStekVQP09BTqtxIv/yEqV6+AlU0R9XjTvBzaAqqH3C692vPXtkNcO3+L/7UYxHuNa2NkbIi/VxA3L7thaGTIRz1ac3DXMZISk3gUHplpZN3QyJB5v05jdJ+pRDyMYuxXM6hYpTwOFcsR+TCa29fukpqSioGBAXNWTcnT5JcFoVz50kycN4K5E37mwqmr9Gj6NXUa1SA1JZXrF26TEJ9I7QbVdQ6zqlilPM3aNOLMvxe4cPIKnzT6igrODsQ8icXfOwh9A30+H9pD5xuZQeP6cvHUVR6EPmLK4Dk4VCyHQ8VyJCUm4+nmo65Mhk7ul+XvuEP3Vvy77yQXT19j4/KdNGvbiErVKmh8xsDAgHZdW7Bz3X4SE5Kwcyz72qZWHDn1a3w9/HG/6cmUwXOoXL0i5cqXVtcVdo5liIuJ15n3o8/gHni5+fLfgTNs/20vh/ecoEa9KqSRxu0r7uphMd2/7ETX3rrnG89IftRfb6reLeuw89RNjl33ZtHOU3RqWIVajhlPDZgTfT+sx03fUFYfuMDus7c5ctWTxtUcMDbU56ZvKIEPVNf2B7UqMK9/1pIb5rUOLs7oPesRAWglKK1doTS2RczUM8t0apT1nkRZNbFnC75avJOHj2OpN+xn2td3xraIGcEPH3P8pjcJSSn0a1ufTceukapU4hcWiUvlcpnu96chnfEJjeCiRxDTNx5l5d/ncalsR3xSMpfuBamDUBM+/YCujV89Jfybrlb9aoz5bhBLZ/7KFdeb9Gjan9ou1TG3NMPTzVcdeKhVvxoT5o3Is+Pq6SmYs3oKI3pNJiQglAWTl7Fg8jKNNkGbLh/w7/5TAOgbvJ7EvG+Djp+2xtPNh10b/ua/A2c4f+IKtVyqY2RkgKebr/qt4nuNazNy2tca2+bm/vwm09NTMHHeSL7pO52wkAf0bTecKrUqU6J0MR5HPcH9xj0SE5IwNjFi4ryRGgkBx84aRpDffe5c82Dl/PXsXL+P6nWcSUxI4s51D3VQ6csR/9OZLPJ1adamoToxuqGRoXqId7r6L70YbN5W2sSFSW6u6XS2JWw4d/wy3Zv0p07DZ7/zi3dIiEvAxMyE75aOzVZeoILwpl8v7T5pya3L7vy17RAbl+/gyN4TVK1diYiHUdy5ehcDQ0Oq1Kqkc9jN677f2pawYd3SbRza9R9VajkR+Sia21fcUSrTsHMsw6QFo3J9/jkKepiaGbP8j/nMnbCUuze91ON/rG2s6Nm/C32HfvrKLLxZVfO9qqzdv5RVCzZw9t+LuF33wO266s2cmbkpbbu2YNDYvjqTGLo0q8tnAz9h14a/1dPL+XsH5bpM6axsilDjvarcuuyOsYmR1oOjQqHgvfdrcfyfsygUCprlUbfaF30zazCm5ibs2fwP4fcfqt+W6Bvo07xtIwaN60vx0sX478BpEhOSOHXkHN2/6JTpfh0r27PuwM+sWbyJf/efxsfDXx2dB6hetwrDJ/d75ZzKb5P23VpRvJQtK+dvwOOWl/pNhYWlOd/M+ApLK4sMG1Uzl01g5fz16jd9d66prs+KVcozbvYwEhOSdAY9bIpZ8+uexSybs5bTh88T4BNMgE+wer1jZXsGju2r7iqXVRPmjeDztsOIj01g9tifWPv3T1ozpHT8tA071+0H8j6B6Yssipiz7I95rFm8mX3bD+Pp5qOet7tuo5pMW/INo3pP1bmtnp6CmcsmUO/9Wmxe+SdhIQ848+8F9Xrnmk58MexTWnTIfqMuv+qvN9Uvwz7GZeQyYhOSGPzzHk4vGYKhft4mgV48sCMNne2Yv+Mk94IfcvTq87GaRcxM+Lq9C5N7tcS4gLKw2xYxo2FVe867B2BqZEjDKnYa6xUKBc1rVmCv6x0UCgWdGuZuHKkuPZrVJCEphe82HeVBdAy7z95Wr3uvUlmmftaKtu9V5m7QAy7cDWT/eXd6Nq+V6X7NTYw4OLs/P+05y+p/LhAa+ZT9F57nBXIoYc24Tz/I8uw6b7ruX3aifCU7Vi/chPuNe+ru66Dq5t7ti470HtgtzxOdlyhdjI0Hl7Httz2cPOTK/cAw9PT0qFanMr0Hd8emmLU66JHdnmiFzTczBlOjXhU2/PIH/t5BGm8/LSzN+bhPe/qP7o2hkaHWtrm5P7/J6jaqybI/5rF8zlruXPPA/cY93J9Ncamnr4dLs7qMmPq11jT0puYmLP9jHltW72bXhr95FB6p0ZOydLmSfDG8J10+a5efp0OD5vUwMjYiKTGJWvWraQ2ZrejsgE0xayIfRWNfQfWSJ69Jm7hg5fSaTtd3aA+ePo5h66+71b9zgAbN6jJ8Sn+cqjrmx2nk2pt+vYyfOxynao5sWrGTsJAH6sBzGftSTFk4msN7T2SYa+R13m9nLZ/Ank3/cOLgWUKDVb1cDY0M+eiTlgyb1E9njp7sUrj6H8jygOpta/awYu46rIpacvC6qguLv3cQYSEPsC1elPJOdjpvWnkhLjYeHw9/Yp/GYlvCBjvHsbm+JgAAIABJREFUspjoGBP2svjYBB6EPcLcwgzbEkXzfMq6N0F8bAJed32JeRKLRRFznKo65lnX/KTEJLw9/Hkc+QQjY0PKO9lh+4q5tAtSYwfVEKdzAf/keB/3A8MICQjFxMwE5xoVs9xYjY9LwMvNl/j4BEqVLZGtG3p8bAK+nv48jnqKiakxZexLqcdBvw5BfiH0ajkYPT0Fu13X50ukOT42AT/vQGKexFLOofQrMz/rEugbTHjIQwwMDShjX4qSZYpnuwwFWX/lVPo1Hbt/dgGXJOcCHkTjHxZJQnIKJa0tqOZQMk9nQXnbpaQqcQsIJyzqKaZGhlQqW4zSNrm/uYNqFp27gQ8IjVT1jHIoYY1TGdsCvQ+ad5kG5K6ezsij8EiC/EJITk6hZJni2DmWzZecBrpcv3iHEf+bBMC+i5vyNH/B2yw0OJz7gWEkJSZjU7woFZwdsjyrXU7vz69bbtsekY+iCfAJJj42Hosi5jhUtMtSA1+pTMPPM4BHz2Y5LF2uBHaOZQtlOzc7pE2ce/l5TX9YrQcJcQl8O3MI3b/sRFxsPPfu+JCmVGJfodxbXXe+yddLSkoKAd7BPAyPwLZ4UZyqOmar7siL+63HLS++7vINAJuPrKCCswOPwiPx8wzA1NyU8pXs8mxa68YOHXPW0+NF5Z3sKO9kl/kHc8nM3DRH3fBNzU1eS0T5TWJqbqLVlTCvGBkb5dk46LdBGftS2X4gB1Wy0VrZSKapsa25CdXr5v2b5Iwc3KXqgurStG6+da0zNTfJ1XVkX6Ec9hXy/necX/XXu8yhhDUOz5KbCm0G+nrUrlCa2uTtMCMAPYWC6g4lqe5QMvMPFwLFStrkSwN5w7I/8HL3w6VZnQyH1915lmTdwtL8rZ/+Oi+VLldSI6FhduT0/vymsylmjU2x7NeRenoKKlYpT8UM3py/q6RNXPByek2D6nmvbsMaeVyigvEmXy8GBga5qj9e1/32dd7HC28fbiGEFn/vIPZuOQjAJ30/KuDSCCHE20ehUHDykCsr5qzjUXik1vr7gWHsWKtK1Nz4Q5d3/s27EEIIUdAKZkB1AXG77kFosPZUPFnVvG2jN6Y7pRBZdeeaBxuX78DQyJArZ28QGxOHc00nrWme090PDHvlfOmZqfle1RwNPxHiVS7dC1InQc2JTg2rYmL0Tt3yxGvSvlsrNq3YSVxsPP07j+GTPh0oX8melJQUvO/6sX/7EZ5EP6WItSXDJvUDVF3uXY/rnsIwK8o5lKZKrUp5dQqFlty/su7svxdJSEjM0bbmFmaFblp3Id5Ucv/IG+9UC3DXxgPquZ5zYv/lzdgWl6CHeLuYW5hx7vhl9f+tbIowfcm3Gb59vHruJvMnLcvx8WYum/DONBpF/vn1n4vsOHUzx9v7bJiIidGbnfldvB1KlinOgt+/Y9Y3S4h4EMnvP23V+kwFZwd+WD6R4qVsAdUUq9+PXJjjY3bt3UEarVkg96+sWzx9JQ/DInK0rX2FchL0ECKfyP0jb2Qr6PF+i/pY2xR5a3s7dO3dAZeXps3KjrxKpiJEfirrUIreg7sTHvKAcuXL0LVPh1fm8qjTsCZTF4/J8fGq13HO8bav09tef73rvm7vQsuXppbNjiLmmSe+FiKr6jepzc5Tv3H22EVuX71L5MMojE2MKFbSlgbN6lK3UU2NwLJNcetc1auvI6dRYVRY71+vw6jpA0mIT8jRtubSHhZ5ZOLcEaSkpORrbru3TWG9f5S2K6U+r/zIMZit2VuEeJPlxewtQrxJCsPsLUK86HXO3iJEQZC2hyhs5JoWhU1jh46SyFQIIYQQQgghhBCFkwQ9hBBCCCGEEEIIUShJ0EMIIYQQQgghhBCFkgQ9hBBCCCGEEEIIUShJ0EMIIYQQQgghhBCFkgQ9hBBCCCGEEEIIUSgZFHQBhChIQX4h3Lvjg6GhAR+0b1zQxRFCCJGHMqrjoyKiuXruFgBNPmyAqZlJQRWxQAT6BuPp5ouhkSEftHs/3477rn/vQhRWualTpC0u8oMEPcQ77dyJK/wy6zcsLM2lohVCiEImozre3yuI70cuBGDX2bV5+vAdGhTO7k0HGDH16zzbZ147e+wSK+auw6qoZb4GPV7n9y6EKDi5qVOkLS7ygwxvEUIIIYTIAycOutKnzVBc/7tc0EURQgghxDPS00O80xo0rcuk+SMxNDIs6KIIIYTIY/ldx3u5+5KYkJQvxxJCiMJA2uIiP0jQQ7zTHCvb41jZvqCLIYQQ4jWQOl4IId5sUk+L/CBBD/FOS0tLQ5mqRKFQoKevp71cTw89PQUAkY+i8fMMICkxmbIOpbCvUK6gii2EEO8MXfVxgE8w9wPDsChiTnknOyytLF697Ut1fFbFxsTh5e5LzONYilhbUqlaBUzNtfNQpB8nLS1NvSw1JRUAfQP9bB/3Ren7ffH8dR37VcdK34eevh4KhfY+QJVk1McjgJTkZErblcKhYtbucY+jnhLgHcST6KcYmRhRrIQN5SvZ6yxrVilTlXh7+PEoPBIjYyMcK9lhW8Imx/sTQuS/rNYpr6qnU1NSNZYnxCfi6ebD0+gYbIoXxblGxRzV7eLdI0EP8U7buX6/OnnSkds71Mu3/7aXFXPX0axNIyYtGMmS6as4eficumEJUMHZgXE/DKN2g+oFUXQhhHgnpNfHjVu5MGr6AGZ98yPuN+6p1xsaGtCuWytGTv0aiyLmGttmVMdn5n5gGCvnr+fUkfMa9b6hoQEtP2rK0ElfUaJ0MfXyK643GfP5NPX/A32Dae70MQCr/lxILZdq2T7vdKN6T+H6xTs0a9OI+b9N01r/0/e/snvTAQD+PP07ZexLaawPCQil5wcDAdj670rKV9J8oxr5KJqlM37lxCFXrXvchLkjqPleVZ3lOnf8MhuW7cD9xj2NYA+AtY0VfYZ057OBn2QYZNElJSWF7Wv2sv23PTyOeqperlAoqNOwBqOmD6By9YpZ3p8QIv9lt07JqJ72uOXF112+wcLSnH+ub2Xd0u3sXL+P+NgE9WesbawYOO5zuvbu8PpPTLzVJDQmxCvEPI1leM9JHP/nLOYWZlSvW4XSdiUB8L0XwJi+0/HzDCzgUgohROH3MCyC4f+bjPuNe9RtVJOe/bvQuJULqampHNhxlGE9J2o8KOeU+01PvuwwkhMHXUlTplGtjjOtOjalSq1KJCencHTfSb7uPAYfD3/1NmbmJjhWtsfaxgpQBUfSu2ybmBnnqjzN2jYC4Nr5W+reIy+6dOa6+t9Xz93UWn/2v0sA2DmW0Qp4JCYmM7THeP47cAbrokWo06CGOmjiey+AkZ9Nwd9L+x735/r9jO8/E7frHlgUMcelaR1adGhCtTrO6BvoEx35mBVz17FxedYDTclJyYz7agarF27kcdRT7BzL8GGnZjRu5YKpmQnXL9xmSPfxXDh5Jcv7FELkr5zWKZmZM3YpG5fvQJmqpHL1ijhVdUShUBAd+ZhFU1ZwYOe/eX0qopCRnh5CvML1C7cxMjZi3OxhfNy7g7q77r/7TzFz9GKSEpPY/tsepiwaU8AlFUKIws3L3Rd9A31mLptA687N1cuvuN5k4oBZ+Hj4s3rhBibOG5njY8TGxDGh/yziYuMpUboY83+bjnON5z0Lbl12Z8qQuUQ+imby4DlsOrwcE1NjqtetwpajK1mzeDMbl++gtF0pthxdmavzTdesTSN++eF3YmPiuHPNQ6N3Yfj9hwT5haj/f/XcLTr3aqex/blnQY9mbbWnkUyISyA85CHj5w6ny//aqbuJH/v7NDNGLSI5KZntv+1l8sLR6m0ehD5i5fwNALTo0ITpP36LienzwE6QXwjj+s0g2D+Unev28cXw/2VpqMuKeeu5fPYGevp6TJw3ko6ftlb3EnkS/ZSZY5Zw4eQVvh+1iC1HV1K8lG2m+xRC5K+c1CmZiXkay9F9J+nWtyNDJn6JuYUZAN53/fim73QiH0WzYdkfdOrZ5rWckygcpKeHEJkY+G0fPvn8I41GW5suH9CkdQMAbl/1KKiiCSHEO+XzIT00Ah4A9ZvUZtC4vgAc2HGUh2EROd7/7o0HiIqIRk9PwcK132kEPABquVRj7q9TANWwkb//OJLjY2VVGftS6iR/F09f01h36dn/7RzLAto9PeJi47l5yQ2AD9ppBz0A+o3+jK69O2iMi2/duTnN2jQE4NaVuxqfP3HwLEmJSRgZGzF5wSiNgEd6WXoP6g6o8n1ERURneo4PwyLYu/kgAJ8N/IROPdtoDIspYm3JDysmUtTWmpgnsexY+1em+xRCFIzs1ilZ8X7L+oz9Yag64AHgVNWRz4f2ACA0KJyIh1G5LLkozCToIUQmWnf5QOdy52fjip9E5747tRBCiFfT09ejZ/8uOtd17tUOAwMDlMo0XI9fyvExzhy9AIBL07pUqlZB52dq1a9GnQY1ADh1+FyOj5UdTVurHhYunXkp6HH2BgC9B3XD0NDgWcLt513HL52+RnJyCrbFi1K9rrPOfXfo/qHO5ZVrOAHwOOqxxvIeX3bmz9O/s3r3Iq0cKulezCuSlIUpfE8fPU9KSgoAvQZ8ovMzZuamtO3aAoBTR85nuk8hRMHIbp2SFW0yaIun7xPgqbTHxSvI8BYhXsHI2EgjWd2LzC1V0eb0hpoQQojXx75COXXOjJeZmZvi4FQOHw9/vNx8c3wMz2fbZpaguk7DGty4dEf9+detedtGbF75J/due/M46ilWRS1RKtO46qoKejRu5cLBXce4ffUuV1xvqHuGuP53GYCmbRrqTChqaGiQ4T2uqK3qu46PS9RYrm+gr5Us9Un0U0ICwgjwCcLzjo9Gj5TUFxIZZsTjljcA5hZmXH4hR8nLYmPiAFWi2ZinsVhY6g66CCEKRk7qlKywcyyjc7m5han63yk6ch4JkU6CHkK8gumrEtClNyDTMv6IEEKIvFGsRNFXrk8PiEQ9ynw4hS4xT2PVQWzb4q8+lu2zssTGxJGSkoKBwettTlWtXRnb4kWJeBjF5bPXad25OV5uPjyOekp5JzuKlbSh3vu1uH31LlfP3eLTfl1IS0vj/AlV0s/mz5KhvszshQeGjLw8M0v6srPHLrJ380Hcb3ry9HFMrs4v8tnfLDYmjlnfLMnSNo8jn0jQQ4g3TE7rlMyYmGpPFQ5oBHNzsl/x7pCghxBCCCHeeHp6rx6Rmz6ziYFhDps2L7aXM5lm9cVpGBVkfUrWnFIoFDRp3YD9249w6fQ1Wndurp61pX7TOgC4NK3DxuU7uH7hNspUJR63vYiKiMbM3JT3mtTJs7IkxCcyrt8Mrl+4rV5mVdQSByc7nKo4UqNeFYxNjJg6dF6W96lMVf3tSpQuRuOWLlnaxsRM90OQEEII8TIJegghhBDijRcd+eSV69OT2Nlm0iMkI+aWZhgYGJCSkkLEg8hXfvZRuGq9haU5+gb6OTpedjVt3ZD924+oh45ceTa0pX6T2gDUeK8qJqbGxDyN5d4dH84dVw1teb9lfQxzGgjSYe3SbeqAx2cDP6Fb345aw11c/8teXhWrokUAKGJlwfi5w/OmoEIIIcQzkshUCCGEEG88P69A4mMTdK6LjnxMSMB9AGrUq5qj/SsUCipVdwRQz3iSkRuX7gBQwdkhR8fKCZemdTAxM+FReCT3bntz68pd9PT1qNuoJqAaS1+rfjUArpy7oc7n0TyDWVty6sie44Aqj8iIqV9rBTwAQgLC1P9OS8s8p0fl6qqksb6eAa+c7eXGpTv8te0QF09fQ6mUruxCCCGyRoIeQgghhHjjJScl8/eOozrX7drwN0plGsYmRrzfsn6Oj/FBu8YAXD57HS933UlKb1125/ZV1ZSL6bOqpEufojE1Ne8T6hkZG9Hg2VCWdb9sJykxiSo1K2nktXB5tv7oXyfxdPPB0NAgV9+HLlGRqpkXSpTSnawwOTmFAzuf/51SkjP/Lpq1fR+FQoFSmcaWVbt0fiYlJYX5E5exaMoKfl+yRWMaeSGEEOJVJOghhBBCiLfC6oUbcD2mOXTi4K5jbFr5JwBfjvgfZuaZJ9LLSNc+HbAtYYNSmcbEAT9w746PxvrbV+8ydehcQDWbQLe+HTXWm1uoZvUKD3nIzUtuxDyJJTkpOcfleVmzZwlJz/57EXge5EiXnrvD914AAPXer6UuU15xqFgOUE0b+yD0kca6x1FPmTZsHj4e/upl8XHxme7TzrEM7bu1BGDH2n1sXb1bI29KbEwcM0YtIsgvBIDeg7vn9jSEEEK8QySnhxBCCCHeeEbGRhgZGzFhwCycazpR1r4Ufl6B+HkGAtDkwwa5fhi2tLJgzqrJjOs3g/D7DxnQZQxVaztTsmxxQoPC8LjlTVpaGsVL2TJ75WRMzTWTaTpVKQ+oeiUM6zkRgB+WT6RVp2a5Kle6Jq0aoKenUA/tSM/nka5y9QpY2RTh8bP8J3k9tAXgq5G9+H7kQqIioundegiNW7pgbWNF2P0HXD5zg6TEJLp81o4DO/9FmaokOCCUanWcM93v2FnDCPK7z51rHqycv56d6/dRvY4ziQlJ3LnuQcyTWEAV2Gr5UZM8Py8hhBCFl/T0EEIIIcQbz9TMmJU7F1C1diXu3fbm+D9n8fMMxNrGikHj+jJ/zbQ8SdhZ872qrN2/lBYdmqCnp4/bdQ+OHzjD3ZtemJqZ0LVPBzYeXIZTVUetbV2a1eWzgZ9olMPfOyjXZUpnZVOEGu+pcpYYmxhR8z3N/CUKhYL33q+l/nezNg219pFbrTs3Z+riMdgUsyY+NoH/Dpxh96YDuB67RMUqDizZMIOJ80ZSo24VAE4fOZ+l/Zqam7D8j3kM+PZzrG2seBQeyakj57lw6ioxT2IpXa4kE+eNZNC4vnl+TkIIIQo3hav/AckEJQqFxg6qbsbnAv4p4JIIkTfSr+nY/bMLuCRC5A3zLtOA7NXT29bsYcXcdVgVteTg9e2AKpAQFvIA2+JFKe9kh6GR4Wspb1xsPD4e/sQ+jcW2hA12jmUxMTXOdLv42AQehD3C3MIM2xJFUWQyBe7bKDUlFZ97/kQ8iMLYxAj7CuUoVtImT/atVKbh5xnAo2ez6JQuVwI7x7Jv5PcobQ9R2Mg1LQqbxg4dZXiLEEIIId4u5Z3sKO9k99qPY2ZuqtWbIitMzU3UuS8KK30DfSpXrwjV837fenoKKlYpT8Vnw4WEEEKI3JDhLUIIIYQQQgghhCiUpKeHEEIIIcRr4nbdg9DgBznevnnbRhgZG+VhiYQQQoh3iwQ9hBBCCCFek10bD3D0r5M53n7/5c3YFpeghxBCCJFTEvQQQgghxBvr/Rb1sbYp8tb2dujauwMuTevkeHsLS/M8LI0QQgjx7pGghxBCCCHeWI6V7XGsbF/Qxcix2g2qU7vBa8j2KYQQQogskUSmQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQk6CGEEEIIIYQQQohCSYIeQgghhBBCCCGEKJQUaWlpaQVdCCGEEEIIIYQQQoi8Jj09hBBCCCGEEEIIUSgZHPeIKugyCJEnWlUpCsC5gH8KuCRC5I3GDh0BuaZF4SHXtChs5JoWhY1c06KwaezQUXp6CCGEEEIIIYQQonCSoIcQQgghhBBCCCEKJQl6CCGEEEIIIYQQolCSoIcQQgghhBBCCCEKJQl6CCGEEEIIIYQQolCSoIcQQgghhBBCCCEKJQl6CCGEEEIIIYQQolCSoIcQQgghhBBCCCEKJQl6CCGEEEIIIYQQolAyyM6HA3088bl3ByNjE5p8+NHrKlOeO3FwDwBVa71HqXIOBVwa8TI/T3f8vT0ws7CkYfM2BV2cN9apw+dITk7BuUZF7BzLFnRxXqvrF+8Q8SCSUmVLUKNelYIujnhHRT6K5tr5WwA0b9sII2OjfDv2FdebREc+ppxDaarUqpQn+/S9F4CvZwCmpiY0ad0gT/b5pnsd5/w46imXz14HoHErF8zMTbO1/btUlwvd/L2D8L7rh7GJEc3aNCro4mSLj4c/fl6BmFuY8X7L+gVdnDfGzUtuPAyPoETpYtSqXy3fjhsVEc3Vc6r7VJMPG2BqZpJvxxbibZKtoIfr8YP8/uMsitoWL5Cgx83Lrvh43KFb38Fa6+LjYtm4fD69BozG2qaYxrrZYwcAMGHucgl6vIFOHNrL1tVLsHN0kqDHK8wd/zMxT2MZ9d1A/lfIG8qbV+zk4ulrfNipmQQ93gFpaWn8/cdRSpUrQYNmdbXWhwaFs3vTAUZM/Tpfy+Xj4c/3IxcCsP/yZmyL51/QY+1PW7l1xZ2uvTvkWdDjxCFX1i3dRqmyJd6ZoMfrOOdg/xD1dbHtv9U4VCyXre3fpbpc6Hbm3wusXrARm2LWb13Q478DZ9i4fAf2FcpJ0OMFW1bv4tzxy7To0CRfgx7+XkHq+mjX2bUS9BAiA2/N8JbVC6fz7RedCfC5p7Uu2N+Hrz5qwJ/rV6BUKgugdEIIIXIiLS2NQV3HsmDyMp5EP9Vaf+KgK33aDMX1v8sFUDohhBBCCPG2y1ZPj4J09+aVDNc9CA3mUXhoPpZGiPz3zczBJCclU6Ne1YIuihB5RpmqxP2mZ4brvdx9SUxIyscSCfF6SV0uhBBC5K+3JughxLuufbdWBV0EIYQQuSR1uRBCCJG/ch30CAnwIcjfB1Mzc5yq1MTcskiWtnsYdp9AX0+SkxKxKV6SilVqoK+vXZw0pRJl2gtDVtLSSE1NQYECPX19UlNTNIa0KFNTSU1NQU9PH4VCkeXzUKam4uvpxqMHYRgZG+NQsQq2xUtm+Pn0cr14nJAAH+4H+qOnr0/5SlVfuf2LsvpdvCwsOIAgP29SU1OwtilOxSrVMTQyztIxQwJ9CQ0KIE2ppGRZe+wr5M2Y8VdRpqYS4OvJg9BgLK2K4lyjTpbOMz9FPoomyDeEmCexFCtpQ8Wq5TEw0C5jakoqAHr6ehleZ7o+k5XtAJTKNNKUShR6eujpqT6nTFWSlpb2ym2VqUq8Pfx4FB6JkbERjpXssC1hk+lx0vcZGhxOgHcQ5cqXpVz50lr79vUKJDzkAfoG+pQoVQzHyvbZ+p3llFKZhpebD4/CIylazArnGk7oG+hnadtg/1DuB4WhVCopXa5ktsbfhwaHExoUTmxMHGbmppR1KE2psiVyehr5LjQonADfYFJTUilazJpKVR0xNDLU+dn06yv9e42PTeCemzcJcQmUtiuFfYWyWfpbp6WlEeAdRGjwAxR6CsrYlcS+gu7vXJmq1Ky/lUpSU1JR6OmhUDwvU7r0309Gf/uoiGj8PAOJj0vAtnhRKlWrkOXrJDQonCD/+xgY6FO5RkUsLM2ztF1uxccl4O8VRFRENKXKlqCCc9bzTmXnu85sP8pUzfomwCeY+4FhWBQxp7yTHZZWFtne7+ugTFUS4BNMWMgDzMxNqVKrEsYmqlwrqSmpKBQK9PSzP3I3NiYOL3dfYh7HUsTakkrVKmBqnvWx8VER0Xi7+5EGlHeyo0TpYhl+NrO6PDEhCS93X6IjHmNiZkK58m9XvSNyJsjvPkF+IZiam1KpmmOGddDLv9eYJ7Hcue5BUVtrKlWroPrMs3o1s/rvVW0SZaoSf+8gwu8/pIi1BVVqVspyfQo5r48fRz7B28OPuNh4ilhZUsHZIc/rn8zaYuo22Cvqk8zuR6BqfwT7h2BoZIhDRTuKlcy4Pfait73tAVlvT78oJSUFLzc/Ih9GYWJmTHmn7LVhQZW8OizkARZFzFX1+Es5TiIeRuHr4U9qaioVnMtnWFe/3CZKSUnB844PURGPKVbSlkrVKqjvl+kCfYMJ9g/F2MQI55pOWWpHJMQn4unmw9PoGCyKmFO5esVX3nteLpenmw+PI5/gVM2RorbWWp/Nabs9u/fEl8ulVKbh5e7Lo/AIzC3NcK7ulOk99XU/Z+T4ifN+oB+Lpo7k1pVz6mWGRsa07tyDgWNnYFXUVud21y+cZu1PP3D31lWN5RaWVnT9fCB9Bo/FyPj5g/v6ZfPYunqJ+v8Hdm7kwM6N6Onrc/hmKG1raFYC/2tRHYB+o6bw+dBxmZ5HSkoyO9ct58/1K3gSHalerlAoqOXShGGTZuNUtZbWdtOG9ebCqaMMmzyH2i5N+PG7b7h357rG9g2ateabmT9SvJTuRGXZ/S7SXTt/ipXzp+Ln6a6x3NjEhFYdezDgm+lY2xbXeczTR/9m/c+zCfT10lhe1r4CA779jubtuujcLreO7N3GphULCQsJVC8ralucoZPmvJbjZdfdm16sWbyJy2dvaDxkWdtY8fnQHvQa0FXjR9fc6WMApi4ew0c9WmvtLzUlVf2Z734aS7tPWpKcnMLHDfryOOopvQfDTdMeAAAgAElEQVR1Y/iU/jrLokxV8nHDL4h8FM0Xw3syePwXAHSo89nz5Hf9P9bYJiUlhe1r9rL9tz08jnqeF0GhUFCnYQ1GTR9A5eoVtY71Td9pXHG9yfg5w0lMTGL5nLUoU1WNpY96tGbq4jEA/Ll+P5tX/knEwyiN7YvaWvNpv858PqRHthpD2XH5zHUWTF5OaHC4elkRa0t6D+5G74HdMjzuyUOurFm8mQCfYI3l5cqXZsiEr2j5UROd2ylTlezaeICd6/cRGhSutb58JXtGTOn/Ridwu3z2Bstm/46Ph7/GcmMTI9p83IIhE77Qujm2qdmThLgEft/3E1dcb7Bh+Q4S4hLU68s72TFk4pcZJt1LS0tj37bDbFqxk/D7DzXWlbEvRf/RvenQXfMN9/D/TeLWlef12MzRi5k5ejH1m9Tm86GfMubzaep1gb7B6t/Uqj8XUsvleaI4L3dfls9Zy9VztzR+v5ZWFvQa0JXPh/bIsLF155oHy+es5fbVuxrfU89+H1OnUQ2d2+SF5OQU1v64lT2b/yE2Jk693KmqI1MWjn7ltjn5rl9l+297WTF3HY1buTBq+gBmffMj7jee588yNDSgXbdWjJz6NRZF8icYpMuh3cdZu3Srxu/S1NyEvkM/xaVZXQZ+/C16+nqc8dmf5X3eDwxj5fz1nDpyXl33geqcW37UlKGTvnplACMhLoF5E3/h4K5j6u0VCgX13q/F6O8GUrFKea1tMqrLE+ITWTF3HQd3HSMhPlFjG8fK9gz4pg8tOuiut8TbKyQglLnjf+bGpTvqZYZGhrTr2oJhk/phZaP5MnHj8h38tmQLH3ZqRvcvOjFhwCxinsQC4FCxHH2HfcrssT8BsO7vpTjXdNJ53MtnrjOm73T09BTsdl2vcZ0f3HWMdUu3a9x3bYpZM3L6gEzPJ6f18f3AMH78fjUXT11FqXy+nZ6egvea1GHYpK90tmOyKzEhiQ51epGYkKSzPQXwRfvh+HkGUqJ0Mfae36C1/u8/jjB/0jJsilmz79JmrYffe7e9WTxtpcbQTT09BY1a1GfC3BEUL6X9jFQY2h6Q/fY0qIL/65Zu46+th4iLjddYV8ulGsMn99eZ1H7igFmcO36Zb2cOwbmmE/Mn/YKf5/PnDIsi5gyd+BVd+3Qg5mksS6at4tiB0xp1/YedmjF5wWitB/L0NtHmIytwv3GP1Qs3ERURrV5fxr4U3/00lprvVcXfO4g545Zq3DeNjI34ckRPvhrZS+f3FBURzeoFGzm67xRJic+H8BoaGtDm4xYMm/yVVjsN4IPKXVGmKtlydCXrft7G8X/OAmBgYMDYH4bS5bN2QM7b7Tm9J6Z/XxsO/kKATzDL56zlYVjE8+2NDPm4d3tGTOmv8+Vbfjxn5CjokRAfx5i+HYl4EIZj5WqUd6pCSIAvnm43OLR7K243LvPL1kNYWhXV2G7f9rUs+2ECaWlpGJuYUL1uQywsi+B19zahQf5sWbWYq64nWLhuL2bmFs9OtjjlnaoQGhxAYkI8lkWssS1RCn0DAxQoKO9UhYT4OPXDtJ2jE/r6Bhk+9L8oOSmRKUN6ce38KQDKOlSkUrVaJMTFcuvKOW5eOsuo3u2Z8fMmGjTXfrAF8HK7xbqlc0iIj6N4qTKUKF2OYH8fHkdFcPH0v4z9qiu/7zurFbzIyXcBqkDJpIGfPuvdUQznGnUxNbcg2M8bb4/bHNq9BbfrF/l1z2mtY67/ZS5bVi0GwKqoLTXqNULfQB/3G5cJCfRl5piv+HLERL4YPjHT7y47Ni5fwKYVCwCwti1OjboNiYt9yu2rF5g7fhD2FSvn6fGy6/iBM8z69keSk5IxNjGitkt1zC3NuHvTi7CQByyfs5b7gWGM/WForo5jaGhA264t+XP9fv7df4qhk/pp3SgBLp25RuQjVcWqK6DysuSkZMb3n8nlszcAsHMsQ+XqFYmPS+DGxTtcv3CbId3HM3f1FBq10H2zvH31Lkf/OqHR0ChjXwqA9T9v5/eftj7bd1kqVLYHhYJ7t70JC3nAmsWbCfYPVQdI8tLdW16cOnwepTKVug1rYFO8KO43PAkNDmf1go14uvnyw3Lt6/W3JVvYsOwPAKxsilC7fjX0DfS5c82DYP9Qpg2bx9djetN/TG+tbacNn8+pw6pgbulyJSlfyQ4DAwOC/O/j7xWIv1cgE76eyS/b51G34et7KM6pq+duMvar70lNScXaxoqqtSthZm5KoG8IXu6+HNhxlNtX3Nlw8BedU7D+/tNWLpy8gpVNEVp3bo6BgT7njl/G3zuIyYPmMG7OMLr27qCxjVKZxszRizj292lA1bip+V5VlGlKbl+5y/3AMGaP/RG36x6Mmz1MvV0Z+1I8fRKjbqSUKF0Mc0szStuVwszcBMfK9kQ9ekx05GMMDQ0o51gGABOz53Wb63+XmDZsPkmJSRgZG1G7QXWsrC3x9wrE28Of35Zs4eYlNxau+x5DQ81b3oWTV5g8eC5JiUkYmxhRt2FNDI0MuXnZjc2r/uTMvxfy5o/ykuTkFNVv9owqUO5QsRwVnB0IC3nA3ZtejOg1OcPgQk6/66x4GBbB8P9NJuJBJHUb1aRSNUeC/UO5cPIKB3Yc5e5NT5Ztn4dVUcvcfQE58GI9ZG1jRa36VUlMSOL6xTusWbw5R4lu3W96Mrr3VOJi41EoFFSr40ypssW5HxSOxy0vju47yRXXGyzdMltn8AJgxujFBPoGU6ykDbVcqvM0+inXL9zh6rmbDO4+jl+2zaVa7czvcWlpaUwcMIsrrjcBqFa7MqXsShIXE8+dq3fx8wxk6tB5GQbaxdspPj6BYT0n8ig8kopVyuNYyZ4g//vcu+3NgZ3/cueaB6t2LaSItfZvLuZJLNOHz1cHPACKlbSlVcdmLJ2xhpinsRz562SGQY9De44D8F6TOhoPMWuXbmPd0m2A6oGjVv2qxMXGc+OSGzNHL6a8k12G55PT+jgqIpoh3ccT8TAKQyND6rlUw9rGioiHUdy87MblM9cZdu0ua/YsyVZvOF2MTYxwaVaXs/9e5NLp61pBj4gHkep70oPQRwT7h2r1fE2vb5q2aajVjvO+68uwnhNJiE/EzrEMNsWLEugTQlRENOeOX2bkZ1PYeGiZuodaure97QE5a08/jnrKsJ4T8fdKf44ri1PV8jyJjuHWZTduXXZneM9JTF08hrZdW+g87u2rd1k2+3eSk1Oo4OyAoaEBvp6BxDyJZdHUFVjbFGHj8p14uvlgW7woZexL4e8dxNPHMfx34AymZiZMzuBlw7Y1ezi0+z8MjQypWrsScTHxBPqGcD8wjG+/+I6F675n0oAfiI2Jo6xDaaxtrLh325ukxCR+W7KFUmVLaA1pDAkIZVTvqYSFPFDfe8ral+JReAQ3r7hzcNcxrl+4zbI/5lK6nO5RA1t/3a0OeIDq5Wd6T+acttvz4p64b9th9m45iJ6+HnaOZbG0ssDHw4/EhCR2bfhbVW/9+K3GNvn1nJGjoEd8XCyJiQmMm72MDt37qJefPrKfOeMHEejjyaoF05kwd7l6ndv1SyybPZG0tDTqNmrOlEVrsCmm6qWRlpbGgR0bWDZ7IndvXeXH78YwbcnvAHzy+SA++XwQo/t04M61i3zQoSvfzPhRvd+1f5/j2vlTjO//CQA/bjqg3m9m1iyewbXzp9DT1+fbmUtp3623Ovr49HEUcycM5tLpY8wZN5C1f5+jWMnSWvv4d/8OSpax44eVW6nX6ANA1Xtk9YLp7N2yhpAAH04e3kvbj59H+nL6XQCs+3kOqakpvN+yPd/9tF4jsHH8n93MHT+IQF8vju77g049v1SvO3vsgDrg0blXP4ZOnIOxiSqqmZqawoZl89n2649sXL6AyjXq0uiDtln6DjNz7/Z1Nq9UTaXVtutnfDPjR3WZw4IDmDKkl84ZefLLg9BHzJv4C8lJydRyqcbsFZPUXelSUlL4Zdbv7N50gD2b/+HDzs2o0yB3N5pOPdvw5/r9PAyL4Nr5W9RvUlvrM4f3nABU0W27Zw95r7Ji3noun72Bnr4eE+eNpOOnrdXX8ZPop8wcs4QLJ6/w/ahFbDm6UucbhsN7jlOidDHGfD8I+wrluH31Lo1avEdsTBybVv4JwJAJX9J32KfqbVJTUvll9u/s2vA3B3cdo++wHjnqWv8q9wPDKGprzaJ131O1tmoIljJVyaqFG9n2626OHzhD45b16dD9Q/U2p46cVwc8uvbpwKjpAzW6v//+01Y2rdjJ2qXbqFKrEo1buai3PXHQVd3oGD65H70GdtNo0Fw8fY2JX88iOTmFnWv/eiMbHmsWbyY1JZUmrRswe8UkjcDGv/tPMXP0YgJ8gjm0+zgf926vtf2Fk1eo3aA6C36bru5SnJiQxMzRizh15DxLZ6yhQdO66qAYwNZfd6kfwnsN6MqQCV+qI/kJ8Yn8PGsN+7cfYe+WgzhVc1QHTab/+K1Gr6jhU/rTunNz9X63HF3JmsWb2bh8B6XtSrHl6EqNsoaFPGDm6MUkJSZRo14V5qyaotF9+NThc8wYvZhLZ66zZvFmhk/up14XH5vA3PE/k5SYROXqFVm49jv1byM+NoG5E5ZqNCjy0p/r93P5zHUUCgXfzhpCt74d1esun73BlMFzeBD6SOe2Of2us8LL3Rd9A31mLpug8Xe44nqTiQNm4ePhz+qFG5g4b2ROTjvH3K57sPbZQ1iH7h8yfs5w9W/6YVgEU4bMxe26R7b2GRsTx4T+s4iLjadE6WLM/206zjWev0W+ddmdKUPmEvkomsmD57Dp8HJMTLV7Xgb6BtO1TwfGzBisfojz8wzk2y+/40HoI2aNWcKWf1dk2q378tkbXHG9iYGBAUu3ztaoW2KexDL2q++5c82DXxdtokP3D/NlWKF4/eJjE0hMSGLywtF06tlGvfzEQVdmjl6Ev3cQy2av1dnYv3j6GoaGBoz5fhAuTesQ7B+KmYUpxiZGfNi5Gfu2HebY/lOMmNJfa4hGfGwCp46cB+CjHs/vn3dverH+5+2A6rc2Ye5w9T0kNCiccf1nqh9OX5ab+njH2n1EPIyidLmSrN69SGM7P89Ahv9vIo+jnrJpxU5m/DI+y99vRpq1bsjZfy9y4+JtkpOSNd48XzpzQ+OzV8/d1Ah6JCclc9lV9Znmbd/X2newfyjFStqweMNM9e84JSWFZbPXsmvD3wT5hXDi4FmNB+HC0PbIaXt65uhF+HsFYmhkyOQFo2j3SUuNfU4bNh+36x7MnfAzFaqUx0nHw/a/+09R2q4k836dqh7iFeATzJDu43kS/ZTpw+djZGzEtCXfqntBxsclMGXwHC6duc6hPccZ/f0gzMxNtfZ9aPd/NGxej+k/favueXH8wBmmj1hAXGw8oz6bTKlyJflpyw/qAHdoUDjDek7kQegjdm/6R+NvrUxVMn34fMJCHmBTzJr5v02jet3nvVj8PAMZ//VMQoPC+W7EQtbsXayzvj+0+z9qN6jO4HFfYGZhytVzt6jdoHqO2+15dU/cu+UgdRvVZNL8UerfzePIJ0waPJtbl905vOc4A8d+rh6ulZ/PGTmesrbPoG81Ah4Azdt14Ythqsro2P6dRDwIU6/buHy+Kn9EGTt+WLFVIzChUCjo3KsfX45QvbE9cXAPPh53eJ0ehYeyf/s6AD79ajgduvfRuKgsrYoy/cd1WNsWJ+bpY3ZtXJnRrvjup/XqgAeAgYEhQyb+QBFr1Y/d7foljc/n5rvwvnsLgDZd/qfVk6NVx+40a9OJGvUaqsdzplv/81wAqtVxYfT0ReqAB4C+vgFfj5mm7s2ycdn8DM81u7b+uoS0tDTKO1Vh3OyfNcpcqpwDP6zYgoGh9tvm/LJj7V+qcaPWlsz/dZrG2EEDA1VjIj3wcGDH0Vwfz6mqo7p75pG9J7TWx8XGc/qoqiHS8dM2Wutf9jAsgr2bDwLw2cBP6NSzjcZ1XMTakh9WTKSorTUxT2LZsfavDPc14+fxfNC+MY6V7enyWTtKlC5GgHeQuttd516agTB9A32GTepHeSc7XJrWITriSablzYmZy8arAx6gGoM7fHI/XJrWAWDL6t0an/9tyWYAatSrwtgfhmm8TdE30Gfw+C/UPV7SI8vpDu9VvfmqXrcKvQd313qD07B5PXX3cn9vzWEzbwpPN18A2n/SSqsnR5suH/BB+8bUql9No9vpiyytLJi7eorGGGpjEyOm/ziWYiVtSE5KZsvqXep18XEJbFml+v8H7RszctoAjQakiakxE+eNxKVZXQDW/bSN5KTkPDnXLat2ERsTh0URc60Gdnp5Bnyjuk/t2vA30ZGP1ev27ziifqs4b81UjWCgqbkJ3y0dl+dBPFA1eLasUt3gP/6svUbAA8ClaR2+nTVE57b58V1/PqSHRsADoH6T2gwa1xdQ1YMvdlnND2t/2kZaWhrONZ2YsnC0xm+6eClbFq6dnu0x/7s3HiAqIho9PQUL136n0bgDVdB57q9TANVbub//OKJzP3Ua1GDc7GEab60dK9szc9kEAIL8Qjh9+Hym5fG84wNAOccyWg80FkXMGT65P+Wd7HCu6cST6Jisn6h44305vKdGwAOg5UdN6Df6MwCO/HWCR+GRujbly5G9+LRfF8pXsqdpm4bUe181HLvjp6r2XMTDKK6cu6m13cnDriTEJWBuYcYH7Rqrl29cvoO0tDQcK9szecEojXtIabuSzF8zTavHXLrc1Mdez+5b77esr7WdY2V7Ph/SA+caFfMst0eT1g3Q01OQEJ/IjUtuGusunbkGqN44A1rf39Xzt0iIS8DM3FTniyuAH1ZM0vgdGxgYMGJKf2yKqR6ab1+5q/H5wtD2yEl7+vbVu1w8rfq+R0zprxHwAFXvz8Xrv8emmDXJScmse6nN9qKZv4xXBzxA1YOyfTfV/pTKNK1hn6ZmJvQbpfqNpaak4ucZoHO/1jZWzF41WWOoSatOzXCq6qje98xlEzR69JW2K6l+qeTl7quxv5OHXLn3rL6funiMRsADVNf7rGf3D/cb9zh3XHcvRksrCxat+57aDapTqVoFeg3oCpDjdnte3ROtbaxYtO57jUChlU0RvpkxWP3/O9eev6TIz+eMHAU99PUN6P6l7kZZl8/6o9DTIzU1hYun/wUgLjaGGxdVb8w69+qHqZnubrvdvhiCsYkqynb22D85KVqWuf73Dykpqsbgp/2G6/yMmbkFrTv1eGV5ytg7UqVWPa3lBgaGOFZWjTl/+vj5+KTcfhdWRVVdEHeuX0ZYsPYP9PufN/Lz1kN07vU8gu7v7YG/t+oC6/7FEBR6uv/snf+n2sbT7QYPw0J0fiY7khITueKqerD/6NO+OpOWlnWoSMMMhg7lh7PHLgKqMX0vj5sF1QP2xPmjWPDbdPqP1h4KkRPpjZFTh89pTcV54qAriQlJmJiZ8GHHZpnu6/TR86SkpADQa8AnOj9jZm6q7hKY/mbnZbbFi1K7QXWt5dY2Vup/r1qwUSP3AKgehrceW8XSLbM1cizkFecaFXmvse5GRfcvOwHg7xVIsL9qymo/z0B1t9Se/T/WOXwI4JM+qrff9257a7xRn7VsIluOruS7n8ZmWKb0Hg6JCYkZfqYgWT+7jrev2aNzXPCcVZNZtWshXfvo7gHQ7pOWGn/3dKbmJuq3FWePXVIHTW5euqPuXt1ncLcMy/XFs+h9xMMojRtebpw46ApA687NM0wQ93Gf9igUCpISk7hw8nn+JNdjqmB0ow/e05kgztDQgK6fZ72XRFbdvnpXnXcno/23/biFziEkr/u71tPXo2d/3XmdOvdqh4GBAUplGq7HL+n8zOsQGxPH1XOqYH/3LzrpTCpY1NY62zOinDmqGrrk0rSuRkP5RbXqV1O/jUx/C/uy3oO66XwLV6t+NfV+zzy7z7yKta3qNxfgHcRfWw9pjKUGVYNz67FVLPz9uwIZXiReD30DfXrqyCkB8MnnH6GnpyA1JZXzJ3Q/+HzYqanO5dXrVlEPQ9H1guXQbtVD9oedm6mDiEmJSVw+qxpy17lXO53j5+0cy2Q4TDY39XH69f/fP2e4flH7pWfvwd1Zd+DnXA8zTlfU1ppqdZwBuHTmusa6K8+GCn85oicA117KTZL+ENqoZX2duQnK2JeiVn3t9pChkSGOlVVDc6KjNB/eCkPbIyft6fQhpBaW5jp7noLq5d3Hz9or505c0ch/ka5E6WJawQN4HrgCdOZxK1Xu+b0/NiZeaz1Aww/q6ewBYl+hrPrYuoYwprcrkpOSSU5OUS8/flD1DOhQsVyGv6VqdZzVL0hPZ9Bub9i8HuYWZlrLc9puz6t7YtM2DbWSxwIaiV+fRD/PPZifzxk5Gt7i4OSsla8jnaVVUcraOxLs74OX+02gL7733EhNVf3Ba76n3RUsnamZOZWq1+bO1QvqHg2vy707qkrNzMKSq67aN4R0sTGqP0xokD+xT59ozU5T1kH3hQFgbqFqmKS8cLHn9rvo2PMLNvwyD49b1/i8bT0qVatN/aatcGnaiup1G+gMLHi+kGA1/H4Qx/bv1HnMqIjnCfE83W5mmIA1q4L9vUlMUFUizjW0A0PpqtVxwfW/g7k6Vk4kJiSpH5ar13XO8HN53Y2wbdcWLJ+7jtiYOM4eu8iHnZ4HNw4/G2PbskOTLM0c8H/27jugifONA/g3QNggQ5A9RAREBfdedddWbZ3VWuuqu26tVq17W+1PrduqdVfrrBsXThCRIXsP2Us2hOT3R8hBSAJJCKDx+fylyd3lclzu3nve932eEP8IAICOrjaTH0AcwUXkfVwy8nLzRTJKS5qbZ2FjhnZd3eDz3A83zt/FncsP4d6pJTr2aIPOvdrVem5tTVp3EA3ECFS+yYQFRsDKzhwhARUJepMTUsU29gAwOVMAIDQwgpnPrKGpDvvmNsx7PB4P6SmZSIxLQkx4PIL9wpgGD7fKaKqPxdDvBuHI76cQ5BeGUT2nonlLB3Tq2RaderVFq7YuNSaCcpPimGekZiIrIwdGjQ2YHgt1DXW4tJacu6BVO/5nl3HKEPYuEm06t5Lj21VITkxlegpLiksl/q0Bfk95bk4ewgIjmYfjsHf8/a48ikhkn8UkTqstweey1dlwcLITu4yqmipcWjfHy8fCSa7r+ljbNLUSG/AC+MFT22ZWiAyJYXpl60NkSAwT2K0uN0ardi745y/pE5gKRkSJC/ZW5t6pJd56BTLLV1VdI6yFe3OEB0Uxoziq02tgF/y5+RhysnKx/dd9OLj9JDp0d0fHnm3RuVc7qas+kE+LfTNrsfk6AP7DnqWtBeKjExEaGImvq7zPVmdXOxrty5H9yhMSPseSwtnMUPTUpHT4vvRnlhGIi37PJNB1aS35utiyrbNIvqPaXo+/GjMAdy4/RE7mB8wZ8wvMrZuU37faoX03N7EPnbXVo39nBL4JgddjH2aqTURIDDLTs2Ftb4neg7thy7I9yM7MQWRoLDOtQtAG6DlAfFJvK1vRqfACgk6JyknCgU+/7SFve1pwbXRxc5RYWQ4A86BdWlKKmIh4kYS2lYMblVWefmFqIZp8U6PSSCZJx1XStjU0+dtuYiE+h6TgfQBCo++ZdrueTrW/E0EwMlTC/UMw0qQqedvtironWtuJn5bPYrGgpa2F/LwCcErLar2/8pAr6FFTzgxDY1MkxEQy1VBysiqGwta0rqDMa+V16kJWRioAoCAvF5uXiR+1UlVOVoZI0ENLSzTKJlDR+1MRIa7tsRj/00J8yMrE5dOHweNyEfbuLcLevcWZg79DV68Regz4CiN/nA27ZhWN9crBjEM71lT7mQKVK9nIq/LnGhhJzn5vJGVpX0XLTK8YgWNoLL6hXxf0DfTQo38nPPjvKe5cfsgEPVKT0vH2VQAAYMjomqe2ABUP7/l5BVi3YGcNS/PlZH4QCXpIanQB/Okla+ftgPfTt/y5rJ6+8Pb0xb5Nx2Bu1QT9h/XC2Knf1Envo7GJ+OAqAKGhhjnlUePMtIpgxp9b/pLqM3IyhXtcigqL8d+Fe7j1rweiQmNFRuN87CbOHo2crA+4dOI6uFweQgMiEBoQgZP7LkBXXwe9B3XF2KnfCDWwKmtcTXm4yg/EmenZMGpswBw/AyP9akuFstXZ0NPXRXZmDrIzaz8VqnLg6ubF+7h58X6N6wh61zgcDnJz+FMEJD3kA6i2VJ68BPutb6BX7fEyNhU99+v6WDcW85mVCY5VVqVjX9cqf5Z+NdcYAzE9i5Lk5eYzgZTqrjFAxd8hP68AHA5HKDcHm61W7XB7wVD2yhW1JNFrpIsdx9dizc/bkRibhA/ZufC44QmPG54A+A8FQ0b1x1AJPfDk02RUw/lnZGKA+OhE5h5XmX4NUz0GfdsHB7afQGF+ETzvvUT/ofxp2Hcu85OWW9tbolU7F2b5rDTp2kTirou1uR4D/IfhFdvnYfeaQ8jPK0BSfAqunL6FK6dvgc1WQ4cebTDihyESe8bl0b1/J+zfehwRITHISMuCsYkh03nUvpsbtLQ10cK9OfxfB8HnuR+aOdshOiwOSfEpUFNTk1hFRVtM73tV4qaXfsptD3nb04L7U02/g8r3pqptNgDQ0a05KFZTXiVJxI2mEN6ubNdjwbEKehuKdW9rzmmYkyX+Hq5nIPn3L2u7XVH3RABiR3kICJ6LeRA+/+vrOUPukrXV4fH4Ea2KXA0VX66m5FuVS77VJW4ZP8pkYmaBTlIm7dSUMBVFNrU7Fiqqqpi9YjNG/jgLj25dxstHdxHk9xqc0hLk5ebg1qXTuHvlPFbuPMKUny0r/64sFRUMGfWDVHtZ3QgWaUn7N1RTkxzdrUtlnIrIq4T0BnLj1rDBIaP64cF/T/Hq8RvkZH5AIyN93CmvnmJhYwb3GiKtzOeU/21NzRuja58ONSzNpynmglTdA5ShsQF2n9qAYJnnvfoAACAASURBVL9wPLz1FC8f+SAqNBY8Hg9JCSk4ue8Crp+7i/0Xt0qMiNeFyo0GwRxjQaReRYWFoWPFD5WsyqpSsti4qATMG79SaMpLEwsT2DWzhqNrU7h1cIWf9zsmr8LHSEVVBfN/+wljpw6Hx3VPPH/gjXe+ISgt5SDvQz5uXLiHW/8+wNr/LRU73LO6c0FwLQEqjnnVm1d1BH8fRVzfKw//7zmgM4waV3+jBgDn1hVVDFgslsS8JgKyNmakIfV1Ucy8+bo+1ioSpj4KlHHKJO5bfRB8vtj3ymTo/ax8GKW8DwMAC7Kdt4JqWGx16Y5XC7fmOOtxAC8f++DJ3ZfwevKGuRYF+4Uj2C8cdy4/xO5TG8QmkCPKhyc4h8T85qq7VgP84ETnXu3w/IE37lx+yAQ9BCNKKycwBVDjb0FAjS16Xazt9Zi/P/3Qc2AXPL79Ak/vvcSbFwHIy81HaSkHzx944/kDb4yePBTzVv8k1X7WxK6ZNaztLRAf/R5eT3wxeMQX8CrPLyHIGda+uzs/6PHMD2MmD8MzD/7UvrZdWol0HtXGp972kLc9LbgH13SfErq+i1lWRbXuAsGqNfzOZCX4rbRway5VCWZtPfFBF9Vq7tcyt9vr6Z6osP2Vk1wtl5ys6kcBZKTx55ELevcFeSgE75lb20leNzWpfB3RChOKJEgyqtfIUKgaTF1T1LFoYmGNMVN+xpgpP6O4qBB+Xs/w9P4N3LlyDpzSEuxeuwidew+EuoYG8115XC6mLlwNPX3Rus91wbDSSJbM9BRY2Yn/cdf1qB5J9CtFSSsn1KqqqLAYLBZLpLwYIPniXpBbIP6Nch17toOJmTHSkjPw4OZTfPP9l8wwty9H9pP6QaWRIb93U7+RLpZsEp+bRlFc3Bzh4uaIWb9MQlZGNrw93+LOlUd4+eg1sjKysWfDUWw7ulqhn1nd3yVDqFeKf04LRqxwuTzMWDZR5qRn6xbsRGpSOjS1NTF35RT0GdxdJLL85kXdTr1TFDNLU4yfMQLjZ4zgJ2t7FYDHd17g1kUPlJZysH3lPnTr20Ek2Wl2hnTHXNAbIOj9z878AG4ZV2JDvLioBHkf+KMrxM33lVXlv8ugEX3Ra6Dk6YJVqampQd9AFzlZucisUhO+MkWMSKlKcNw+ZH1AGadMYq+9uM+u62Nd0/cV/P3FjUKpKyaVSmkmJ6YKldasTFK1G3F09LShpqYGDoeDjNTq2zOCBJK6ejoif6vSUg4K8gslDr0XbFuWnk9VNVV069sR3fp2BMBPhPrioQ+un7+DqNBYBPgE4/Kpm/humvgcTuTTIqkXVyBdjnOosi9H9sPzB97w8vRF3od8JCemIiYiHioqLJE8OJV7eDPSsiQ+XIjraa/N9bgyXT0dDBnVD0NG9QO3jItg/zA88/DGtbN3kJWRjQvHrmHQN19ILMMrq+79OuHs4cvwevIG/Yb2hP/rIKiosJiEsO27uuHY7jN4+yoQZZwyPC/PrdJrUNfqNiuzT73tIW97WnBe13gdrvS+LKP6Pkb6hvrISM2Ea1tnzP9NMQE8SaRttyvqnlhf+ysvucJXcVGhKC0Rn0gnIzWZSbDp3Iqfx6GpkysThQvwkZzFvCA/DxEh/OH9do4uEpdThGYu/AtadHgwsitNw6jK//Vz3Dh/HN5PH4hURJFHbY5FdmY6PO9dx9nDu5kkrACgoamFjj37YeG63Zj1ywYA/EBCQgx/3phj+XcFAN+XnhI/M+V9PP49eQDPPG4i90Pthy9b2zlAuzyvSeAbyYncwgLfSnyvLukb6DEN6GC/cInLnT18GX1dRmBc34ppUILhXIX54hMfJcS+r/azKzc4Ht95gYiQGESHxUFFhSXa+1KN5q78ETlRYbHIypD8N3vrFYgrZ27h1ZM3TO+jNOKjE3Hn8kORyjWGxgYYMLw3dh5fw4wW8H8dJPV2pRUeFC3xvcqfJ+gxqhw19xGTsV4gOTEVF45dg+e9l8w0h7ioBOY8mDJ/HIaPGyx2KF1iLD8YKctxrC/ZmTl4fPs5/t7/DzNUEeDPa+3cuz2WbZ6LuaumAuA3XOOiRc/TIL8widsP8OFnnLd1sIKuPr+XS3DMS4pLEOwveV1/73fMMWvavPZzNC1tzJlhp9X9rbllXJw7cgUeNzzxPq6iophzK/6c9erO25CAiFrvZ1WCc7W0lINgf8nXnVAxn13Xxzo6PA6F+UVi38vOzEFi+XWtZdu6vT9X5tiiKTM6TZDQVByfZ5LPgapYLBYcXfnzof2qVG6o6q0XP6mipHnF1eU38S+v0FBd/hWBAJ9gXD1zWySporW9JUZPHorDV35n5o4H1MG1ljSMmIh4iRWW0lMymWTULtXks6lO9/6d0MhQD2WcMjzz8GKSFbbr5i4SQLRuaslcU6tWF6mscu4sgdpcj0tLOXj56DXOH7uK+OiKJPoqqipwbeOMnxZPwJ6zm5jXFdnW6NGfn5fDy9MXgT7BKCosRvOWzZgOE9e2TtDS0UR+XgG8PH0R4BMMFouF7v06KWwflKHtIW972rH8nhbsF15tpbG35clt1dTU6nVEcV0QtNur+50AwN0rj3DrkgdCqmkniCNPu12R90RZ1edzhlxBj+KiItz+94zY9/45vg88Hg+aWtro0IP/8Kato4u2nfkl8K6dPYbCgnyx6/578gBKivnBlK59hLPaq6jwAwVllRryFe9VfA1x74vTvd+X/OHNXC7OHvlD7DIcTil2rpqHXWsW4vieTRKrnsiiNsciISYSa36eiCO/r4Pviydi12tiWTFPX7M834hji9ZoYsHP4n3+6B9MItWqTuzdin2bV2Dj4qkKCfCosdXRpQ9/isGN88dRVCg6+iEjLQWe967X+rPkJehNu3/jCVMVobIyThke3XxaXsKt4gcuuCEJkhJWdftfycmJBAQlaX1fBODa2dsAgHZd3SQmRRKnx4AuYLFY4HJ5Eoc9cjgcbFm2B9tX7MORnackVjQR58F/T7FuwU7sXH1A7PEBAHMrfk6W6ubxycv3VQBTjaUyLpeH80f45Xdbt2/BzDF2aunAZMw+feCSxOHwR3edwR/rDuG3uduYBkRWekXvhKTe5PdxycxDCUfKa019iotKxIoZm3Bg6wm8lvAQKPh7AYCWmCHyty55oLBA9ME3J/MD7l55BADo82VFxYA2nVsxDcTTB/+VuG+nD/JLC+sb6MGtUvLHyqMVxP29BO9XnlojeL1bP/7v99ZFD4llVO9ceYg9G45g9ZytiIuqKPUnuIm+fvYWESExIutxuTxcPqX4KmIt3J2Y8+vckctil3nm4YXkxFSR12t7rGtSWlKK6xJKc188zs8Ro6GpLnEue11gs9UwYFgvZh8yxeQTCQ+KwsPyjPjSEpTp9H7qK1JSUMDfO4gJ9El6yLl08obY1595eDHnW28x08iqOrrrNLat2IvDO0+JfV9TSwOG5TlCxE1RJJ+m4qIS/PeP+PwX545c5rentTXRuVc7ubbPZquh/7DeAIAnd18yCUjFda6w2WrMNfXK6Vti7wMZqZl4JKZqQ22vx7/O3Iz/rTuMGxfuiV2viaUJ03ZRZFujVTsXNDLSR3ZmDs4d5bcpKpehVVNTY5Jo7t96HNwyLlzcmis0sbAytD0A+drTghFBebn5uHrmttjtfsjOxfVz/PtS++7un/zUPsF3jgqNZarIVZUYm4QNi3dhw6JdTLUXacnbblfUPVFW9fmcIfdT/P6tK+Ht6SH02rWzx3DxxH4AwKgfZ0NXr2I43oRZS6GiqorUpASsnv29UJJLALhx4QRO7tsGAOjz5bciZWArRgy8RHJCrNCUCMF7APD4zlXk5eZIDCYIWNo6oP/QMQCASyf24/zR/zH5EQB+gtONi6chIYb/UDtm8s/Vbk8W8h4LV/cOsLTlR0V3rVmI2EjhBDjZGWk4uXcrAMDe0YWZOqOiqoofZvNrPof4v8GmJdORl1txkeWWleH80f/hzmV+IGvQt98zU2Jqa+KcZVDX0EDK+3ismTdRaARJZnoq1sydUOPfqi6NnfoNNLU0kJP5AStmbBIatllaUopdaw4iIiQGLBZLaDhxy/LkX3evPBK6aJUUl+DE3vO4crrmajTW9hZo3aEFOBwOLp/iL//lKNnK91rbWzB1yM8fvYrTBy4JzbfLzyvAmp+3M70n46aPkGn7A4b3hqqaKkqKS/Db3G0iw1pDAyJwrbxWtyJ7PgS4ZVwsn76RyQoO8I/xlmV/IMgvDCwWC5PnV5QSVlFVYf4f5BeGtfN3CF1EuWVcnD5wiUmy9tXoAUwAy8bBkmlUXT1zW6TXISo0FosnrWGy20vqEW9ILdu6wLo8R8n2FfsQEy4cMMrKyMbR3fzfeVMnW6YEXmWpSelYPWcr8nIrjltmejZ++WkDcnPyYGhswNSDB/gPY+Nn8M+rx7efY+/Go0LHrrioBNtW7IV3eRnA6Ut/EJpSw2KxmEpFzx94Izszhxl9A1QkEUtJTIOf1zvkfchntj9x9mioa6ijIL8Qi378TaiXEAC8PX2xc/V+5vt2qvTgMGhEX9g52oDL5eGXaeuFjlVpSSl2rvyz2h4rebFYLMxYOhEAv8TjoR1/C/1mg/zCsHnp/8SuW9tjLY0D246LNMRuXryPk3/+AwCYOGdMnVRSqM6U+eOho6uN7MwczBq1DF6evuBwOCgqLMbdq48w7/uVQiUBpTF8/GAYmxqBy+Vh2dT1IhnyA3yC8etMfu+ytb0Fvp0wROx2PG544viec0K9r/6vg7Bx8S4A/KoDgvwA1RFU0Qh6G4qD20+KPNjcOH+X6fGri2staTh7NhwRqdR0+dRNnC9/CP9u6nBmZJ08hpS3K54/8EZoYCR0dLWZB5yqpswfD3UNdSQnpmLlzM1C1+KMtCwsn75J4r1P3utx5cDMucNX8LhKic7SklLs2XAEXC4PbLYaOvaUXA1QViqqKkw+tKf3+COS23cT/r0K/h9ZHhzvOVB81RZ5KUPbA5CvPd2yrTMT0Nu76RjTsSKQmpSOJZPXIisjG2x1NmYum1hv36euDPr2C6adtm7hTrx89Fro/fdxyVgyeS3KOGXQ0FTHyIlV6zZVT952u6LuibKqz+cMuXJ62DR1RE5WJn75aRScWrZBE0trxIQHIy6Kf0Pu1LM/JsxeIrROy7adMHv5JuzdtBxvXj7G+H5uaNWuC7R19RARHID3cdHMcgvX7hL5zKZOrnj56A7ioyMwvn8bAMClp6EwMDaBla0D1DU0UFJcjP1bfsX+Lb9i6HeTMW/1jmq/x8+rtyMhNhJBb71xaMcaXDp5AC6t26O4uBDBb18zgYHxMxYxSUEVQd5jwVJRwaJ1u7B06kikvI/HlKHd4NyyDUzMLJCTnYUQ/9coLiqChqYmFq7bLZQXYtC34xERHIDLpw7h0a3L8HpyDy3bdQabrYGIYH+kvI8HALTp3BMzl61X2He1tGmKhet2Y/uKufD29MD4fu5w69ANZRwO3no9RXFRIVq161LtVJ+6ZGVnjuXb5mHdgp3wee6Hb7tPhnsHV6iyVRHiH8HMbZu6cDxaVipf+f3MkXju4YXSUg6WTl0Ha3tLNDLUQ0xEPPI+5KNDd3fk5xUiqIbMzENG9Ye/dxC4ZVzo6ulIbIhUZ9G6WYiPfo/ANyH4c8tfuPDXVbi6O6G4qASBviHMQ//EOWPEJq6sjrlVE0xb+D0ObDuBl499MKLHZDi3ckQjQ32kvk9DsH84eDwerO0tMGXBuJo3KKPW7Vsg8E0wxvebCfdOrtDR04G/dxAzleenxRNEHiiGjOqHsHeRuHj8OjxueOLFw9do3cEV6upqCHsXxfSgt+vqhrkrpzDrGRobYOjYQbhy5hbevPDHmN4/oV1XN6hrsBETHg8/73dgq7Px5ch+uHnxPkqKS5CekvlRlZJUUWFh2ea5WDBhFZITUzFh4Gw4t24OU/PGyMn6gKC3oSguKoGGpjqWbZ4rNneMsakRnj/wxohuk+HeqSXKOGXwfRWIooIiaGprYvXuRSK5UsZPH4nwd1HwuOGJs4cv4/a/D9GyrTN44CHgdRBTvWLExK8wfNxgkc9s5myPAJ9g3L/+BPevP4FdM2ucvr+//D07APzerVmjlwEA1u9dhi++6gE7Rxv8umM+1i/4HZEhMRjffxZc2zjB2MQQCTFJTG+FiZkxth1dLfR92Ww1rP3fEsz/fhWS4lPww+C5cO/YErr6Ogj0CUZGWhbcOrrWONRTHgO/6QN/7yBcOXMLJ/aex53LD+Hi5oiMtCwE+gRDjc2Gc2tHscNaa3usq6OuoQ51DXUsnboOTq2awdLGDNHhccxoq259O8ocOFWExk2MsPnQr1g6ZR3ioxOxYMIqoUS0Gprq6DmgM57cfQlVKRPa6TXSxcb9y7F40hqkvE/D1KHz4eLmhCaWJkiKT0aIfwR4PB5MzIyx4c/lYkuIq6iw4NrGGYd3nsKNC/fg1LIZMtOyEOATDB6Pn5T6tz8WS7U//Yf1wu1/H+DVkzc4ue8C/vvnPhxbNAWbrYaYiHjmAbLXoK7oPVi26zj5eNk6WCE76wMWTfwNzq0dYW5liqjQWMRG8kdBdOnTHpN+/q5Wn9Hc1QHNXOwREcxvW/b9uofYHGUAv020bPMcbFr6B14+9sHI7lPg3rn8PvAyAEWFxRKvi7W5Hv+0eAJePfZBalI6VkzfCFsHK9g6WKGkuBRh7yKZEV4zl0+SOBpCXj36d8KtS/xOXLY6G63bC4+Oa1+ljdFzgHz5SiRRhrYHIH97euXvCzD3uxWIDovD2vk78Nf/zsHB2Ra5OXnw8w5CaUkp2OpsrNg2T2KZ1k8JW52NzQdXYt74X5GRloVFP66Bg7MdbB2skJmWjYA3wSjjlEFNTQ0b96+Q+XyXt92uiHuiPOrzOUOuoEdjUwv89scJbP1lFkIDfREayB9ypa2rh9GTZmPc9IVQVRXd9PDx02Dr4ISju9Yj2N8Hr59VTAEwMbPEsHFTMHryHLHrjp3yM8KD/IRGl8RGhcHA2ATaunpYumkf/li3BLk5/ERrsZGS5zsLaGnr4PcT13Du6P9w5dRhZKQm4+n9iqGqZpY2GDd9odQVT2Qh77Fw69gdv5+4hgPbViHorTeC/X0Q7M/vIVBRVUW7rr0xY+l6NHUSrf4x59ctaOHeAX/v3464yDB4PakYUqmjp4+vRv+IiXOWga2u2KFj/YeOQWNTcxzeuRahgb54/uAW85nTFv0GPX2DBgt6AEC/r3vC1Lwx/tz8FwJ8goV6XMytm2D6kh+YrOcCLdyaY9ff6/H7bwcQFRqL+OhExEfzG99jJg/DjGUTMW/8yho/u++QHti15iCKCorQ7+ueEhsi1dHS0cTec5tx6sAlXDx+HekpmUI9JeZWTfDD7NEY+t1AmbcNABNmjYJhYwMc33MOSfEp8H0ZwLynqa2J/kN7YcbSH6ot/SmvTr3aYuy0b7Bz1X6h6RrmVk0wa/kkfDGku9j1FqyZjpZtnXH8f+cQExEvFEnX1dPBsPGDMHneOJG68AvWTYeWjib+/fs/pLxPY0aEqKqpoueAzvhp8QSYmDeGx40nKC4qweM7zzHih68U/r1ro03nVthzbjP2bjyKwDchCHobygTfVFRV0KFHG8z5dQoTTKhqwsyRyM3Jw+mDl5ieLwDo2KMNZq+YLLbRoaLCwto9S9G2S2v8/ec/SE5MZYZRA4BTq2b4YdYoiQ9rSzbOxspZW5jhzgkxSUySzw492uC7ad/g4vHrTG9+TEQ8s26/r3vCwsYMB7edwJsX/vD3rpjzqaqmil4Du2D2isnMtKfKmrnY4/CVndiz4Qg8771k5tiqqqli2LhB+G7atxjbp24SjS3ZNBvNWtjj5L4LSE5MZYJxFjZmWLFtHm5ffig26FHbY10dLW0N7D23BZuW7kawXziTV8TAqBFGTx6KCTNH1Vgxoq606+qGU3f/xN/7/8Grx2+QkZoJXX1ddOjujknzxuLFI37FEw0ZRra0aueCo9d2Y//W43h67xXe+YbgnW8IAEBbRwsDhvfGT4smSE4Gy2Jh+7HfsP3XfXh48ymTf0FVTRX9vu6JuSunCJXWrg6LxcKWwytxZNdpXD1zGxmpmUIJ5YxNDDF68jCMnTZcpimK5ONmYmaMjftXYP2i3xHiH8785nV0tfHdtG/ww+zRCkkW+OWofvjfusP8f4+sfkTpoG+/gImZMf7cchwh/uHMfUBXTwcL1vwIvUa6EoPB8l6PjRob4OC/O7Bn41E8uf0CsZEJTOAHAOyb22DaoglyJ0itTseebaGuoY6S4hK0bt9CpB3m4GQLo8YGyEzPhk1TfjBG0ZSh7QHI1542NDbAocs7cWz3GVw7ewdxUQlMW0BFVQXd+nbEtEXfw7FF7atKfizsm9vg2I0/cGjHSdy79gSRITHMSCIAcG3jjNnLJ8FNykqOVcnbbq/1PVFO9fWcwfIIzqxVRpy4yDAkJ8ZBt5EBHF1aSf3AnJGajISYCJSWlsLU3ArWdg5S5czIzkzHh6xMGDY2gV4j4QzyHE4pUt7HQ1VFFY3NLGQqhcrjchETEYL0VH5iJTNLG1jZOdR56VxA/mORlZGGuKgwFBbkQ1evEWyaOko9LSU5MQ5J8TEoKSmGUWNT2Du6VCoxXHeS4mPwPj4GmlracGzhBnUNxQVYvnDmnw/PY+Wfh5+ekom4qASUFJegiYUp7BytazwH4qMT8T4+BVpamnBwsauxpndd4nJ5iA6LZTJdm1uZwtreUiHnMY/HQ2JsMpISUsAp5cDAqBEcnG1lHj4vjzJOGULfReJD1geYmDVGUydbqb9TUkIK3sclo6S4FEYmhmjqZCu2/F9lhflFCA+OQt6HfOjq66CZi329D+kHgK62/OGD8p7TmenZiI1MQGF+IXT1dWDrYC2xznnfFiNRVFCEhWtnYMTEr1CQX4jQwEjwuFzYNLWSqVcpLioBKYlpUGOrwcLGTOo8NSnv01BcVAxTcxORebuF+UVITU6Hjq42jE0Nxf79c7JyERMeh/y8Aujq68DBWfrfY1ZGNmIiEsAtK0MzZ3uF39Ql4XA4iI1IQFpKBoxNDNHMxV6m36u8x7qyM4f+xb5Nx9DIUA83fc8C4AeWkhNTYWxiCLtm1iIBQnnV9pyW5NjuMzi6+wys7S1w7uEhmdcvyC9EZEgM8nPzYWxqBGt7S5nmjqenZCI6LBZqbDU4ONsxlaTkweFwEBMej/TUTKioqKCxqRHsm9vUS3uEyE5R53RMRDySE1Kg10gXzV0dFPabA/jTJrat2Atre0uce3hQ6vXexyUjMTYJmtqacGrpINP9Xt7rcWF+EaLCYpCTlQtNLQ1Y2JiJDVorI2VpewDytafLOGWICI5GVkY29BrpwsrOUmKbRVmUFJcgIiQGOZkfoK7Bhl0zayZPXW3Vpt1e23tife9vTbraDql90IOQj4Uigh6EfEzq6gFRnKpBD/L5EBf0qCvynNMrZ22GuoY6hozqh3Zd3cQus2DCKnh5+qJ7/07YeniVQvaVEGnU53VaXjNGLEGATzBmLJuICTNHNfTukI/cp3BOEyKLrrZD5E9kSgghhBBS1/I+5OPO5Yc4sO2k2Ao/z+57Mclbu5dXECCE8Hnc8ESATzDY6mx8Nbp/Q+8OIYQ0CLlyepDPQ5Dfa6QkipYLlVa3vkMUOn2FfPwK84vw7IH4ElzSsLI1h3NrRwXuESGKQ+d3wxg+fjC8n75F0NtQTB22EENG9UMTSxPk5uThzYsA3Lv6GDweD63auTClwAn5nF0+dRM+z/2Qn1uA1+W5ir6dMETqHDMfu3e+IUhKEC3rLa2eAzrXy9RcQsjHg4IeRKIrpw/D4/o/cq//j2cIjDQ+j3mYhC8jLQu/zd0m9/rDxw2mh0Ly0aLzu2H0HtwNP6+aigPbTiLsXSTC3kWKLNNrUFes2DavwRKtEvIx4XK5eHjzGfN/59aOmLbo+wbcI8W6eOKGSHlTWVzz/hvGJhT0IORzQkEPItHXY35Euy69al5QAh3d+kkESD4eRiYG+HXHfLnXt2mq+KzoRDrLNs0Bh8OBaxvnmhf+TCnr+d2ld3sYGOl/1D2fY6YMR7+hvfDo1jOEB0Uj70MedPV1YW5lil4Du8DO0aahd5GQj0bHHm0xfNxgFOQXwtnNEcO+G1TnSQjr0/Bxg0XK1ctCV09HgXtDCPkUUCJTojQokSlRNpRMjCgbOqeJsqFzmigbOqeJsqFEpoQQQgghhBBCCFFaFPQghBBCCCGEEEKIUqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVUbyVro8ODERMeDE0tbXTpM0gh28zLzYG3pwcAoEOPvtDVa6SQ7ZLPR3x0IkIDI8Fmq6HXoK4NvTuM18/8kJ2ZAytbczi3dmzo3RHLz+sd0lIyYGreGK3bt6i3z83KyIbPc38AQLe+HaGlrVlvn/0piItKQNi7KLDV2eg1sItM636svwdCCCGEfL4iQ2IQHR4HHV1tdOnTXmHbvX/9CQDA1d0J5tZNFLLN2rSPqR1Wd+ot6PHkzjWc3LcVTSysFRb0SE6Mw4ZFUwEABy8/RjPnVgrZLvl8PH/4Gv9bdxi6ejof1cXl6K7T8H8dhOHjBn+0QY9TBy7i+QNv9B7crV6DHjHh8fht7jYAwMWnRynoUcXT+17Yt+kYGhnqyRz0+Fh/D4QQQgj5fHnc8MSJvedh09RKoUEPQXvy1x3zFRb0qE37mNphdYemtxBCCCGEEEIIIUQp1dtIj7rQxNwKi9b/wfybEEKI/Dp2b4NftswFW53d0LtCCCGEEPJZoXZY3fmkgx56jQzx5cgJDb0bhBCiFOyb28C+uU1D7wYhhBBCyGeH2mF1p1ZBj7Tk94iLCkNpSTGMTJrAwbklVFVl32RZGQcssKCiqgoAyEhNsiu5mAAAIABJREFURkxECFgqLFjbOcLEzKLadQGIfC63rAw88JjXeVwuIkICkJGaDG1dPTi2cIOWto7M+0o+LzweD9wyLgCApaICFRWWyDLcMi4iQqKRnpIJdQ112Dtaw9jUSKrtFxYUISY8HlkZ2TCzNEVTJ1uF7r9AGacMAKCiqgIWS8x34PLA43LBYrGgoip+1ptgG6pqqhI/JyEmCQkxiWCrs2HrYI3GTaQ7DkkJKUiKT0F+XgG0dbRgaWsOM0tTqdaVpKiwGGHvIpGbnQddfR00d3WAls7nmf8jKyMbkSGx4JSWwtzaDLYO4kfGCc53cedBGadM6PXKx9fIxBBOLR0knjuEEEIky8rIRnRYHAoLimBsYgjHFk2rvdcSoqy4ZVzERMQj5X0a9A104dzKUabfQn5eAcKDopCXkw99Az04tmgqV9uPW8YFj8djPrswvwih7yJQVFAEc2sz2DS1FNuelkTa9rGkdhjzeqVnkcz0bESHxaKkuBSWtmawaUqzHqojV9DD9+UTHN21HsH+PkKv6+o1wvDvp2H89EVQ19CQaluhgb6YNaovNLW08Y9nCP5YtxgeNy6Cx+Uyy7Tr2hszf9kIe0cXoXUjQgIw/ZteAEQTmX7dwRZFhQU4ePkx4qPCcWDbKqSnJDHvs9U18NXoiZi+ZC3Y6tLtK/m8ZKRlYc6Y5YiLSoCBUSP8cWYjmjnbMe9zOBycPXQZZw//i5ysXOZ1FosF904t8fOqqWju6iB226WlHBz9/TT+/fs/5OcVMK83c7HHim3zFPo9iotKMNh9LIqLSvDz6mkYM3mYyDI/DJqN6LA4mJo3xuUXx0Xev37uDrb8sgdGjQ1w1etvkeBPaEAEdqz8E0F+YcxrKiosdO7dHks3zYGJmbHINrllXFw8cQMX/rqKpPgUkfftHG0wZ8VkmRNWZWVk48DWE7h79TFKikuY19lsNfQf1huzlv8IQ2MDmbb5qcpMz8buNQfx8NYzJngHAE2dbLF00xy0aid8Tb3w1zUmgdadgPPM6yH+4ZgydAF09XTwn+9pHNt9Fhf+uorC/CJmGQOjRpi2+HsMHze47r8YIYQogfCgKOzdeBQ+z/3B4/GY1/Ua6WLs1OH4fuZIqKl90oOyCZHazYv3cWz3WSQlVLQJjRobYO6qqTWu+z4uGX9u+QuP77wQau+w2Wro82V3zPzlR5iaN5Z6X/q3Go2igiIcuboLr5+9xfG951FUUNHmsWtmjRnLJqJH/87VbkfW9rGkdtjZw5exb9Mx9OjfGb9snYudq/bj0e3nIm27xetnwa2jq9Tf83Mic7fc1bNHsWTyNwj294GGpibadumFngO+hrm1HfJyc3Bq/w4s/OErFOTnybRdHo+LlbPG4f61C7C2c8A33/+Evl+Pgpa2DnyeP8L88V8ixP+NrLuL/y6cwIZFU5GZngorOwe4tG4HDU1NlJYU4/KpQ9i5ar7M2yTKLzM9G3PH8gMexiaG2Hd+s1DAo7SkFIt/XIMD204gJysX1vYW6PtVD3T9ogO0tDXh+zIAM0YswctHr0W2XVrKwZLJa/H3/n+Qn1cAWwcr9PmyG1zcHBERHI05Y5cjOTFVYd9FQ1MdHXq0AQB4PfEVeT8jNRPRYXEAgNSkdCTEJIks88zDGwDQvX8nkYBHRHAUZo1ehiC/MFjbW8CtoysMjQ3A5fLw/IE35n63AsVFJSLbXDl7C/5YdwhJ8Skwt2qCLn3ao0f/zrBz5A/riwmPw9Ipa+H7KlDq75oYm4SpQxfixoV7KC0pRQt3J/Qf2gttOrVEGZeLmxfvY9qwRUI3VGVVXFyKmSOXwOOGJwwM9eHesSUsbMwAAFGhsZj73QrEhMfJvN2Ni3bjxN7z4JZx0dzVAc1c7MFisZCdmYPtK/bhxoV7iv4qhBCidJ55eOGnbxbj9TM/sNXZ6NCjDfp93RPNnO2Qm5OHwztPYcmktSgt5TT0rhJS547uPoONi3cjKSEFhsYG6DWwCzp0d0fuh3ysnbcDj28/l7hukF8YJg6ei4c3n4HH5aGFuxO+GNIdzq0dUVrKwd2rjzDl6/mIDImReb+O7DqNA9tOQENTHV+NGYDh4wfD1LwxYiLisfynjbhy5pbEdeVtH1cnLzcfs0f/ggf/PYWOrjZc2zgzVWeiQmMxf8Iqpk1PhMkUPn7n64U9G5aBx+OhTeeeWLH9EIwa84eg83g83Dh/HHs2LEOwvw9+Xz0fK3cekXrbxUVF8PN6im9/mIGZS9czU11SkxKweNI3SIyNxNYVs3Dk6lOZptBcO3sMbh27Y9H63bC0aQoAyMnKwOq5ExDo8xL3rp3HpHkr0MTCWoYjQZRZdmYOfh63ArGRCTAxM8aes5tgbW8ptMy+zX/B++lbqKiqYNnmuRgyqh8zzO1Ddi7Wzt+Jl49e47eft+PU3T+FIrn//HUN3p6+YLFYWLhuBr6dMIR5z/vpW6yYvhGpSekK/U49+nXC03uv8PZVAEpLSoUSJHl5vhVa1ue5H6zszJn/l5aUwvsZf5meA0RLoCbEJKFxEyPsOL4WbTq1BMAfBbNnw1FcPH4d8dGJeHjzKQZ9+wWzzsObz5gb2OzlkzB22rdCwZRXT95g2ZR1KC3l4MLRK8x2q8Mt42LV7C1ITkyFUWMDbDm8Eq5tnJn3o8PisGTKWiTFp2D1nG04dHmHTEMTPzVFBUVISUzDkk2zMXTMQGaY5P3rT7Dm5+0oLSnF2cOXsVyGkUV5ufm4e/URvp0wBDOWTYSOrjYAICI4GgsmrEJmejaO7zmHr0b3r5PvRAghyiA5MRVr5+1ASXEJWrZ1xsb9K4SGuz++/Rxr5u2Al6cvDu34G7OXT2rAvSWkbgX7heOvP84CAAaP6Iulm2ZDXUMdAJAUn4LFk9dK7KTJzyvA0snrUJBfCFPzxthyeBWcWlaMsvb3DsKKGZuQmZ6N5dM34uTtvdDUkn6E/8tHr+HW0RVbD6+CXiNdAPwR1GvnbcfjOy+we80hdOzehulUqkye9nFNfF8GQF1DHYs3zMKwcYOZtvO9a4+Za8rZw/9ixXbq1K9KppEeJ/ZuAY/LRRMLa6zfd5oJeAD8If1fj52EiXOWAQAe3vwXkSHS99ACQMt2nTHrl41MwAMATM2tsOp3fvAkLjIMj29flWmbBkaNsenAOSbgAQCNDI0x99ctzP+D3nrLtE2ivHIyP2DudysQHRaHJhYm+PPCVpGAR1pyBi7/fRMA8N20b/DV6P5CD8/6BnpYv28ZDI0NkPchH+ePXmHe45ZxcWr/PwCAYd8NEgp4AECH7u5YuG6Gwr9Xt34doaLCQlFhMd56vRN6z8uTP4JK8D1fP/cTet/nhT+KCoqgraOF9t3cxG5//b5fhAITampqmLNiMowa86eRBLwOFlr+9uUHAADXNs4YN32EyOiRTj3bovfgbgCAmIgEqb7jo1vPEBoYCYBfb71ywAPgJ4dat2cpACDobSieP1D+3/2ked9h+LjBQvNC+33dEz36dwIA+Ff5u0ijS5/2WLR+JhPwAPjTsr6fORIAv4GSkZZVyz0nhBDldWr/ReTnFUBXX0ck4AEAvQZ1xdQF4wEAF49fR3ZmTkPsJiH14sTe8+DxeLBvboPlW39mAh4AYG7dBFsOrQSbLb7D+9KJG8jKyIaKCgvbjq4WCngAQOsOLbDp4AoA/NHA18/dkWnf9BrpYtOBFUzAA+CPoF71+yI0bmKE0pJSnDpwUeL6sraPpTFt4Xh88/2XQm3n/kN7oVu/jvxt+oTIvM3PgdRBj4L8PLx99RQA8PXYSRKTgH77wwxoaGoBAJ7e/0+mnRk5cabYnlfHFm5wad0OAPD8geRhROJ06TMImlraIq87OLcCS4X/9T/kUAOdADlZufh5/K+ICo2FhY0Z/vxnq9jI7ZO7L8Dh8Iebjp36jdhtaetoYcDw3gCAx3deMK8H+AQz+T+Gfy8+98GAYb3RyFCvNl9FhKGxAVq4OwEAvDyFp7i8fsofxTFxzmgAwJsqc4sFwYHOfdqLLaFlYWOG1u1biLzOVmfDvjk/MWt21geh99btWYZTd//E6l2LJO6z4NgXFxVX/+XKPbjJvz7ZOlihc2/xeUBauDsxeVaeVPq7KKvBI/qKfb15y2YAgJws2RvS/Yf2qnabAJCbnSt2GUIIIfzRjgA/CC0poeGw8YPAYrFQUlyCl498xC5DyKeupLgE3k/57dKvxw4Um7TU2t5CYrvO8+5LAECH7m3g2KKp2GVat28B9478wEN102TEGfhNHxgYNRJ5XUtHkxmh8fS+l1C7WUCe9rE0+klohzmVt28/UBtMLKnniUSFvmMqpbRqJzrEXUBLWweOrm4I9HmJiGB/mXamuu06t26HYH8fRIYEyLRNKzvxiSRZLBa0tHVQkJeLstJSmbZJlA+Hw8H871ciIjgaAL8hIql6SIh/BABAR1cb3p6iOTIEBAlK38clIy83H7p6Ogh7xx+JwFZnw8HJTux6qmqqcGndHC8fK7aR06N/ZwS+CYHXYx9mqGxESAwy07NhbW+J3oO7YcuyPcjOzEFkaCyTw0QQ9Og5QHyyJitbc7GvA4CBkT4ACCV/AvhR8soluXg8HtJTMpEYl4SY8HgE+4Uxn8utlNS4OszfRU8Hdy4/lLichia/B0EwKkRZsdlqEpN2GRrzb+CFBdIFlCqzthdfTUtHV4v5N6e80g8hhBBhyYmpzMiNkuLSau9Xuvo6yM3JQ1hgpExD4An5VMRFv0dRIb8t4tLaUeJyLds6w/PeS5HXw95FAUCNyTvdO7XEW69AZnlpuXWQvN0Wbs0B8HPjZWXkMKM3BORpH9dEXUNdYttOR4/fyS/omCXCpA565GRlMP+uPK1FHGOTJiLr1ERVVQ0GRpKz6jYy4udEyEpPk3qbAMSO8hAQjCrhQTQ6Rz4vgvKbbLYaSks5OHPwX/QtTyhWVWZ6NgB+UGPdgp1SbT8n8wN09XSYdfUN9Kot72lsaij7l6hB9/6dsH/rcUSExCAjLQvGJoZM0KZ9NzdoaWuihXtz+L8Ogs9zPzRztkN0WByS4lOgpqYmsYqKtq7k35iAuAh4UWEx/rtwD7f+9UBUaKzMyZyqykznj9gKehuKdW9Da1w+R47o+qdEu1IQQhJxf5eaaGqJL/1WeZSePNslhJDPgaAdAPCrVdy8eL/GdeTpDSbkU5BVaTqsoENGHGNT0RFRebn5zAO+sUn17WZBuzo/rwAcDkfqqkiNxXyuQOURIJnp2SJBD3nbx9XR0q4mH4mgHUZNMLFkSGRacQRrSv4nKJ8jS5JAwVQTScrKew7V2KLD6wlRBAdnO2zcvxxzxi5HekomNi7ahSNXfxcZasct45+LpuaN0bVPB6m2ranNf1CU9jehJmHuYm3YNbOGtb0F4qPfw+uJLwaP+AJeT/j5PDp0dwcAtO/uzg96PPPDmMnD8MzDCwDQtksr6OqJn9Imj7ioBMwbv1IoYWsTCxPYNbOGo2tTuHVwhZ/3O5zaL3meZFWC604Lt+YSSwVXpq1X882IEEIIUaTKJSZ7DugMo8Y1d3I4t25W4zKEfJKkbheLTnsReriX8tkUAFiQ/vm0ug7KsrKKUa2Sco6Qj4fUf6FGhhWjMDLSUmBubSdx2YzUpPJ1jCUuUxWntAQFebnQ1hWfyyArnV9i0qh8FAkhiqShqY695zZD30APizfMwi/TNiDsXSRO7ruASfO+E1q2kSF/SJp+I10s2TRbps8RRKI/ZH1AGadM7NxFAMjOrJtene79OuHs4cvwevIG/Yb2hP/rIKiosNC2S2sAQPuubji2+wzevgpEGacMzx/yp5j0GtRVofuxbsFOpCalQ1NbE3NXTkGfwd1F8pi8eSHb9Dh9Q31kpGbCta0z5v/2kyJ3lxBCCFGIyve6QSP6otdAyVO7CVF2lUdoZKRliRQPEMgR0y7W0dOGmpoaOBwOMlIzq/2c9BT++7p6OhLb3uJkZ0jOfVY5aXtNI01Iw5M6kWlTJ1emqkqAj+QEgAX5eYgoz7th5+gi086EBLyR+N47X36Pcwt36XrWCZEFm82GvgG/IdKjf2d8MaQ7AOD4nvNMng+B5q78RElRYbHIysiGJG+9AnHlzC28evIGXC4/HC3orSkt5SDYP1ziuqEBEfJ/mWr06M/Py+Hl6YtAn2AUFRajectmTFZq17ZO0NLRRH5eAbw8fRHgEwwWi4Xu/TopbB/iohIQ7Mf/7lPmj8PwcYPFJm5NjOUHTwXHriaCv4tPleozVd298gi3LnkgpJrjTwghhNQFSxtzpvpVdfcrbhkX545cgccNT7yPS66v3SOkXlk3tWR+D9VVMgkJEG2zsVgsOLraAwD8qlQmrOqtF7+iaFMnW5n2L8gvTOJ7AT78/bV1sIKuvuJGQ5O6IXXQQ1tHF2079wQAXDt7DIUF+WKX+/fkAZQU8xPSdO0jvjqFJFdOHxH7uu/LJ4gO559YPQcOlWmbhMhj4boZ0DfQA4fDwYZFu4SSAvUY0AUsFgtcLk/i9AsOh4Mty/Zg+4p9OLLzFFNWqoW7E5OA6NyRy2LXfebhheTEVAV/I75W7VzQyEgf2Zk5OFdeSrdyGVo1NTUmw/X+rcfBLePCxa25xOzy8shKr4iaS0rG9D4umakyI21CJkFvWVRoLJ7d9xK7TGJsEjYs3oUNi3Yx1V4IIYSQ+qKiqsKUlrx10QNpyeLz39258hB7NhzB6jlbERclXel2Qj41bLYa83u4cvoWCsUk9sxIzcQjCVVXeg3kj0T2fuqL8CDxSUr9vYOYAIWsnXi3LnmI3aeczA+4e+URAKDPl91l2iZpGFIHPQBgwqylUFFVRWpSAlbP/h5ZGcJJRW9cOIGT+7YBAPp8+S2cW7eVaWeeefyHE3u3MjkTACA00BeblvCHqrft0gttO4sv00OIIhkaG+DnVdMAAOFBUTi59wLznrW9BQZ92wcAcP7oVZw+cElormB+XgHW/Lwd8dGJAIBx00cw77FYLMxYOhEAv2TdoR1/C60b5BeGzUv/V2ffS0VVhclD8vTeKwBA+27uQssI/h8ZEgMA6DlQfNUWedk4WDJBoKtnbqO0RLh6UlRoLBZPWsNk8y7Mly6z9aBvv2Aqi6xbuBMvH70Wev99XDKWTF6LMk4ZNDTVMXLi17X9KoQQQojMJs4eDXUNdRTkF2LRj78x7QUBb09f7Fy9HwC/Z7pTr3YNsZuE1Isp88dDXUMdyYmpWDlzM3Jz8pj3MtKysHz6JoltweHjB8PY1AhcLg/Lpq4XqcwX4BOMX2duAsBvv387YYhM+5aalI7Vc7YiL7eisz8zPRu//LQBuTl5MDQ2wNipw2XaJmkYMmVdadm2E2Yv34S9m5bjzcvHGN/PDa3adYG2rh4iggPwPi6aWW7h2l0y74yxSROc3LcVd6+cRfOW7shKT0Og7yvwuFxY2jpg8Ya6exgkpKrBI77AvauP8OrJG5zYewE9BnRmaoAvWjcL8dHvEfgmBH9u+QsX/roKV3cnFBeVINA3BHkf+BfHiXPGoM+X3YS2O/CbPvD3DsKVM7dwYu953Ln8EC5ujshIy0KgTzDU2Gw4t3ass+kXPfp3wq1LHgD4pXOr1hBv3104CNJzgGLnGxsaG2Do2EG4cuYW3rzwx5jeP6FdVzeoa7AREx4PP+93YKuz8eXIfrh58T5KikuQnpJZ42gTtjobmw+uxLzxvyIjLQuLflwDB2c72DpYITMtGwFvglHGKYOamho27l8hcZQJIYQQUpfsHG3w6475WL/gd0SGxGB8/1lwbeMEYxNDJMQkMT3WJmbG2HZ0tUyFAQj51FjZmWPZ5jnYtPQPvHzsg5Hdp8C9c0uUccrg+zIARYXFcOvoKnYKi14jXWzcvxyLJ61Byvs0TB06Hy5uTmhiaYKk+GSE+EeAx+PBxMwYG/5cDi0d8RXoJDE2NcLzB94Y0W0y3DuV79OrQBQVFEFTWxOrdy9ipoiTj5vMqWaHj58GWwcnHN21HsH+Pnj9rKK+uImZJYaNm4LRk+dAVVX2LLYrfz+Kq2eO4vGdq0hOjAMAsNU10O/rUfhp8RroGyhuiD0h0li6eQ6+HzALhflF2LBoF45e3wU1NTVo6Whi77nNOHXgEi4ev470lEw8vlOR68bcqgl+mD0aQ78bKHa7SzbNRrMW9ji57wKSE1OZ6SwWNmZYsW0ebl9+WGdBj44920JdQx0lxSVo3b4FNDTVhd53cLKFUWMDZKZnw6apFWwdrBS+DwvWTYeWjib+/fs/pLxPY0r2qaqpoueAzvhp8QSYmDeGx40nKC4qweM7zzHih69q3K59cxscu/EHDu04iXvXniAyJIYZsQIArm2cMXv5pBrruRNCCCF1qd/XPWFhY4aD207gzQt/+HsHMe+pqqmi18AumL1iMswsTRtwLwmpH4O+/QImZsb4c8txhPiHM6ORdfV0sGDNj9BrpCsxb0erdi44em039m89jqf3XuGdbwje+YYAALR1tDBgeG/8tGgCGhnpy7xfE2aORG5OHk4fvMTsEwB07NEGs1dMRjMXezm+LWkILI/gTLmr+WakJiMhJgKlpaUwNbeCtZ1DjaVnqwoN9MWsUX0BAEeuPYO9owsyUpMRExECLW0d2Do4QUdP9pOUfH6+cOZnTn4e+1+9fi6Xy0N0WCzSyzNHm1uZwtreUqqeGQ6Hg9iIBKSlZMDYxBDNXOw/qx6dwvwihAdHIe9DPnT1ddDMxR7aOloK2XZJcQkiQmKQk/kB6hps2DWzFlvn/WPW1ZY/DLO+z2lC6gqd00TZKOKczsnKRUx4HPLzCqCrrwMHZzsmuSMh9a2hr9Pv45KRGJsETW1NOLV0gLqGes0rlSvIL0RkSAzyc/NhbGoEa3tLaGppyLwPfVuMRFFBERaunYERE79CQX4hQgMjweNyYdPUSqG57kjd62o7RPaRHpUZm5rB2NRMUftT59slpC6oqLDg4GwHB2c7mddVU1OTe11loKWjKTK9RlHUNdTRwq15nWybEEIIUZRGhno0ApGQchY2ZrCwke85UFtHC63ayVY9VNrttunUUuHbJfVHtmEZhBBCCCGEEEIIIZ+IWo30IITUj3e+IUhKkL+Mbc8BnWUaHkgIIYQQQkh1qH1KPhUU9CDkE3DxxA2mHrg8rnn/DWMTuqkQQgghhBDFoPYp+VQ0eNDD3MoWSzftBQCYmFk08N4Q8nEaPm4wOlQpJSsLXT0dBe4NIYQQQgj53Clr+3TZpjngcDhwbePc0LtCFKTBgx76BkYY+M24ht4NQj5qbh1dKckZIYQQQgj5aChr+3TA8N4NvQtEwSiRKSGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVEQQ9CCCGEEEIIIYQoJQp6EEIIIYQQQgghRClR0IMQQgghhBBCCCFKiYIehBBCCCGEEEIIUUoU9CCEEEIIIYQQQohSoqAHIYQQQgghhBBClBIFPQghhBBCCCGEEKKUKOhBCCGEEEIIIYQQpURBD0IIIYQQQgghhCglCnoQQgghhBBCCCFEKVHQgxBCCCGEEEIIIUqJgh6EEEIIIYQQQghRShT0IIQQQgghhBBCiFKioAchhBBCCCGEEEKUEgU9CCGEEEIIIYQQopQo6EEIIYQQQgghhBClREEPQgghhBBCCCGEKCUKehBCCCGEEEIIIUQpUdCDEEIIIYQQQgghSomCHoQQQgghhBBCCFFKFPQghBBCCCGEEEKIUqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVEQQ9CCCGEEEIIIYQoJQp6EEIIIYQQQgghRClR0IMQQgghhBBCCCFKiYIehBBCCCGEEEIIUUoU9CCEEEIIIYQQQohSoqAHIYQQQgghhBBClBIFPQghhBBCCCGEEKKUKOhBCCGEEEIIIYQQpURBD0IIIYQQQgghhCglCnoQQgghhBBCCCFEKbF4PB6voXeCEEIIIYQQQgghRNFopAchhBBCCCGEEEKUktrz2P8aeh8IUYiutkMAAHROE2VB5zRRNnROE2VD5zRRNnROE2XT1XYIjfQghBBCCCGEEEKIcqKgByGEEEIIIYQQQpQSBT0IIYQQQgghhBCilCjoQQghhBBCCCGEEKVEQQ9CCCGEEEIIIYQoJQp6EEIIIYQQQgghRClR0IMQQgghhBBCCCFKiYIehBBCCCGEEEIIUUoU9CCEEEIIIYQQQohSUmvID/fzeoe0lAyYmjdG6/YtZFrX3zsIqcnpMDVrjNYdZFv3U/L49nOUlnLg1NIB1vaWUq/H4/HgccMTANCqnQuaWJjU1S6KiAyJQXR4HHR0tdGlT/t6+9z69OjWM3A4ZXBq2QzW9hYNvTv1LiY8DneuPELK+zRoaWvC2t4SY6cOl/t8/VR9Duf6x+Rz/93Jio4Xkdfndi0nnxd5zu+8D/l4+dgHANC5Vzvo6usAALIysuHz3B8A0K1vR2hpazLr3L/+BADg6u4Ec+smivwKH63szBzc/Oc+YiLiAQCm5o0xatIwNDLUa+A9E4+udcJeP/NDdmYOrGzN4dzaUSHbjAqNRVRYLLS0NNGtX0eFbFMeDRr0OHXgIp4/8Ebvwd1kDnqcOfQvPO+9RI/+nUWCHjweD9fP3YWZlSk69mijyF2ud5uW/IG83Hz8vHoaxsjwY+SWcfHb3G0AgLV7ltZr0MPjhidO7D0Pm6ZWSvsguH7RLhQVFGHh2hkf5cNEXf4GHt95gVWzt6CMU8a85tSqGcZOHS73+fqp+hzO9Y9JQ/7uPtb7SnX79bFfpz4HSfEpuHTyBub8OqWhd0Umn9u1nHxe5Dm/kxJSmHb18Zv/g2OLpgCAmPB45vWLT48KBT0Er/+6Y/5nEfRIiEnCzJFLkJmeLfT6uOkjGmiPakbXOmFHd52G/+sgDB83WGFBj4e3nuH9/JvuAAAgAElEQVTY7jMwszT9fIMedYHH4+Gn4YsQ5BeGtXuWNvTuEFLv6vo3sHvNQZRxyqCppYH+w3pD30AXFtZmCv8cQj4WH+t95WPdL8L38OYzrF+4E00sTD+5oAchhMjq2B9nkJmeDRaLhR79O8HWwRocDgfaOloNvWuEfLpBjxETv0K3vh1gZiUcOeWWcRHkF9ZAe6V4C9ZOR2lJKVq2dWnoXSGfiLr8DWRn5iA1KR0AMGPpRIyaNFTofTpfiTL6WO8rH+t+Eb7woCgUF5U09G7Iha7lhAhrYmGCX7bMZf5NRIUGRgIAeg7o/H/2zjsgiqML4L87DkQBQcSCAoIiir3rZ4km0SSmqInRWJKYWGLXGBN7iSZ2oybW2HuLNRp77wKKiCAC0rtUpZe774/zVs67gwMONHF/f8Htzuzs7Js3M2/evGH+n9NfcWn0Q9R1bw7/WqNH647NXnURyoQPPnvnVRdBREQgPTVD+Lt2vVoa10V5FREREfn3I+pyERF1KlpZ8Em/9191MV5r0lPTAe3jw9cVUde9Oeht9FDt35caSZFIJBrX5XIFCrkciUSC1Ej7oTCqPIxkRjqfExESTURIJMYmxtSqY49NNWut9wnPk0qRSpXlkefJkcvl+e6Rk5ebp3aPWh55cgL9gomPTcSknAlOde2pXFX78wyFPE9OUEAYsZFxGMmMqFrdBicXB611qrpfoVDorHdQrr6HBIaTmZFFbZdaVLW1KVKZIkKiiQqPQS6XY2tXjVp17PR+l5DAcGKjnlDRypz6jesW+G1fd6LDYwkNiiAvN49KNlbUdXXC2MRYr7RyuYIA3yDiYxOwsDTH2dVJL3c+hUJBaGA40RFxSKQSathXw6G27vpXKBTI817IferTNB54+lGpspVyf6lCUaQ2UBTycvPIzc0V/pcaGSnzztfmdcmr6neVfOSvLzOLCtRr6Ex5M1O0oWrr+fMMD44iMiwaI6mU2vVq6d1u3wRZL0xGtMlBXHQ8oYHhZGfnYFPVGmdXJ53vp8ofdOtyfe4BSEl8SujjCNJS07FzrCHEndD2zbVR3HZXFIrar+Tm5hLgE0zikyRMK5TD0Vn/fqUo+qCo5VLeU/r1VRq8LNMAoY8jiAqLwbyiGY7O9lhYmuuVV3RELNHhsaSlplPBrDw1a9lSvWZVnfe/rOMyM7Lw93nMs+RUrKtUol6jOhpjHlV5FQqFWj7woj0Up52mpaYT4BtEakoaFa0sqNugtk69qa3s8bGJBPuHIpFKcahds8Cxgj5jj9zcXEIDI4iNeoKxibFSF1eppDPPkpKVmU2AbxDJCSmYVjDFzrFo364o71/aFFemVd+loLF2/vxBuw7OSM8k7HEE8XGJ2FS1pm7DOkilEq3l0lXeuOh4QgLDMTKS4uRSC2sbK/VnpGXi7/OY1Gdp2NpV0zoRVrWLwsYo+swxDEn+9pu//vSZxxTnWUWZi7zcP0ZHxBIaGI6dY03sHG0NVq6ioKovoc6ejw/hRV29PA7093lMSuJTnBs4UamylWaecgUhAWEkxCWSlZmNuaUZdeo5FqrrS2OeVZrfqKjlNRQZ6ZmEBISTlJBM9ZpVi2yoKsq4sSDKUk/rZfTIysyme7N+ZGVmKwO9DO6pcc/XH4wm2D+MqrY2HL65VeP6sb2nWThlJdY2Vhx126Gh3B55B7J0xho1V12pVEK7Lq2YNH8MVapXVrt/2vB5QiDThRtmADD6iync9/AV7pkzfilzxi+lVYem/L5rnvB7bm4ue9YfZs+GQ6QkPRN+l0gkNGvbiHEzh+LSsI4+VVMk/tryNzvW/EXCkyS13ytVtqLPt5/w5YjPNQSme7P+LwLsvFTv8bGJ/PHLBi6evC50bhKJhLfea8cPc0cWWp5LJ6+zfukOQh9HqP1u52jLiEnf8PaHHXSmPXHgHJtX7CE6Ilb4zdrGirEzhxb63NcN92v3WPnrRh77haj9Xs7UhG49uzBi0tdaFbKKs39fZvX8zTyJSVBL22tAd0ZO+Uar4UShUHB09ym2r95PbNQTtWs1HKozePwAuvfWtD5vW7WPDb/t5N2PO9H764+ZNHQuqU/TAKhVxw4LS3Me3PUT7tfVBorKfXdfRvZRjxkw5ospAJhWMOW87wFAt7x2a9yXzPRMtp74g9DHEayat0mtvoxNjOk54APGTBusUV+Th87lxgV3xs0aRvO2jVg0dRV+9wOE6xKJhHZdWjJp/hidyvFNkvXCZGTbyZVCHd+54cW6xdvxvfdILQ/zimZ8PugTBo3pi0k5E7Vr924/YEy/qYAyaJutnWZwNo/rXnz/pVIvH765VeO7xMcmsmreJs7/c1XQXQCNWtRnysJxrFm4hRsX3Bk28Uu+GdtP63sWp90VB337lYz0TDav2M2RXSdJT8tQy6NJ6waMnjqYRi3qa31GcfSBvuVSUVb1VRrs2XCY1fM30/6d1oybOZS5E5apyayxsYz3P3uHsdOHCCcq5EeeJ+fAtuPs33KU6PBYjeuOdR0YM22wRjBiv/sBDOkxAXMLM/7x3MXmFXvYv+UoGWmZwj1W1pYM+/FLeg3oLvyWX/4BwoIieMtZqQ/X/rWYJq0bFKmdRoXFsGbhFi6fvqnWXoyNZbz9YUdGTvlGo42pym5awZRj7jtYOmMNZ49eQi5/YYhp3ak542YM1TrYLWjskZuby/ZV+zmy66TGeKZNp+b8MHeEQU9ByMzIYvX8zZw4cI7MjCy1a04uDgydMJAu3dV1eEnfv7QprkwvmbGav/ecpqKVBcc8diCTaR/Gr1+6g+2r92PvVJO9F/8Ufs/NzWXjsl0c2v4Pac9X5UF5wsYPc0cQHhzF6vmbNfSIqrxdundgws/DWTR1JTcveqgZBj754j0mzBmOVGrE9tX72LXuoJoudGlYh7mrJqsFVR7YbRThwZF0eLcNizfN0llfo/pMwvvOQ3r0f5/JC8bqU8XFZu/GI6z8dSMAn375IRN/GYlEIiHAN4hvPhwHqAcyLS7FnYtM+GoGHte9+GneaLKyslk1b5OgFz78vCvTl35fonIVh84uvdR008blu9i4fBcAm/5eTv0mdYV7dp5Zw+bfd3Phn2sAyGQyJv4ykh79lV40KUnP2LZyLycOnudZSqracyQSCa06NmPCz8O1LloZep5V2t+oOOUtKTk5uWxatotDO9R1gLOrE9MWjy80fXHGjbooaz2tl9GjnKkJrTs159rZ27hd8dQQioS4RIL9wwCl5SciJFrDknX9vDsAHbu11TB4BD4MYlTfyWRmZGHvVAPrKpUIexxJUkIyNy64M7b/NLadXEk504IrsYZDdZ49TRXKUtXWBjOLCtjmC7KYk53DT4Pn4H7tHgD2TjVwaViHjPRM7t1+gOctb0b0/on566bRrovhTmPY8vseQQHYO9WktosDSCQ88g4kJjKO9Ut3EBESrbeyio6IZcwXU4mJjEMikdC4pSs21azx9wni8umbGpO7l9nw2062rtwLgKV1RZq2aoCRzIgHd/2ICIlmxqgFDPl+AIO/H6CRdtOK3WxesRtQNswmrVxJT8vgnpsPc8YvxdHZvihV80q5c8OLid/MJi83DytrS1yb1qWCWXnCgiIJ8A3i+L4zeHv4svXEH1ob8d97TxP4MBipVIJLwzrIjGUE+YeSmZ7Jvs1HSU56yqzlE9XSyOUK5oxfIhxlZmVtSeOWrsgVcrw9HhIVFsOvE5fh4+nHj7+O0lru1KdpzBy9UBgkA9hUq0yV6pVJS00vsA0UB9MK5XBycSA3J5fw4CgAbO2rYVq+HKbly+mdz9Hdpzi88wRSIyn2TjWxsDTnsV8wWZnZHNh6TPley37Qmtb/wWPWL91BZnomVW1tqFajCmHBkaQkPuXmRQ/GDZjG9lOrNL7TmyrrumRENZE6tOMfls1ah0KhoJypCU1aNcDMwgx/n8dEhcWwdeVe3K568vuuXw3qDRATGceYL6YSHRGLRCKhYfP6VLWtzGO/UB7c9WNkn0kFGhmheO2uuOjTr6QkPWNU38mEBCjvsXeqibOrI0+TU7nv7sN9d19G953C9KXf816vLmr5F1cf6FOuV1FfpcmTmARGfzGVhLhEmrdrTN0GTkSERHPrkgfH953hoZc/K/cs0DgaccbohVw+dQMAW7tqONa1RyaTER4SRUhAGCEBYUwaMoc/9iygedtGWp89b+IKzhy9RDlTE1wa1kEul/PYL4TkxBSWTFuNTCbj477dAKhgZoqTiwNJ8SkkJ6ZgbCzD7vlEz7SCur4srJ36evkzfsB00tMykEgkNGhWj+o1qxAVHovf/QDOHL2Ex/V7rNj5K3XqO2qUWyGXM2nIXDxveVOrjh2tOzXnafIzrp69hftVT0b2mcTyHb/QoKmLXt8gIz2TH76eJRjcHGrbUbeBE0kJKdxze4DbVU+++/RH/jy0pECvRX1RKBRMHjoXj+teADRo6kJ1+2qkp2bw4M5Dgv3DmD5yAdOXfs+Hn3ct9fc3NEWV6Y/6dOPvPad5mvyMWxfv0LFbW408FQoFZ45cAuDDz98Vfs/JyWXS4Dm4XfUEXuipJzEJ+Hg+Yup383AtpB5SElMY0fsnoiNiqVajCjbVKhMaGE7qszSO7DqJeUUznqWkcnT3KSqYladBs3okxCUSG/UEf5/H/DR4DrvOrhEmch/16cq6xdu4ffkuKUnPtB5rGhkajfedh8/fR/MbG5L9m/8WDB59B/dg/KzvSuU5hpiLeN95yJkjF9UmiDUcXk1Q+doutcjLyyMsKFLpLV3ZCqvKFQEoZ6qu83b9eVAweIDSsKAyYKQkPmV4758ID44EoG6D2tSwr0ZGeibBAWE8iUnA/aono/tOYde5tWryYuh5Vml/I0OXV693yslVvtNzHVCrjh2169UiJjKOh14BjOk3VevCgYrSGjeWlZ7We3tLp65tuXb2Nvdue5OTnaO2KuR29Z7avXdueKkZPXKyc3C/rrznrff+p5F3REg0NtWsWbp1jjDgyM3NZeWvmziw9RjhwZFcPHGt0H1XM5f9QF5unrCiMnraYLp+8pbaPasXbMH92j2kRlImLxjLR326Ci5ET5OfMef737h1yYPZ45aw88waDQ+T4pCWms72NX8ByuCPX43qI1zLy83jj183cmDrMU4cOMdXoz7Xa6CwbNY6YiLjsLA0Z/GmWcKRvwqFgj3rD7F6wRadaS+fvilMAnsN7M64mcMEg1Jebh4bl+9i++r9bFqxm/pN6tL+ndZC2odeAWz5fQ8A3Xu/y6T5o4VJZnR4LD8OniMM/P8NrF+6g7zcPDp0bcOvq6eoTZjP/n2ZOeOXEvo4gpMHL9BzwAca6QMfBtOkVQNmrZgorHgnJ6YwbcR8vNx8OH34IiMmDVJbhdv15wFhgtNvaC9GTBoktKfMjCx+n7uev/ec5vDOEzg3cFJbQVRx+8pdjI1lfD/7O1p3bEZESDQVzMvT4n9NCm0DxcGlYR12nllDREg0X3QZBsCsZRM1josujMM7T9C8XWOmLBwn6IiUxKdMGf4r9919OXXoAsMmfqnVZfnUoQtUr1mVqRtm0qpDU+BlPRHF+ePX1FbE32RZ1yUjoOyIl89Wdlwt2zdl9u8/Cm7pKq+DZbPX4XvvEYumrDToySBLpq8hOiKWilYWLNowU02Gjuw+yW8z12qs7rxMcdpdcdGnX5kzfgkhAWEYmxgzddE43v/0beFaXHQ8M0YtxMfTj/mTfqd2fUec801Oi6sP9CnXq6iv0iTANwgjmRFzVk5Se1eP615MHjqXx34hrFu8VW0l+OKJ64LBY/TUb+k37DO1hZfbV+4yechccnJy2b/piFajR+qzNM4cvcRnX33EiMmDMDOvACjrdcJXM0mMT2bryr2C0aNh8/rsPLOG9Ut3sG3VPmztq7PzzBqt71RQO01LTWfS4Lmkp2VQ1daGhRtmUq/Ri1XF++6+TBsxn8T4ZKYOn8f2U6s0jNBZmdl43vKm7+AejJ0+VHAhjo16wviB0wkPjmLexOVsP7VKrxXFDb/t5L6HL0YyI2EMpeKxXwhjB0wjJfEpS6avYeWe+YXmVxju1+7hcd0LmUzGil2/qn2f1KdpTPxmNg/u+vHnku107/2uhku4od/f0BRVphu1qI9DbTvCgiI4feSiVqOH5y1vYiLjkEolauPmfRuP4HbVE6lUwvc/D6f31x8L1x7c9WPy0F80Vm818r79gHKmJsxdNZl3P+4EKOV0wlez8PH0Y/efB5HLFfQf9inDf/oaYxNjFAoFG5ftYuvKvYQHR+J+/R7tOrcElPEU1i/dTm5uLuePX+Gzrz7SeObJQxcA5cSwccvSCzZ5cPtxfp+7HlAesTp66rel9ixDzEVOHbpAVVsbvp/9HQ617fC+85B2XVqWWpkLYtvJlQD0ajeIJzEJfP7Nxzq9NE8ePE/TNg0Z/uPXVDAvz50b92napiGgXGgKD46knKkJv22dQ/N2jYV0ebl5bF/zFxuX7SQpIZnThy/Sd7AymH5pzLNK8xuVRnn14a8tf+N+1ROJRMIPc0eotTf3a/eYNnyecFjBy5TmuLGs9LTeG+M6dG2DVCohMyOLe24+atfcrt4FENwZPW54qV2/c/M+memZVDArL0xWXuaX1VPUOjOZTMaYaYOFPYLeHg/1LapOnsQkcHjHCQD6D/uUj/t2U+sgK1pZ8MvqyVSqbEXq0zT2bTpS4mcCyj1PWcoI7p/0e0/tmpHMiFFTvsXR2Z7WHZuRnPC00PwCfIO4cUHpOfPjr6MEgwcoXa4GDO9doDV8w287AGXnOfGXUWoeNEYyI4b/9LVgtVRZIVVsW7UPhUKBk4sDUxeNUzMS2NpXY+H6GRgb/3vi4/r7BAHwwafvaHgIdOvRmc4ftKdJqwZqe7PzY2VtyZLNs9Vc/K2sLflhzgjh//wu6Bnpmexcq9wK0vmD9oydMVTNgGhavhyTF4yldafmAGxevpuc7Bytzx40th99vu2BY10HOnZrS4v/NSnKq78SVPWV3yhqaV2RCT8PF/7Pvz3nZX5ZM0VNh8hkMsbOGCJY+x/cUdcTb7qs65KRTSt2I5crqF6zKos2zFTbhy+RSOg1sDtDnnu+nDt2hcCHwQYpj4+nH7cueQAwbcl4DaNZrwHd+WpkH21J1ShquytNvO885PYVZR84ZtpgNYMHKD0wlm6ZjbWNFTnZOWzOJ2eG1AcF8TrVV0n5csTnGsadVh2a8t2PXwFwfN8ZtS08pw4rJ0wNm9dnwPDeGp6mbd9qIWyNCAnU7SH5v7dbMfGXkYLBA5TuwF+O/BxQGkJfdlHWF13t9OC24yQlJCOVSli8aZaawQOU26bm/zkNUK6GH9t7Wmv+TVo3YNzMYWqxEKrVqMKclZMBCAkM58KJa1rT5udZSioHth0D4OvRfdUMHgB16jsyboZy29/dm/e1biUqKv7PT4Owc6qhYZAyr2jG6KmDcXS2p15jZ54mazeWGur9S4uiyvSHfZTeG9fOuam5p6s4eVAp8y07NBMMmTnZOWxfvR+APt/0UDN4gLKP/PmPn/Qq77fj+wsGDwAz8wpCO5DLFbTr0oox04cIukwikfDt+H5C/xvgGySkrVK9Mq07KvXb6cMXtT5P9Xt+rxVDc2TXSZbNWgfAN2P7larBw5BzkZ9//4nOH7THycWBHv3ff+0N1wAWluYs2Tybpm0aUrdBbfoN7QUotyGe/fsyAH2/7alm8ADlmO2bsV8IsR5DA8OFa4aeZ5X2NzJ0efVBnidn51qloaVn/w80DIytOzbjh7kjtCUFSn/cWBZ6Wm+jR6XKVjRoVg9AcI1T4fHc9WfQmL4A3L1xX22SqJqgt3u7ldZ9wzUcqqtN3FUYmxjj5KLcw5OcVPKPfuXMTSEQY7+hn2q9p4JZecH9+PLpmyV+JigHlyrWLtqm0UmVMzVh17m1rNj5q14r59fOuQFgWcmCdz7sqPUelfXzZYL9wwR36L6De+oMHPXpQOVq4iPvQMHql52Vjfs15bf/pN/7Wq1t9k41DLotqLSxsla63+1Zf0jrAG3e2qmsPbCYXgM1vS0AOnZto9UVrHY9R2GvbUriC9n1cnsguDEPHP6ZznJ9/dzqm/AkSacR4N2PtX/715mO3dpSvoJm4L38gfueJj/TuA5Qs5atVtc2mUxG7XqOyrQpL9KKsq5dRtLTMrh78z4Avb7srjMQYt9vewqrxobShVfO3AKges2qdOyquUIJ8EUB30pFUdtdaXL1rPKdzC3MtHqDgXKA1PO5nN246CEMdgypDwridaqvkiA1kurs2z7p9z4ymQy5XMH1C27C73NXTmbnmTUFbt9RuRtnZWbpvKdbj85af3dp5Cz8/UyH7ioMXbr86vP20rpjc53xA5q0akCzNkpjgMqj5WX6DemlNShevUZ1hHHdtbO3Cy3nzYseQnBCbSvyAF26d2Daku9Ze2Ax1gYIampVWTl+Cg0M58iuk2pxA0A5UN51bi2LN87SujUCDPf+pUFxZLr7Z+8iNZKSnZXNxRPX1dJkZmRx6aTyt/xGgjs37wtjz5ePmlfRumMzNS80XWgbdzrki9OhLUaWTCYTAj+mPVMfA3/03EPqwV0/osJi1K55ufkQFRaj4bViSP7ec5qlM5SeWEN/+JJhE78sleeoMNRcpHKVSoKHxL+Jtm+1UDMeq5AaSfnrykY2H1tB/2Ha60UikVDj+RbOrKwX+trQ86zS/kaGLq8+eN95KMQl6fWl9jnNez27aNWjZTFuLAs9XaRlyk7d2vHgrh9ul+8IVtBAvxAS45Oxd6pJl+4dWDh5JcmJKTx+FCooT5XR46332mnN166W7mjDqklpZnqmznv0xe9+IKC0Sru/ZLjJj0r4osJiSH2WhrmF7v1N+lDDoTot2zflzg0vju87w+nDF2nWthFtOjWnXeeWRQ7OEuCjXPlwaagZNV5FnfpOmJYvpxH0y8/7RQDImIg4nZb1xPhk4e9HDwKpamtDWHCUkJ9rk7o6y9eoRX1hIvC606P/B2xcthNfL3/6vDUUl0Z1aPtWC9p2bkHjFq6FulHZOdbQ+rtUKqGilTmJ8clk5JNd1RnmJuVMcG2ie29a45bKZ+fl5uHv81jD4m1sYmwwd7eyxF5HfUkkEspXKE9aajq5OXlFSgtgZqHsQHNzXpwu86bLui4ZCXwYLExcmrbWPWAqb2aKS6M63Hf3xf+5zikpj7yVOti1aV2dkcktrSti71SzwLhERW13pYlqJdq1ad0Cg4GqJqY52TmEBIbj0rCOwfRBYbxO9VUSHGrbqQ0W81PBrDy1nO147BdCgM+LleRypiY4uTgI/ysUCuJjE4kMiyYkIJyHXv7CGCX/aTgvkz/4Yn7MzF/sW87N1a67CqIgXa7yRCxsYtOsbSPuuT0Q7n+ZgtI3aOaC771Haqvvugj0U67c2dpV0zipQ4Vp+XIaHiAlofP7/2PNgs2kJD1jyfTV/LlkO607NqPNWy1o17mlzhP+8mOo9y8NiiPTNtWsadOpBbcueXDmyCVhWxXAldM3SU/LwMy8Ap3fby/8rtK9ltYVsbXXDD6tolFLVwJfCuqeH6mRlJpaxuzl8m2rqqbD20Dl6fGy5+xb77XDwtKcZympnD5yiW/HvdgWodrakt9rxZBc/OcaD+76oVAoMLcw47MvPzT4M17GUHMRbTF8/g04uzrpvGZe0Yx6jV8YknNzc4mJeEJEaBRBj5Rxvx49UNZfXj4DqKHnWaX9jQxdXn1QjeOMTYypU097uYxkRrg2ceHW5Ttqv5fFuLEs9HSRjB4du7Vl7aKtBPqFkPAkicpVKgnC0KpDU8pXMKVBMxfue/hy54YXzvUdCfYPIzo8FplMphEZXUUFLRa/l9G1vaAoqCY3aanpzJ3wm15pUhKfltjoATBn5U/MGb8U92v3lDFOrnriftWT1fM3Y2tXjW49O9Nv6Kc6Vyryo3oPXR0lKAezlWysNLwXEp+8mOCtWag77kd+VCuASflcdytV1v3s0j7215AMGt2XlKSnHNx2DLlcwSPvQB55B7J99X7MK5rR5YP29Bv6qdqgOT96HUvLC9lV1aWVdcUCj10zNjHGoqI5yYkpJGtZga2o5/GMrxvavDxUqCbB+esrP6YFpeV52nxJ33RZ1yUjKfm85go7XtLm+fsZygtApbssrSoWeJ9VZcsCjR5FbXeliap9FraqbVP1xXVVfRpKHxTG61RfJSF/HWpD1Scm5TNkgnL1+5/9Zzl56DxBj0LJyswu8rNNy2vXP/mNd8UZp+hqp6nP0oSVxsLaaeXn9ZKWmk5ubq7aiR5GMqMCxwqqa4kv1Zk2VDq1IJ1oaCwszVm6dQ4/j1tCZGg0T5Ofcf74Vc4fvwoojY0f9elGDx0eeYZ8/9KguDL9UZ+u3Lrkgeet+zyJSRDiCZw8eB6Adz/ppLadU1/dW9i31UeXyIq47dPYxJhuPTpzaMc/nMln9MjOyubi84CXpbW1RRUgVSaTkfosjd9mrWXuqsml8iwVhpqLVLQqfL7wOmJhVfD4NT42kf1bjnLt7G3CQ6I0vLt0URrzrNL8RoYsrz6o3qmilUWB443KWnRSaY8by0pPF0kzOTrbY+9Ug/DgKNyueNK99zu4Pd/L3LpjMwBadWymNHpc9+KLwT25fl7pktfif40NYjwoCfI8pZWqqq0N7d9uXcjdSgqaaBWFSpWtWLHzVx56BXDx5DVuXbpD0KNQFAoF0RGxbF+9n2N7z7D2wKJCj3rT9+xmbUeZqVaypFIJPfppd8V+GVXUefR9rnHZBwMrLlIjKd/P/o5+Q3tx/thVblxwx8fTj5ycXFKfpnF8/1lOHrrAnD8mFXisqb4UZWKh+lbavndZnFP/b+dNl3VdMpJ/XlaYLsnL0y2DBVHY5E81mdP53GKsmL8qVO+qb10+v1mZ1kD64E1BKi1Y76nkJv+kKywogvEDZ4la5cUAACAASURBVKgFZ6tWowqOzvbUbVibpq0b4uXuI8RWKWt06vL8olHIN88/KVAZgIX8C5VLZZ3pE59IdW9ZG8gaNHVhz/l13Lp8hytnbuF25a7wPR96BfDQK4DThy+yYuevGoFcDfn+pUFxZBqgU7e2VLSy4GnyM84evcSA4b1JiEsUYurpiutWmO4tzFvJqJTGHh/16cqhHf8QFhTBQ68AXJvW5erZ26Q+S9PwWjEkqoCOmemZrF6whfPHr/LORx01jkA2JIaai/xbx4FGBcj85dM3mT12sRC7SmokpVYdOxzrOlC/sTMt2zdhzYKt3HN7oJHWkPOssvhGhiyvPug9d9SiC0t73FhWerrIqTt2bcueDYdxu3KXrj3e4r6HL1KpRAi81ap9Uzav2M292w/Iy83jxkWl22jnD0pHYRUFy0pKC3dFS3N+mj/6lZTBtWldXJvWZdSUb0lKSMb96j1OH7nErUseJCUks/LXTQWeVQ4vVhQLC5r2NFmLh8Bzq6NcrmDE5EFYFMFjIL91L+FJks5G+G/YG/4y1WtWZeCI3gwc0VsZrPe2N5dP3+TkgfPk5OSyZMZqOrzbWu+zp3WhslYmJz5FnifXqRCzMrNJfaoMymZpXfDKjIh2RFnXjlU+eYqPSyzwiLv42ETghe4E1CdgOuY+L+/ZVlGlug2P/UKIjXpSYBl1RQ9/HVGtjCbEJRZ4X3y+66pvIOqDolGYl4uqT8y/UjV3wm/ERcdjWsGUsTOG8Hb3jhorZ6q9yq8TZhYVkMlk5ObmFi5bz9upuYWZhrdDTk4uaanpWvfQAyQ+rzN94m+odGphgfWeJj8z+Cq0kcyIDu+2ocO7bQAID47k5sU7HNt3mqBHoXjfecjhnSc0YgEY8v1Lg+LINLzwjji4/Tjnjl9lwPDenD9+DXmeXOspJ1WrK7eGxMcmFqhr8gdMLUvqN6lL7Xq1CHoUyvnjV3BtWpdzz4Navuy1YkgGDP+Mz776CHmenHPHr/LIO5ClM9bSvG3jUtO1r8Nc5HUkMT6ZX374jZzsHOwcbRk/6ztadWiqMe7OyCh4K6Yh5lll+Y0MUV59UI1rnyY9JS83T+f2fW06qcTjxkIoKz1dZDNhp27KuBxuVz15cOchmRlZuDRyFiYUDVvUo7yZKWmp6bhd9cT7zkMkEonOoHVliUtDZSCwIP9QkhJ0u8jcc3vAkd0nuX3lrtrZysUlPDiS04cvcnzfGbXfK1W24r1eXfht68+CF4E+EfTrN1Hud3vkHSgExHuZ6PBYIWBNflwavoj+fuelU3byExMZx/7Nf3P17C3h+Ej72jUFgSzoNJ38sRReZ5ITU7h86gY71v6ltvphWr4c7bq0YvKCsYydqYxEn5L4lLDgqBI/U1X/2VnZPLzvr/O+++4+guzVdjH83r43AVHWtePs6iQMeL3cfXTel56WIeyfzL+/VJavo0xPy9CaNiJUe1tp0ko5EH/g6acRb0hFeHDUv8roUfe5nD30CijwZJV7t5UrUzKZTDCiifqgaAQHhJGRpn3Am5yYQuRzuWvUQilnqlVjgCHfD6DXgO5aXYUjQ6MBDNLfGwqJRELdhsq9715uutspIKx66toH7ntPt2yp3PsbtahfaJnqPt+LHxMZR3JiitZ7crJz+PR/3/BO/c84ceBcoXkWhvedhxzdfUojgL69U036Du7BhiPLqFajivJeHeMnQ71/aVBUmc6PKnaKKgi3Kr6Utq0gjZ/r3uysbOGdX0YuV7xSA6DKO+XKmVtkZWYL37yg0whLimqLqtRIyrTF45HJZCQlJLN01tpSe+armou87lw5c1NoC3P+mET7dzQXGuVyBTERym37inx1Yuh5Vml/I0OXVx9Uc8ecnFwe3tc9dlXF/8lPSceN+lAWerrIRo/GLV2xtK5IcmIKe58f0fPyEZKqgG1rF21FnifHtamLXsGmDEF+6/XLLtKd3vsfEokEuVyh05U1NzeXhZNXsmTaajb+trPQUwT04cI/15g74Td+m7VOiNT/MqqjBAuKeaCiywcdkEgkpKWmc+ylBqPi4PbjWn+v16gO1WtWBWDXuoM63cg3Ld/N73PXM3vsYqEhGxvL6NBVucpyZNdJrYHvEuISuaQjgvzrRlhQJNNGzGfdom14XNc+Kc5/xGP5l9xmi0Pzdo0FA+GuPw/pvG/XnwcB5cpa0yJGbi6oDbxJiLKunQpm5WnVXqmzD+84oXPAvX/zUcGo2rHbC6N1/kmjtsCJ8jw5545e1prnB5+9g9RISkZaJjvXadfB658fM/w6UVCb6vz+/wBlDIaju09pTf80+RnH9ip1dauOzQQX/JLqgzetredk5+js8w5sVcZlKmdqIsQPS4p/MTHXFQQxKixGmFwV5vpfVFTfR+WaW1RULv3u1zx1BnC77+4rDAh1LS4d0jEeuHPDi6BHoQC8reMkuPy069IKI5kRCoWCI7tOar3n6tnbZGZkkZWZTf3GuoNA68um5btYPG0VG37bqfW6aflyVHoeVFXXdmRDvX9pUFSZzk+9xs5CoMR//jqHl7uPzlNOGrd0FYytG5fv0hon4ciuE6/U4Pz+p29jJDMiMjSa/ZuPkpmRpdVrpbRwdnVi4IjeAFw4flXjZBxD8armIq87+fV1FR36+sI/V4UF3fz62tDzrNL+RoYurz40aFZP6Af3bjys9Z7r592IiYzT+L2k40Z9KAs9XWSjh9RIKuxvUh0d06pDM7V7VP8/fh4B+q33tZ/aUhpIJBLhKJ0bF9xJTkx5sXrrVIMPPnsbgH2bjrJr3UE1xZ+Wms7P45YQHhwJwIDhvQ1Spvd6dcFIZkR2Vjazxy7WcIl/5B3I33tPA7oHLfmxd6ohHPG1at5mjWOBju87w77NR7WmlRpJGfz8HGVfL3/mfL9UrcHJ8+TsWndQWKH5uO97apOcId8PxKScCTGRccwYuUCoW1C6YU4dPl9nY3jdaNTCVYjIv2TaakICwtSuJyUks2nFbkBpsSzInUtfTMuXEzrVy6dusGreJrXV4azMbBZPW4X782Ogh0/6ushbagpqA28Soqzr5tvx/ZEaSYmNesKU737RCA51dPcpNv++B4Cun7yldlSwnWNNYVvGxmU7Cc/nAZWUkMyssYt0Rv+vVqMK/Yb0AmDL73tYvWCL4AoZHhzJrDGLuPA8QOHrREFtqlGL+rTr3BKAVfM3c+bIJbW0cdHx/DR4DkkJyRibGDNy8iDhWkn1wZvY1tct3sr1c25qv504cI7ta/4CYNCYL4Rgiw51agoD0aO7T2l44gQ9CuXHb38WvI4M3Z5V3mKxkU/wcvMh9Wlagd5AL9NrYHcqV7VGLlcweegvwmk/KrzvPGT6yPmAclyg6xjZK2dusWnFbrXxjt/9AOaMXwooY7LlX7zShU01a8G7YOsfezl37Ira9UfegSybtQ7AYCcQqFb5fe894s8l2zUMU8f3ncHv+aqlrvGTod6/tCiKTL+M6nvsWLOfvNw8naecSCQSxs4YAii3c/00ZC6P/UJQKBQkJ6aw5Y+9LP/5T0O+VpGxtrESjDtb/lD2P6UVwFQX347rR606ytOUls5Yo9OjqSS8qrnI646js73w94GtxzSuXz51g8VTVwn/59fXpTHPKs1vZOjy6oNEImHEJOX44+KJ66xfukPtnXy9/Fkw6Q+d6UsybtSHstDTxYoI0qlbWyFCtLGJMU1aqa9Et+qobgR5673/FbN4xcO5vhPedx5y7tgVzh27gqOzPbvOKV3VJs4dRXhwFA/u+rFm4Rb2bzlKw2b1yMrM5oGnnzApGjTmC4MErgSltW7YD1+ybvE2bl2+Q+9Og6nfuC6WlSoSF/WEh/cDUCgU2DvVYMiEAXrlOXb6EIL8QvD18mfa8Hm4NKyDnaMtwQFhBPuHYe9Ug/TUDK1xPz7q0xV/n8cc2HqM88evcvOiB01aN8TERIa/T5Bg5WvZvqnQSaqwc7Rl8oIxzJ/0O7cu3+HzjkNo1q4Rebl5eN7yJjMji6ZtGhbqjvs6IJVKmLxgLBO+mklMZBxfvT+a+k1cqGprQ0rSU3zvPSIrM5typiZMXjDWYAEEBw7/nACfIM4fv8qeDYc5degijVrUR4ECbw9fwYrde9DH9Bqg/SztwiioDbxJiLKunSatGvD9rO9YMedPPK578XnHwTRt3RAziwr4+wQJ7v5NWjVg0oIxammlUglfj+nLH3M3EBMZx8BuI5XHk0skBPmFkJOTyzdj+7F15V6tzx4+6WtCgyK4fs6N3X8eZPefB5FKJYKXTft3WuPl5kNaanqhR0aXJQW1qRnLJjC2/zSC/cOY8/1Stvyxlzr1a/EsJRUvd19ysnMwNjFm2uLxGsf1lVQfvElt3aScCSblTJg0dC71GjtT06G60OcBdHi3jdrgs1JlK3r0+4Aju09y9+Z9vujyHS3bN8WknDEhAeF4uftgbGLMh5935cSBc2RnZRMfm2gwz1Tn56vwubm5jOqrPBHil1WTeefjTnqlt7A0Z97aqfz47c/ERj1haI/vcW1aj2o1qxAdHoPf/UAUCgVVqlfm1zVTBQPYy1Suas3mFbs5eeA89Zs4kxifjLeHL3K5ctwxZdE4vd9p3MxhPPYLxcfTj9ljF7N15V4cne2Ji07godcj5HIF1WtWZfLCsXrnWRDdenbm1KEL3L5yl+2r9/PPX+eo26A2xsYyQgLDhUlH5w/a6ww+acj3NzRFlemXef/Tt1mzYKtwIlFBRoIO77ZhxKRByrHoJQ9uXfJQ0701HKpjZW2J771HGBm9Gt37UZ9uXDt7m6zMbJ1eK6WJsYkxUxaNY3TfySQnpvDbzLX8snqKwZ/zKuYirzud3mtLnfqOPPYLYfvq/dy+chfXJnXJyc7Bx/MRIYHhVLW1oVnbRlw/70ZkWLSQtjTmWaX5jUqjvPrw/qdvc9/dlyO7T7Jt1T5OH76Ia9O6JDxJ4sGdh8iMjanfpK5gSM5PScaN+lAWerpYRo82b7XApJwJ2VnZNGnVQCPAUJ16tbC2sSIxPhmH2naC1bSs+GneaGaMWkhYkPLIw4iQaCFoS3kzU1btXcDOdQc5sPUY8bGJap4StnbV+Hp0X3r0f9+gZfpqVB8q2VixdeVeosNj8bzlLVwzrWBKtx6dGTHp6wKP7MmPeUUzVu5dwPqlOzi65xT+Po+FM5Gbt2vMjN8mMG7AdJ3pJ/w8nEYt6rP1j72EBIZz65LHi7wtzOg58AMGjx+AsYmxRtoPPnuHKtUrs2bhVvzuBwgeP+YWZkz4+RssLM3/NRPB5u0as3LvAlbN28SDu3743nuE771HgNJToHWn5oyZPkQYvBoCqVTCnJWTaPG/JuxY8xcxkXHCXlxQuqx+PapPiaKHF9QG3jREWddO70Ef41jXnnWLt+N775HanvmqtjZ89vVHDBj2mVaZ+WJwT0xMjNm0fDdJCcnCCrS1jRVDf/iSj/t202n0kMlkLNowkxMHznN8/xmC/ELJzs6hVh07Pun3Hp8O/JDuzfoDlDhwsCEpqE1VqmzF+sO/sXnFbv7ec5qwoAjhPqmRlA7vtmHYxC+p26C2Rr4l1QdvUlsvX6Ecq/YuZP6kFTz0ChD2HltZW9J3cA++GtlHI0DjhLnDKW9myqEd/xAb9UTw7DKSGfHWe+347sevqGJrw/njV8jKzOby6Rv0/vpjg5S3dafm9B/2KQe2HiMnR+mhEBIYXqQ8Grd0ZdPfK1i7aCvXzt7Gx9MPH08/QOly/F6vLnw38asCgy7OXTWJQ9v/4eKJa0Q/3w9vbGLMh5++zagp3xbpSMTyFUxZuWc+W/7Yw+EdJwj2fzFBlxpJea9nZ8bNGkqlylZFek9dSCQSFm6Ywcbluzi6+xQJcYlqgV0rV6lE38E96Tesl073ckO+v6Epjkznx8rakv+93YqrZ2/pdcrJV6P60KilK/s3HcH7jh+pT1OpVrMyb3fvwKAxX/DrxOXAq9O97d9phZW1JcmJKTq9VkqbJq0a8OlXH3Fw23Eu/HONt7tf1dtQqS+vai7yOiOTyVi+4xcWT1vF9XNuPPIOFNpDBbPyfDG4J9+M68ejB4+5ft6N8OAogh6FCh5lhp5nlfY3MnR59eWn+aNxbuDE9tX7iYmMExb/ajhUZ9ri8Zw6fFGr0QNKNm4sjLLQ05LrIcf/s9FxYqOekJWZRVXbKhrHmIEyIE6wf6gQVd/Wrir2TjVL9UhAhUJBZGgM0RGx5ObkYmVtSZ36tUrUwWSkZRIcGEbq0zTsatkWeRtGdEQsUWExZGflYF2lErXr1dL7WKCosBgiQ6MxrWBKvUZ1XukkpX0tpWvvjdB/ipU+MT6Z0McRZKRlYF7RjFp17MtkMBQWFEFs5BNkxjJqOFQXgrIZgsLawJvGv03WSyrT+hIfm0h4cCQ5OblUq1EFe6eaeu1PlefJCfANIikhmUqVrXB2dSrxZFsuV9C5bk/keXJm//4j7/XsUqL8DE1hbSovN4/Ah8EkJSRjYWmOnWPNIumR4uqDf0tbL45M715/iNXzN2NZyYITnkr32ZDAcGIi46hcpRKOzvZajZb5yUjLJOBhEKlP0zCvaIazq5POLQOGJiMtk7iYeMzMK1C5aqVijzHS0zJ47BdC2rM0Kle1xt6pps5v7Xc/gCE9JgCw4/RqaterRXxsIsH+oZQ3K49jXXvMLcyK/U7wQtYT45MxrWBK3QZOJc6zIHJzcwkJCCc+LhGpVIpNVWucXBy01mdZvL+KVyXTKn4et4Szf1+mR//3mbygZB42Y/pNxfOWt0HyKg5yuYLP2n/Dk5iE11L/lwavYi5SGGU19tBFYnwywf6hyrGajRV1XB2RyfQbq5XGPKs0v1FplFcfcnNzCQ2M4ElsApWrVMLZ1alI71PccWN+ylpPv5qDycuIwgaLUqmEOvUdhUBQZYFEIsHO0RY7R1uD5VnezLTIe6fyY2tXTS1gZ1Go4VDdILEuXgesbaywtjHM6lRRcKhth0Pt0vGGMqQB5b+AKOvasalmXSyXfqmRlHqNnfW+/8YFdw5u/wdHZzvGTB+itYP1vfdI2NOZf4/v60JhbcpIZlSkOnmZ4uqDN62tOzrbF0k+ypuZamzFLSvKm5kaxOO1gln5EgV1LG4710VJZb2oyGQynF2dNLaI6Yuh39/QFFWmQRlA+coZ5erzx89jvWkj4UkSs8cuxqF2Tb4e3VcI8p2fzIwsIWDuq9K9d67f40lMAuYVzQr1Wvmv8CrmIq87JRmPl8Y8qzS/UWmUVx9kMlmJ3qm09Glp6ukiBzIVEREREREpDuYVzbh1yYO9G49w44K7xvXsrGxWL9gMKF0lnV01t4OIiIiIiChZt2gbWZnZ1G1Qm4bNdR/nWNHKgof3Azi6+5TWIJGgPCkn9WkaUqmE9u+0Lq0i6yQ9LYP1S5Wnd330eVeNrfMiIiIiJeE/7elhKK6dvU1mZlax0pqZV9B61JiISFkjyrHIq6ZRC1ec6zsS6BfCzNEL+bjvezRqUZ9ypiZEhkZzbN9ZITbFpPljDHJMnyj3IiKvhqiwGHy9/IudvnFL1zfOg0kflkxfTerTNMJDooSYB0MnDCwwjbGxjI/6dOXgtuPs2XCYiJBoOnZri2UlCxLikrh44hoe170A6P/dZ8LxtqVNTk4uEwfNplJlS7zvPCQ26gnlzUzp/91nWu/PSMvk+gU3rdf0wa6WLfWblPwoZRGRskSUe8MgGj30YOnMNTyJSShWWofaduKgWeS1QJRjkVeNVCph8ebZTBsxH7/7ARzcfpyDL53NXtHKgqmLxxtM3kS5FxF5Ndy54cXCKSuLnX7Oykmi0UMLKUlPuXjiuvD/p19+SMduhR9rOXb6ENKepXPq0AWunr2lFjAZlNuVBo35gm/H9Td4mXVhbCwj0C9YOLJTaiRl0vwxVKleWev9qm06xaXXgO7i5E/kX4co94ZBNHrowbiZw8jMyCz8Ri2YlWJQLxGRoiDKscjrQLUaVdh4dBl3btzH49o9IXK4dZVKNGjmQqdu7Qzq1izK/b+f/3VphZV1xdfqNJ/XHVv76kxf+j3AKzkBA6BZ28ZCGYpDw2b1ip32dXj/giiJTPfs/wHlTMthZCSlXZdWvPNRR73SGZsYM3PZDwwc3ptr524TFhRBVmY2lSpbUcvZjnc+6miwU3eKwtAJA7l3+wFW1pZ07/0urk11T86sq1iVSKZKK36aiEhp8l+V+7LW0//p01tE3ixedbRpERFDI8q0yH8NUaZF/muIMi3yX0OUaZH/Gu1rfSQGMhUREREREREREREREREREflvIho9RERERERERERERERERERE/pOIRg8REREREREREREREREREZH/JKLRQ0RERERERERERERERERE5D+JaPQQERERERERERERERERERH5TyIaPURERERERERERERERERERP6TyF51AfLz2C+E4IAwzMwr8L+3Wxks33PHrgDKM99t7asZJE8vNx+exCZQ1daGJq0aFClteHAkjx48xthYRucP2hukPCL/LlKfpnHr8h0A2nVuiXlFMwCSEpK5c+M+AB3ebUP5CqavrIyvgrCgCPx9gjA2Mabz+/8r02eXhp74L1JaerowFAoF549fBaBxS1eq1ahikHzv3PAiKSGFGvbVaNCsnkHyLIkc69INIv89Skum9cHjuhfJiSnY1bKlfpO6BsmztPqvSyevk5ubR71Gztg71ShS2vvuvsTFxFO1ug1NWhdtrPamUJLxbEl408c7/zVK0u+J8yKRsuC1MnqcP36Vbav24VDbzqCD6dljFwMwfen3BpvM7Fx3gBsX3OnSvUORO4kbFz34Y+4GzC3MxMb9hhIdESvI5dYTf1C3QW0AQgLChd8PXNtk0EFAdHgsB7cfZ8z0IQbL09BcO+fG6vmbsaxkUeZGj9LQE/9FSktPF4Y8Ty58ozkrJxlsgrjl9z143n5A997vGszoURI51qUbRIqPQqHg2N4zVLerSptOzTWuZ6RlsmnFLr4c+TlW1pZlVq7Skml92LR8F/c9fOk1oLvBjB6l1X/9MnE5memZ/DBnRJGNHrvXH+Lq2Vt06tZONHrooCTj2ZJQmuMdkbKnJP2eOC8SKQvE7S0iIm8AF09cZ2C3kVw/7/6qiyIiIiJSZigUCr7rNZFFU1fyNPmZxvXw4Ej6vzucPRsOk5cnfwUlFBERERERESltXitPjzeFNh2bM2XhWIxNjF91UUReEdVqVGHKwrHC36VNgG8QWZnZpf4cERGRklHWuuG/jjxPjq+Xv87rMZFPeBKTUIYlEilLeg/6mA7vtqa6nei9JyLyuiLOi0TKAtHo8QpwcnHAycXhVRdD5BVS0cqCT/q9/6qLISIi8poh6gYREcPRumOzV10EERGRQhDnRSJlwSsxesjz5IQEhhMb9YSKVubUb1wXI5mR3unTUtMJ8A0iNSWNilYW1G1Qm/JmRd8LKM+To1AohGdnpGXyyCeQzPRMbO2r41C7JhKJRO/8IkKiiQiJxNjEmFp17LGpZq31PoVCgTxPjkQiQWok1fxdKkUqVT43MT6ZYP9QsrNyqFmrOg617Yr8niKlg7bvFfo4gqiwGMwrmuHobI+FpbnO9Hm5eQBFkn0Vubm5BPgEk/gkCdMK5XB0tqdyVU15U5VRoVAY5Ln5UeWb//21PbugZ6nykBpJdba1pIRkHvuFkpuTg619dWrV0a8NpCQ9IzQwnKfJzzAxNcGmqjWOdR20llVf5HlyAv2CiY9NxKScCU51tdf760RSQjLB/mFkpGdSuUol6jaorde3L6meLgnJiSmEBIaTmZFFbZdaVLW10TutQqEgNDCc6Ig4JFIJNeyrFUtvlrR9v0xR5FhXG83LzVPrNzIzsvD3ecyz5FSsq1SiXqM6an3Kf5W46HhCA8PJzs7Bpqo1zq5OWmVTnidHLn+xZUUulyvr8Pk3zcvNU9ON8jzldV36KH99m1c0w6VhHb3HHiWR6ZKQkZ5JSEA4SQnJVK9Zldr1ahUpvb51XRgvy258bCLB/qFIpFIcatcsUn3I5QoCfIOIj03AwtIcZ1cnKpiV13mvQi7X2U/921DpBl0yKrzvS+NLbXkU9B31Hc++THRELNHhsaSlplPBrDw1a9lSvWZVvdLqoiTtTuTVom+/p2teBGK/J2I4ytzoceLAOTav2EN0RKzwm7WNFWNnDi00bVRYDGsWbuHy6ZvCZArA2FjG2x92ZOSUb4rUcXZr3JfM9Ew2Hl2Ox/V7bF21j8z0TOG6o7M9IyYPolO3dgXm88g7kKUz1qi50EqlEtp1acWk+WOoUr2y2v37t/wtBOw57b1P+H3PhsOsnr+ZTt3aMWXRWH6buZZLp26ovWvterX48ZdRNG3TUO/3FCkdVN+r/TutGTdzKHMnLMP33iPhurGxjPc/e4ex04donMAQ4BvENx+OA4oWrDAjPZPNK3ZzZNdJ0tMy1K41ad2A0VMH06hFfeE3j+tefP/lDOH/sKAI3nLuCcDavxaXKLDbuAHT8Lz9gE7d2rFwwwyN68tn/8nB7ccB+OvKRmo4VFe7HhkaTd/OwwDYdXYNjnXVrfyJ8cms+PlPLp68rtEGJs0fQ+OWrlrLdeOCO1tX7sP33iO1CQ2AlbUlA0f0pv+wT4tk0MzNzWXP+sPs2XCIlKQXcQEkEgnN2jZi3MyhuDSso3d+ZUGAbxCr5m3izo37avVgYWlOv6G9+HLk58hk2ruAkujpkhAfm8gfv2xQ++YSiYS33mvHD3NHFphWoVBwdPcptq/eT2zUE7VrNRyqM3j8ALr3fkfvspSkfeenqHKsSzf43Q9gSI8JmFuY8Y/nLjav2MP+LUfJSHvRZ1lZWzLsxy/pNaC73u/5b+LODS/WLd6u9h0AzCua8fmgTxg0pi8m5UyE30d/MYX7Hr7C/3PGL2XO+KW06tCUZdvmCrpQRa92gwAYNvFL3PN3mAAAIABJREFUvhnbT/g9KSGZdYu2ceboZbKzXmwTNDaW0a1nF0ZN/YZKla20lrkkMl0ScnJy2bRsF4d2/ENaarrwu7OrE9MWjy80fVHruiBUsmtawZRj7jtYOmMNZ49eQi5/oZdad2rOuBlDCzXKnP37Mqvnb1bbklTO1IReA7ozcso3Gu7x04bPEwKZauun/k1kZWbTvVk/sjKzGTdrGF8M7qlxz9cfjCbYP4yqtjYcvrlV4/qxvadZOGUl1jZWHHXboWEIKup4FpTGwgPbjrN/y1Giw2M1rjvWdWDMtMFFDnxdknYn8mopar+na14k9nsihqRMjR6bVuxm84rdAFSqbEWTVq6kp2Vwz82HOeOX4uhsrzOtr5c/4wdMJz0tA4lEQoNm9aheswpR4bH43Q/gzNFLeFy/x4qdv1KnvmORyrVx+S5uXfLA0roiXT95C5nMiBsX3AkJDGfqd/P4cd4onY0p8GEQo/pOJjMjC3unGlhXqUTY40iSEpK5ccGdsf2nse3kSsqZ6jc4AEh9lsbovlMICQzHwtIch9p2JMYnER0eS9CjUL7/aiabj60QXcFeE57EJDD6i6kkxCXSvF1j6jZwIiIkmluXPDi+7wwPvfxZuWcBlpUsSvSclKRnjOo7mZCAMADsnWri7OrI0+RU7rv7cN/dl9F9pzB96fe816sLABXMTHFycSApPoXkxBSMjWXYPY9+b1qhXInK0+m9dnjefsDdm/fJy83TWDVyu+op/H3nhpeG0ePaebfn71FDw+CRlZXDyM9/IiIkGmsbKxxq2xEXE09UWAxBj0IZ238aW//5XSPdX1v+ZsWc9YBycl+/sTNmFmbERcfz6EEgyYkprJ6/meysbLVJTUHkZOfw0+A5uF+7J5TXpWEdMtIzuXf7AZ63vBnR+yfmr5tGuy5ld5pJQVw/78aMUQvJzsrGpJwJTds0xNLKgpCAMAL9Qtjw20683HxYvHk2xsbq3UBJ9HRJiI6IZcwXU4mJjEMikdC4pSs21azx9wni8umbhD6O0JlWLlcwZ/wS4dhhK2tLGrd0Ra6Q4+3xkKiwGH6duAwfTz9+/HVUkcpVkvZdXDkujHkTV3Dm6CXKmZrg0rAOcrmcx34hJCemsGTaamQyGR/37VakPF93Du34h2Wz1qFQKChnakKTVg0wszDD3+cxUWExbF25F7ernvy+61dh1b+GQ3WePU0l2F+pM6va2mBmUQFb++pIJBKcXBzITM8SjHsOte0wkknVJlKRodGMGzBdkMsGzepR06E68bEJeHn4cuLAOTxvebNy73xsX4obURKZLgk5OblKnfVcB9eqY0fterWIiYzjoVcAY/pNLdBQV5y61geFXM6kIXPxvOVNrTp2tO7UnKfJz7h69hbuVz0Z2WcSy3f8QoOmLlrT/733NIEPg5FKJbg0rIPMWEaQfyiZ6Zns23yU5KSnzFo+sWiV9S+inKkJrTs159rZ27hd8dQweiTEJQqyHhcdT0RINHaOtmr3qIKZd+zWVsPgUdzx7IzRC7l86gYAtnbVcKxrj0wmIzwkipCAMEICwpg0ZA5/7FlA87aN9HrXkrQ7kVeL2O+JvK6UmdHjoVcAW37fA0D33u8yaf5oYZUgOjyWHwfPESZzL5OWms6kwXNJT8ugqq0NCzfMpF6jF6uq9919mTZiPonxyUwdPo/tp1ZhWl7/Cd2tSx40bdOQRRtmCu7KWZnZzBm/hMunb7Li5/W06dhcY9IGShdAm2rWLN06R1Dmubm5rPx1Ewe2HiM8OJKLJ67xwWf6rzB63vLGpJwJP/46ip4Dugsd09m/LzNn/FKys7LZs+EQ05Z8r3eeIqVHgG8QRjIj5qycRNdP3hJ+97juxeShc3nsF8K6xVuZvGBsiZ4zZ/wSQgLCMDYxZuqicbz/6dvCtbjoeGaMWoiPpx/zJ/1O7fqOONd3pGHz+uw8s4b1S3ewbdU+bO2rs/PMmhKVQ0Wnbu3445eNpKWm8+Cun5r3UWzUE8KDI4X/79y4rxGn4MZzo0en9zSPNstMzyQ28gk/zR9Njy/eF1wXzx27ws/jlpCTncOeDYeZmm/FMi46njULtwLQpXsHZi77QU0PhAdH8uO3PxMREs3+zUf5evQXerk7r16wBfdr95AaSZm8YCwf9ekqeIk8TX7GnO9/49YlD2aPW8LOM2u0roSVJTGRcYKeaNSiPvPWTlNzTb586gY/j1+K21VP1i/dweip3wrXSqKnS8qyWeuIiYzDwtKcxZtmCUcnKhQK9qw/xOoFW3Sm3fXnAcHg0W9oL0ZMGiSs+GZmZPH73PX8vec0h3eewLmBU5FWhErSvosjx4WR+iyNM0cv8dlXHzFi8iDMzCsAEPgwmAlfzSQxPpmtK/f+pwZ/3ncesny2chLesn1TZv/+I5WrVAJeePgsm70O33uPWDRlJXNWTgJg5rIfyMvNEzw6Rk8brPYNd55Zg/u1e4I33Kp9C4R8QbmCPXP0QmIi47C2sWLhhhk0bP7Cky7YP4yfhswhOjyWWWMWs/7wUjUPspLIdEn4a8vfuF/1RCKR8MPcEXz21UfCNfdr95g2fB5x0fFa0xa3rvUhKzMbz1ve9B3cg7HThwrtITbqCeMHTic8OIp5E5ez/dQqrVsvAh8G06RVA2atmChMdJMTU5g2Yj5ebj6cPnyREZMGldnWoVdBp65tuXb2Nvdue5OTnaPm2eJ29Z7avXdueKkZPXKyc3C/rrznLS39bnHGsxdPXBcMHqOnfku/YZ+p9au3r9xl8pC55OTksn/TEb2MHiVtdyKvFrHfE3ldKbNNUNtW7UOhUODk4sDURePU3CJt7auxcP0MjRVHFQe3HScpIRmpVMLiTbPUDB6gdOuf/+c0QGkdPrb3dJHKZmFpzvx109T2Z5czNWHmsonYVLMmJzuHnesO6Ez/y+opaopcJpMxZtpgrG2Uq0XeHg+LVB6AYT8M5NMvP1TrPLr16EyHrm2Ued7xK3KeIqXHlyM+VxtMA7Tq0JTvfvwKgOP7zpTohADvOw+5feUuAGOmDVYzeIByBXPpltlY21iRk53D5uW7iv0sfanhUF3wNlKVTYXb8//tnWoCysFXftLTMvBy8wHQeZ77t+P702tAd7W9ml0/eYtO3doCcP+ldnXxxDXBs2HqonEahk97p5oM+K43oPSaSUpILvQdn8QkcHjHCQD6D/uUj/t2UxtcVbSy4JfVk6lU2YrUp2ns23Sk0DxLm51rD5CWmo55RTMNgwdA5w/aM3TCQAAObD1GcmKKcK0kerokBPj+v707D4iq6vsA/h0Yhl0ExFxAQVBAVFxwX1JzbVFTHyutLC0ttdIyLbVFK23R9/FJy1YfnyxtcavM3Sy3TEQFlF1Z3FD2fRuG94/hXge5FwbuMOD0/fxVM3NnDtdz7j33d875ncs4+bt+BHLhu3PEh0NAvxRg6uxJuH/yCMljiwqL8e2GbeLf9sKyZ6o8CNjZ22LxqhfQe3APAMDGf29BWWlZncqnpH3XtR4bo/+wELzyzvNixw/QL1t4/PnJAPQBqoy0rDp/b1P19dot0Okq0KptS3zw5RtVAhMqlQoTpo3FzPlTAeg71gnRiSb53T/2nkDshUsAgKWr51d58AL0yfdWVD70R52PFeswoKxOK6Er1+HbDT8BAMY/NqZKwAPQJ/Z8ecVzssc39Lnu1rszXnzj2Srt4Z42Hli+bjEAICnhCn7fc1zy2OZuLvho41tVRvabu7ng5eW3/x7D5UyWaOCIPrCyUqG4qATnK++hgtPHqt53z9xx3w37KwLFhcVwcLRHyMBgye+va392387fAQBBPQIwdfakagMJfYf0xNCxAwEASQnGzWxS0u6oaeB9j5oiswQ9SktKEXpcP83yoUdHS0bwvXzayE4NP3bgFACg96AesrkPuoV0Rvc++gu1EHU21uiHh6G5m0u11+0d7cSI9vFDp6vlBwD0D36GnRmBjcYGPp30a1Ozs3LrVB4AGDHuXsnX/SvzBuRm50m+T+ZnZW2FKTPGSb730KOjoVarodNV4MTvp+v9G8cO6tuAk7Mjxk8dI/mZZs2dMX6afgT75JEzVdbANpRBI/Q3MKGzJThduRRk6qyJsLFRVybkvT1D4PTRsygr08LdwxVBPfwlv3vspPskX+/UxQ8AkJOVU+X1ydMfwk9Hv8Jn2z+SnbptOFur1IgtfI8e+AtarRYA8OgzD0t+xsHRXlxO9Of+v2r9zoZ2ZM8JAPoOhlzyufHTxkClUqG0pBSn/ggDoPw6rcTxQ/q24eLqjOH3D5L8jFwbCz99Afm5BQCAabMnyv7Gk3P+BQDISMvChbPGB42Vtu+61mNjjJS5PwjfCQB5FnKPKCwowtm/IgAAEx4fK5vAcMrT48VAp6naofDw3d7XU7bed+7uL+bzOWrwu0rqtBKRYdFi3qEJj0vPaBo1fqjkcixznOtHZ06QHJX37+KLzt3194LjB/+WPHbQiD6S1/YO/t5ifqKczLr3t+4mru7NxfNkuIQUAM5U3nenz5sCADh7Rz4nITjQb1iI5Nag9enPrli3GN8e+LTGZUXCfbekuKTmP66SknZHTQPve9QUmWV5S0ridRQX6S92gd06yn6uS88A8eHOUNzFywBQa/LO7n274PzpC+LnjRXcW/57hbWlGbcykZWRI0a7BZ7tW0sdBgBo7tYMAKokRzWGxlYjOz3T0Vkf4RQexKjxtevgKRk0A/QPxO39PHEpJgnxdayXhuIqRz0CgzvWuI+5EPgrKy1DUsKVBk+uOWRUP2z+9CfERiYgJysPLq7O0OkqEFY5hXbA8N7Ys+0QIsOicebEeXFmiOG6YqkOsI2NWrYNuLrrz3VRYdUOlLXautoStNzsPFxLTkXypSuIu3CpyoyUcoPkWnJiIhIAAI5ODuL6eClCosDrKanIzyuAk7P8evmGlHrtljhzo7SkDPt3HpH9rFMzR+Tl5CPuwiWMmThc8XVaifiL+vrdKUg+C7tvgA/s7G3FMgqEEUGNrQaB3aRzAQBA116BsFZbo1xbjriLl9CjX1ejyqakfdenHhvDqzIvz50cnW7nV9BW7tBwt0uIThR3m6jpXm3vaIdOXXwRERqFuMr6pJTY/p0da2xLQo4DoS4Cyuq0EsLfbqOxga+/t+RnrNXWCOzWCaf+DKvyujnOdU39uM7dOyHqfCzio6TvlZ7e0vXeykqFZs2dkJmejaI69rfuRoNH9sOFszE4/WeYuDwxISYJmenZ8PJpi6FjB+L9xeuQnZmDS7HJ8KvMcycEPYaMkk7OX5/+rK2dpkp+uYqKCqTfzMS1lBtIir+C6PA48XcNd1KqiZJ2R42P9z1qqswS9MgymG4kVHgpUls/5ucViA/4htMspY/Xv1+QXwitViu7M8GdWtSw5aRhZzczPbta0MPBYJqVHKkZIjWxrynBpPCAWLevpAbUomXN9VKoQ1nptS+nkJNdOXrlVksbMCyLOUa8AoM7wd3DFRlpWQg9fg4jHhqC+IuXkJOVB28//TZ3Pft3Q2RYNMJORuBfT49DRUUF/jpyBoB858vBqfbkeFLtqqKiAscP/Y2dm/cgKjwOeTn5iv6+zMp/s4L8QqxYsMaoY3Iycxst6JFpUMf2bDuEPdsO1XqMMHKn5DqtlFBuueACoH+wcW3RvNruAEI9b+7WrMZt62w0NnBu5oTszByxPRlDSfuubz2ujZ299Ai8YQCxPt/bFOUYjCzX1gcQ7uWmuvZlpuvbRNT5WKy4YxcTKYZlVVKnlRB+t1lz5xrbg7tEvW7oc22ttq7xfAjvZcrcK41JmlrxD+gcDRrZFxs+2ISEmCRkpGXB3cNVDMqHDAyGvYMdOnfvhIgzUQg7GQ6/AG8kxqXgxpWbUKvVsruo1Lc/W1xUgt9+PIi9Ow7jcmwySoyYRVkTJe2OGh/ve9RUmSeRqZEJhtQ2EnuGG9bfWr7HcFskFYxPalRTx6C8/HbUsCHWstPdz8qq5lViwsiZWkH9ES7ktSXrqjJ7wQyJvVQqFQaO6INftu7H6aNnMeKhIeKU25BB3QHo15D/b/0POHcqErpyHWIi45GVkQ0HR3v0GtjdZGUpLirBwqffxrlTkeJrLq7OaO/nBb8AH3TpGQBbOw2WPr/K6O/UVbb/lq1bYMCw3kYdY+cgfWM2B8Nr4JBR/eDWouYHFwAI6FY5NVTJdVohY5PQSQWy6/KQI4w01iXpnTnaN8kz7MMae/0zVVJDoT11Du5k1Kw5B+fbD41K6rQSRv+uRH1t6HNtVet36tsS+1o18/bzgpdPG1xJvI7TR89h7KThYh6t3pX33ZBB3fVBjxPheGTGeJyoTBzes39XkwblUy5fxUvTllVJjHtPGw94+3mhY1AHBPcOQnjoRTHvkjGUtDsiIjlmubMYjhhkpGWJSZbuJDVi4OjsALVaDa1Wi4xbmTX+TvpN/ftOzo6S69HlZGfIry0zTIpT28gH/TPVNmos1CGpkTVjCSPvtbYBg/eF6agNbdCIvvhl635x6ciZyqUtQqK0Lr0CYWdvi/y8AsReuCROde0/LMSknduv124RAx6PPfswJj7xQLXlLkLHz1gurvpz2MzFCa+unGuagjYgw3X6YybdJ5skVoqS67RSwgym2pKQ5WZX/21hdDg7Mxe6cp1sELukuBT5ufqZPy51aBvmaN8kz/A6ln4rU3IXNfH9yj6A0G6VaubaDBm3MhHUMwDz35pVp2OV1GklhHacm5UruZW4QKpeN/S5LivToiC/sEoiQkOZleeqthmNpL/vbv1yp36wYdwQRJyJgpWVCj37dwMAhAwIxsa1W3D+7wso15bj5BH9fffeMQNMWo4VC9bg1o102DnY4YVlMzFs7KBq+WKEPDHGUtLuiIjkmCWRqVeHtuJNrqadTGIi46u9plKp0DHIBwDE3R7knD99AQDQwb99ncoXFR4n+15kmL687X09a9zXnv65EuNTUFQgvY44OzMH15KvAwC69Ays9290rBztiA6Pr3HnifN/69uAWq2WfWg1td6DusPOwQ7pNzMRG5mAiDPRsLK2EnMm2NioxeRoZ06eF/N5DKnDA7kx9u/QZ5EfMLw35i2dKdlhv5acKv53RUXt64s7BekTJ1+OS65xt5fzpy9g15a9+PvoWeh0jTe9sm271uK19s4dcwzpynX4/qtdOLz7GK6n6M+Jkuu0UsJsk9jIBNkEvDeu3BQTNBoSRgJLS0oRHSF/LY8IvSj+23ToZPw9whztm+T5BfqIgazwUPk+QGFBkZgLoq59ADlC+6+pLQHAgV1/YO/2w4iJuN02lNRpJYTfLSvTIjpCvq3GRiZUe80c5zrqfO39rS49A2Q/Q3qDR+qXhp4+dg4XwqJRXFSCTl38xF0Ig3r6w97RDgX5hTh97Bwiw6KhUqnE5OOmkHL5KqLD9XVs5vypmDB1rGSC3GvJNwDA6HujknZHRCTHLEEPGxu1uNXqru/2SiaayriViT9kdl25d7Q+Mh16/JxsgquI0CjxhlnXi/re7Ycly5STmYsDu/4AAAyTyb5OVFZahl9/OCD53rZNv0Knq4CtnUZ2Ha0xhBH7/LwC/Lxln+RncrPz8Ov3+nKEDOpeZctWoSNruFzLVDS2GvSpnFK78eOtKC0pRUDXjlWm0ApTbg/s+gNxFy/BxkZ+XXF9ZVUm8GzZSjqBVlmZFrt/vP3vpC2r/VwMHtUfKpUKOl2F7PRcrVaL9xevw0dLPsFXa76ttmWfOVlZW4nX2r3bDstuo7p/1xGse/crvDnvA6Rc1m8jqPQ6rcTQMQOhUqlQkF8o25a2f7Nb8vUe/bqKHf3vPt8h+xvffb4dgD7XQXDv6jsUyDFH+yZ5Do72CBmgnzW2c/Me2QDUjxt/FoMLg0be7gMYzvwpl0hyZ13D+8J193JsMk4ckp4ldi35Bt5d+G+8+8q/q2y1qqROK9G5u7+YRPD7r3ZKfubE4dNIvXar2utKz7Uxdsj8zWEnw3E5NhkA+1vG6NorEC5uzZCdmYPvK7dKN9yGVq1Wi4nNN3ywCbpyHQKDO8nu6FUfWem3Z0nLJa68npIqLnk1NgG/knZHRCTHLEEPAJg5fxo0thqkXruFZc+vqpJgMCMtC6/PXil7g50wbSzcW7pBp6vA4mfeqZapOTIsGkufXwlAn933zn3pa3PrRjrenPcB8vMKxNcy07Px2qx3kZeTD1f35nj0mQl1+k76Z/nsw03Vbs57th3CN5/+BACYPu8Ro5KwyenSMwD97u0FAFi/cqMYjBPcupGOV2csR1ZGNmw0Nnh+8fQq7wsj+DevpSH89EXk5xbUOGOkrgZXJiQVthoUghwCIXeH0Knt2b+b7BTn+mrv6wlAv4Wi4fpiAMjJysOyOatwKSZJfK2osKjW7/TyaYMxE4cBAH74+md899n2KnkzCvIL8faLH+FK4jUAwNTZk5T+GYpNnzsFGlsNCguK8MpTb4llE4QeO4c1b24AoB+l7VtZrwBl12klvHza4IEpIwEA69/bWG0bzN0/HMAPG3+WPNbO3hbTntOf9z/3ncT6976uUrdLikvx4ZL1CK3cznH2oiehsdXUqXwN3b6pZk+/9BisrK1w83oaXpv1TrVElz9v2YeN/9kKQL9Vs7DrGqCfLSpsvXry91BkZ+ZUqdeG16Eje44jP7dArONjJg4XdwxY8fIanPrjTJXfvZ6SildnLEe5thy2dhpMnv6Q+J6SOq2ESqXCc4umV/49J/DF6s1VrllR4XFYtehj2eOVnGtjHD1wCl+v3VKlTDER8Vj+0moA+nuH4cM7SbOythLzTAn33ZA7cmQJ/y/c94aMlk4cXl/tfNuKQf6ft+yr1qe4HJuMhU+/Le5OZOy9Q0m7IyKSY7ZsUZ7erbF41TysXPQfnPozDJMHzUT3fl1Qri3HuVORKC4qQXCfIMklLM4uTnhvw+tY+PTbuHk9Dc+Mm4/AYH/c09YDN66kIiYiARUVFfBo5Y53P31ddm95Oe4t3XDy91BMGjgD3ftWlunvCyguLIadgx3eXPuKOJJIdCeNrQYaWw0WPbMC/l390LZdKyTGpyAxLgUAMPC+PiZ5GF72fwvwwmNLkBiXguXzV+O/H38P34D2yMvJR3hoFMpKy2CjscGSD1+CX6BPlWOFLeu0Wi3mTFkMAHhn/WIMf3Cw4nIBwMDhfWBlpRKnr97Zae0U1AEubs3EfBCmXtoCAE+98CjeeuFDZGVkY+qI5zBgWG80d3NB6vVbCD12HqUlpRj32Gjs/vEgdOU6XE2+gc7d/Wv93ldWzMGVxOu4cDYGn77/X/z4358R1N0fJcWluHAuBvm5+mDp9HmPYNj9A03+d9WVd8d2WLp6Pt5Z8H+4FJOEaSPnIKiHP9w9XHE16YY4W86jlTs+/PrNKokIlVynlXph6UxcjklCVHgclsx+D52CfOHp3VpsS14+bVCYXySZI2Ha7MmIv3gZh3cfw9Yvd2LfjiPo0jMAFahA5JkocQnBpOkPYsLUsXUql7naN8nrFtIZ89+chbXLP8eZE+GYPGgGgnsHwdHZAXEXL4vT57uFdMaiVfOqHe8X4IPIsGgc+vUoDv16FN5+XvjukD7w5+nTBhpbDUpLSvHxO1/h43e+wsOP34+F786BjcYGqz5fhpemLUVGWhZeeept+AZ4o72vJzLTshF5Nhrl2nKo1Wq8t2FJtdFuJXVaidEPD0NEaBR2bdmL/63/Aft3HkFgcEdkpGXhQlg01DY2COjWUXJZgNJzXRv3lm7YuHYL9m47jIBufshMz0bkmSjodBXw8mmD1z54UfHf/08xeGRf7N1+GIB+dyphGakg5I7BhyGjTHvfdXVvjnGPjsGuLXtx9q8IPDJ0FnoNCIbG1gZJ8VcQHnoRNhob3D95BPZsO4TSklKk38ysdbaJ0nZHRCTFrCmyx0wcDo9W7vj0/U2IiYgXo9NOzo5Y8PZTcHZxku1Md+0ViK9/WYsNH2zC8YN/4+K5GFw8FwNAPyVz1IShmPXKE3VKUCd44vnJyMvJx3efbxfLBAB9BvfA3CUzqj1AEhmyd7DF+u/fx8pFaxEdHi+ulW7u5oIpM8bhief/VeMOQcZydW+OL3auwca1W/DL1v1IuXxVXJpgZW2Fgff1wbOvPI6OnTtUO7b34B547NmHsW3Trygr008xTUq4orhMAhe3ZujSKxARoVGwtdOga6+q+Q1UKhV69e+G3387DpVKhcF1nBJtjBEPDUFpSSk2vL8JmenZOLz7mPheYHBHPLNgGvoNDUFS/BVEnInC0f1/YdT4obV+r72jHdZ/vwrffrYd2zb9ivSbmVVGbVt73oMn507BuMdGm/xvqq8RDw1Bm3at8PmH/8PZvyIQERolvmettsa9o/tj7pIZaNW2ZbVjlVynlXBq5oh136/CF6s34+et+xB38RLiLupn9fXo1xXL1izAi1OXSh5rZaXC8nWL0LN/N2z+9CekXruFYwdPie/7d/XDk3P+haFj6x6UMlf7pppNmv4gvDt64bMPv0HU+Vhxyjygn1o/8ckHMPXZiZKJO199by6WzXlfvF5eTbohJvl0dHLA0tXzseaNDcjN1gfHDK+NPp3aYePu/+CL1d/g4C9HcSkmqcqMsaAeAZj7+tMI7hNU7XeV1GmlXl05F36dffDNJz8i9dotcTlLm3atsOTDl7Bv5xHZXAhKznVtVqxfhB3f/IYje47jxlX9Vr02Ghvc//AwzHntacmcECStz5CeYsCuW0hn2NpVncHm698ebi2aIzM9G+06eIqzIU1pwYrZsHe0w47Nv+Hm9TRxm3RrtTWGjOqHWQufgEfrFji8+yhKikvx5/6TmPTkg7V+r5J2R0QkRXUiaXejZN27npKKa8k3YOdgB/8uvnWablxYUIRLMUkoyCuAe0s3ePm0rZK/wFj3dZ6M4sJivLz8OUya/iAKC4oQe+ESKnR9lwdaAAAGA0lEQVQ6tOvgadK1j9TwBrTXL2s6mfybWX5vyxc78MnKjXBxdcaec/rpvkkJV5B67RbcPVzh7ecFG41Ng/x2ubYcCdGJyMrIhrOLEzy92xrVWSwqKMat1HQ4OjnAvaWrybZ2bErKteW4FJuEjFtZsLXTmLQt63QVSIxLFnfJae3ZEl4+bRvsPJqiTudk5SEpPgUF+YVwauYI3wBvo5cWKblOK1FUUIzEhBTk5xbAs33rGneRkJJy+SpuXkuD2kaNNu1a4Z42HnUuQ2O2b0tmijqdfjMTVxKvoaxMi3vaeMDLp61RuXRuXk9DSXEJWrb2qNZn0Gq1SL2aBmtrK3i0dpfcSra0pBQJMUnIycyFxtYG3n5ecG9p3LVFaZ2uL61Wi+SEq0i7mQF3D1f4BfrU6XpV33NtKCYiHjPHLQAAbN7/CTr4t0f6zUwkxiXD3tEe3h29TLqNqrmZu+/RFBUVFCM++jLycwvg1MwRfoE+Jlvyp6TdUf2wTpOlGdD+AfPO9DDUpl2ret/0HRztq40km4KDoz169O1i8u+lfw5vPy94+3k1+O9Yq63h39WvzsfZO9o1yGhPU2Ktttbv6NEAA0BWVir4BnjDt3K50N3AxdW53qNhSq7TStg72tU5V4Chdh080a6D6eu5udo31azFPW71CmTWFPxSq9Xw9G5d4/EaW02966XSOl1farVa0TWrvue6sb6XGoe9o1215TWmoqTdEREJOCeXiIiIiIiIiCySUTM9Lp6LwY2r1bc3M9aQUf3MNi2ayBimqNN3u+spqYgKj6v38V17BdZr2QBZFtYjItM5fvBvFBeX1OtYRycHbp3cxLE/TUTUOIwKemz73+5qW2TWxS+hm+HuwYs0NR2mqNN3u7CT4Xj/tXX1Pn75ukV8WCXWIyITWv3Gp0hLzajXse06eDLo0cSxP01E1DiMCnpMmDoWve/Y+qoummqCqsUr50Gr1SKoR0BjF4XMzBR1uv/QEDR3a3bXjrp079sVS1fPr/fxQUZs90qWz1Lr0d3evunu9OIbz6K4qLhexzo20b5Wa69W4jXin769qKX2p4mImrpG272FyNSYbZosDes0WRrWabI0rNNkaVinydIMaP8AE5kSERERERERkWVi0IOIiIiIiIiILBKDHkRERERERERkkRj0ICIiIiIiIiKLxKAHEREREREREVkkBj2IiIiIiIiIyCIx6EFEREREREREFolBDyIiIiIiIiKySAx6EBEREREREZFFYtCDiIiIiIiIiCySurELQERERCSnoqICunIdVFZWsLJSAQAy07ORGJeM0pIytG3fCu06eDZyKYmIiKipYtCDiIiImqytX+7EJys3YvDIfnjtgxew5o0N+GPfSejKdeJnOvi3x8J35iC4T1AjlpSIiIiaIi5vISIioiYvP68Ac6e8ht9/Ow5HJwcE9QhAa697AACXY5Mx/4k3kBiX0silJCIioqaGMz2IiIioyTt3KhIaWw0WvjsH46eOFZe6HPzlTyx/aTVKS0qx9csdWPLR/EYuKRERETUlnOlBREREd4VnX56Ghx+/Xwx4AMDIcfdi4Ig+AIDIsJjGKhoRERE1UQx6EBER0V1hxLh7JV/3D/IFAORm55mzOERERHQXYNCDiIiImjyNrQYtW7eQfM/R2QEAoNVqzVkkIiIiugsw6EFERERNnr2DrfybqsrlLhXmKQsRERHdPRj0ICIiIiIiIiKLxKAHEREREREREVkkBj2IiIiIiIiIyCIx6EFEREREREREFolBDyIiIiIiIiKySAx6EBEREREREZFFYtCDiIiIiIiIiCySurELQERERCRn6qyJmDprYo2feWTGeDwyY7yZSkRERER3E870ICIiIiIiIiKLxKAHEREREREREVkkBj2IiIiIiIiIyCIx6EFEREREREREFolBDyIiIiIiIiKySAx6EBEREREREZFFYtCDiIiIiIiIiCwSgx5EREREREREZJEY9CAiIiIiIiIii8SgBxERERERERFZJAY9iIiIiIiIiMgiqSoqKioauxBERERERERERKb2/5QPjuTSfTwFAAAAAElFTkSuQmCC"}}},{"cell_type":"markdown","source":"As it is clearly visible, 'killer_whale' and 'kiler_whale' are duplicates and so are 'bottlenose_dolphin' and 'bottlenose_dolpin'. \nI think it is safe to assume that we can consider them as just spelling errors and we can merge those two species. But, it can casue us some troubles if there are overlaps between individual IDs as well. Lets find out if we have some overlapping IDs.","metadata":{}},{"cell_type":"code","source":"killer_whale = []\nkiler_whale = []\nbottlenose_dolpin = []\nbottlenose_dolphin = []\nfor i in tqdm(range(train_df.shape[0])):\n    if train_df.species[i] == 'killer_whale':\n        killer_whale.append(train_df.individual_id[i])\n    elif train_df.species[i] == 'kiler_whale':\n        kiler_whale.append(train_df.individual_id[i])\n    elif train_df.species[i] == 'bottlenose_dolphin':\n        bottlenose_dolphin.append(train_df.individual_id[i])\n    elif train_df.species[i] == 'bottlenose_dolpin':\n        bottlenose_dolpin.append(train_df.individual_id[i])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:29.293658Z","iopub.execute_input":"2022-02-04T10:47:29.294215Z","iopub.status.idle":"2022-02-04T10:47:31.030322Z","shell.execute_reply.started":"2022-02-04T10:47:29.294174Z","shell.execute_reply":"2022-02-04T10:47:31.029482Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h3> Let's see of there are any overlaps </h3>\n<ul>\n    <li> First we will convert each list to a set </li>\n    <li> Then we will find intersection between these sets</li>\n    </ul>","metadata":{"execution":{"iopub.status.busy":"2022-02-03T07:47:48.978323Z","iopub.execute_input":"2022-02-03T07:47:48.978964Z","iopub.status.idle":"2022-02-03T07:47:48.985767Z","shell.execute_reply.started":"2022-02-03T07:47:48.978905Z","shell.execute_reply":"2022-02-03T07:47:48.985176Z"}}},{"cell_type":"code","source":"kw_set = set.intersection(set(killer_whale), set(kiler_whale))\nbnd_set = set.intersection(set(bottlenose_dolphin), set(bottlenose_dolpin))\nprint(kw_set , bnd_set)","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:31.031617Z","iopub.execute_input":"2022-02-04T10:47:31.032443Z","iopub.status.idle":"2022-02-04T10:47:31.038607Z","shell.execute_reply.started":"2022-02-04T10:47:31.032398Z","shell.execute_reply":"2022-02-04T10:47:31.037971Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h3> Good News !! </h3>\n<p> There are no weird overlaps. It's just a small spelling error. Phew </p>\n<p> So, now we can just merge these species and remove this error </p>","metadata":{"execution":{"iopub.status.busy":"2022-02-03T07:53:23.110406Z","iopub.execute_input":"2022-02-03T07:53:23.110702Z","iopub.status.idle":"2022-02-03T07:53:23.11702Z","shell.execute_reply.started":"2022-02-03T07:53:23.110673Z","shell.execute_reply":"2022-02-03T07:53:23.11635Z"}}},{"cell_type":"code","source":"for i in tqdm(range(train_df.shape[0])):\n    if train_df.species[i] == 'kiler_whale':\n        train_df.species[i] = 'killer_whale'\n    elif train_df.species[i] == 'bottlenose_dolpin':\n        train_df.species[i] = 'bottlenose_dolphin'","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:31.039817Z","iopub.execute_input":"2022-02-04T10:47:31.040500Z","iopub.status.idle":"2022-02-04T10:47:32.349874Z","shell.execute_reply.started":"2022-02-04T10:47:31.040463Z","shell.execute_reply":"2022-02-04T10:47:32.349062Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"So, now we should have only 28 unique species","metadata":{}},{"cell_type":"code","source":"train_df['species'].nunique()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:32.351964Z","iopub.execute_input":"2022-02-04T10:47:32.352207Z","iopub.status.idle":"2022-02-04T10:47:32.361941Z","shell.execute_reply.started":"2022-02-04T10:47:32.352179Z","shell.execute_reply":"2022-02-04T10:47:32.361248Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"P.S.\n<p>After writing this part of the code, I found <a href=\"https://www.kaggle.com/c/happy-whale-and-dolphin/discussion/304633\">this discussion here</a> that discusses on this </p>","metadata":{}},{"cell_type":"markdown","source":"<h3>How many types of whales and how many types of dolphins do we have ? </h3>","metadata":{}},{"cell_type":"code","source":"whale_species = []\ndolphin_species = []\nfor i in tqdm(range(train_df.shape[0])):\n    if ((\"whale\" in train_df['species'][i]) or ('beluga' in train_df['species'][i]) or ('globis' in train_df['species'][i])):\n        if train_df.species[i] not in whale_species: \n            whale_species.append(train_df['species'][i])\n        \n    elif 'dolphin' in train_df.species[i]:\n        if train_df.species[i] not in dolphin_species:\n            dolphin_species.append(train_df['species'][i])    \n    else:\n        continue\n        \nclass_ = ['whale' , 'dolphin']\nfig = px.bar(x=[len(whale_species) , len(dolphin_species)] , y=class_ , color = class_,  title = 'type')\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:32.363038Z","iopub.execute_input":"2022-02-04T10:47:32.363328Z","iopub.status.idle":"2022-02-04T10:47:34.324395Z","shell.execute_reply.started":"2022-02-04T10:47:32.363288Z","shell.execute_reply":"2022-02-04T10:47:34.323809Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"So, we have <ul>\n    <li><h3> 10 species of dolphins </h3> </li>\n    <li><h3>18 species of whales</h3></li>\n    </ul>","metadata":{}},{"cell_type":"code","source":"whale_species","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:34.325300Z","iopub.execute_input":"2022-02-04T10:47:34.325522Z","iopub.status.idle":"2022-02-04T10:47:34.330229Z","shell.execute_reply.started":"2022-02-04T10:47:34.325494Z","shell.execute_reply":"2022-02-04T10:47:34.329703Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"dolphin_species","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:34.331132Z","iopub.execute_input":"2022-02-04T10:47:34.331672Z","iopub.status.idle":"2022-02-04T10:47:34.341742Z","shell.execute_reply.started":"2022-02-04T10:47:34.331639Z","shell.execute_reply":"2022-02-04T10:47:34.340868Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h3> How may whales and how many dolphins do we have? </h3>","metadata":{}},{"cell_type":"code","source":"whale_counter = 0\ndolphin_counter = 0\nfor i in tqdm(range(train_df.shape[0])):\n    if ((\"whale\" in train_df['species'][i]) or ('beluga' in train_df['species'][i]) or ('globis' in train_df['species'][i])):\n        whale_counter += 1\n    else :\n        dolphin_counter += 1\n        \nclass_ = ['whale' , 'dolphin']\nfig = px.bar(x=[whale_counter , dolphin_counter] , y=class_ , color = class_,  title = 'type')\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:34.342837Z","iopub.execute_input":"2022-02-04T10:47:34.343718Z","iopub.status.idle":"2022-02-04T10:47:34.917923Z","shell.execute_reply.started":"2022-02-04T10:47:34.343680Z","shell.execute_reply":"2022-02-04T10:47:34.917352Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"data = train_df.species.value_counts().reset_index()\nfig = px.bar(data, x='index', y='species', color='species',title='Species', text_auto=True)\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:34.918986Z","iopub.execute_input":"2022-02-04T10:47:34.919715Z","iopub.status.idle":"2022-02-04T10:47:34.990181Z","shell.execute_reply.started":"2022-02-04T10:47:34.919681Z","shell.execute_reply":"2022-02-04T10:47:34.989620Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<h3> OBSERVATIONS </h3>\n<ul>\n    <li>There are lot less dolphin pics than whale pics </li>\n    <li> All the dolphin pics belong to mainly 2 species <ul>\n        <li> Bottlenose Dolphin </li>\n        <li> Dusky Dolphin </li></ul></li>\n    </ul>\n    \n","metadata":{}},{"cell_type":"markdown","source":"Let's check a bit more from the individual_id column. Let's see who is the most popular among all the fish in the sea :P","metadata":{}},{"cell_type":"code","source":"print(\"Top 10 individual_id\")\ntrain_df.individual_id.value_counts().head(10)","metadata":{"execution":{"iopub.status.busy":"2022-02-04T11:44:01.995612Z","iopub.execute_input":"2022-02-04T11:44:01.995959Z","iopub.status.idle":"2022-02-04T11:44:02.016398Z","shell.execute_reply.started":"2022-02-04T11:44:01.995920Z","shell.execute_reply":"2022-02-04T11:44:02.015574Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Let's see how many individual ids are there per class","metadata":{}},{"cell_type":"code","source":"temp = train_df.groupby([\"species\"])[\"individual_id\"].nunique()\ndf = pd.DataFrame({'Species': temp.index,\n                   'Unique ID Count': temp.values\n                  })\ndf = df.sort_values(['Unique ID Count'], ascending=False)\nplt.figure(figsize = (12,6))\nplt.title('Species distribution - Individual IDs per each species - train dataset')\nsns.set_color_codes(\"pastel\")\ns = sns.barplot(x = 'Species', y=\"Unique ID Count\", data=df)\ns.set_xticklabels(s.get_xticklabels(),rotation=90)\nlocs, labels = plt.xticks()\nplt.show()\n","metadata":{"execution":{"iopub.status.busy":"2022-02-04T11:45:49.416540Z","iopub.execute_input":"2022-02-04T11:45:49.418706Z","iopub.status.idle":"2022-02-04T11:45:50.218118Z","shell.execute_reply.started":"2022-02-04T11:45:49.418661Z","shell.execute_reply":"2022-02-04T11:45:50.217268Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_jpg_directory = '../input/happy-whale-and-dolphin/train_images'\ntest_jpg_directory = '../input/happy-whale-and-dolphin/test_images'\n\n#function to retrieve image paths from directories\n\ndef getImgPaths(path):\n    image_names = []\n    for dirname, _, filenames in os.walk(path):\n        for filename in tqdm(filenames):\n            fullpath = os.path.join(dirname, filename)\n            image_names.append(fullpath)\n    return image_names\n\n\ntrain_images_path = getImgPaths(train_jpg_directory)\ntest_images_path = getImgPaths(test_jpg_directory)","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:34.991217Z","iopub.execute_input":"2022-02-04T10:47:34.991899Z","iopub.status.idle":"2022-02-04T10:47:49.592960Z","shell.execute_reply.started":"2022-02-04T10:47:34.991864Z","shell.execute_reply":"2022-02-04T10:47:49.592435Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(f\"Number of train images: {len(train_images_path)}\\n\")\nprint(f\"Number of test images: {len(test_images_path)}\\n\")","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:49.593773Z","iopub.execute_input":"2022-02-04T10:47:49.594371Z","iopub.status.idle":"2022-02-04T10:47:49.598853Z","shell.execute_reply.started":"2022-02-04T10:47:49.594326Z","shell.execute_reply":"2022-02-04T10:47:49.598107Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Enough texts. Let's take a look at our whales and dolphins. We will create (steal from @RUCHI_BHATIA) a function for this.","metadata":{}},{"cell_type":"code","source":"def display_(images_paths, rows, cols,title):\n    \n    figure, ax = plt.subplots(nrows=rows,ncols=cols,figsize=(16,8))  # define the subplots\n    plt.suptitle(title, fontsize=20)                                 # Give the title to the plot\n    for ind,image_path in enumerate(images_paths):                   # begin the for loop to read all the images one by one\n        image = cv2.imread(image_path)                               # read each mage using open cv\n        image = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)               # Open CV  reads an image in BGR format. So, we need to convert it to RGB\n        try:                                                         # try except just for good measure\n            ax.ravel()[ind].imshow(image)                           \n            ax.ravel()[ind].set_axis_off()\n        except:\n            continue\n    plt.show()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:49.599889Z","iopub.execute_input":"2022-02-04T10:47:49.600158Z","iopub.status.idle":"2022-02-04T10:47:49.608985Z","shell.execute_reply.started":"2022-02-04T10:47:49.600130Z","shell.execute_reply":"2022-02-04T10:47:49.608236Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Visualizing Train images\ndisplay_(train_images_path[100:125], 5, 5,\"Train images\")","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:49.609916Z","iopub.execute_input":"2022-02-04T10:47:49.610238Z","iopub.status.idle":"2022-02-04T10:47:59.941448Z","shell.execute_reply.started":"2022-02-04T10:47:49.610211Z","shell.execute_reply":"2022-02-04T10:47:59.940672Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Visualizing Test Images\ndisplay_(test_images_path[0:25], 5, 5,\"Test images\")","metadata":{"execution":{"iopub.status.busy":"2022-02-04T10:47:59.942775Z","iopub.execute_input":"2022-02-04T10:47:59.943655Z","iopub.status.idle":"2022-02-04T10:48:11.220763Z","shell.execute_reply.started":"2022-02-04T10:47:59.943609Z","shell.execute_reply":"2022-02-04T10:48:11.219851Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Let's have a look at pics from each species\n\n","metadata":{"execution":{"iopub.status.busy":"2022-02-04T05:36:58.573742Z","iopub.execute_input":"2022-02-04T05:36:58.574014Z","iopub.status.idle":"2022-02-04T05:36:58.579701Z","shell.execute_reply.started":"2022-02-04T05:36:58.573985Z","shell.execute_reply":"2022-02-04T05:36:58.578822Z"}}},{"cell_type":"code","source":"counter = 0\ncmp_list = []\npth_lst = []\nfor i in range(train_df.shape[0]):\n    if train_df.species[i] not in cmp_list:\n        cmp_list.append(train_df.species[i])\n        img_path = train_jpg_directory + '/' + train_df.image[i]\n        pth_lst.append(img_path)\n        counter += 1\n        if counter == 28:\n            break","metadata":{"execution":{"iopub.status.busy":"2022-02-04T11:36:15.070809Z","iopub.execute_input":"2022-02-04T11:36:15.071541Z","iopub.status.idle":"2022-02-04T11:36:15.133128Z","shell.execute_reply.started":"2022-02-04T11:36:15.071485Z","shell.execute_reply":"2022-02-04T11:36:15.132189Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"fig,ax = plt.subplots(4,7,figsize = (20,14))\ncounter = 0\nfor ind, img_path in enumerate(pth_lst):\n    name = cmp_list[counter]\n    counter+=1\n    img = cv2.imread(img_path)                               # read each mage using open cv\n    img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)               # Open CV  reads an image in BGR format. So, we need to convert it to RGB\n    ax.ravel()[ind].imshow(img)                           \n    ax.ravel()[ind].set_axis_off()\n    ax.ravel()[ind].set_title(name)\n            \nplt.show()","metadata":{"execution":{"iopub.status.busy":"2022-02-04T11:36:15.271315Z","iopub.execute_input":"2022-02-04T11:36:15.272002Z","iopub.status.idle":"2022-02-04T11:36:26.345748Z","shell.execute_reply.started":"2022-02-04T11:36:15.271961Z","shell.execute_reply":"2022-02-04T11:36:26.344887Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Yikes\nThe images are of different sizes and different everything. We will maybe have to use some <b> BBox </b>tehcniques to increase the performance of our models.","metadata":{}},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}