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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.3\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " Avg_power = float(row[8])\n", + " Throughput_per_watt_avg = float(row[9])\n", + " Perplexity = float(row[10])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput, Perplexity\n", + " return None, None\n", + " \n", + "\n", + " \n", + "def get_data_rows():\n", + " \n", + " all_models = [\"meta-llama/Llama-2-7b-hf\",\n", + " \"meta-llama/Meta-Llama-3-8B\",\n", + " \"mistralai/Mistral-7B-v0.3\",\n", + " \"BAAI/Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\",\n", + " \"facebook/opt-6.7b\",\n", + " \"huggyllama/llama-7b\",\n", + " \"EleutherAI/gpt-j-6b\",\n", + " \"bigscience/bloom-7b1\",\n", + " \"Deci/DeciLM-7B\", \n", + " \"google/gemma-7b\"]\n", + " \n", + " colors_list = ['#006d2c', '#74c476', '#a63603', '#fd8d3c', '#08519c', '#4292c6']*2\n", + " symbols_list = ['o', 'p', 'd', 's', 'v', \">\", \"<\", \"P\", \"X\", \"H\", \"^\"]\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " perplexity_row = []\n", + " \n", + " color_index = 0\n", + " for inp_out in [1024]:\n", + " throughput_row = []\n", + " for network in all_models:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for batch in [32]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " \n", + " throughput, perplexity = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " \n", + " print(throughput, perplexity)\n", + " if throughput:\n", + " results_data.append(throughput)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbols_list[color_index])\n", + " colors.append(colors_list[color_index])\n", + " perplexity_row.append(perplexity)\n", + " color_index += 1\n", + "\n", + " return results_data, perplexity_row, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for xi, yi, color, symbol, label in zip(x_axis_labels, lines_data, colors, symbols, legends):\n", + " plt.scatter(xi, yi, color=color, marker=symbol, edgecolor='black', label = label, s = markersize)\n", + "\n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " plt.xlim(min(x_axis_labels)-0.15, max(x_axis_labels)+0.15)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "print(lines_data, x_axis_labels)\n", + "\n", + "\n", + "plot_title = \"Perplexity vs Throughput Comparison of ~7B Models\\n using vLLM on One A100 GPU for Batch Size 32\\n and Input/Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Perplexity\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.3\n", + "markersize = 150\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length =8\n", + "fig_plot_height = 2.8\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"Perplexity_vs_Throughput_7B_vLLM_A100.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "aa410dab", + "metadata": {}, + "outputs": [], + "source": [] 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", 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rLzZo0CBWXFzMGGOsuLiYvfDCC3pnclMoFGzMmDHM0dGRXb9+nTGmfJ+YMGECc3FxYUlJSWrtd+zYwQCwMWPGsNGjR3MZerKyslhgYCATiUQsKyurwevWdeXKFfbee++pbVO9Dxw5ckSvcxw7dkzn7ylj939Xn3/+ea37Ve+bYWFhjDFl5jfV+0/t99HaHB0dtb7O6lq8eDF3rvj4eL0ejy663nOlUin7559/mLe3NzM1Na33ddTQ3y9VW23P5fjx49k333zDfX/hwgXm7u7OjIyMmvJwCNEbBRDkoaZvADFhwgQupWRdhw8f5lKu1v0SCARs3rx5TCaTNapftQMImUzGHBwcGAD2+++/c2327NnDXn75Ze77BxFAHDx4kEVGRrLNmzfr/VgkEgmbO3cuE4lEWp8jf39/tT/Y1dXVLCAggBkbG6ul71y1ahUDwEaPHs1tU92U1L0RGzJkCAPA3UTVVl8Aobpp0fZ6+PHHHxkA5uLiopEecurUqQwAu3r1qtr2QYMGMQDs8OHDatvHjx/PALB9+/ZpXEebbt26MZFIxN1Yqmzbto0BYN99953a9pYKILZs2cJ8fHzqbaO6lrW1NQsPD2fh4eEsNDSUCYVCZm5uztasWcPy8vIadd3aAQRjjI0aNYoBYHPnzuW25ebmqqX/re9mqjHP3/79+xkAtnDhQrW2iYmJjMfjaX299erVi9na2rLS0lK17f/73/+YmZmZRhpaXQHEwIED2f79+9W2VVVVsdDQUPb1119rPK66vv32WwaA/fTTT2rby8rKmI2NDevRo4fa9uTkZAaA8Xg8du3aNbV9mzZtYgDY559/3uB163rttddYcnKy2rZvvvmGAWATJkzQ6xwNBRAffvghA8AmTZqkdf+RI0cYAObt7c0YYywjI4N7z6kbMKq4ubkxAOy///6rt2/Tpk3jzlX3cTZW7ffcwMBAFh4ezkJCQpivry/r3bs3e++991hGRobWY5sbQGRmZjIbGxuNtqdPn2YAuGCbkNZAU5jIY0G1+FNbFosBAwbgzJkzSExMxLp16zBy5Ehu0ZtcLsfq1auxcOHCJl/bwMAA48aNA6A+jWPXrl0YPXp0k8/bFE8++STOnz/fqGw8FhYW+OSTT5CdnY0//vgDr7/+OsLDw7npMgkJCRg4cCA3BejgwYOIj4/HqFGj1KYaqH4GPj4+3DZTU1MA96cpqKimL+Tl5TXhUWqn6u+zzz4LIyMjtX1hYWFa+6GaClE3daJqvrU+BdYuXryIM2fOoH///hqLRYcPHw4ej1dvdqXm+OKLL7hpKA0ZMWIErly5gitXruDatWsoKyvD77//jg0bNkAsFje4KLY+qsXd27Zt46aO7N27l5veV5/GPn+qrEH9+/dXa+vr66uWiljl2rVrOHnyJKKjo9UWjANAv379UFZWhi1btjT8IKGcZrV9+3a1pANCoRCzZ89GQUFBg8d/+eWXAJRTZmozNTXlUkvXni6nek137NiRy9ilous13RCpVIq7d+/C09NTbbvq92bPnj1Nns5Tm7GxMQDoLBin2q6aNqdq35hjdKmd4lrXuSZNmoSwsDC4uLjAyckJTk5O8PLy4tLNavPXX3/hypUruH79OhITE3HixAm8//77rbb24c6dOygoKNCYatetWzd0795dr9ccIU1FAQR5LKj+4NXO071v3z68/vrr3Pe+vr6YM2cO9u3bh7y8PBw+fBhPPvkkAOWNWHP+aKrmge/fvx+lpaWQSqU4deqU3jd3baVTp04oLCwEoPwDPmzYMKxduxZXrlxBZmYmVq5cCUtLSxQUFOCbb74BAJw6dQoANBbcvvPOO4iNjcXy5cu5bTt27MCff/6JV155BQCQmJiIHTt21Fs3o7m0zXlWBYx1179069YNgOZNWGJiIgAgODi4weup1t3UDpxUzM3NYWdnhxs3bqCsrKzhzjfClStXcPbsWXTq1KlJxwuFQvTt25dbt/LOO+9gxYoVTTrX8OHDYWlpibt373LVm/XNvtTY50+1fsTV1VWjvbb6DarkBqqgsDbVDZi2NT7a9O3bF9u2bYOLiwvGjh2LFStW4OjRo5gyZQrefffdeo8tKytDbGws7OzstNbC8PDwAKC+qFilMa/phuzduxfnz5/n1t+ovvr27QsTExOUl5fXW9dDX6r+6arboKqorvrQRyQScQGTvsfoUvuGXvX+VtfmzZtx7do1fPrpp8jOzkZ5eTmuXr2KY8eO1XvuByk0NBS2trYYMWIEwsPDMX36dGzYsAHx8fGIiYnR+jtASEuhAII8FtLT0wEA3bt3V9uu64+BQCDAgAEDcODAAYwYMQKVlZXcTeO5c+cQEBCg9nXnzp16r9+9e3d4eXmhoqICe/fuxcGDB9G3b98GM5W0NYVCwd3w1eXi4oL58+fj8OHD4PP5XKE+VfG9up/a83g8BAUFqWWcsrW1RUREBBYsWICAgAC8++67yMzM1PgkuCU15twff/wxIiIisGjRIi4N6Z49e/Dbb79h3LhxGDJkSIPnUN2g6PpU1MjICIyxZmV50eaHH34AAC4HfVO5u7tj6NChAICVK1fq/MS2PkZGRlyth19++QWFhYVISUnRa6FnY58/VXtti8ZVI1u15efnA1AuxK9707x48WI4OjrqXUBv5cqVGDVqFPLz87Fr1y4sXLiQSw5w7ty5eo9VpU2t73Gq2tXVkr8vu3btQkJCAjcaVftr8+bNANCobEy6qF6XukYZc3NzAdz/IMLQ0BDe3t46j5HJZCgqKoKRkZHWYLC22h/cNLTgWlVczsbGpsWzzakCIn1fX3Vf0yYmJti7dy+8vLxw7do1rF+/HtOmTUNgYCCeeeaZRgePhDQGBRDkkVdaWor4+HgA4Aq7qVy7dg2XL1/WeSyPx+OqGqvycJeXlyMhIUHtS1edhNpUaTR/+eWXhyr3fUM3C5GRkQgPD+eeH9VUA30qwu7ZswcBAQEoLS3FhQsXsHPnTrz55psQi8XN7ndLsLa2xpAhQ5CcnIzu3bvD398fX331FX755Rf8+uuveqXfVX3Sqis1a2lpKQDUW+OhseRyOVe0qiUq16qms0gkkiZPK1ONwu3evRvbt2/HiBEj9Dqusc+f6iZPW/uSkhKNbappUVOnTtW4Yc7MzERWVhZXf6AhIpEIe/bsQWZmJrZs2YJZs2YhIiIC6enpOmt0qKhqETT0OBuqWtwc6enpMDEx0ZjipxIdHQ1LS0ucOnWKq3zeVBERETAyMkJGRobOvgD3RwFr/1/bMZmZmWCMISoqqsGaCQEBAYiKigKgfUSntqqqqnr3N4fqZ6762dansLCQS0deW+/evZGUlIQLFy5gzZo1GD9+PBwcHLB37158+umnLd5nQlQogCCPvJ07d0Imk8HPz09jbjEAzJ8/v97UhJWVlTAxMeE+Mevbty+YMgEB96WaXqAil8s1im6pbiAOHz6Mo0ePctOj2rvffvutwRSYlZWV6Ny5M4CG516riqRlZGTgueeeg1gsxtdff80VTQOgs+jYg/b2229DIBCgvLwcWVlZSEhIwJEjRxqV1rdr164AwKVyrC03NxdFRUUICwvTedPWFOfPn+c+wdX2qXtjZWVlAVB+4mlvb99ge22v//79+8PZ2RnFxcV499139V7/09jnT1X4sW66YQC4ceOGxjbVjaSuG1lAe+BRl0wmg6enJ+RyOVxcXPDCCy/gyy+/xOXLl7Fy5UokJSVxo3PamJubIzg4GPn5+Vqn1ahGQFX9bQ0bN27E8OHDde43MjLiAr/mjkKYmZlh+PDhSElJ0Tqqcv78eRgZGam9Z48fPx4AtH7oo5pmpmrTkI8//hh8Ph9bt26t95N6fdY5NZWqbsv169frbVddXY2zZ8+id+/eatu/++47vPfee+DxeOjcuTPeeOMNbN++HcnJyYiMjNRae4iQlkIBBHmk3bt3D0uWLIGxsTG2bNmi9ZOpQ4cO1Ts/eePGjZg+fbraIj59rlu3OF1gYCAiIiIgl8vxxBNPtOgNo76OHTuGrl276v2Jqsqzzz6r86b+9OnTyMjIwMsvvwwAGD16NEQiEfbu3avxaeqVK1ewaNEiAMpP/qqqqhAUFKRWvyApKYm7GagvsHsQDhw4AHd392YV+ouMjESXLl1w7NgxjXU0qiq706dPb1Y/61LdYAmFwmZPuygvL+em+k2bNk2virjaXv98Pp+7uTMzM1P7ZLk+jX3+Jk2aBEAZqNeWnp7Orc+p/brq1q0bOnXqhIMHD2r99H/fvn1YsmRJg/0UCoW4d+8eNmzYoLFv0KBBMDY21lpxubZZs2YBUAbttRUWFuLff/9Fly5d0LFjxwb70hRVVVX4/vvvuQ8AdFElhNi8ebPeU290WbRoEfh8PrZv3662PS8vD0ePHsWcOXPURlyGDh2KyMhIrUUJt2/fDjc3N+59qCF9+/bFggULkJWVpbPOilQqxQ8//FDvwunmeOaZZ+Dg4ICkpCTs2bNHZ7t169ahR48eXD0jFZFIhHXr1nEBvoqZmRl69uypdcSCkBbTRtmfCGkRYWFhDAB7+umn1bZLpVK2adMm5u7uzhwcHNjx48c1jt27dy+XQi8wMJCNHz+e3b59m9uflZXFnnvuOdavXz8uN7w+EhISmI2NDXN2dlY7H2OMrV69mgFge/bs0eivra0tA8DWrFmj9bwXLlzg0gWq8ts3tk1j60CEh4cza2trNm/ePObk5MR+/vlnLge7QqFgu3fvZmKxWCOd6a5du5iBgQEbPXo0k0gkjDFlusPIyEgu3WRCQgIzMDBgLi4uXJrMmzdvsqioKBYdHc0AsA0bNjCpVKpWa+Kjjz5iANibb76p0d8tW7YwAGzUqFEa+1R551euXKmxb/ny5QwAW7Vqldr2cePGMR6Px9zd3Zm/vz/z9/dngYGBrGvXrmzatGl655CPj49nDg4ObOzYsVxqxUuXLjE7Ozs2btw4jbSUgYGBDACX17+xVI/H2dm5wbadOnViANjgwYM19qWlpbGnnnqKy9evK/9+bYWFhaxXr15MIBCw3377TW3f+fPnGQD22muvaRw3fPhwBoCNGDFCY19jnj+5XM4GDhzITExM2MmTJxljyhoCo0aNYvPnz2cA2Nq1a9XOf/PmTWZvb8+eeuoplpOTw53n559/ZoMHD9ZIhzlw4EAGQOPx2dvbMxMTE7Zp0yauhklJSQkbN24cW7RoUYPPnUKhYE8//TRzcnJiN27cYIwxVlpaykaOHMlcXV1ZQkKCWvuLFy/q/NnFxMQwAGzIkCENXlcul7O3336bAWDLli2rt+2NGze495gffvhBZ7utW7fq/FnXtmLFCmZjY8POnz/PGFM+3qeeeor16tVLI90yY4zFxsYyGxsbtnTpUu453rRpEzM3N2dnz55t6KFq+Oyzz5iBgQF799131dIEJycns+HDh7MNGzawf/75h7m7u2s9/sqVK9zz0ZTrHz58mFlZWTFTU1O2YcMGtcdcWFjIli5dynr16sUKCgo0jv3zzz8ZANa5c2e1lNfXrl1jnp6eGql9CWlJFECQh86pU6dYeHg48/X1VatH4Ovry8LDw1lAQABzcnJivXr1Yh9//LFG7niVvXv3ssjISFZVVcXKy8vZp59+yqKiolhwcDALCAhgnTp1YmvXrtXrpokxxsrLy5m7uzsTCARcnwwMDFhgYCDXJjMzk1lYWHA3JHv27GHh4eFcASTVMUFBQWzAgAGMMcbmzJnDwsPDmZWVFdfG0tKShYeHs9dff13vNowp/9BaWFg0eJOgEhERwQU7Fy5cYM8//zzz8/NjoaGhzMvLiz377LM6/0jFxMSwoUOHMhcXF9a5c2c2cOBAdurUKY2fQUREBHNwcGBhYWFs2LBh7NKlS6y8vJyNGjWK2djYsNGjR7P09HS2f/9+rj4BAMbn81lwcDDbvn07O3/+PAsLC+P2AWABAQFsxYoVLCkpiYWEhDADAwPu+Q0JCWHXrl1jsbGxLDAwkCsmqNqnKtiVm5vLxo0bxx1b98ve3p5lZ2fr9VympaWxiRMnMm9vb9axY0cWFRXFNmzYoHbzu3DhQubl5aXxM1yxYoVe11A5deoUs7a21qiFoHLt2jUWHh7O1R6p+zsUHh7OfHx8mL+/P5s2bRp3I96QUaNGMWNjY7Vzuru7q9UJ8fPzYydOnGCMMZaens7Cw8OZt7e32jFeXl4sPDxcrZaJPs+fSnl5OZs7dy5zdnZmnTp1YmPGjGGJiYls3759DDX1XYKDg9UCwLS0NDZ58mTm6urKOnbsyHr37s1WrlzJpFIp12bx4sXM39+f66eJiQkLDw/nXi9hYWHs6NGj7O2332adO3dmnTp1Yj169GA//PCDztoFdclkMrZ69WoWFBTEwsLCWHBwMJszZ45GQbg+ffowCwsLri8+Pj7sxx9/ZIwx1rVrV2Zqaqr2c92+fbvW6129epXZ29urPf+urq7so48+Umt36tQpFhQUpPHz9fb25n4HUlJSuDoiquKBqKkVEx4ernFOlV9//ZVFRkZyj3fhwoVagweV27dvszFjxjB/f38WEhLCnnrqKRYbG6vX86tNXFwcmzlzJgsKCmJBQUGsc+fObNiwYdzrVCqVspCQELVj5s+fz8LDw5mdnR33OC0sLLjfH20FNnVJS0tjr7/+OgsLC2P29vYsICCARUVFsQEDBrDvvvtO59+gkydPst69e7PTp0+zESNGcL8XI0aM0FpDh5CWxGOsjecIEEJIO7V9+3Zs2bIFU6ZMQc+ePWFvbw+FQoF79+7hp59+wtKlS7F7924uwxAhhBDyOKAAghBCtEhMTERAQAC2b9/OzfuuTaFQwNraGocOHUKXLl3aoIeEEEJI26BF1IQQooWjoyMcHBywdetWjQXBKSkpmDp1Kl544QUKHgghhDx2aASCEEJ0SElJwUcffYR///0XPB4PZmZm4PP5EIvFePHFF/WuZUAIIYQ8SiiAIIQQQgghhOiNpjARQgghhBBC9EYBBCGEEEIIIURvFEAQQgghpMVoq+jd3snlckil0rbuBiEPDQogCHmIfP311wgICEB4eDi6deuG06dPP7Brr1y5EuHh4bC1tQWPx+MWFYeGhmL8+PEPrB/tRXV1NT744AP4+/sjKCgIwcHB+O6771rs/JWVlVi3bh26desGX19fhISEIDw8HPPmzUNGRkaLXedRVF5ejqVLlyIkJAQhISHw8/PD4MGDcfDgQcjlcnTp0gXbt29XO+bw4cOwsbHBsmXL2qjXD15JSQnef/99REVFITQ0FF27dsUHH3yAkpKSJp9z06ZN+Oqrr9S25efnY8qUKfDw8EBERAReeOEFlJWVNbf7jfb3339j2LBhCAkJwRNPPIHly5dzQUNGRgbGjx+PysrKB94vQh5KbVfDjhDSGB9//DFzdHRkcXFxrLq6mnXv3p15e3s/8H4UFBRwlVd37979wK/fXowfP57Z2dmx5ORkxpiyqjgAtm3btmafOyEhgfn6+rKIiAh27tw5bnteXh6bOXMmMzY2Zps2bWr2dR5FpaWlLDIyks2aNYuVlJQwxhhTKBTs8OHDzMfHh3Xt2lXrz2nWrFkMAAsODm6LbuuUnp7OJkyYwKZOnVpvO7lczn766ScWHR3NIiIiWFhYGJsxY4Zate3a8vPzWUhICFu9ejUrKytjjDF2584dNnbsWObn58fy8vIa3detW7eyQYMGqVVhlkqlLCIigo0dO5ZJpVJ2/fp1xufz2Ycfftjo89cVExPDunXrxjZu3FhvO4VCwV599VXm5eXFjh07xhQKBcvOzmbm5uasd+/eTCaTMcYY27hxIxs6dCj3PSFENwogCHkIFBUVMRMTE7Z8+XLGGGOXL19mAJizs3Ob9EcVQBw7dqxNrt9chYWFrE+fPk0+/tKlSwwAmz17ttp2f39/NmbMmGb17fr168za2pr5+vqywsJCrW1ee+01BoCtXLmyWdeq69KlS2zy5Mktes6mampf3njjDda/f3+t+3Jycpinp6fWAOLKlSusW7du7SIwi4+PZ0uWLGEDBw5khoaGDEC9z0V5eTmLjo5mq1evZkVFRYwx5WMdP348MzY21hroT5o0iU2ZMkVje0VFBXN1dWVz5sxpVJ//++8/5uzszHJyctS2r1+/ngFgd+/eZYwx9r///Y8BYAsWLGjU+VUOHz7M5s6dyzp27Mi9DzUUQLz33nvMyMiIJSYmcttu3brFHX/48GFu+/PPP89eeeWVJvWNkMcJTWEi5CFw5MgRVFRUIDQ0FAAQERGB3377DUePHm3jnj2ckpOTm3V8XFwcAMDY2Fhtu5mZGYyMjJp8XplMhokTJ6KwsBArV66ElZWV1nYffvghrKyssGjRIpw9e7bJ16srJSWlxc7VXE3pi0KhwKZNmzB8+HCt++3t7fHtt99q3RceHo7Tp09j0qRJjb5uSysuLgYA9OzZEz169Giw/eLFizF48GC89dZbsLS0BKB8rD/99BNsbGwwadIk5OXlce2lUil27NiByMhIjXMZGxsjKioKx44d07u/JSUlmDBhApYuXQp7e3u1fX/88QdsbW3h7OzM9XXbtm1YtGiR3uevLT8/H+bm5hg2bBi8vb0bbB8fH4/ly5dj6tSp8PX15bZfu3aN+79cLuf+v3btWmzduhX79+9vUv8IeVwYtHUHCCENu337NgDA3Nyc2/bUU0+1VXceeps2bWrW8a6urgCAS5cucdtyc3Nx8+ZNvP/++00+78aNG3HlyhWIRKJ6f74ikQjjx4/H+vXr8dZbb+G///5r8jVr27RpE6ytrVvkXM3VlL7k5uaioKCg3kW80dHRCA8Pb273WlWXLl24Cue3bt2Cn59fve23b9+OxYsXgzEGHo/HbVcFA/v378f+/fvx0ksvAQAKCwtRWVmJmzdvaj0fY0xn8KrNwoULUVFRgcmTJ2vsu337ttr7lq2tLZ599lm9z13XuHHjuP+LxWJMmzat3vaffvopqqur1Y4DgOHDh2P27NmwsLDAk08+yW13cHDAlClTMH36dAwYMECt74SQ+2gEgpCHwMOY1aQ9Yoxh586dWL9+fbPO0717d9jY2ODEiRPIzs5GRUUFJk2ahJdeeknnp9/6+PnnnwEAkZGREAqF9bZVfTJ96tSpZo8cyOVyfPXVV/jtt9+adZ6W0Jy+qJ6z9evX4+7duzrbjR07tsn9e9Aaeh0AQEFBAaZPn47o6GidbXJzc7n/Ozg4wNjYGBs2bMCuXbvU2hUXF+PEiROYOnWqXv27d+8evvvuO4wbN07r6Ftrvnc19NwoFAr89ttvEAqF6Natm9o+Q0NDfPHFF1i+fLla0AUAEyZMQFZWFjZs2NDifSbkkdHGU6gIIfU4f/48Cw8PZ46OjgwA8/b2ZuHh4Wz06NFq7c6cOcMGDx7M/P39WXBwMOvbty87ePCgWpunnnqK2dvbMwDM39+fMcbY6dOnWffu3ZmNjQ1bunSp3v2CjjUQCxcuZNbW1gwA69y5M1MoFOzbb79lI0eOZB4eHszJyYktXbqUKRQK7pjy8nJuXjoA9vPPP7PMzEz2/PPPs6ioKObm5sbeffddVlVVxR2zdetWZmdnxx2TkpLC7duwYQPXh7r7/ve//7Hw8HAGgJmZmbHw8HDuq7y8XO/HzxhjCxYsYADYiBEjWI8ePdgvv/zSqOPrKisrYzwejwFgr776aoPtT548yT3Gb7/9ljHG2OrVq5mVlRW3vbalS5cyc3NzrfvGjh3LAgMDGQBmbW3NPSd9+/ZljCnni3fo0IE79r///mOxsbFs1KhRrGPHjszLy4utWbNG7efaWn1piL+/PwPAbG1t2fz589m///5b78/22rVrLDQ0lBkbGzMAzN3dXW3/uXPnuH76+Phw/XFxcWEAWEBAgFr76upqtnbtWhYSEsJCQ0OZv78/W7RoESstLdWr/3WlpKQ0uAZi8ODBDACzsbFR2y6Xy7n3jn379qntmz59Ove4unTpwjZt2sTi4uJYjx492KxZs/Tu36JFixgA9ttvv6ltX7x4MQsPD2dCoZAJhULuedu0aVOTXk/abNy4sd41EGfPnuXeNxtDLpcza2trjdcCIeQ+CiAIeQgsWbJE56Ll3bt3M6FQyD755BPuD+6ePXuYoaEh+/rrr9XalpWVMUdHR+bv789ycnJYjx49WGZmJrOwsGA8Ho8VFxfr1R9dAQRjjEkkEubo6MgsLCzYnDlzuBsLuVzO3nrrLQaAffPNNxrHffrpp9zC5KFDh7KMjAzGmHJRsa2tLXv66afV2ldXV7MuXbpoBAmMKTO/REZGat2n6n9zFlHv2rWLdejQgfH5fMbn89mtW7e4fcOGDWOurq7M0dGR+/Lx8dGZDUclISGBe17ffvvtBvsQFxfHtX/33Xe57WVlZczNzU3jxpwxxoqLi7kbt7r0uVGdM2cOd72RI0dyi7yPHTvGjI2N2f/+9z+19q3ZF13279/P+Hw+99wAYIaGhqx3795sxYoVLC0tTetxFy9e1BpAHDx4kPH5fLWAXCqVsrCwMAaA7dy5k9uuUCjYuHHjmIuLC7t58yZjjLG7d++yjh07sv79+zOpVNrox6PPc5GXl8fef/99dvz4cbXt+/fvZwCYn5+fRmahkpIS1rNnT7XnCQCLjo7msjLpo1OnTgwAS01N1brf3d1d5414Y19PdTUUQGzdupUBYFFRUUyhULDvv/+eDR48mPn4+LDIyEi2evVqtQ8mauvVqxcDwGJjY+vtAyGPKwogCHkI6AogcnJymIWFhdZPZ1999VVmYGCg8Qewd+/ezN/fn82fP5+dPHmSFRUVMaFQyExMTPT+lLS+AIIxxp544gkGgM2dO1dte1lZGTMzM2MdO3bUOObo0aMMAOPz+WqpSxlj7JNPPmEA2J49e9S2T548WWeQUN++5gQQb731FrO1tWX//vsvmzJlCgPAxo0bp9YmPz+fhYaGMqFQyHbt2tXgJ6mMqY8oLF68uMH2t2/f5trXzRrTp08frTfm9e3T50b1xx9/ZACYsbExF+CpzJ49m/F4PHbhwoUH0pf6HD58mEvXWvdLIBCwefPmaU3VqS2A2LFjBxs4cKDaNtXo03PPPae2/fvvv2cA2Pbt29W2q7KmaQucG9LU56KqqooFBQUxgUDADh06pLWNVCplw4cP13iOPDw82I0bNxq8hkQiYXw+nwmFQiaXy7W2qS+AaMrrqbaGAoi1a9cyAKx79+5s3LhxbPPmzay6uppVVFSw1atXMx6Px4YMGaKWdlZl6tSpDAD76quvdF6fkMcZrYEg5CG2efNmlJSU4Omnn9bYN2LECFRXV2tkneHz+WCM4cqVK+jZsycsLS1x5MgRHD9+HGZmZi3SL9Wc4rqLKk1NTeHj48NlMdJ2jJeXF6KiotT2DR48GIBykXFb+u677/DJJ59g586deOKJJ/DRRx/B1NQUO3bswMGDB7l2NjY26NKlC2bNmoXRo0drzLHWpvZzr08xq+rqaq3HtibV4+jVqxc6dOigtm/w4MFgjDV7gXpLGDBgAM6cOYPExESsW7cOI0eO5BYFy+VyrF69GgsXLtTrXFKpFMOGDeO+P3fuHD7++GM4OTnhyy+/VGv71VdfQSAQYMSIEWrbIyIiYG1trTMDVGt48803ERcXh6+++goDBw7U2H/lyhVERkaiqKgIBw4cwHvvvQcnJycAQGpqKkaNGqWWnUibO3fuQKFQwMLCAnx+428nWvv1VFFRAQA4ffo0/P39MXHiRAgEAhgbG+Ott97CqFGj8Pfff2stAKl6vWRmZjb5+oQ8yiiAIOQhpkrh6ePjo7HPw8MDAHDmzBmNfbdv31bLRNO7d28u60tL8vLy0thmZWVV7w1ycHCwxjZ3d3cAwIULF1quc40kl8vx4YcfIiAgAP369QOgzMY0f/58AMD06dNRWloKQLlY+/z585g3b57e5/fx8eFuwlRpPOuTn5/P/b92esoHob3+jPbt24fXX3+d+97X1xdz5szBvn37kJeXh8OHD3MZd7744gtIJJIGzzlhwgTunJWVlZg8eTLkcjnWr18PGxsbrl1FRQWuXLkCe3t7mJiYqJ2jtLQUVVVVuH79Olf5uDV99dVX+Pbbb/H999/j1Vdf1dh/79499O3bF/7+/jh+/Diio6Px/vvvIy0tDZ9//jksLCxw69YttaBYm4KCAgDKDwaao7VeT3Z2dtz/tWVrUgWGO3fu1NinCspr/54RQu6jAIKQh1hhYSEAaNywAOAyohQVFWnsk8vl6NWrV6v2DWjaJ+MikUhjm+rx1c5l/6AlJycjMzMTFhYWatvffvtteHt7IyUlBa+88goAYOvWrejXrx9cXFz0Pr+5uTk38qJK21uf2m0GDBig93VaQnv9GQHQWb9AIBBgwIABOHDgAEaMGIHKykokJiY26twLFixAfHw8Jk+erDHKUFBQAMYY8vPzERERofbVsWNHmJubw97eXq/gsDl+//13LFq0CH/88QdefPFFrW3WrVuH4uJirF27FgKBgNtuaGiI1157Db/88gsAaB0prE2V4rSqqqpZfW6t15NqVMPIyIhLvaxtv7ZRBlWgR2lcCdGO6kAQ8hBTDbNrS5Wo+jS89qdwtalGKNob1bQDbdvq5qavb2qQPtOAart79269N/yqTyJv3LiBiooK7gbH2NgYmzZtQp8+fbB9+3b4+vpi9+7dOHHiBHdsUlISTExMtN7E1PbSSy/h7NmzuHz5MuRyudrNXV0nT54EoJz+4e/vr7avpZ6X6upqFBQUwMHBQW17W/yMdPWlrmvXruHy5cvo2LGj1v08Hg8vvfQSfvvtt3qf37pOnDiBzz//HK6urvjss8+47WfPnkWXLl24wNLW1hZXrlzR+7wt6dy5c3jrrbdw/PhxtRHGtLQ07N+/H6+99hoA5XNkb2+vMW1IZfjw4RqBsjaqKU+q95qmaszrqTF69eoFoVAIhUKhUSMDuB/4aKs3onpMDb3eCHlc0QgEIQ+xrl27AlDeoNal+nS17noCFX1uENqCtseiqhxdt3KuaoRD2yegt27d0vualZWV3OiBLt7e3uDxeKioqMC2bdvU9vXs2ZOrrPvhhx9i3LhxsLW15fZ///33en3aPXXqVERGRqKgoACHDh3S2a64uBi//vorhEIh1q1bp7G/vudF2/OrS1JSktbCeC31M2qJvmgzf/58MMZ07q+srISJiQkCAwP1Ol9paSmmTJkCxhi+//57tZvaF154ATweDyKRCP7+/sjNzdUZGJWUlOh1vaZIS0vD3LlzcejQIY1CeQcPHkRaWhr3vbm5OSQSic41DnK5HDKZDJ06dar3mg4ODhCLxSgvL2/WVJ/GvJ4aw8LCAgMHDoRMJtNaFyQjIwMAtFb7Tk1NBYBWmdpJyKOAAghCHmKTJk2Cubk59u/fr7Fv7969MDAw4KrPPiyuXr2qMYXnn3/+AQCNm3zVDWDdqRaXL1/G5cuXdV7D1NRU7VPPpKSkBqv92tvbc3Om33//fY2bwbfffpv7JHPFihVYv349FAoFcnJysHXrVq3zvOsyMDDA5s2bYWVlhXnz5un8ZPe9995DUVERVq1apfWTdl3Py969e3Xe6Klu9PV5Xo4cOaIxFeeff/4Bj8fDyy+//ED7os2hQ4fw7rvv6ty/ceNGTJ8+HcbGxnqd76233uKmqKkW9APK16pqHQAAzJw5E3K5HH/88YfGOYqLizFkyBCUlZXpdc3GkEgkGDZsGJYvXw6xWKy2r6qqChs3blQLaMeMGQOpVKozSP3tt9/g7++PPn36NHht1ZoSXVWt9dGY11NjffDBB+DxeFyRxtp2794NIyMjzJ49W2PfzZs3YWpqqjW4IISACskR8jCYMWMGA6C1WNmOHTuYQCBgn376KZcudNOmTUwgELB169ZptO/YsSMDoJEqVV95eXlcusddu3Zp7FcoFFyO/KysLLV9crmcKxKWnZ2ttu/YsWMMAOvZsycbMmQIy83NZYwp60DY2dmxZ599VuNaOTk5zNramkVERLCcnBzGGGNpaWlswoQJ7JlnnmEA2J9//qlx3KBBg5ixsTG7ffs2UygUbMKECezSpUsNPvaMjAyurkF0dDTXxzt37rCnnnqKff7556x///7c82NnZ8dMTU3Z2LFjGzx3bTdv3mReXl4sKiqKXb58mduel5fH5syZw4yNjdnPP/+s8/jY2FhmaGjIBg0axKXmvX79Ops0aRKXYldbfnt/f3/m5OTE8vPzWWVlJRs2bBi7c+cOt1+VNvPJJ59k48aN486tytv/zjvvPLC+aLN3714u5WlgYCAbP348u337Nrc/KyuLPffcc6xfv36soqJC7djMzEyuAF3ttLsHDhzg0rtKJBJue3Z2NuvevbtailK5XM5GjBjBHB0d2YkTJ7jtN2/eZAMHDmQnT56st//axMTEMNQULNRGJpOxQYMGca85kUjEPDw8WEBAAAsODma2trYMtYoNqkyaNIm5ubmxI0eOcNsUCgXbunUrCwwM5OpY6Nu/JUuWaOyrqqpilpaWzNLSUmsxv6a8nmpbvnw5A8DWrFlTb7tVq1YxS0tLtToZ3377LTMwMND6e6RKkTxz5sx6z0vI44wCCELasT179rDg4GCuMJahoSELCQnRqET933//sQEDBjA/Pz8WFhbGBg8ezI4eParW5vnnn1er+GxpacnCw8PZihUr9OrLihUrWHh4OFfNGgAzNTVlYWFhXB2ENWvWMHd3d25/7QJwK1as4Kr3qvY9//zz3PlVAcTkyZPZlStX2JAhQ1hoaCgTi8Vs6dKlWvP2M8bYjRs3WP/+/ZmtrS0bNGgQ++CDD1h5eTlbuXIlA8CMjIxYaGio2jGpqansySefZPb29qxHjx7s119/1es5YEx54zhz5kzm6urKRCIRGzBgAJsxYwZLSkpijClv6FasWMHEYjEzMTFh48eP17tAX22lpaXsk08+YV26dGH+/v4sMDCQhYSEsDfffFNnMbTa/vvvP9alSxdmb2/PRowYwT777DNWXV3NVSA2MzNjgwcPVjvmypUrrFu3bszJyYk98cQTGq8h1Q3fkiVL2NGjR1n//v2Zv78/8/HxYV988cUD7Ys2e/fuZZGRkayqqoqVl5ezTz/9lEVFRbHg4GAWEBDAOnXqxNauXatRPCw8PFytanaHDh2437EBAwYwAMzKyop5e3szb29v5uHhwQQCAQOg8dqSyWTs008/ZYGBgczHx4f17NmTTZ48mSUmJjbYfxWpVMpVbq5dsdvT05OFh4er3dh+9tlnWutd1P3asWOHxnU2b97MevfuzcRiMQsJCWGBgYFs9uzZ7N69e3r3lTFlPY+6z8OUKVPUqk3b29tzlahVmvJ6OnXqFAsPD2chISHcz4DP57OgoCAWHh7OfvzxR63H7du3j/Xs2ZNFRESwwMBANnToUBYTE6O17erVq5lQKOR+pwkhmniM1TNRlBBCHpDjx4+jX79+mDx5Mn766ae27g7R4qeffsLUqVOxZMkSLF26tK27Q9qJa9euISoqCn///Tf69++v93Ht8fUkl8vh4+ODSZMm6b3mhpDHEa2BIIQQQkiThYWF4f3338fbb7/dYPG59m7dunWwsbGpdw0NIYQCCEJIO6FaRHnv3r027gnRhX5GRJf58+cjICAAK1as0PuY9vZ6io+Px7fffovffvsNhoaGbd0dQto1msJECGlTFRUV6NatG5KSkrh6FmKxGB9//DHGjx/fxr0jgLJo3ahRoxAfHw+ZTAZAWTn7xx9/RO/evdu4d6S9kMlkeOGFFzBp0iQMHz5cZ7v2+HoqKirC008/jfXr12vUVSGEaKIAghBCCCEtQi6X4+rVqw3WkGhvCgsLkZ+fDx8fn7buCiEPBQogCCGEEEIIIXozaOsOPO4UCgXu3r0LCwsL8Hi8tu4OIYQQQgipgzGGkpISuLi4gM+nJcQUQLSxu3fvws3Nra27QQghhBBCGpCRkYEOHTq0dTfaHAUQbczCwgKA8gUpEokeyDXT09MhFosfyLUIaWv0eieEkEfPg35vl0gkcHNz4+7bHnctFkDEx8cjMzMT+fn5MDc3h4ODA8LCwmBkZNRSl3gkqaYtiUSiBxZAWFhYPLBrEdLW6PVOCCGPnrZ6b6fp5krNCiCuXr2Kzz//HH///TdycnI09hsZGaF379549dVXMWrUKHrSCSGEEEIIecg1KYC4c+cOZsyYgT///BOMMQgEAnh4eMDKygpmZmaQSqUoLS1Feno6Dh06hMOHD8PHxwffffcd+vTp09KPgRBCCCGEEPKANDqA2LZtG2bMmAGxWIzly5dj0KBBCA4OhlAo1No+LS0NR44cwZ49ezBw4EDMmjULa9asoRXshBBCCCGkXum5pciXVGpsv3dPgoLqPI3ttiJjiO3NH0TXHmuNqgOxYsUKbNy4EZ9//jmGDBnS6IslJSVh3rx5KC8vx969e2FqatroczxqJBIJLC0tUVxc/MDm8qWlpcHd3f2BXIuQtkavd0IIeTil55YibPYuSGVyvY8xEgpw7csxLR5EtMX9Wnum9zDA+++/j8TERFy7dq1JwQOgLFW/d+9eTJw4EWPGjEFlpWZESQghhBBCSL6kslHBAwBIZXKtIxakZek1hamiogIBAQFYsmRJi1x0woQJCAwMREpKCgIDA1vknIQQQgghhJDWp9cIhImJCcaPH69z/40bN/D2229jw4YNattTUlKwcOFCZGVlaRzTuXNnCh4IIYQQQgh5yDS7DsS5c+fQr18/VFRUgMfj4YknnoC/vz8AwNPTE127dsXQoUOxdetWBAQENLvDhBBCCCHk0ceg9zJd8oA1O4BYuHAhvvzyS1y4cAFyuRy+vr5q+0eOHAlPT0+888472LdvX3MvRwghhBBCHjElFVWITS/EjdRC3EgvwI20AlxNzm/rbhEdmh1AFBcXY+rUqZg6darONmFhYVqnMRFCCCGEkMdHtVyB2/ckuJFeiBupBTXBQiFSs0vaumukEZodQOTl5YExVm+VaZlMhrt37zb3UoQQQggh5CGRXVSB2LQCXE8rQGxaIW6kFSAuswiVVY3LrETan2YHEF27dsUbb7yBTz/9FAKBQGubt956C97e3s29FCGEEEIIaWcqpNWIyyzigoUbaYWITStATnHT0qlamAgRLLaGk7Up9p1JbdnOkhbR7ABi6dKliIqKwp49ezBp0iT4+/vDxcUFUqkUcXFx2LZtGy5fvow///yzJfpLCCGEEELagELBkJZTUmv6kXJUIemeBApF4xc88/k8+DqLEOJugxB3a4S42yDUwwZie3PweDxcvp1HAUQ71ewAIiAgAPv27cP48eOxfPlytalMjDEIBAKsXbsWgwcPbu6lCCGEEELIA1BYKkVsWoFasBCbVojSSlmTzudoZYIQd2sEi5VBQrDYGgEdrGBi1OxbUdIGWuSnNmDAAKSkpGDLli2IiYlBTk4OjI2NERYWhkmTJmlkZiKEEEIIIW1PVq1A4p0iXK9Zo6CchlSIO/llTTqfsaEAQW7WymDB3Qah7spgwcHKpIV7TtpSi4V9FhYWmDFjBmbMmNFSpySEEEIIIS2AMYa7BeW4UbNG4UbNwub4O0WQVSuadE5PRwu16Uch7tbwdhJBINCrTnGDbEXGEBqVQarQP5gx4pvBVmTcItcnurVYAFFQUIAtW7bg/PnzYIxhy5YtKC0txdKlS7Fs2TIYGRm11KUIIYQQQogOpRUyxKYXIja9ANdTlf/eSCtAYWlVk85nbW6IYLGNWrAQJLaChYlhC/e8DkEJqpw2oUquf795AkNAMBaAeev1i7RMALFx40b873//Q2lpKQDAyckJAGBubo5evXrhmWeewf79+2FgQPPcCCGEEEJaglyuQHJ2Ca6nFiA2vbDm3wIkZzWtpoKBgIeADlYIqZl2pFyrYANXW9N60/W3lryyQkgbETwAgFRehbyyQohtnFupVwRogQDijz/+wMyZMzF9+nT069cP+fn5WLJkCbf/6aefRllZGdauXYt58+Y193KEEEIIIY+d3OIKbuqRahpSXEYhKppYU8HV1owbTVAFC34uljAUak/JT0htzQ4gVq5ciR07duCpp57itq1bt06tzfPPP49+/fpRAEEIIYQQUo/KqmrEZxapBQuxaYXIKqpo0vnMjA2UAYK7Tc2iZmsEiW1gY0FTy0nTNTuAKCoqUgseAGgMc/F4PG56EyGEEELI444xhvTcUo1RhVt3iyFvYk0FH2dRrWBB+a+7gwX4/Ac//Yg82podQMhkMshkMgiFQp1t8vLykJOT09xLEUIIIYQ8dIrLqnAjvQA3aq1VuJlRCEl502oq2IuMEeJRs6BZbIMQDxsEUk0F8gA1+5XWs2dPvPjii/juu+9gYqKZ47eyshIvv/wyBg4c2NxLEUIIIYS0W7JqBW7dLa4JFu6PLGTkNa2mgpFQgCA3KwS7qwcLjg95TQWFQoGMoizEZSUjLrvmKysFpdJyXJ6/s627R/TQ7ADiww8/RJcuXeDu7o5BgwZBLBYjKysL7777LjIyMnDw4EEAwIULF5rdWUIIIYSQtsYYw73CcsSmFeJ6zRqFG2kFiM8sQlUTayq4O5hzU49CagqweTuLYNBCNRXagkwuQ1JuRk2AkMz9G5+TivIq7Ws6SirLYGFs9oB7Shqr2QGEq6srTpw4gSlTpuCXX37htq9YsQIA0KlTJ2zZsgUdOnRo7qUIIYQQQh6oskoZbmYU1VRoVq5TiE0rQH6JtEnnszQ1RIhHzWhCTcAQLLaGyLSVayq0IrlCDgFfM3tTj7UTcSE9tlHnis9OQZR7SEt1jbSSFpks5+3tjf/++w/Xr19HTEwM8vPzIRKJEBUVha5du7bEJQghhBBCWo1crkBKdglupBfiRmqB8t+0AiRnScAav6YZBgIe/FwslWsVxDVTkDxs0MHWrE1qKrSE/LIitZEE5fSjFPg7eODAzPUa7X3txXoFEHZm1gh08kSgoxfMjUxbo+ukhbXoapvQ0FCEhoa25CkJIYQQQlpUnqQSsWkFXLBwPa0AcRlFKJdWN+l8zjamapmPgsXW8O9gBaOHsKYCYwyZRdl11icoA4Xc0gKtx1TLtT9vgY5eat+LrZ0R6OjFBQuBTl4IdPSCnbl1iz8O0rpabbn+1q1bERMTA0dHR0ybNg2Ojo6tdSlCCCGEEA1SmRzxmarpR4Xcv1mF5U06n6mRAYLE1gitWaegmoJka2Hcwj1vfdXyapRXVUJkYq62nTGGgGUjdK5R0OZOcQ4kFaUa5xoVNgCetq4IdPSCv6MnjS48QpodQAwaNAgZGRkoLCyEubk5bt26hZkzZ2L9+vVwc3NDx44d0b17d/z7779wc3NriT4TQgghhHAYY8jIK+OKrikXNhcg4U7TairweIC3k6gmSLgfLHg6Pnw1FcqrKpCQnaqW7SguOxm3ctMwvec4rBuzQK09n8+Hv4MHLmfG1XteE6ExAh09uVEEBdNcPB7i4osQF98m993OzBrGBoaorK7S+xhjA0PYmdGIRmtrdgAxdepUzJw5E99++y3Gjh2L9PR0rF+/HpaWlrh48SJsbW1x/PhxLFiwAFu2bGmJPhNCCCHkMSUpr1IuZK6pq3AjvRCxaYUoLtf/JrM2WwsjLkAI9VBOPwp0s4KZse76Vu2RVFaFCxmxGqlR0wrvgulYxHEz67bW7YGOnlwAYWNqyQUJtQMGsbUz+PzWzRAltnFGwqI/kFdWqLHv3r17cHZ21thuZ2YNsY3mdtKymh1AbNu2DTt37sSAAQMAAMePHwdjDP369YOtrS0AoG/fvliwYEF9pyGEEEII4VTLFUi6J8H11IKaYKEQN9ILkJZT2qTzGRrwEehmpZx2JLZBqIc1gsU2cLI2eWgWNTPGcKcoG6aGJrAxs1Tbl1WSh16fTWrU+eKyU7Run9t/Mqb1GINAJy/Ym9u06fMjtnHWGhCkKczg7ubeBj0iQAsEELdv3+aCBwC4ePEieDyeRvYlmaxp1RZVqqursX79emzduhVlZWWwt7fHK6+8gnHjxmm0PXDgANasWYOsrCyYmppi3LhxmDNnDgwMtD/ce/fuYenSpThz5gx4PB6ioqKwePFiiMVire0ZY/j666+xZcsWlJeXw9HREbNnz8aIESOa9RgJIYSQxw1jDNlFFTVF1wq5aUhxmUWQyuRNOqfY3pybeqRa2OzjbAmhwcNRU6FaXo3k/Ey1TEdxWcmIz05BibQMX45ZiFlPPKd2jJuVE0wNTepduyDgC+Bt56YcSXD0QpCTNxhjGgFCJ7egVnlc5NHR7ABCKFQf4jt37hwAoFevXty29PR02NjYNPkaBQUFGDZsGMzNzbFp0yb4+Pjgr7/+wrBhw3D58mWu5gQAfPfdd1iwYAF27dqFfv36ISMjA8888wz+/vtv/P777zAyMlI7d3p6Orp164aJEyfi3Llz4PF4+PDDDxEeHo4jR46gU6dOGv2ZOHEiYmNjsXfvXnh4eODkyZN4+umnMXPmTHzwwQdNfpyEEELIo6xcWo24jEIuUFAFC7mSyiadT2QqVI4muFvXVGtWTkGyNHt4aipkS/Jw7NZ5xGUn42bWbcRlp+BWThqq5Lo/eI3LTtbYxufzEeDggUuZcTARGsPfweN+tqOajEc+dmIYCR+e54a0Xzyma2KcniZNmoTnnnsOQ4YMwYULF9C1a1c4OTkhIyMDfD4flZWVeOaZZ/DWW2+hf//+jT6/QqHAgAEDkJ2djcuXL3MBwA8//ICXX34ZQqEQEokExsbGSElJQUBAANatW4dXX32VO0dKSgp8fX2xcOFCjRv86OholJaWIiYmRm37gAEDkJGRgevXr6sFHb/88gsmTpyImzdvIiAggNv+888/Y9KkSTh8+LDaiExDJBIJLC0tUVxcDJFI1KjnpqnS0tLg7k7DfuTxQK93Qh48hYIhNaeEG1VQTkMqRNK94ibVVBDwefBztUSwuCZNas3iZrG9+UMx/aioXIK47GSEOPtqVFk+EHcKg7+Z3qjz9ffriiOzv9fYfvVOAkTGZnC3dmn19Qlt7UG/t7fF/Vp71uwRiDVr1uCZZ57B4sWLERcXB6FQiK+++gp8Ph8bN27EsmXLkJycDGtr6yYFED/++COOHz+O7du3q93IX716lft/dbUy//CyZcsgk8nw3HPqw3qenp7o168fVq9ejblz58LSUjlv8OTJkzh06BC++OILjeu++OKLmDBhAjZt2oRp06Zx25cuXYpOnTqpBQ8AMG7cOMyYMQOLFy9uVABBCCGEPMwKSqSITS/ggoTrqQW4mVGIssqm1VRwsja9n/lIrCy+5u9qCWPDVss83yIYY7gnya1TaE2Z8ShLkgcAODL7e/T3U5/iXbdWgjYulg4I4hYyeyGig7/WduGu2rcT0tKa/dtoZ2eHEydOICYmBnfu3EGPHj3g6uoKAEhKSsIrr7wCkUjE3bQ31qpVq2BkZISRI0eqbZ87dy7y8vIwdOhQmJubQyaTYffu3fDy8tIaGXbp0gWHDx/G3r17MWXKFADKBeAAEBERobU9oKxnoQogzp8/j6SkJLz00ksa7Y2MjBAeHo6YmBikpKTA09OzSY+XEEIIaY+qZHIk3Cnmph6ppiHdLWhaTQUTQwGCxNZqqVKDxdawtzRp4Z63jqt3EnAg7pRaalRJZf0LvOOykjUCCDdrJ5gZmqBCJoWXXQeNbEcBjp6wNLFozYdCSKPpHUDcunULvr66c/n26NFDY9uyZcua1qsaN27cQFJSEnr16gVjY/UiLe7u7ti6dSv3/bVr11BUVITw8HCt51INc505c4YLIE6cOAEA6NChg87258+fh0KhAJ/Pr7e96piYmBicPXuWAghCCCEPJcYYMvPLatVTUAYKCXeKUC1vWk0FLydRrelHyn89HS0gELTfaTaVMikSc1KRkJOKMRHRGlOljiWew/zf1jbqnNrWLvB4PFyZvwsdrBxhLDTSctTjrSwrHdKiPI3tpffuoaAiX2O7kZUdzJy0J8EhLUfvAMLf3x8eHh4YPHgwhgwZgv79+8PMzKzhA5vhr7/+4q7dkJs3bwJQjoho4+DgAACIi1PmNZbL5UhISNB5jKGhITfXLS0tDZ6eno2+hjZSqRRSqZT7XiKR1Pu4CCGEkNZSUlGF2Jo6CtdrLWouKmtaTQUbcyOE1NRSUAULQW7WMDdpvzUViitKNLIdxWUnIyX/Dlcc7c6HR+Bi6aB2XJCTd73ntTSx4LIdqUYTInRMMfKxpxtebcqy0vHH2CAoqrQvsr+mZRvf0BjDd96kIKKV6R1A/Pvvvzhw4AD++ecfrF+/HkKhEN27d8fgwYMxePBgnZ/8N8ft28oCJzY2NigpKcHq1avx33//ITU1Fd7e3pg9ezaefvppAEBubi4AaGRZUlGNYBQVFQEAiouLudSy9R1TXFzMHdPYa2izYsUKvP/++xrb09PTYWHxYIYoy8vLkZaW9kCuRUhbo9c7IcqaCul5FUi8V4qEu6Xcv5kFulN+1kco4MHL0Qz+zubwdzGHn7M5/Fws4CAyrPNJfQXycyqg+Tlx2zmUdBYn0y4jqSADt/IzkFNW0OAxx6+eRk/3CLVtFtXKbEYOZjbwse0AHxs35Zet8l97M2uNUQu5RIo0Cb0f6as0+YbO4EEXRVUlUuOuw1zarBxBGkpKSlr0fA87vQOI3r17o3fv3vjoo4+Qm5uLf/75h6u3sHDhQjg6OiI6OhpDhgzBk08+2ay0rSrZ2dkAlGlcn3nmGXz44Yf44IMPUFBQgBkzZmDUqFFYtmwZFi5ciPJy5RxMXbUeDA2Vv+hlZWUAwLVvyjH6ttdmwYIFePPNN7nvJRIJ3NzcIBaLKQsTIa2AXu/kcZOjqqmQXqis1JxWgLjMIlRWNa2mQgc7M240QbWw2c/Vql3WVJAr5EgruIu47BQUlBVjYpenNNpcPLMZm6780ajz5rNSjfcRMROjcOUpWJlSRp7WUlCRr3WUoSHOzs6waeH3fZoxoq5Ji6jt7e0xceJETJw4EYBynYAqoJgwYQIAoHPnzhg0aBAGDx6Mbt26NSnNWkWF8pORH374AUeOHEG3bt0AKEckfv75Z/z3339YvHgxRo4cyX36r8rIVJdqu4mJcnFW7TUV1dXVGvUs6jtG32toY2RkpHMEgxBCCNFXhbQacZlFiE0rUFurkFPctJoK5sZCbn1CSE1dhWCxNazN29/fLKmsCrdy0zSyHSXkpKJSppwmbGFkhglRwzXuPwKddGc9MjIwhJ+Du1rthEBHT/g5eGi05fF4FDyQx1aL5ESLioriqjcXFxfj4MGDOHDgADZu3IgPP/wQ1tbWePLJJ7F9+/ZGnVe11sDb21sjBayhoSEGDhyIn3/+Gbt374aLiwsAqK0vqK2yUvmGam1tDQAQiUTg8XhgjEEqlWoNIOoeY2Vl1ahrEEIIIc2lUDCk55bWBAkFuJ5WiNi0Aty6J4FC0fhpGnw+D77OIrXsRyHuNhDbm4PPb781FVYe+h6nU64iLjsFt/MyuPUJupRIy3C3OAeuVo5q2wMdPSEyNq8JENQLrXnaukLAF7TmwyDkkdDiSZUtLS0xduxYjB07FgBw/fp1/PPPPzh48GCjz6XKduTtrX2hkmp/ZmYmV3shL09zpT5wf/2CakG2oaEhvL29kZSUhLy8PJibm6u1l8lkKCoqgpGRETdsGRgY2KhrEEIIIY1RWCpFbO3pRzULnEsrdVclro+jlQmCa1KlhtYsbg7oYAUTo/ZTU4ExhpySfG4Bs4WxKSZEaU49+ifuFP5NutCocyfmpGkEEAP8uqFoVcxDUYDucSMrL0VJeiKqJAVw6jKwrbtD6tFq7yDl5eW4efMmHB0dMW/ePMybN6/R5+jXrx8+/vhjyOXa521WVSmzRFhbWyMiIgJGRkbIyMjQ2jY9PR0AuGlQqv8nJSUhIyMDHh4eau0zMzPBGENUVBQEAoHasY25BiGEEFKXrFqBxDtFytGE9AIuWMjM072Grj7GhgIEuVlzU49Ca6YfOVi1n5oKCoUCaYV370854jIfJaOw/P788ihxiNYAItDRS2sAwePx4GnjymU6Uo0sBDh6wtpUswbVo16h+WF1ae2bSNi+DgBgYu+Kp/+gxebtWbMDiA0bNqCwsBCFhYUoKCjA+vXr8eeff2LixIkoLi4GAEycOBE//PADdyOurz59+sDGxgapqala96tu5Hv06AEzMzMMHz4ce/bsQVFRETfdSOX8+fMaBenGjx+PLVu24PLly+jdu7dGe1Ublb59+8LR0RGXL1/W6ItcLsfly5fRuXNnnSMmhBBCHi+MMdwtKFcrvBabVoj4O0WQVdc/BUcXT0eLOtOPrOHtJGqXNRVkchmmbFmEm1nK9QkVsobXZ8Rnp4AxpjFCEO7qj2BnH43UqP4OHjAxNNZxNtIepP6zFVnnjkCSFg8TOxf0XrVTo42xrRP3/4rcO5CV0qLl9qzZAcTt27fx8ccfY8iQIXjjjTdQUVGBKVOmoKSkBNu2bUN0dDQ++OADfPbZZ5g7d26jzm1iYoIFCxZg3rx5OH36NLp3787tKy0txcGDB+Hv74/hw4cDABYtWoR9+/Zh+/btmD59Otc2Ly8PR48exZw5c9RqOAwdOhSRkZHYunUrXnvtNbVrb9++HW5ubnj55Ze5bQKBAO+++y5ee+01xMXFcVOaAODPP/9ESUmJ1hSthBBCHn2lFTLczChUCxZupBWgsLRpNRWszQ0RLLZRCxaCxFawMDFs4Z43Tam0HPG1RhIixcF4Jlx92olQIMSRxLPILtE/kSsDQ25pARwsbNW2T+81DtN7jWuRvpOWIysvRUlaAiRpCRCai+Daa7hGm6xzh5Hy52YAytEFbUTuAWrfS9ITwKP1KO1WswMIPp+Pt956Cx9//DEA4J9//kF+fj66d++OceOUv+irVq1Cnz59Gh1AAMD//vc//Pfff5g+fTp+//13iMViVFZWYs6cORAKhdi5cyc3shEREYGPPvoI7777LiIjIxEZGYmysjK8+OKLiIqKwkcffaTR902bNqF37954//33sXjxYvD5fGzevBmHDh3CkSNHNCpgz5w5E//88w8mTZqEP//8Ew4ODkhNTcWbb76JefPmYdiwYU15GgkhhDwk5HIFkrNLuEDhemoBYtMLkJzVtDzxBgIeAjpY1QQL1jVrFWzgamvaLubp55YUcFON4rJSuP9nFGaptZsY9ZRGAAEopx5pCyAcLGw0sh0FOnrB1cqxXTxuch9jDIoqKQRGmiM9x2ZHIz/2HADAMaq/1gBC5HE/OKjIvQNZWQmEZuq1r2wCOyNs+gcQeQRC5O4PC7EvipKut/AjIS2l2QHEH3/8gYsXL3LfnzunfBH16NGD2yYUCrn1Co2lChK+/PJLjBgxAjweD5WVlejZsycuXrwINzc3tfbvvPMOvLy8MGPGDFRVVUEul2PkyJF47733tKZPDQoKwvnz5zF//nwEBQVBKBTC09MTZ8+eRVBQkEZ7gUCAffv2YdWqVejXrx+EQiEEAgEWLVqEKVOmNOkxEkIIaZ9yiysQm64KEpT/xmUUoqKJNRVcbc240YRgsTJY8HOxhKGwfX3SmpKfiUk/v4u47GTklxXpdUxcdrLW7X19o2BiaFQnWPCCjZnm+gTSvlz89HXkx56DJC0BHoNfQOS8dRptRB4BXAAhSU3Qeh6RewBM7F0gcveHyD0A8qpKjQDC1MEVwVMXtvyDIK2iRUYgaqdAvXTpEng8nloAIZPJmrVoydDQEG+++aZaAbb6jBs3jhv90IeXlxd27tScj6eLUCjEokWLsGjRIr2PIYQQ0n5VVlUjPrMIsWmFuF4z9Sg2rRBZRU2r1GxmbMBlP1JNQQoW28DGom1rKsjkMiTlZtSqn5CMl7uPRl/fKLV21iYinEy+pPd5hQIDCHjag6AlQ2Y0q8+k5THGUBB/EZKUeEhS42Af0QsuPYZotMuPPXc/OEiL13oukfv9zJOVBdmoriiDgYmZWhvXJ55Chz4jWvARkLbW7ABCJBIhNzcX9vb2KCsrw/Hjx2FgYIC+fftybb744guMGTOmuZcihBBCmoUxZU2F2msUbqQV4tbdYsibWFPBx1mkHE2oqdYc6m4DdweLNq2poFqfEJ+tnvEoKTcD1Qr1YqhBTt4aAYSVqQhOIjtkSdTTlpsZmiDA0RNBTt5qdRS87DpAKNCsp0TaDmMMFXn3YGBkAkORZn2qY7OiIStTLlT2LSvRGkCojy5oDyA69H0aFu7+ELn7w7yDNwRCzTU6TZ2SZmRlB76hMRRV+hdH5Bsaw8jKruGGpFmaHUAsWbIEw4cPx8SJE7Fnzx5IJBJMmzYN1tbWKCkpwfLly/HJJ59gx44dLdFfQgghRC/FZVW4UZMiVTX96GZGISTlTaupYC8yRkhNLYVQdxuEeNggsJ3VVDgQdwqvbF+qsT6hPnFZ2qcePdtpMMqrKtWmHXWwcqQ0qO2crFSCo3OiIUlNQHV5CTq/tQ5+Y2eqteHxeOrBgY7RBduQrijPyYTIPQAijwCt2bFENcFDazBzEmP4zpuQFmnW37p37x6cnZ01thtZ2cHMSdwq/SH3Nftdb8CAAfjhhx+wbt06mJiYYNWqVdxUo6ioKPB4PHTq1AnfffcdRo0a1ewOE0IIIbXJqhW4dbe4JlhQ1lW4nlqAjCbWVDASChDkZoVgVfYjsTJYcGyjmgqMMWQWZavVTYjLSsb3z70PXwd3tbaWxuaNCh7E1s6wNhVp3bf2mfnN6jdpebJSCTJP7IckNR6S1HgETpwHu1D12lMGZhYoSUtEdblyUb+ukQNVAMETGIAptKcU9n3mVfg+82rLPohGMnMSaw0ISkzSYOPuruUI8iC0yMcmISEh+O677zS2x8drf9ESQgghjcUYQ1ZhBW6kFeB6zRqFG2kFiM8sQlUTayq4O5hzU49CagqweTuLYNAGNRWq5dW4nZehke0oPjsFpdJyjfY37iVpBBCBTl4a7Qz4BvCxd9PIduTv6AlzI9NWezyk8RhjqMi9C0laPGwCI2Forr7QvFpajjPvT+W+d4zqrxFA6Du6EDxlAYImvQ3zDt7gG9D0M9I4D2zcdefOnRg7duyDuhwhhJCHWFmlDDczihBbJ1jIL5E26XyWpoYI8agZTagJGILF1hCZto+aCp8c+QkL//gcMnl1w41r3My6jVHhA9S2WZpYYEav8XC1dOCmHXnbucGQbhDbvfy4Czg6cyCqy0sBAP2+PACnKPWfr7GNI4TmlpCVKgv16sp65NZ/NGyDu0Dk7g8rv3CtbSzEvi3Ye/K4eWABxOLFiymAIIQQokahYEjJLqkJEgpwPa0QsWkFuJ0lAWv8mmYYCHjwc7FEiIdNTbBgjRAPG3SwNXvgtQUKyorVsh3FZSfjVm46bi7cp7Hg2M7cSu/gwdbMCoGOXnASaV8o+vU4yhDY3kjSEpD8x0+QpCZAkhqP/l8dgqmDekE1U4cOXPAAKIODugEEj8eDyN0fhQmXYe7mCyNr7a+BwAmNr7tFSGO0SACRm5uLX3/9FXFxcaio0Ex5l5OTg1u3brXEpQghhDyk8ksqcSO1ADfSC7l/b6YXolyq/6futTnbmKplPgoWW8O/gxWMHmBNhbrrE+Kz7089yikp0HpMUm6GxlSjQEfNqUcdrBwR6OilzHhUk+0o0NEL9hY2rfJYSNMwxlCekwlJajxK0m/Bd8wMjWC1Ivcu4jav5r6XpMVrBBCaowvapx498ck+GIpswDdoP4v3yeOn2a++EydOYOTIkZBIJGD1fFxEVSUJIeTxIJXJkZBZpEyRWhMsXE8rRFah5jx+fZgaGSBIbI1Qd2sE16xTCHa3hq2FZlXc1qIt+wwAjN/4FnZeOdioc8VlJ2sNIN4Z+BI37SjA0RMWxmY6zkDagqK6WutNe9Le73Bh1Szu+w59RmoEB7UrMQO6RxeCX3wXBsamELn7w9I7RGs/jG0cmvoQCGkxzQ4g3njjDbi4uGDdunUICwuDlZWVRpu7d+8iOjq6uZcihBDSjjDGkJFXxhVdU01DSrxbjGp54+cf8XiAt5OIK7ymKsLm6fjgaipUVFUiISe1ztSjFAh4fFx9Z7dGey+7Dnqd10RoDH8HDwQ6ecLBXHMEQWRijhUjXm9u90kLyzzxO5J/+wGS1ARIi/PwzMEczTSmYj+17yWpcZqjC7ZOMLJ2gLG1PUQeATBz1p5mNPAF/QrmEtLWmh1ApKSkICEhAfb29jrbuLu7IyREeyRNCCGk/ZOUVyE2vbBOsFCI4vKqJp3P1sJIrUpziLsNAt2sYGb8YBb7FpYXq2U6UgULqQV3tY6mC/gCVFXLNBYj1516ZG0q4qYacRmPnLzgbu1C9RPamYr8LBTdugZJajyqK8sRPOUdzTa5d3Dnvz9qfX9Xc3TBM1Dt+5KMJDh1Gai2jcfjYdRfmeDRa4A8IpodQHTu3Lne4EHl9OnTzb0UIYSQVlYtVyDpngTXUwsQW1NX4UZ6AdJyShs+WAtDAz4C3ayUmY/ENgj1sEaw2AZO1iatPrWVMYbyqgqYaUlV2vXTF3ArN03vc8kVciTlpiPI2Vtt+xM+nfH12EVcsOBgYUtTdtsReZUU0qI8jZt+ALj500ok7vgSAGBgaoGgyfO1FkmrTevogo0johZ8C5HYFxbuATqnGFHwQB4lzQ4ggoODkZWVBScnp3rbbdq0CZMnT27u5QghhLQAxhiyiyrujybUrFWIyyyCVCZv0jnF9ubcaIJqYbOPsyWEBq174yRXyJGcl8mNJMTnpHCjC/18o7DvlXUaxwQ6ejYYQPB5fHjbuXGjCGZGmoXkPG07YEbv8S32WEjLuP7dUqQe2I6yu8mw9u+EQT+d0WhTe11CdXmJztEFS59QrtqyqaObxnl4PB58nn655R8EIe1YswOIRYsWYebMmVi6dCmCgoJ0tlu+fDkFEIQQ0gbKpdWIyyjEjZpaCqppSLmSyiadT2QqVI4m1CxqDqnJgGRp1ro1FeQKOW7cS7q/NqHm38ScNFTJZVqPictO0bo9yMkbv904DgAwMjCsWZ9QM/XI0RNBTt7wtXeHkbB91Ikg9+Vc/g8F8ZdQkpYAUyex1qlHVSXFKM1MAqDMeKRtEXzt0QVDkTUq8jQDCBNbJwz95XIrPApCHm7NDiB27NgBAAgLC0PHjh3h5eUFMzP1zBHZ2dlISkpq7qUIIYTUQ6FgSM0pqQkSCrl/b2dJoFA0flGzgM+Dn6slgsU1aVJr1iuI7c1bdZpOcUUJqhVy2JpZqW2XKxTovHo85Ar9R0hu52VoXbswIWo4enp1RKCjFzxsXSDgP7jUr6R+cmklSjJugW8g1MheBACxPy5D1rnDAACbwEitAYTI435wUF1eqnV0wSYwEgO+PQqRewCMrO1p6hkhjdDsAGL27Nnc/y9evIiLFy9qbUe/mIQQ0nIKSqSITS+oWatQiOupBbiZUYiyyqbVVHCyMlEWX3O3QYhYWXzN39USxoatk2ueMYYsSZ5GtqO4rGTck+Ri/sAXsXLEG2rHGBoI4W3nhsSc1HrP7Syyv7+A2dEL1YpqGEI9gAh29kGws09LPyzSTIdf7Yvcq6cAxuAxZAK6L/1Jo43II5ALIHSNLtgEdoZ44Fjl1COPQAjNRBrnEZpZwKHjE63yOAh51DX7L4OBgQG2bt2KyMhInUFCfn4++vfv39xLEULIY6dKJkfCneL7U49qgoW7BU2rqWBiKECQ2Fot+1Gw2Br2lprz+1tKSWUZTty+iJtZt9WCheKKEp3HxGUla90e6OiJxJxU8Hl8eNq6qmc7qqmfYGWqebNI2hZjDAnb10GSEgdJWjzEA8bAb9xsjXYCQ2OoSpBL0rQXUlONLhha2sLSIwDVZSUQmqv/zG2DotBz2bYWfhSEEJVmBxD+/v4YM2ZMvW3c3d3RsWPH5l6KEEIeWYwx3Mkvx420Ai5F6o20AiTcKWpyTQVPRwu1VKmhNTUVBIKWX9QslVXhVm4anC3tNaYeZRRmYfj6WdoP1EHX2oUPh83GB0Nnwc/BA8ZCo6Z2l7Sw6soKlGTcQklaAiy9Q2BZJ7Upj8dDwrbPUJ6dAQAwc/bQeh610YXUBK2jC+6DnoN4wBgYWdm1/AMhhOil2QHE1atX9Wp37Nix5l6KEEIeCSUVypoKtesp3EgrQFFZ02oq2JgbIcTDptZaBWsEuVnD3KTlaypIKkrr1E5QZjtKzsuEginw0wsfYXLXkWrH+NiLIeAL6l27IDI2rxlNUI4khOiYXhTq4qd1O3kwmEKhkY60urIcu/pZgSkUAICwGR9qBBCAMuuRKoCQpGofXXDpNRSGltYQuQdoXf8AAIbmls15CISQFtDsAKJ2YZzCwkJcunQJZWVlGDFiBBhjuHr1KiIiIpp7GUIIeejI5QrczpLgelohYmtGFm6kFSI1W/fUnfoIDfgIcLVCiEfNFCSxDUI8rOFsbdoq68xS8+/g75sn1QKGO8U59R5zM+u2xjZDAyF87NyQkJMKJ5Edl+mIy3rk5AVnES1ibY8qC3Nx7ZtFkKTGozg1Hl0WfAu3fqPU2hgYm8LE3rVWcJCg9Vwi9wAUJl6ByN0fNgGdtLZx7voknLs+2bIPghDS4lpkdVxmZibefvtt7Ny5EwqFAo6OjhgxYgQqKyuxfPly9OnTB7NmNW74mhBCGiM9txT5WtKS3rsnQUF1nsZ2W5ExxPbmLXb9nKIK5TqFmnoKsemFuJlRiMqqptVU6GBnxo0mqBY2+7latWhNBYVCgbTCu4jLSkYfn0iNgmuXMuMwc+dHjTqnrqlH+19ZBwcLG1ib0qfH7YW8SgpJahwkqQmQpMbBa8SLMHMSq7URGJng9v4fuO91r0uoNbqgo03H/32MznPXtlDvCSFtqdkBRHp6Onr27AmFQoGnnnoKBQUFSExMBACYmJhgx44dePHFF3Hs2DH069ev2R0mhJC60nNLETZ7V6MKoBkJBbj25ZhGBxGVVdWIyyiqkyq1ADnFTaupYG4s5IquhdTUVQgWW8PavOXm91dVy3ArN63WAuZkxGWlICEnFRUyZb9Pv7EF3TzD1Y4LdPSq97yGAiH8HNxrLWT2Qrirv9a2/o6eLfNgSKMwxiAtyoOhyAZ8gXqq2uLkWByY3IX73so3XCOAEJqaw9TR7X5wkKI9OPB/7n/wHvEiLNz9YeHmq7UN36Dlp9QRQtpGswOIxYsXY8CAAfj2229hbGwMAAgJCVFr88knn2Dq1KkUQBBCWkW+pLLR1ZOlMjnyJZU6AwiFgiE9t7RmjUIBNw3p1r2m1VTg83nwdRapZT8KcbeB2N4cfH7LTt05efsS/ow9wWU7up2X0WDthLjsZI0AwsfeDQZ8AxgLDTWyHQU6ecHLtgMMBK2T5pU0T96Ns7j8+VuQpCagSlKAoduva6xLsBCrryfRNXJgH94T5bl3IHIPgGPnvlrbuHQf3CL9JoQ8HJr9zn/u3Dlcv34dBgb3T2VoqF6508bGBvn5+c29FCGEtIqiMik3mlB7YXNppfbqxg1xtDJBcE2q1NCaxc0BHaxgYtQyN9u5JQXKhcv5mZjS9WmN/SduX8TKwz9oHliPeC1Tj4QCITI+OARHC1tan9COlOfcQc7l/yBJjUNJeiK6Ld0EQZ2K2XwDIfKunea+l6TGawQQtUcXeHw+pMXa/073+HBLyz8IQshDrUXqQNQOHrRhjCEjI6O5lyKEkBY194fTyMgrQ2ZeWZOONzYUIMjNmpt6FFoz/cjBqvk1FRQKBdIL72lkO4rPTkF+WRHX7unQ/hp1DxqaeuRh48plO1KNJgQ7eWtt6ySiVJkPGmMMlQU5KLubArvQbhr7cy79i9NLJnHfh7z8XpNHF7q/vwmGIhtYdPCBwMi4BXpPCHkcNDuAsLKywr59+/D000/rbLNhwwaIxWKd+wkhpC2cjq8/o1Btno4W3FoFZbBgDW8nUYvWVPjp7D4cij+NuGzl+oTyqooGj4nLTkZ3zwi1bYFOnhAKDOBr766WGjXQ0Qv+jh4wNWy9onGkeZL2fIer37yLKkkheAIBxv5bojG6UDe9qa7RBbcBY2BkaQuRuz8cdEw9okrMhJCmaHYAsWDBAowaNQqvvPIKRo0aBbFYjKqqKiQlJSE9PR379u3D+vXrsWfPnpboLyGEaKiqblqmI22szQ0RLLZRW6sQJLaChYlhwwfXo0xajviaUYRKWRVe7jFao82RhLPYevGvRp03PjtFI4Dws/dA2SfnIBTQotX2JOfyf8g6ewiS1HjIZVL0+XS/RhsDU3NUSQoBAEwuR2lGEiy9gtTaqEYXeHw+zF29weTVWq/Xa/n2Fn4EhBCi1OwAYujQoVizZg3efPNNfPPNN9x2f39lJg4ej4dVq1Zh2LBhTTp/Tk4O1q1bh8jISAQGBqJDhw4wNDREdnY2Tp8+DT8/P4SHqy/8O3DgANasWYOsrCyYmppi3LhxmDNnjs6pVvfu3cPSpUtx5swZ8Hg8REVFYfHixTpHTRhj+Prrr7FlyxaUl5fD0dERs2fPxogRI5r0GAkh+mOMIemeBBdu5eJcYi7O38rB1ZR8MIEEjK9/JiSewhg+9q6I9HVQW9Tsatu8mgqq9QmqYCEuS/lveuE9ro2TyE5rABGkYxoRANib26jXTqiZetTBylGjLZ/PBx8tX22a6KacdpStDA6kFXDpMUSjTdbZQ4jduBwAwBMIIJdVNTy6kJagEUAITc0xbEcszJw9IDCkatyEkAevRVb0zZo1CwMHDsT69etx+vRp5OfnQyQSISoqCtOnT9e4wW+M3NxcLFu2TOs+Pz8/XLp0SW3bd999hwULFmDXrl3o168fMjIy8Mwzz+Dvv//G77//DiMj9Tfb9PR0dOvWDRMnTsS5c+fA4/Hw4YcfIjw8HEeOHEGnTprFbiZOnIjY2Fjs3bsXHh4eOHnyJJ5++mnMnDkTH3zwQZMfKyFEU56kEhdu5eL8rVycT8zBhaRcFJaqV2xmAgmkTpsAXiNGIpgAH7/4C4Z2DG52H+fuXY3z6TcQl5WCvLLCBttnSfJQWF6sURMhyMkLYmtn9WlHNQGDnbl1s/tJmo8xpjXAPPP+VKT+rVxsbCH20xpA1A4OdI0uiNz94TN6OkTu/hB5BMA2MFJrP0Tu2tPlEkLIg9Bi+ff8/f2xZs2aljodp7y8HIGBgbCwsEBiYiKKi4thZ2eHESNGYNmyZTAzM+PapqSkYM6cOVi3bh2XMtbNzQ07duyAr68vli1bpnGD//LLL8PDwwOrVq3itn344YeIiYnBs88+i+vXr6sFHb/88gu2bt2KmzdvwsPDAwDQq1cvrF27FpMmTUKfPn0wYMCAFn8eCHkcSGVyXE3JrwkWlKMLyVkNV21m/MrGBQ8AwJOjqLK43iYyuQy38zKUowlZKXCxtMfkriM12v13+xLOp9/Q+9IGfAOk5N/RCCBGhvXHyLD+ep+HPBiJO79G9oVjytEAz0D0WvGrRhszZ3fu/6V3buscXeAJBDB39YbIIwCMKTTOY2Bihqi3v2z5B0EIIS3ogSXwnjt3Lj799NNGH1dRUYEJEyZg4cKFDbZdtmwZZDIZnnvuObXtnp6e6NevH1avXo25c+fC0lL5R/vkyZM4dOgQvvjiC41zvfjii5gwYQI2bdqEadOmcduXLl2KTp06ISBAfZh53LhxmDFjBlcXgxBSP8YYbt+T4HytqUjXUgsgq9a8qdLFxFCAjt52MBMZ4vc7Te9LeVVFTZCQzNVOiMtKRlJeOmS15pf39YnSGkAEOnlpDSBMDU0Q4OBxf9pRzb/edm4wpKJa7UJFfhYkKXGQpCXAxN4VHZ54SqNNzqV/kXl8LwDoXG+gObpwC5Ze6qNbVr7hWhdFE0LIw6bZAUSnTp00phHVVVFRgc2bNzcpgCgtLYWjo+Yc37pkMhl2794NLy8viEQijf1dunTB4cOHsXfvXkyZMgUAsG3bNgBARESE1vYAsHXrVi6AOH/+PJKSkvDSSy9ptDcyMkJ4eDhiYmKQkpICT0+qukpIbfklNVOREpXTkS7cykVBqVTv43k8wN/VClG+9ojys0eUrz2CxTYQGvCx9XQMft/W+D59fOwLvHvgA6QW6Bd9xGUna93eRRyC5LxMjdSoblZO4PNpLUJbU1TLIJdWQmhmobHv2JzBKL6tDP5cez+lNYCoPV1I1+iCfVgPdH7r85qpR4EwsXfROA9fIADqVIMmhJCHUbMDiGvXriEvLw92dtpzhSckJGDKlCkoKCho0vnz8/P1CiCuXbuGoqIinest3N2Vw8tnzpzhAogTJ04AADp06KCz/fnz56FQKMDn8+ttrzomJiYGZ8+epQCCPNbqTkW6kJSL2/ckjTqHo5WJMljwtUekrz06+9jD0qxlP7lNyEtCZbX+C68NDYQok5bDzMhUbfusJ57DrCee03EUaSsxiyegMPEqSjJuIeD51xExe6VGG5G7PxdASNIStJ7HyicUIo8AiNz9YeHuD4W0UiOAMHN2h9/YWS3/IAghpB1qdgChUCgwe/ZsbN+uni6OMYZPP/0U7733HiorK5uc1aSgoABXr17F+vXrUVJSgtu3b8PW1hYvvfQSZs6cCUHNpzk3b94EAJ2BjIODAwAgLi4OACCXy5GQkKDzGENDQ1haWqK4uBhpaWnw9PRs9DUIeRwwxpCcVYJziTnKgOFWLq6l5KOqEVORjA0F6Ohlpza6ILY31/t9w9KsaZloxFbOSMxTr8As4AvgbeeGoDrZjgIcPWFeJ3AgbUNRXY2cy/9CkpoASWo8XHsPh3O3aI12RbdvQJKqfD+WpGoPDmqPLkiLcqGorga/TsY+8cCxEA8c24KPgBBCHm4tsgbi8OHDmDZtGr777jsA90cdzp07B1tbW3zyySdYsmRJk84dGxuLkpISbNiwAU5OTlAoFPj+++8xc+ZMHDx4EHv37oWBgQFyc3MBQCPLkoqxsbLCZlFREQCguLgYMpmswWOKi4u5Yxp7DW2kUimk0vvTNiSSxn0qS0hbU01FUmVGunArF/kl+k9FAgB/V0tE+TlwIwwh7sqpSI1RUVWJk8mXcDD+NPZdO9qoY1X6+kWis3uAWqDga+9O6xPaAUW1DKWZt2FkbQ8jS1uN/f++8RQUMmU2LgMTU60BhNroQqr2SsweQ16AQ+c+ymlHds7NSuFLCCGPi2YHENbW1sjKysJHH32EV199FT4+PliyZAkqKysxfvx4fPHFF7Czs8Off/7Z6HOXlpZiy5YtyM3N5bIt8fl8TJs2DXFxcfjss8+wfPlyvPfeeygvL1c+IB21HgwNlcPNZWVlAMC1b8ox+rbXZsWKFXj//fc1tqenp8PCQnN+bmsoLy9HWlraA7kWebhVVSsQf6cEV9OKcS1dgmtpxUjLa7g6cm225oYIcxch3N0SYWIRQsWWsDCp/TtUhrt3dP/O1JVTVoi5f6/BuTuxkFZXNXxAPUZ49USIo8/9DVXAvTt3m3VO0jxVRbmIXfo8KrPTweTV8Jm5Cg59x2i0M3byQHlGIgAgK+6K1vc0A48Q2HQpgYmLN0zFfjre94wBBx/klsuA9PSWfjiEkFbyoO9lSkoazgj4OGl2APHRRx/BwMAAS5cuxbx58zB//ny4uLjgq6++wsiR97OVbNq0qdHnNjc3x5UrV9RStapMmDABn332GdauXYuFCxdyn/5XV2vPkKHabmJiAuD+aIFqn1Co+YmjrmP0vYY2CxYswJtvvsl9L5FI4ObmBrFYrHXxd2tIS0vj1ngQosIYQ0p2CZcR6XxiLq42YSpShKdtzTQkB3Txa9xUpLpU649qc5W74upPt5odPACAs7Mz3N3od+FBkRblIe3Qr5CkxEOSFo+IOatgE6Bea0fh6opLuZlctiNhSa7W96sM31CUZyRCaCaChZW11jbury5unQdCCGlzD/pehmaMqGt2ADFjxgzu/6tXr0ZJSQl4PJ5a8AAA/fr1w/Xr1xt9fj8/P63bVZWui4qKEB8fDysrKwBQmx5UW2WlcqGktbWyGJNIJAKPxwNjDFKpVGsAUfeYxl5DGyMjI51ToAh5kApKpDXTkHJaZCpSpK89QpswFam2SpkUp5Iv42B8DA7Gn0Zf30isfWa+WhsDgQEG+HXF3mtHACir3Qc5eiM2K6nJ1yUtQy6rQmlGEiRpCXDq+iSEpuZq+6tKi3Hxk/9x3xfduqYRQPANDGAh9qs19Uj72oWIOSvRee5nMLZ1omlHhBDygOkdQGzevFmvdt26dcPSpUsxe/ZsLhWq6ia/sdLT09GjRw8EBwfjn3/+UfsjUftT/pKSEgQGBgIA8vLytJ5LtX5BFXgYGhrC29sbSUlJyMvLg7m5+h86mUyGoqIiGBkZcRFuY69BSHtRJZPjWmpBzSJn5ehCUiOzItmLjLkFzlG+DujsawerJi5eVmGM4WbW7ZqAIQb/Jl1Ehex+ViRdowzjOg6CrZkVogO6Y4BfN6QW3EHn1eOb1RfSPFkXjuL4a0PA5MqCfk9+fxJ2od3U2pg5e4AvNOTWLkjStP9d8Bw2CbKSQli4B8DaN0xrG3MXynRHCCFtRe8AYsqUKVo/5WGMcdtV/2eM4euvv8Y333yj0aYx9uzZgzt37uDOnTsoKCiAre39hXS1h5KcnZ1hb28PIyMjZGRkaD1Xes3c1m7d7v9B69atG5KSkpCRkcFVlVbJzMwEYwxRUVFcpifVsY25BiEPWt2pSBdu5eJqSgGkMv0rNaumIkXWZEXq4usAd4emT0WqLa+0EIcTzuBA/CkcjD+Nu8U5OtvGZScjozALbtZOatuf7TwEz3Yewn2vbx0H0jQF8Zdw+7cfIUmNhyQ1HsO2X4ehSH2k1cxRzAUPgDIlat0Agi8QwELsh/LsDIg8AmBi76r1eoEvvKl1OyGEkPahUVOY5s+f36RP1/Pz8/WqJF2Xak3B6NGj1YIH4H7aVm9vb+7mf/jw4dizZw+Kioq46UYq58+fh5GRkdrUqvHjx2PLli24fPkyevfurdFe1Ualb9++cHR0xOXLlzX6KpfLcfnyZXTu3Bne3t6NfqyENFVhqZTLiHQ+MQcXkvKQJ9G/tgEA+LlachmRovwcmj0VSZfor6bhcOIZMMbqbcfj8RDpFozogO4Q6FGIzc7MGsYGhqhsxLoIYwND2Jnpnm74uJBXSVGamQRJagJK76VqvXmvyLuLpN3fct9rCw7MXDzVRxdStaezfvK7EzAws6BpR4QQ8hDTO4Dw8PDA8uXLm3yhpiyi7t+/P1xcXLBr1y6Nfaoq0osX318kt2jRIuzbtw/bt2/H9OnTue15eXk4evQo5syZo1bDYejQoYiMjMTWrVvx2muvqZ1/+/btcHNzw8svv8xtEwgEePfdd/Haa68hLi6Om9IEAH/++SdKSkq0ZlgipKXUnoqkChpu3S1u1DnsRMa1ggVlgTZr85Zbl8MYQ35ZEezMNW/OrUwsdAYPHawcER3QA9EBPTDAr6vW43UR2zgjYdEfyCsr1Nh37949ODs7a2y3M7OG2EZz+6OquqIMBiaaCSkSd3yJK1/cX2fi/dRUjdEFkXuA2ve6RhciZq+EkZUdV3RNG6H5g0kWQQghpPXoHUC89957zbrQ559/3uhjOnXqhBEjRmDevHn44IMPYGJiAoVCgR9//BHffvstXn/9dUyePJlrHxERgY8++gjvvvsuIiMjERkZibKyMrz44ouIiorCRx99pHZ+Pp+PTZs2oXfv3nj//fexePFi8Pl8bN68GYcOHcKRI0fUsjUBwMyZM/HPP/9g0qRJ+PPPP+Hg4IDU1FS8+eabmDdvHoYNG9a0J4iQOhhjSM0uwbmaas7nb+U0eiqSkVCACC9bLlhoyalIteWXFeFIwhkcjD+NgwkxMDYwQuLiPzTaRQf0wM4rBwEApoYm6OsTyQUNAY6ezeqX2MZZa0CQpjB7bDMtpfy1Bcm//6hciMzjYdRfmRptRB7qN/qStHjYhXZX22bm7AFjWyeYu3hA5BEIcxcPrdfzf/Y1rdsJIYQ8Whq1BqIhjDEkJCSgqKgIdnZ28PT05NYP9O3bt0kd/Prrr/Hll1/iiSeegEwmQ2lpKby8vLBnzx6MGDFCo/0777wDLy8vzJgxA1VVVZDL5Rg5ciTee+89rdmPgoKCcP78ecyfPx9BQUEQCoXw9PTE2bNnERQUpNFeIBBg3759WLVqFfr16wehUAiBQIBFixbp9RwRokthqRQXk1TBgnKEIbeRU5F8XSzVqjmHutvAUCho8b5WVctwJvUqly3pQkasxshCSn4mPG07qG0bHNgT7wx8CdEBPdDDMwJGQsMW79vjoiTzNgoTLnMF0kJeWqTRprIgGzmXTnDfV5UUwdDCSq2NyCNQ7fuye+kaAQTfwEBr8EEIIeTxxGMNTUbWg0wmwwcffICvv/5arQqzra0tXn75ZSxdupQrskbUSSQSWFpaori4mOpAPEaqZHJcT6vJipTY/KlIkTVfLTkVqTbGGG7lpnEBw7Fb51AqLa/3mPXj38O0nmNbpT+N8TC/3qXFBZCVFsHc1Utj39mPXkHy7xsBAMY2jhj1t+ZC8jsn/8CJuU9z3z/5/X8awYFCLkf64R3KaUdiP63TnAghpL1pizoQD/p+rT1rdh2IqqoqREdH48SJE7C3t0dkZCSMjIxQWlqK27dvY+XKlTh9+jQOHz7MjUYQ8jhhjCEtpxTnatKnnr+ViyvJ+Y2eihTuaYMoX4eaqUj28HB8cAtR5+xajq/+295gO2OhEfp4RyI6oDsG+lM2sqa68Mn/kH54J6SFOXDo9AQGfHNUo43I4/66hMqCbFRJCjXWLlh6BcMurAe3JkFb1iO+QACPQc+1/IMghBDyyGp2ALF69WoUFxfj9OnT6Nq1q9o+hUKBw4cPY/bs2Vi3bh3eeOON5l6OkHavqKwmK1IzpiL5OIu4as5RvvYI82idqUi1VcurcTHjJrp6aObdjxQH6zwu3NW/Zh1Dd/Ty6gRjIRVKrM+d/35HYcIVFKfGw8onFMFT3tFoI5dWQFqoTG+rq5Ba7bULZs4eqMjP0gggzF088eSGE3UPJYQQQpql2QHEjh078M8//2jNcsLn8xEdHY0DBw5gzJgxFECQR46sWqGcipSYU1OkLReJdxo3FcnWwohLnxrlq8yKZGPxYG7Cb+dmKKclJcTgaOI5SCpLcWvxn/CxF6u1e9L//rQXRwtbLmAY6N8dTiK7uqdtE2VZ6ZAWaRZ5LL13DwUV+RrbjazsYOYk1tjeXNLifEhS42FoYQVLL83A6+bmj5F37TQAoDI/S2sAUTuDka7RBYeIJzD45wuwEPvBwNi0hR8FIYQQoluzAwiBQKA1eKjN07N52VUIaQ9UU5FqV3O+kpKPyir9pyIZGvAR7mnLjS508bOH5wOcilRcUYJjt87hQJyy8nNyvubC2IPxMRoBhKuVIzY8uxRd3EMQ6uLX7n6fy7LS8cfYICiqtI/0XNOyjW9ojOE7b7ZoEPHHuGCUpClHDHyeeRVR87/SaCPyCOQCCNUC6LrswrrDe+RLsHD3h6VHAARGJhpthOYiWPtFtFjfCSGEEH01O4CoqKhAcXExLC0tdbYpKipCSUlJcy9FyANVVCbFxVt5ymChZipSTnHTpyJF1kxFMmrlqUi1VcurcSE9tmaU4TTOpF6DXFF/wHMwPgYzez+rsf3lHqNbq5vNJi3K0xk86KKoqoS0KE+vAEJRXY3Yn5ZDkhIPSVoCfJ6ZBt9nXtVoZ2RpA9U7na7gQOTuD/B4MHP2gKVHAOSyKgjqZKOyD+sB+7AejXo8hBBCyIPS7ABi8ODBGDlyJDZv3gyxWPMPcVpaGqZMmYLBgwc391KEtBpZtQI3VFmRaio6JzRyKpKNuRGXPlUVMDyoqUi6/HrpH0z4eUGD7ezNbRAd0B3RAT0ey8XP0qI8FKfEQZKWAIeIXmoLlAGAJxAg8dcvUSUpAAAU3dI2plFndCFN+9oFn1HT4DtmJgyMNUcVCCGEkIdBswOIJUuWoFu3bvDy8kJ4eDh8fHxgYmKC8vJyJCUl4dq1a/D29saePXtaor+ENBtjDOm5pThXU5ztwq08XE7Oa9JUpMiaNKpd/Bzg5fTgpiLVJqkoxfGk8+jUIRAdrJ3U9g3QEQwYCoTo5d0Jg2qKuIW5+IHP5z+I7rY7lYW52Dv4/jTMTm+s0QwgeDyIPPxrTT2K03ou8YAxsPQKgsjdX+McKkIzixbqOSGEENI2mh1AWFlZ4dSpU5g9ezZ27tyJy5cvc/v4fD7GjBmDL774AtbW1vWchZDWU1xWpSzQVquic2OnInk7i7iaC1F+Dg98KlJtcoUcFzNu1tRkiMHplGuoVlTj89Hv4LU+L6i1dRLZIdzVH1fvJCDIyZsbZXjCuzPMjGjhLaBcTG0osuFGF3SNHFh6haCyIAcid3/YhnTV2sa5WzScu0W3Wl8JIYSQ9qDZAQSgLBi3bds2rFu3DhcuXEBhYSGsrKwQFRUFe3v7lrgEIXqpOxXpwq1cJNwpQmPKJdqYG3EjC1F+ygJtthbGrddpPaQX3OMChsOJZ1BYLtFoczA+RiOAAIANzy6Fs8hOY3TiUcEYQ3l2RpOPrzu6UJp5W2u7qHe+bneLxwkhhJC2oHcAIZVKUVJSgtLSUu7f0tJSeHh4wNfXFwBgb2+PIUOGtFpnCalNNRWpdjXnK8l5qGjkVKQwT1tudKEtpyLVVimT4nDCGS5oSMhJbfCYmJQrqJZXw0Cg/msd5R7SSr1sW5L0RFz96l3kXYtBZUF2s84V8vJ7YAo5LD0CYeroprVNW78mCCGEkPZC7wDC1PT+dAcej4ewsDD06NEDEydObJWOEVJXcVkVLt3OU6u5kF1U0ahzeDlZcNWco3ztEe5p22ZTkepTKi3HiA1zwBoYOglw9KypydADfXwiNYKHR4G0uAAGpuYamYoERibIPL63Ra7h3PXJFjkPIYQQ8jjQ+25DdSPz4osvYuHChfDy8mq1ThFSLa81FalmdKGxU5GszQ25Ss5RfsoCbXaitp2KVFtGYRYOxZ+Go8gWw4KfUNtnZ26NTh0CcTHjptp2G1NLDPTvhuiAHnjSvzvENvXXYHlYlWWlI/bH5ci9FgNJyk0M+PYoHDqqP0dmjm4wdXRr1vQlQgghhDReoz6uXLVqFebNm9ekC8XGxiI4WLMqKyGMMWTklXHpU8/fysXl242biiQ04CPMw4Yrzhblaw9vZ1G7mnZSJi3Hv0kXcDD+NA7GxyAuOxkAMCigp0YAAQDRAT1w9U4ieniGc6MMndwCIeC3vxGTppJXScHjC8A3UH8r4gsNcXv/99z3uVdjNAIIAOjQdxQq8+/BzEmMuC2ftnp/CSGEENKIAMLa2hpz585t8oUmTpyIS5cuNfl48uiQlFfhYtL9qUgXbuUiq4lTkSJ97RDl64BwTxsYG7av6TsKhQJX7yRwRdxO3r6EKrlMo92/ty+gUiaFsVC9ZsSb/SZhwZMvw8LY7EF1+YGoyM9GwvbPkXf1FPLjLqDP2t/hFNlfrY2JrRPMXb1QekcZZOVdP631XJ3fXAMAKIi/RAEEIYQQ8oDofcdlb2/frDzxMpnmjRN59FXLFYhNL+TSp56/lYv4zMZPRYr0UaZPjfJVZkVqT1OR6tpy/nf8ffMkDiWcQW5pQYPtjQwMkZiTijBXf7XtduYPd+pjxhjAGHh13jd4fD7iNn/MfZ93NUYjgAAAp27RKMm4BfuwHnCM7Nfq/SWEEEKIfvQOIBITEzFq1Kgm1XMoLCxEXJz2wkvk0VF7KtKFW8qA4fLtfJRLq/U+h9CAj1B3G0T52aNLTc0Fn3Y2FakhX57YjrNp2isVA4CAL0A3jzBE+ytrMkSKgx+Zxc9VkkLc/u1H5F49hbzrp9F96U9w7jZIrY2xtT0sxH4oSU8EAORei9F6rqi3v9T7ukZWduAbGkNRpX99D76hMYys7PRuTwghhBClRt21/Pbbbw1mhamLx+OBMfZQ3QA+KtJzS5Ev0byhundPgoLqPI3ttiJjiO3N9T5/SYVqKlIuzt3KwYXExk9F8nS04DIitdepSLUxxnD9biIOxp9GXlkhVo54Q6NNdEB3jQDCy7YDBgX2RHRAd/Tz7QJLk0e3GvGVL+Zz/8+9GqMRQACAQ8cnYGBiBruwHnCK0hx9aCwzJzGG77wJaZHm6/revXtwdtZcbG5kZQczJ3Gzr00IIYQ8bhp1pxYdHQ0np8YXo5JIJNi/f3+jjyNNl55birDZuyCV6b8Q2UgowLUvx2gNIqrlCtxML+TSp55PzEFcI6ciWZkZ3i/QVjMVyd7SRP8TtJEsSR4OJ5zGwfjTOJRwGlkS5U2qoUCI9wZPh6mh+mOIDuiBz//9Bf39uiDaX7n42dtee22Bh4msvBTph3ci71oMcq/FoONrH8O11zC1NoYia1h6BaM4ORYAkKdrdGHBNy3+oYKZk1hrQFBikgYbd/cWvRYhhBDyONM7gPDx8cHff//d5AtRBqYHK19S2ajgAQCkMjnyJZVwszNDZn4Zlz61KVORDAQ8hHnYKkcXfJRpVH2cLcHnt/+RqEqZFCeTL3HZkq7eSdDarkouw4mkixgc1Ette3fPcOStOAGhQPgguvvgKBQ4v+JVMIUCAJB79ZRGAAEAdmE9ICsvUa5d0DG6QCOShBBCyMNL7wAiNzcX1dXVMDBo2vQSQ0PDhhuRNjf/p7O4dVeCrMLyRh3n4WjBjSxE+dkjwtO2XU9F0mbn5QP44fReLitSQ9xtXCCpLNXYLuALIMDDlWpVXiXFvdMHkHvtFPKuxSBo8jsawYHQXARLnzAUJV4BoHt0ofNbn2sUfSOEEELIo0PvO7zi4mIsXboUH330UZMu9NNPPzXpOPJg/Reb1WAbS1NDLn1qlJ89In3s4WDV/qciNSQuKxkH4k/p3G9uZIr+vl24mgw+9uJH5pN0Jq/GyQXjwOTKUaacS/9qHV2wD+uB0szbsAvtpnN0gYIHQggh5NHWqI+IV6xYgeTkZCxZsgT+/v4NH1BLeHh4o9qT9oGbilRrdOFhmYpUm1RWhVMpl3EwPgZHE8/h6JwfYG5kqtYmOqAHlvz9Nfc9j8dDlDgE0QHKbEndPMIeymlJiupq5N84g9xrMci7FgPvp1+Ga6/ham0MTMxg7R+BgpsXACinJ2kTPuMjdHpzLfiCh2uEhRBCCCEtp1EBBGMM27dvx6+//gp/f3/06NEDU6dORc+ePVurf+QBc7I2Qa8gJ67mQoSnLUyMHq6pSIDytRqXlVxTxC0G/yZdRHnV/QxR/yZd0Kj+HCkORpiLH7q4hyI6oDv6+3WFrZnVA+55y2PyahydHQ2FrAoAYObipRFAAMrRhcKEy7D2jYB9uPbfaaG5qFX7SgghhJD2T+87Q6lUiuLiYpSUlEAikXD/2tlRHvVHyZ6F0ejo/XD+TPNKC3Ek8awyaIiPQWZRts62B+NjNAIIA4EBrr6zu7W72aIYY5CkxiszI12NgXjAaLj0HKrWRmBkDJuATsi7fgaA7rULQVMWIPTVDyA01T+VLyGEEEIeP3oFEBUVFXj11VfxySefwNPTs0Uu/M4772DMmDGIjIxskfORx9fxW+cxb/+nuJhxU686JZ3dguBt9/CnVQUARbUMByZHQS5V1vswMDbVCCAAZWakvOtnYObsAUuvYK21WYyt7R9InwkhhBDycNMrgDAxMcGbb76J6OhofPbZZ+jbt2+TL3j37l28/PLLiI6OpuCBNApjDIwx8Pl8te3mRqa4kB6r8zgXSwcMqln4PMCvK+wtbFq7qy2mIj8beddPI+/qKThG9YdLjyFq+wVCQ9gERSH38n8AdFd19n/udfg/9zpM7V1avc+EEEIIebTpPYUpIiICW7duxVNPPYXu3btj/vz5CA0N1ftCubm5+Oqrr/DFF19g1apVePnll5vUYfJ4KSgrxtHEsziYEIOD8afx+TPzMTJMPftPxw4BsDWzQn5ZEQDARGiMvr6RXBG3QCevhzJbkkIuxx9j/FFdrkwVKysr0QggAOXahdzL/0FobglTB1co5HKNRc4UOBBCCCGkpTRqdWxQUBDOnDnzf/bOO7yKou3D956e3hsQktBCT+gdQRRUEKxgA7GjArbXgiKC5VN8xd7ra6FYKBYUC6iISFFRegklCZCQ3nP6fn+cnJOc7J6QkIRQ5r6uXMnOPjszG0Iyv5mncNttt5Gamkr37t0ZPXo0PXv2pH379oSEhODv74/VaqWsrIyMjAx27tzJ6tWr+f3330lISODrr79m8ODBzfU+fP/99zz//PNkZ2fj7+/PxIkTmTFjhs/6FVlZWcydO5cNGza4su7068ejjz5K27bKirbg2gV//fXX+eSTT6ioqCAmJobp06czfvz4Znunswmbw8bGQ9uq4hj+YHPGdpyy03P/h93rFQJCq9Fy25ArsTvsjO48mCHtemHSG0/21BuM3VxBwc7N5G5dT3jnPsQNHO11X6PVEtGtP8c2rwF8ny50uPRWEkZfRUi7bki1TmcEAoFAIBAImpoGp9eJiopi2bJlLF26lMcff5wFCxbUubsryzLh4eE8/PDD3H///fj7+/u0rQ9lZWV0796dX375hcTERK97b7/9NrNmzeKLL75g5MiRZGZmctlll/Hdd9/x9ddfYzR6LyozMjIYOHAgkydPZtOmTUiSxBNPPEFKSgqrV6+md+/eivEnT57Mjh07WL58OYmJiaxbt45LLrmEO+64g8cff7xR73Y2Issy+/MyPYHPa/ZuotRS7tP+hz1/qLY/NW5mc02xWZBlma8mtMNSlAdA0tjrFQICILLHII5tXoOk1aH3D8RhsyrqLATEJZyUOQsEAoFAIBDACQgIN5dffjmXX345a9as4dtvv2Xt2rVkZmZSUFBAYGAgsbGx9O3bl9GjR3PppZc2Wji4uf/++0lPT1e0Hzx4kBkzZvDyyy8zcuRIAOLj4/nss8/o2LEjTz31lGKBf/PNN5OYmMj8+fM9bU888QTr16/nqquuYtu2bV6iY+HChSxatIidO3d6xMvQoUN54YUXmDJlCueccw6jRo1qkvdsLBHBJox6LRabo97PGPVaIoJNzTgrb44W5zD0xSkczD9yXFuT3sjw9n0Y3XkwDqcDrebUrkMgO50UH9xJ3r/rCWzbgdi+3qcmkiQR1rk32Rt+ACBvm7owSho7hZi+I4no1h+dqWn+DwkEAoFAIBA0BkmuT9qaU4Sff/6ZUaNGIcsyBw8e9DqBuPnmm3n//fcpKioiONg7V/3555/PunXryM7OJiQkBIB169YxbNgwXnnlFaZPn+5lv3DhQq677jreeustbr31Vk97x44dCQkJ4c8///Syt1gsRERE0LNnT9avV3cz8UVJSQkhISEUFxcr5t1YMnLLyC8xK9qzsrKIi4tTtEcEm2gb1fQpPO0OO6WWcsL8Q7zanU4ncY+OJKe0QPW5nq06VVV9HsTQdr3xM5w8cdNYvr68M2WH0wBIvOBaBs37UGGz/b0n2fb2XAAC27TnwoVbhEhoBtLT00lIEKc0AoFAcCZxsn+3N+d67XTktKkQVlZWxn/+8x+Sk5PZvXu31z2bzcbSpUtp166d6j9q//79+emnn1i+fDlTp04FYPHixYArOFzNHmDRokUeAbF582bS0tK46aabFPZGo5GUlBTWr1/PwYMHmyzVbWNpGxWoKgjCdeUkJDRvrYcDeZn8sPsPfti9ntV7N3JV7wt466rHvGw0Gg3nJw9i4Z8rAYgOCvcEPp+XPJC4kFM3rWhlXha5/67HFB5NdK9hivvBickeAeErdqHt+RMJSepKZMpg/CJim3W+AoFAIBAIBE3FaSMgHnzwQWbOnMkHH3ygEBBbt26lqKiIlJQU1WfdCnXDhg0eAbF27VoA2rRp49N+8+bNOJ1ONBpNnfbuZ9avX8/GjRtPGQFxMimuLOXnfZs8omF/XqbX/e93r1etPXB9//GktE5mdOfB9IjrqEjReiry481DPUXZ2p43UVVARPUczNF1LmFkKyvCWlqEISjUyya4bSeC23Zq9vkKBAKBQHAmMevzxfz311d4YMQM/u+Kq1t6Omclp4WA+OWXXzh06BCvvfYaH3zwgeL+zp07AXxWxY6OjgZg165dADgcDvbs2ePzGYPB4DmmSk9PJykpqcFj+MJisWCxWDzXJSUlddqfqjicDjanb3cFP+/5gw2HtuJw+o63SC84SlpuBh2jvY8bz+88mPM7N19WrhPBXllO/o5NaE3+RHYfoLhvqnFa4Kuqc5tzJmAIiSCq52CCEzuL7EgCgUAgEDQBhwsKePbXF3FKFcz/5SXuOHcMbcJPn/pOZwqnvIAoLy/nnnvu4auvvvJpk5ubC6DIsuTGZHL5zhcVFQFQXFyMzWY77jPFxcWeZxo6hi+efvpp5s2bp2jPyMggKCiozmcbypGSHAorlQLFbDaz/Viaoj3ML5jWwdH16vv8/93BvvyM49pF+IUwNCGVYYm9qSwsI71SGQB/KrHr2dso2vILssNO+IAL6HzfawobbXwXYAXgKvS279+/MITWEpaSH/pe51MEFGVmImg5KioqVBMvCAQCgeD046J3nsEpVYIETiq44PnZrLzlwWYft7S0tNnHOJ045QXEQw89xB133EF8fLxPm4qKCgCftR4MBlfay/Lyci/7E3mmvva+mDVrFvfee6/nuqSkhPj4eNq2bdukQTkZBVmMemkaZru13s+YdAb2zP6GtuGuAOtSczn78zJJbdNZYTuofaqqgDBo9Qxt35vRyYMY3XkwKa2TTym3JKfDQfGBHSA7CeuUqrifGRJKocMOQEXaP7Rt21bhdhU69hpCgwKJ7DmY8C590Zn8TsbUBSeICKIWCASCM4MP1/3GzuJ14P6zLMnsKP6NXzKv5vqhSnfipuR09RhpLk5pAbF27Vr27NnDK6+8Uqede/ffbrer3ne3+/n5edm77+n1+no/U98xfGE0Gn2eYjQleeWFDRIPAGa7lV/T/iSjMIsfdq9n/cF/iQkKJ/PxnxSL6NHJg/hok+tUqEtMO0Z3HsyYLoMZ3r4PAcZTM5PQxqduJXP1F9jKS2g97GKGP7dcYRPVczCZq78AwJyfTUV2hqLOQkhSF0KSupyUOQsEAoFAIACz1cq0z+biUg81E4hK3P7ZXCb1/w6TwaD+sKDJOWUFREVFBTNnzmTFihXHtQ0NDQXwii2oidnsSmUaFhYGQHBwMJIkIcsyFotFVUDUfqahY5yuTPnkYa/rI8U57D52kC6x7bzax3QZwntXP875nQcRH3bqZBCqyDmCrbxEdYHvsFRiK3ftIORuVQ/qjh1wPp2vvZeolCFE9hiEKbx+Ll0CgUAgEAiaj6veeh6znFN9+uBGkqmUc7j67RdZPv2BFpnb2UijBcTvv//OkCFDFO1ZWVlcd9116PV6xo0bp6i1cDwefvhhbrnlFkW1aTW6dHEtFvPy8lTvu+MXkpOTAZe7Ufv27UlLSyMvL4/AQO9UpzabjaKiIoxGo8f1oaFjnEn8sHu9QkBEBoZx46BLW2hGSv559SEyfvqc8qx04gZdwIgXv1HYRPUcTPr3rvS91uJ8StP3EJzo7Z4VktSFXjOfPSlzFggEAoFAALIsU262k1di9nzkl5g5UlhCZmEOW4/sYW3uYqV4cCPBij2L+SPtMgZ16HBS53620mgBMWPGDP7++29Fe1xcHKtXrwbgrbfeYs6cOYpK0HXx+++/8/PPP/POO+94taeluYJ/L7roIgwGA+PHj+fBBx/EaDSS6SNYNSPD5as/cOBAT9vAgQNJS0sjMzNTIVIOHz6MLMv069cPrVbr9WxDxjid6RSdyOjOgxidPJgRHfu19HQAsFWUYSnKI7BVouJeZf4xyrNcgbJ52zcgO52KzEfRfUaQNG4qUSmDieo5mKCEM0/sCQQCgUDQ0tgdTvJLLeTXEARuUZBbYia/1ExesZmDxbvJq8ih1FqMjTJkbTmythw0FVWfa7hi+xIPHhxc+ubDHH12ySkVe3mm0mgBUZ9C1rfddhv9+vVrkIDYvHmzavuIESP49ddf+fbbb70W/uPGjWPZsmUUFRV53I1q9mU0GpkwYYKnbdKkSXzyySds2bKFYcOGKezdNjXHjYmJYcuWLYo5ORwOtmzZQp8+fWjfvn293/FU5JHRt3LzoMtIjGjd0lPxsPOjZ8n46QuK0v4lps9IRr6ySmETlTKEQ99+DICttIjigzsJbd/dyyYkqQsDH333pMxZIBAIBIIzAVmWKTPbyC+xuBb/aqKguJJjJcUcK80jv6KAUmsxsrYCWVMO2gokWwS6sj6Kvi3RK5GNx6ApQkMlmWPWXaz8918u7tWrCToU1EWjBURtH/LaWCwWli9f7nPnvqmYPXs2K1asYMmSJUybNs3TnpeXx5o1a5gxY4ZXDYeLLrqIvn37smjRImbOnOnV15IlS4iPj+fmm2/2tGm1Wh555BFmzpzJrl27PC5NACtXrqS0tFQ1PevpxmUpo1pEPDgdDqzF+aoxB6WZaRTucZ1y5W3fgNNuR1MrG1Z0r2G0HnYxke7ThfiOJ2XeAoFAIBCcTrhPB/KKK8kv9S0K8kvN5BRXUlBqxWKrrvMkayqwB//hJRBkbTlIDtACKhnpNea2oCIgJIc/x9+GrieyRKypC2N9FBUWNC0NFhCpqamkp6d7pbNyu/nUxS233NLQoRTIsuyJNcjNzfU6gUhNTeXJJ5/kkUceoW/fvvTt25fy8nJuvPFG+vXrx5NPPunVl0aj4cMPP2TYsGHMmzePRx99FI1Gw0cffcSPP/7I6tWrvbI1Adxxxx2sWrWKKVOmsHLlSqKjozl06BD33nsv999/P2PHjm30O55tpK14l8zVX5C3fSPhnXsz6o3VCpuonoM58NX7ANgryijav43wZO/dheCEZNWsSgKBQCAQnKm4Twfyis3k1RQFxVVuQjXdhqpEQUGZBTSVLnchTQVUfXa5D1WAxvVZ1pajrxyF1tZJMa4jcFvD5qlxpcLXaCQiAo1EBJuICDZy0BHDgfKDAPjrAwkzhREVGE5ccCStw6JJjIihbVg0BWUW7l7+pEuk+ETLstueEu5LJ4kGC4h//vkHgOXLl3PvvfeSn59Pnz5KVekmICCAYcOGcffdd5/oHAEYPHgwR44c8cQaDBs2jOTkZNasWUNERATgqhnRrl07br/9dqxWKw6HgwkTJjBnzhzV1Kldu3Zl8+bNPPjgg3Tt2hW9Xk9SUhIbN26ka9euCnutVsuKFSuYP38+I0eORK/Xo9VqmT17NlOnTm3U+53p2CrK0PsHKtoL9/5D9qafAMjfsQmn3YZG550VKyplCJE9BxOVMpjInkMIaiMCpAQCgUBw5mGzO8kvrXEioCIKap8WWO1OZGSQbJ74AY1V6Ulg99+OPeQPCKkAqX77/rJWpbaV0wSyVK8+DFoDEf7hdIpKYul/ryXU34BWW73AP1LUD4fTSUxQBEZ93SlYf96Rxpd7F6rHQshwSfLVIoD6JCLJ9Qli8MHWrVuZOnWqahC1oH6UlJQQEhJCcXFxkxaS+ztzJ33+O+n4hrX46/5P6R2vFE8nQsbqL8j8eTl5W9fjHxPP+e+sVdgc/G4hG+Ze77ke/cEfRHQ9NYK2BWcGopCcQCBoCWRZprTS5nUC4Fr0W8grqfQEGde8V1SurN8ka8qRtcoAY/epAW5XIk11nSrjkTuRZO/NOLv/DuzhPzboHfpEXMC4jpOIDDYREWQiKsT1efKnt6LTamkVEklsUCSxwVUfQRE1vo4kyBRwXFf3+mK2Wgn7z4WY5Vxv8SJL+ElRFDzXvHUgmmu9drrSqBiInj17elVVFpydOB0ONCpubLn/rCPjx08BMBfm4LBa0Bq8T4KiUgYTnNiFyJ6DiOo5mMBWSSdlzgKBQCAQNAT36UBttyC3KFC7Z7U7Ff3IyKAxVwmDahciyRmAls4Ke2vEN8jGrAbNVdZUEKiPICLIRGSw66NSa+HHbN8CItQviNjgSOKCo4gNjiA2KJLzOw/iwq59FbbbH17WoPk0BSaDgTcnzmXqp3fQt6CE69OP8WFCLH+GBfHWpHmiiNxJptFB1Nddd1297P7++2969+7d2OEEDSDCYiPIR+VsNUp19f9xyNr4I0fWfk3u1vXoTH6c/85vCpvInoPZ+9mrADitFgp2/0VUz8FeNoGtkhj7acN8KQUCgUAgaAzu0wHVFKMl5qogYzN5NUSB2umAz/4lKw7/ncj+tWIMNBWgrQBJKSw05jZoK5UCQnI2PND4+yfPYUSyt3v5/txMnluTX3VCEOF1chATFIFJ3xSpkJqX64cO4/VVQ7nh7/cJtju48WAW2qQLmTxkaEtP7azjpFWivu6669i5c+fJGu6sJ6i8ggX/7sfQAA81qyQRVF7h1aZWrRkga8P37PvidQA0Oj12cyU6k5+XTVTPwRjDoojqOZjInoMJiGl7Am8iEAgEAkHd2OxO10K/1FsQ1HYZcosCX6cDtZFxVAccm9xZh8o9GYhkbQW60r5oze1qPenEHvZLg94hLNTBg2P6utyFgo1EBvsRGWzkmZ8z+WDTfo+dJElEB4Z73IRigyNqfO366N1GWeeofVQ8b0x6tEFzOhV51k/msN2BBATbHcz3O+4jgmag0QLio48+Oq7Nzp072bNnT2OHEjSACDQNEg8ABlkmAg35OzZxZN1K8raux+mwc96bPytso3oOYc+iFwFw2m0U7NpMdK/hXjb+MW249LujTeb/KBAIBIIzH1mWKamwkV9q9gocruky5KpJUC0KiisacDqADJIFMCLVish1mA7iCNxS47Sg8vgdmouINpqIqHIVcrkNGXljlw6HXH8vgAA/uP9yZQrSmSOuYmLv8zziIDIgFJ32pO3/nlLk79zM0a/ewx2GrQGOfvku+ZfcKOInTzKN/gmcOnXqcReIvnaxBacmmT8vY9fHzwEgabWqGZQiew5CazQR3rUfkT0G4RcRp9qX+HcXCASCsxurzeFa6KucEChFgcvGVo/TgdrIks2rLoEnyLhGilL3fSQnxiO3g1zLbUdjxmnKaNC4My9J4rlLr1W0f/VYFNkleT4DjD2uRFUuRP4G9a301DZKt6azEafdzsYnb0HSaJCd1elcJY2GjU/dygUfblbUiBI0H03ynZ4xYwa9alX9M5vN7N27lyVLljBp0iSuuuqqphhKcBKI7DkEcAkI2eEgf8dGYvuN8rLxi4jlijWFipSrAoFAIDhzUTsdqB0r4B1XYGnQ6YBiPJxVAqBKDMg6tJZ4hZ01cjlOU3qD+n5gUke6xbUjMqjaZejf7C2Me/v7Op+TJImowDCPCOgYre6eu33WcgKN/mIjrYnY+9krFO/fAbUiQmSng+K0bez9/FU6X313i8ztbKTRAqJVq1a8+OKLPu8/9dRT3H///bRp06axQwlOElE9B4EkEZLUlcgegzCGRKjaCfEgEAgEpzdWm6MqJsCiLgqKa54aWE74dEANGQdO41GvwmW1C5uhqfTK+6+ztSaRrkQEGYkKrnYbWpW5gX9zGyYgzusdxvAO7b3ayh2tGda+d63UpNUnBXHBUUQFhtXLhSjIFNCg+ZytOO12LMX5WIpy0fsHERCnTLv9+6PXkfHDp9QWDzXZ+sZs4kdeRkCsiLc8GTRaQHz33Xd13jeZTDz77LPMmjWrTqEhOHUwhkZy+U95GAJDWnoqAoFAIKgn7tMB1cxCNcRAzSrFJRW2phsfe1VdAmVlY01lsuLkQKt1Yola2qAxEltp2fXoREW7eekv/PvrBkW7XqtTugxVfd0uQrmxmRyTxNq7PmzQnATqOKwWCnZuxlyYi7kwh+hewwlJ6qKwW35Ra6zF+QAkX30Xve9e4HVflmWObV5NXeIBXELkz2enM3zBl+LU5yTQaAHRo0eP49r4+fmxadOmxg4lOIkI8SAQCAQtS83TgdqiwOu6xomB3XHCtWHrjVOfjcN/d7Vbkee0wLer0qX9UpjS5zxPTYLIYBPBfnqCH3yfCms9ApWryC7JU22f0GMkbcNiFTEGYf7BYjHZDJRnpZP+wxLMhTlYCvPocdtcRR0nW3kJP902wnPd98HXVAWEMTTSIyDMhbmK+yUHd2FRaa+N7LBz9PdvKTm4i5B2TVMQV+CbkxJtsmXLFg4ePHgyhhIIBAKB4JRDlmWKK6zV2YPqIQqa8nTAay5VWYhqC4CalY3dHz20dxITEuHlMnSo/G8+2LqkQWO2iZG4uL/SNSU2KIID+YcBCDT615ma1B2ErJaYZWSn/ozs1P/EvylnGQ6rBVtZMabwaMW9o79/y76lb1aJg1zGfrZTUQS2Iucw/77+iOc66eLrFQLCEBxeFfDscnnzJQJMYVGUpu/xaROc1IXQDj0p2r8N6sguKWl1xA0aQ7CKSBE0Pc2axtVqtbJr1y7ee+89LrvsssYOJRAIBALBKYH7dMDlFuQtCpTZhU7O6YCM3ZWBSHKgsYd53Qvy02MP/YUK3T5schlO6pdedOFDg+gW18Gr7Zd9Tj7YWr856TQ6YoLC8dObVO8vv/lFAgz+xARHEGj0r1+nAlUsRXlU5mdjLsxBZ/QnssdAhc0/rz1M2rK3sJUVExCXyPgVaQobc0EOR3//1qtf/+jWXjbGsCjvsQuVJ0MarRZDSIRHFKidLgB0mjiDxAuuxRgWRWCrRMV9SZIYvmAFKyd2xWExq/YBoNHp6Hv/K+LE6STRrGlc5SqlOGTIEF544YXGDiUQCAQCQZPjPh3wDhy2kFtcWZ1+9CSdDijmhlxdyKwqBamkq8BksqA1VIKuAgflWJylWJyuQqAdI5J585KXqgqSudyFjHot1320k4V/bm7Q+NkleQoBERscQbh/iOJkIC44SnFyEO4fgkaj8dE79GytLHgmUHL41y+pzM/GUphLeNe+tBp0gcJm7f2Xkbd1PQCxA85n5MtqMaoytrJiAMyFOapjGcMiva7NhTkKAWEKc51cGILDMIZFI2m0qn2ds+BLdH6BmMKjMQSHq9q0HXW5antNAmLb0nPaE2x56X6fNj1vf1IEUJ9EmsSF6d5776V79+5ebZIkERAQQJcuXejaVfiiCQQCgeDkYLE5vBf9NURBXnEleaWWk346UBOXC5HVE2Bs9LPg728l1r8d7UI71ChIZiQkUMOt31yj6MMTbaBykGCTyzg3pbWiPTY4UmlcAz+9ibhgb5eh6CDloq9zTDvyn1lXn1cV1EDN9cpaUsj295/EUpiHuTCHztfeS9yA8xXPbnp6mmcnv9PE6aoCoqY7kq/dfvfCH8BhrsBeWY7OzztblH90PBHd+mMKj8YYGoXeL7B2N+gDQ5i4rgKt3lDHG0NEt6ZzK+s0cQYHvvmQkoO7atWB0BLcriudrpzeZGMJjk+jBURCQgL//e9/m2IuAoFAIBB4IcsyReVWhVtQ9WmARXGvtPLknA6oodNKRAaZCAyqwGnKdJ0SaCuwU4bZWUq5rZhicxEWh8XzjBUoBaafN53ZY0Yr+rx/dRDFlaX1nkN2aZ7qYnVwUiqFA0t8FjUTNQsahsNmxVKYi6Uol7BOqYr7+Ts389dzMzEXuLIQnf/OWqWdJLFn8Uuey9bDxqkKCFNYdLUrUIH6yUFNceAr3iCiW386X3MPxrAol72kPB0K65TC6PfXqz5fPW3puOKhqdHodAyY/Q4/3DDYq12WnQyY/Y4oIneSafR3+6effmqKeQiaGGNoJBqDCafVt79gbTQGE8bQuneoBAKBoDG4TwdqxwrUPB2oeXqQf5JPB2oT5K8jNMhJUKANPz8LOqMZSVeBUyrHKpdSYS/hmbFz6BQTR0SwkRB/A5Ik8cWWH7jyg5eg/gmGfGYYig2KUAiIMP9g1dSkbjciNQFxWcp5XJZyXoO/B2cb5VnplB7Zj6UwD9npJHGMshDu3s9e5a8Fd3uur/ylWLGTjyyTv6PaZUxt4a8PDEGj0+O023zaQHXMgaTR4LRZVG3aTbiR2IGjMYVFYQqPUbWJShlCVMoQ1XunAxFd+9Fp4p3s++J1V3C2RkOnK+4kokvflp7aWUejBUT79tVFWJxOJwcOHCAvL4/Q0FCSk5PFbkYLERDblnGf78RSpPyDlJWVRVxcnKLdGBop/AcFAkG9cTqrYgd8ZBNSEwWnwulARLCRsCAdMSFBnpSibrehXzK+ZduxfykyF5JfXsCxsgJynQ6w4PpQIS5Spn1csFfb8dyF1MgtK1Rtf3bCvZ4+Y4MiiQmKwHiSd3/PFDJWf0HJod2YC3MJatOe5KtmKmx2fjiftOVvA+Af3UZVQOgDQ72uzYW5BNYSELUDjdXciiRJIjC+I7LDjiksCr+oVqrzHvTY/9AaTeiDwtBo1eMNIrr0PSsW0j1ve5z0Hz/DUpiDKTSKnrfNa+kpnZU0yXlPUVER8+bN45NPPqGgoMDTHhQUxI033sjjjz9OYKDSh07QvATEtlUVBKV+6YQnKNPpCQSCsxuLzaGoRJxf+7SgShS4g4sdzpY7HQj211fFCpiICjERGqjDz9+KTm9Go6vALpVjkUupsBVTYi0iv7yQrJJcdpXm0yU4iR//86miz28XZvPbQWVBsrpQOzlwCwiNpCE6KPy4qUljgyMJNqn/nRzfY2SD5nMmY68sR9Jo0RqVWZ02PHEzlblHMBfmknThtXS+5h6Fzb4v3iDn718BiOk7UlVA1DyJNxfmqJ7mmMJrZSEqylVkEDKFRdN62DiMoVEYw6IISeys+k5jlxw/pZV/jLLo3dmKPjCYfg+9zqb50+n30GvoA4OP/5CgyWm0gMjOzmbIkCEcPHiQyMhIevfujZ+fH5WVlRw8eJAXX3yRVatWsXbtWiIjhXuMQCA4eXy54RB3v7WOl6bJjB+Q2NLTOak4nVWxAzUqD6ulF60WBWbKzC18OhDsR2Sw0SMKIkNMhAca8Pd3oNG5MhElx8TTO6E9kUEmDHrXTqzdYSdu9rnkZavv4Kvh212ofn+nQv2CPGLAT29U3E8Mb0X2kz8TGRiG1keGGgE47TbM+ccwF+ViKcwhssdg9AFBXjYVuUf56ZbhmAtzcJgrGDTvIxIvUAaWZ2/4nsq8LABKuw9QHa9egcY1bJw2K7byEkVx1ZCkbqTc+X+YwqIxhkUR1KZD7W7Q+QUw/LkV6i8uaBTxIy7BmdSLNmIztMVotIC47777iImJ4fPPP6d3796K+5s2beKuu+7iwQcf5L333mvscAKBQFAvSiqszHjrd3KLLcx4az0jerQi2P/0dfswW+3klVjIc9cbKPVRgKyG+1BLng6E+BuIqBIDtd2EXG5EJoxGOwWWo5idpZRYijhWmkd2ST7ZJXnsKc3j18w8jpXmY3NUpxp67ILbGderp9dYOq3OldmoARwrLcDpdCpSjCbHJDIgoafitKBmdqKYoAhMKqKh9pxiTsCN6Uyi9PB+Cnb9haUwB0tRHt1veUyxk5+9eTW/3j3Ocz36gz+I6NrPy0YfEEx51iHPte/0o9EeAeEriNiVclSDISQSY4h6WtE251xCWHIvjzjQByh3uP1j2tB1ygOqzwsEZwONFhC//fYb27dvJzhY/Qipf//+rFq1ii5dRGVAgUBw8pi76C/yS11O63klZuYt/osFNw1q4Vm5UDsd8K5BUFsUWFr0dECv07jchIJNHlEQEWzyVCZ2uxAF++tAW4HVWUp+ZSHZJXlkl2STXZrHnDHTiKqVEvTLrWuY9PFdDZpLdqmPk4PgSPLLixTtkiQRFRhGbJCyToHd6cBQS0BMHXAJUwdc0qA5nY1krlnGsb9/xVKYi84vgAGz31HYHP39W/5+vtqNqPM19yrcTWpmDgL1hb/OLwCt0Q+HpdKnDUB4597o/QMxhkUToVJEDSB1+jP0vud5n3EE4BIHwmVIIKibRguIxMREn+LBTUhICG3aiP+MAoHg5PDnvlze/HanZ0/a6ZR5Y+VOrh7egb4do+p89kSofTqQW1ItCrxEQo2MQy19OhAZ4qozEBXs5yUKIqtch9yiICLIRLC/3mvneMXW1aw/uIE9JXlkH8gjuzSPrOI88sp9uxBN6TdeISBOJNDYl+vRtCFXUmquUJwcRAWGodOK9I41sZsrMBfkoDX64RehzNaz+dnp5G3bgKUwh6jUYQx5cqHC5tifP7Nv6RsAPjP+1BYH5sKc4woIX4HGHa+4HUmrwxQeTWR3dXGgJmJqozP5HddGIBAcn0b/Vh00aBC///47Q4b4Tgu2detWRTG5Bx98kPnz5zd2eIFAIPDC7nAy7bXf0Ggkr0W6RiNx++u/8cdzl6DT+q6M6z4dyCup9HYZqlWJuKYoKDerVPM6Seh1Go9bkFsU1Dwd8HIhCnLdN+i1VFgrq04I8skuzSO75CjZJXnszs0je7/LjSgiIITvbn9TMebKHb/x7h9LGzTPugKN3Ri0etXg4prpSuNDY1X7nz5c6RN/NuGwWSk+sANLYQ7mwjyieg4isHU7hd2yMbGe7Hxdr3+QlDueUtiUZu6jaO8/AFTmHlEdz1gjiNhSlIvsdCLVOs2paaPR6bGWKgWmMTyaAbPfxRgWiSksmqD4jqrj9Zr5rGq7QCBoGRotIJ544gluuOEGNm7cyNVXX+2VHrSkpIRly5bx2WefsWjRIk+71Wrl/fffFwJCIBA0Oa+t3MHOjEJkwGFKwxb6C/qiEWDuwPb0Qm55ZS19OkSqioK8YjP5ZRacLXg6EBpgqBUroHQZqikKgvyqTwfsDjs5ZQXoNTrFbr8sy5z7yk0cKc4huySPUkv5cecSExSh2h4brN6uhiRJRAaEYbYrc6C2ColizfT3POIg1C9YpP5WoTw7gyNrv8JcmIulMJduN83Gv1a6T3PBMb6fUh07MODR91QFhNbkX/1MPaoV+7LxC4/FGBaNKcyVYchurkDv751FKrLbAMZ+vhNTWDT6wBDVf1ut3kC7i6eqjiEQCE5dGi0gpk+fztGjR/nss8+4//77CQkJITg4mMrKSvLyXLscsbGxXgHWBQUFlJbWv6qmQCAQ1EaWZQrKLBzJK+dIfjmH88vZmVHI29/vRgZkyYItbDVoKrGFrUGTHY8kG1mydj9L1u4/KXN0nw5UxwoYvTMN1RIFEUEm9DrvXVxZlimqLPEEF2eX5rHnSB7Zu/LILq1qq2rPLStElmUeHn0LT43zTk8pSRK7cw76dAFSI7esEIfTocgiFBvkqlrsPh2oGWDsla60yoVIr9Wrf3+0ekZ26l/v+ZyuyLKMw1yhLDQGHF3/HQdXfoy5MAdrcQEXfPynYie/NHOfV9GypLGTFQLCFForrWgd4qAiO6NOm8juA3BYKjGFRRNQKzWpmw6X3UqHy25VvedG5xdAcNtOddoIBILTk0YLiHfffdfruqioiKKiIq+2rKwsxXNil0kgEPjC6ZTJKzFzJL9aHBzxfFR4vjZbHT77sAf/ARozSICmEnvwH+iLRzRqXqEBBpVYAd+ioObpQG0qrWaOleaTXZJLWnEe6zLzubLXaCJ0oV523+78jXFv3dmgedaVorQuAaHT6BQxBGabhQCjv5fd7UMncefwqxs0pzMNdxyBpTAHjcFEWMeeCpt/X3+Eg99+gqUwh8A2HRj76TaFTXlWOhk/fea5tpYWKbIDGWuJA3OBcuGvNZrQ+Qdhr3BtzvnKVNTx8mlYSwsxhkUTFK9MPQrQaeJ0Ok2crnpPIBAIoAkEhF6vZ+PGjaSmptb7meLiYjp1ErsSAsHZiMPhJKfYXEMQKAXC0fxyrHbnCY/h1GfjCPzHJR4AJBlH4D9oKzqjsbl86PVaiagQP6/0otWBw0YiQ/yIDKoWBWqnA3WxJXMXW4/uJbskj6yqE4Lq04J8iiuVp7AprTsxKCnVqy3WhxtRXfgSCRd2HUr3uA7qcQbBkYT5BSvSmqpRH5vTFVmWyd74A+bCPCyFOYR36UN0r+EKu9W3jaRg918AtB4+nuH/XaawsZsrPTEEPlOPKk4OchQCwl2XQKPTYwyLQnaox9wMe/YL9P5BLtciH4HNwl1IIBA0BY0WEBdffHGDxAO4sjKdf/759bY/duwY//d//8e6desoKysjOjqaq666imnTpqFVScX2/fff8/zzz5OdnY2/vz8TJ05kxowZ6HTqr5uVlcXcuXPZsGEDkiTRr18/Hn30Udq2VVZxBtcfmNdff51PPvmEiooKYmJimD59OuPHj6/3OwkEZyJ2h5PswkovcXAkv5zDedVfZxVWYHc0T4yBBDhxYgv/sepK9rprC/sJv7xrGZXShhWPjK7XQliWZUrMZRzIT/cs/mu6DRm0et666jHFc+/8sZQ31ikrHddFdkm+oi0uRD1rlL/Br9p1qMptyJWmNJLk6ETVZ/7v4oalTD3TsBTns2fJy1gKczEX5tD56ruJSh3qZSNJEutmXeXZye983X2qAsIYViOI2Ic4qFmt2Fqcj9NuR1Pr75B/dGtC2nXDGBaFKSwaSSVjlCksmst/yvMZR+Amtt8on/cEAoGgKWm0gPjiiy9O6LlPPvmkXnY5OTmMGzeOefPm8eKLL+J0Olm6dCnXX389P/74I8uWLfNaBLz99tvMmjWLL774gpEjR5KZmclll13Gd999x9dff43R6F38JyMjg4EDBzJ58mQ2bdqEJEk88cQTpKSksHr1atXieJMnT2bHjh0sX76cxMRE1q1bxyWXXMIdd9zB448/fkLfD4HgVMdmd3K0wNuFqLZAyC6qbLYAZKNeS+sIf1pHBNAmMoDWEcoPs8VO54dmIevyq08f3Egysj4PZ9C/vDrtKp8LsbuWPkNGYZZXhiKzTRkA7CbcP0RVQJzIyUFWidI1JTownFeumFUjE5HrI7CWW9GZjizL2MqKsRTlqbre5G3bwL9vzK4SB7mc99bPBCcke9k4bVZ2vF+ddajV4AsVAgJcO/5lVQLCZyxBPSoaR3TtR4dLb3WJg/BoZKeD2n92I3sM5KLF/6q/dBWSRoMhKLROG4FAIDiZnLTk2P369WPz5s0Nfu7JJ5+kR48eXHTRRQBotVomTpzIb7/9xquvvsonn3zClClTADh48CAzZszg5ZdfZuTIkQDEx8fz2Wef0bFjR5566inFAv/mm28mMTHRKyPUE088wfr167nqqqvYtm2bl+hYuHAhixYtYufOnSQmJgIwdOhQXnjhBaZMmcI555zDqFFiF0hwemGxOTjqcSeqUIiDo/nlHCuuRG6m5ET+Rl2VCPCnTWSgRyjU/IgIMh43diq94Cj2kPXgy/tJAnPQL/R49jymDZ3I/An3KkyWb11NZmF2vedeUFGMxWbFqPeucl0zRWlEQKiP1KTe8Qbh/iGK/nVa3RmdorQyP5uKY5mYC3IAmdZDxyls9ix5mX9eeRCn3QaSxKR1lYqdfKfNQs5fv3iuzQXHFALCGOqdNtaXW5EpLIqyw65Ae2uJem2LdhdPJabfKExhUZgi1FPLxvY/j9j+56neEwgEgtOZJhUQJSUlFBcXI9daZRQWFrJ79+4T6nPt2rVs376dO++8kz59+njahw4dyquvvso333zjERBPPfUUNpuNq6/2Du5LSkpi5MiR/Pe//+W+++4jJMT1R3rdunX8+OOPvPLKK4pxb7zxRq677jo+/PBDbr21OtPE3Llz6d27N507d/aynzhxIrfffjuPPvqoEBCCU4oKi90jDmoHIbs/corNzTZ+oElfdWLgPj1QCoTQAEOjEitsPbKHJ79/m+93/47defyKzSWWco4Wq+8axwZF1ktAmPRGlwtRUCRl1gqFgJjYawwXdh1GTFAEBp16FqIzncO/fkXZkf2YC3MIiu9E+/E3KGz+eXUWh779GIDANh1UBYTW5O8SDwCyjKU4X1EAzVi7IJlKoLFGp8cUEYuk0WAMi8YQFKY674FzPkDS6TGFRalmTgJU3ZoEAoHgbKHRAsLpdPLMM8/wzjvvkJGR0RRz8iIgIACHw8Gvv/7qJSAiIlzuARUVFQDYbDaWLl1Ku3btVCtj9+/fn59++only5czdepUABYvXgygGsPRv78rteCiRYs8AmLz5s2kpaVx0003KeyNRiMpKSmsX7+egwcPkpSUdOIvLRDUk7JKm0IM1BYI+aW+3W8aS2iAoYYQUBcIwf6G43ekgizL5JYVkJabyb7cdNLyMtiXm8G8C+8gOcb7/5fFbuPzf35oUP/78zJV27vHdcDudLhOB2q6DdU6PQgyBdQpekL9gwn1V/4uOp1wOhwgy4rdflmW+fPZ6ZgLjmEpzCXxwuvocOktiud3fjSf/O0bAZe7kJqAMNUnlqCWOLAU5igEhF9ELNG9z8EUHo0xLJqAVgmqfV2yMvO4YjWorXoxM4FAIBC4aLSA+M9//sOLL75I586dueKKK/D3V/rlHjt2jO+///6E+n/ppZf49NNPuf76673aCwoKAOjbty/gqnZdVFRESkqKaj8JCa4/Jhs2bPAIiLVr1wLQpk0bn/abN2/G6XSi0WjqtHc/s379ejZu3CgEhKDRlFRYFQHItQVCUbm12caPCDLWciPyFgitwgMI9Gvczrosy+SVFbIvN6NKIKS7vs51iYUSc5nimStSzlcIiA5R8fUeU0IiMaIVtwy+XPX++9c+0bCXOI2QZRlbeQmWghzMhTmEJfdGZ/LzsinPSufX+yZgLsjBWpzHkKeWEH/uZV42kiSR8dNnHvee8C59UKM+Bclq2tjKS3BYLWgN3rFqIe270e2Ghz3iwD9a+TvYEBzGqDdW1/H21XMXCAQCQeNotID45JNPePnll5k+ve6c0R06qOebPh59+/b1iISarF+/nvbt23vG3blzJwCRkZEKW4DoaNcfqV27dgHgcDjYs2ePz2cMBgMhISEUFxeTnp5OUlJSg8cQCNSQZZmicqtqhqKaAqG08viuOCdKdIhJJQi5WiC0CvfHz9g0Ho6yLFNYUUJ4gNK//4lVb/LYd683qL+0POVJZ5h/CP0TehBgMLF2/984nK76EH0LSrg+/RgfJsTyZ3gQAEa9gV9mfEDb8LgTeJtTl/LsDIrStmEpzMVaWkjna+5R2BxZ+xW/PVAtnC5cuIXQDj28bHR+ARTv3+65NhepL/yNYdEeAWEuUk8b6w401hr90OjVT6LajLyU0I49qqoaR6NRcfcKatOentNEggqBQCA4VWj0CiEiIuK44gFg9uzZjR0KALvdzrJlyygvL+f333/3LOZzc11/5GpnWXJjMpkAPEXuiouLsdlsx32muLjY80xDx1DDYrFgsVS7lJSUlPi0FZx+yLJMfqnluOKgwqKex72xSBLEhPjRWiVLUZsqgdAqIgCjXpn+uDHIskx+eZHn5KD2aUJRZSkVz23Gz2Dyei4hvJWPHpVoNVqSIlpj0qn//9t43yIAnl/zIfeteA4/u4ObDmYTbHdw46EsdgT7U6nT8n/jZp524uHwr1+Rt30DlsJc9IHB9L57gcIm/cdP+ffVWZ7rjlfcodjJr5l6FNTFgSE4HEmjQXa6ItEtBepuRSFJXdEa/TCFRhLavruqTeqM+fS+53mfcQTgEgdBbdr7vC8QCASCU49GC4hu3bpht9t91lhwM26cMjCuIUyZMoU1a9ZgsVgoKCjgvPPOIy0tjZgYlx+sOxbC1zwMBtfuV3l5uZf9iTxTX3s1nn76aebNm6doz8jIICgoyOdzTUlFRQXp6eknZawzCadTpqDcSnaRhWNFZrKLLWQXWcguMpNdZOZY1XVjCqDVhUaCqGAjsaEmYkONxIYYifF8bSIm1EhUsBGDz2JnVrBYyT6qnlWmIfx8YDNbsvZyqOgo6UVHOVh4lBKL7597gHXbNtEp0tsvPcjhvcDVShriQ2JIDGtFYqjrIyEsjqTQVrQOjkZflSO/rp/fCUnDeDvycwb9tYlAuwMJCLI5mHgkj419BjA+cehJ/fmXnU7sZUVIWh26AGVMxIH351F+aCe24nxCug+i/S1KF6q07xaT8/PnABijWhNx6UyFTZnD+999//YtGCO8hVJlhbfL25G9O7FEKRfvUSOuQGMwog+OQI7vqvr9anvHc17XdX9PfVe/FggEghPhZK9lSkuVxT/PZhotIG699VYeeeQRrzSoaowePZq///77hMd5//330Wg0aDQa9u/fzw033MCIESNYuHAhEydO9Oz+2+3qO7vudj8/l7+v2959T69XHpv7eqa+Y6gxa9Ys7r23OnVkSUkJ8fHxtG3bVjX4uzlIT0/3xHgIXDgcTo4VVyoCkGueIBwtqMDWTOJAp5WIC6u7xkFsmB86bfNXAC4oL3YFLedm4JRlJve/WGHzzU8vsfTfHxvUb4Xervi5C40O5yXbQ3SMakvHqAQSwuPQaxufseidIdeRuXKVpxSEFhidXcDNQ6+jfVK7RvfvtNsoP3oIc2EO5sJcIrr2wz+6tZeNLMt8Oa4t5oJjyE4nPW6dS/eblCex+7L2U7r7TwBC49ur/t8sjE/CfQ5gLylQtdF16Mz+GteRAUbCa9nZY6LQ3PdilbtQFKEdeihSmwIkPL3oON8BgUAgaFlO9lpGeIx4U28B4Q4gro3JZGLHjh0MGTKEG264gXbt2il26PPz80lLS2vcRGv02b59ez777DPi4+OZNm0aY8eOJTQ0FMDLPagmZrMrTWVYmCttX3BwMJIkIcsyFotFVUDUfqahY6hhNBp9ukAJmge7w0lWYYV3AHKeu+ZBVXXkggoczVQATa/TeMcYqIiD6BAT2pMgDtwUlBe73Ixy0mu4HLncjQoqij127SPjVQVExyj1Ku1uNJKGxPBWdIxKoGN0WzpEtqV7nDKzTYhfEDPPubbxL1QDp91O6XvPuPy5aqaUliRK3nsG5/DLFVmFalJ+LJNjm9dgLszBUpBD16kPYQzxLgpXfvQQ31zZxXM9+MlFJJw/0ctGkiScDofHFchXELGxPoHG4dEud6HwaIxhUaqBxlGpQxnz0WZMYdEYQyMV9wF0Jn86TTy+y6lAIBAIBHVRbwExYsQIn9kr3HUfNmzY0DSzqsLhcPDSSy8RFxenqO0QGxtLcnIyO3bsYN26dXTp4vpjnpenflTujl9ITnYVFjIYDLRv3560tDTy8vIIDAz0srfZbBQVFWE0Gj0Kt6FjnIp8ueEQd7+1jpemyYwfkNjS02k0VpuDrMIKjxA4klfrBCG/nGPNWB3ZZNAqg5BriYPIYBMaTctnfpFlmZGv3Mi2o/u8REJdHCo4is1hU5wKdIhq6yUSOkTFV31uS8eotiSGt26x2gd7P3uF4v07kPD+N5dkmeK0bfx4y3BM4VHYK0oZ9cYaxfNF+7ay8YnqVM0JF1yjEBDGcGVaUTVM4dGee75swrv0xl5Zhiks2mf60ORJM+l89d2q99wYAkMIT+5Vp41AIBAIBE1Bg1yYJkyY4DNNal1kZWXxzjvvNPi5JUuWcN9996HRaLjgggsUO/vu64KCAoYOHYrRaCQzUz23u7tGxcCBAz1tAwcOJC0tjczMTE9VaTeHDx9GlmX69euHVqv1erYhY5xKlFRYmfHW7+QWW5jx1npG9Gh1wjn6TwZmq52jBRW1XImqBcLJqI7s7U5USyBEBhAeePzqyM1JUUVJ9QlCjdOE0Z0HM++iO71sJUkip7Sg3uIBXKIjszCbdpHeaVKv7TuWyf0uPqUKpO1Z8jKZv35J7pa1gO8fioKdmzxf2yvLFQG+plqBxmoLf31AMBqd3lPczOwj0Lj9hJuwlRZhDI8mJKmLqk23qbPoNnWW6j03kubknU4JBAKBQHA86i0gEhISWLZs2QkP5MsFqi6OHDkCuHb+1eIDCgsLPXMLCAhg3LhxLFu2jKKiIo+7kZvNmzdjNBqZMGGCp23SpEl88sknbNmyhWHDhins3TZuRowYQUxMDFu2bFHMxeFwsGXLFvr06UP79qdmRpG5i/7yFBXLKzEzb/FfLLhpUIvMxV0d+XANd6LaAiG3pPmqIwf7632mMXXHIYT4N646clNhsVnZlrXPE5ewLzej6utM8srVA6IjAkJV2ztGtWXXsQNebRpJQ0J4HB0iXacHHariEdwnCbUrLIOrCvPJZNcnCyjc+w8V2RlE9BhIrxnKmKvCfVvJ/fvXBvVrLswlsJaAqOlSpA8MwW6uVDwnSRJD/u9T9AFBGMOiVOsSACRPmtGg+QgEAoFAcDpQbwExbdq0Rg308ccfN/iZPn36YDQaWbdunecUwM2RI0fYvXs3ycnJDBgwAHClil2xYgVLlizxmm9eXh5r1qxhxowZXjUcLrroIvr27cuiRYuYOdM7q8mSJUuIj4/n5ptv9rRptVoeeeQRZs6cya5duzwuTQArV66ktLRUNcPSqcCf+3J589udnn1Zp1PmjZU7uXp4B/p2jKrz2YZSszqyrzSmBWXNVx05LNCgGoTcFNWRm4viylL25WYQHxpDTLB3UOvhomP0e+6qBvW3L1e9Kvy47ufQOjTGE7TcISqepPA2qiLhZCDLMrsXPk95dgYV2Rm0OWcC7S6eqrA7svYrcv/9HcBnPQGtyXfyAjWieg0DWRkU7x8Tz4Sv033GEbhpc874Bo0nEAgEAsGZgiTLjXMAmTt3LkVFRbz44otNNKVqZFnmsssuIzk5mblz53qyIO3fv5/rr7+etLQ0fvjhB3r27Ol55plnnuG///0v33//PX379qW8vJyrr76awsJCfvrpJ0UA886dOxk2bBgzZ87k0UcfRaPR8NFHH3HnnXeyevVq+vfv72XvcDgYP348OTk5rFy5kujoaA4dOsR5553HZZddxrPPPtugdywpKfEUrGuuLEx2h5OB961g9+Eir0BhrUaiS3wofzx3Sb2y+8iyTElFXeLAJRCKK5q3OrKvLEVNVR25uSipLPPURtiXm05aXqbH7ch9kvDWpDncOuRKr+fsDjt+9/XD7qy7doQkSSSEtaJDVDzdYjvw4uUPNtu71Ad7ZTnpP35KRXYG5dmZtLv4eqJ7DVfYLb+wNeaCYwB0uOw2+j34msJm/WNTSF/lygwU2KYDFy/drbBJ/+lzNj89DVt5CXX5tUlaHXGDxjD8uRWnxAmTQCAQCBpOS2Rhau712ulEo9O4vvzyy1xzzTXHtfvoo49YtmwZ8fHxPPLII8TGxh73GUmS+OKLL3j99dcZPXo0FouF3NxcDAYDF198MUuXLvXUgXDz0EMP0a5dO26//XasVisOh4MJEyYwZ84c1exHXbt2ZfPmzTz44IN07doVvV5PUlISGzdupGvXrgp7rVbLihUrmD9/PiNHjkSv16PVapk9ezZTp0497ju1BK+t3MHOjEKFV7jDKbM9vZDXv93JjHHdKCyzegcgq5welJlPQnXkGgKhZkByU1ZHPhlsPLSVN9Z9WiUYMsgtKzjuM2l5yvganVZHUkRr9uWmI0kSbcPi6BAZ73Ezcgcvt4s4eScJ1pJCjv31S9XJQTqdJs0gsFWSl43scLDpqVs916Ede6gKCP/YeI+AKM9Sz+kdFN+BoPiO+MfGExSvHmiccN6VRHYfwMqJXXFYfLu/aXQ6+t7/ihAPAoFAIBCcII0+gbj11lu59NJLeffdd9mzZw/du3fnqaee8ooD+PTTT7n66qtp3bo1l1xyCb///ju//fYbAQG+q5OeLTS3ok3PKSVlxlIsNodPGwkw6DVYbM1T40CSICbUvzoIudYJQpuIAOLC/Zu8OnJzUVJZ5kl76o5LeO6S/xAZ6B3k//W2Xxj/TsN84C/peS7Lb35J0b7h4L8EmwJpF9mm2eMPLMUFFKVtpeJYJuVZ6XS57j9ojd4VpPN3/ckPU6uTBQxfsILWQ5XFIr8YFYGtzBW0nXzVTHrf87zCZt1DEzn2968ExLYlKmUofe57oVHz373oBba8dL/P+73ufu64GY0EAoFAcGojTiBalkZv5950000MHjzYk8p1586d/P7772zfvp2QkBAAFi9ejCRJvP3221x44YW89957vPLKKzz00EONHV5QB7Isc9fb63E46hYGMpyweNBo3AXQvAOQawqEuDB/9D6rI5+alJrLlUHLeZnsy00np1R5knDzoMsZWktAdIz2XStBkiTiQ2M9aU87RiXQITKebnEdVO0HJjU8+5katvJSyo4epOJYBpaifNqNu15hk7XhB/6Yc53nuu35Ewlu28nLJiDW+5d2RbZ6ZrKA2ASKD+7EP7qNItuRm8FPLqqzLkND6TRxBge++ZCSg7uQndXCWdJoCW7XlU5XijoIAoFAIBA0hkb/1f7f//5Hv379mDdvHgkJCezZs4c5c+awYMECHn/8cQBPqfHBgwcDcM0113DhhRcKAdHM7D5cxPd/Hz7h53VaiVbhygDkmiIhJvTkVEduDiqtZvwMJkX7vcue5YVfGhb0vy83naHte3u1tYuIJyG8Fe0i2ngFLXeMSqBdRBvVsRuD0+HAnJdFeXY6DpuF2L7nKmx2L36B7e+4/l9KGg2JF1yrWLwHxHqnbK3IzlAICGNoJFqjHw5LJTr/IBxWdZehc1//EX1gKBqt79OlphQP7v4GzH6HH24Y7NUuy04GzH6nyccTCAQCgeBso9F/SdetW8dvv/3mSZvauXNnevfuzfjx4z0Cwl252X3k4+fnR3Fx/XPRC06Mzm1CuaBPPD9tOYy9jkJqEpAYE8SdY7vSJjLQIw6iQ/xOiQJojaHMUlF1ipDuqbTsrpVgsVvJf3qdwhc+LqRhWaniw2JxOJUnOAadnkNzv2/U/GtiryynPDsDZJmQdsr4nI2P38ihVQsBCIrvyLgvdilsAmKqT0Vkp5PKvKMExHqflHidLkiSao0DSZK44KPNmCJiMQSF+pxz7QJsJ4uIrv3oNPFO9n3xuqsStEZDpyvuJKJL3xaZj0AgEAgEZxKNFhBarVZRcyE+Pp6ysjLPtdu9yWq1egKZnSoLLkHTIkkSL906mJQZX2C3+o6BMBq0rHr8ItpGBfq0OR34dsda/j2yt8rdyCUUskvUq4a7KagoVtRM6BildD1qExrjdYLQMaotHSLb0j4yvklOEmRZ9izU/SJiFPfXTB/Nsc2uqsmtBl/IOS98rbDxj6muRVB+LAPZ6VQUIPOP83638qx0hYAwRcZx7us/ERDbFr/oNmh9BGYHJ3aux5u1HD1ve5z0Hz/DUpiDKTSKnredmimWBQKBQCA43Wi0gJAkiY0bN3pqMYAraFrthOHQoUMkJycDUFpa2tihBfWgbVQgc6/pw0P/2+TTZt61fU958VBuqSAtL5O03AxMeiNjuymz+Tz943usO/B3g/rdl5NORFKoV1uf+G7MH3+PRyi0i2yDv6FhNQZq47BakJ1OdCq1Cr6fOpCi/dtwWi0+A431ASGer8uPqccb+NcQAk6rBXNhrkKMhHVMZegznxMQ2xb/2LYYQyNrd4NGqyWmz4j6vtopiz4wmH4Pvc6m+dPp99Br6ANF0JtAIBAIBE1BowXEpEmTGDlyJBMnTiQuLo5du3axcuVKWrVq5YlUz83NJTo6mmXLljFr1izWrl3rVdBN0LzcObYbH6/Zx+7DRVgN+7CF/oK+aAQGa0e6xIdyx0VKd5iWoNxSwf68TK9Ky27Xo6ySXI/d4KRUVQHRISr+uAKidUi0p9Jyh8h4WoVEK2ziw2J54Lwb6z1vWZZBlhW7/bbyUn6eMYby7AzM+dn0vf8VOl5xu+J5h82C0+py8yvPVi8AF1Dj5KA8Kx1ZlhWuVzF9RtD/4bfwj21LQGxbVfchY0g48SMvrfe7ne7Ej7gEZ1Iv2pzETB0CgUAgEJzpNFpA3HPPPXz55Zd89NFHnrZZs2Zx7rnnMmLECEJDQykoKOCFF15g3bp1jBs3jj///JMHHnigsUML6olOq+HNO4cx7KHPsYWtBk0ltrA1aI/F8+adw1o0CNpiszLmjdvYl5vB0WKlr70avqosd4xyLRJbhUR7XIw6RrWlY7RLLLSPjCfA6N8k8y49vJ+/nrvLVQfhWAbD5n9BbP/zvGx0/oEU7vu3Whwc8yEOYuIpTtsG+M5m1HroOEwRsQTEJiiCnN0EJyQTnJB8oq8kEAgEAoFAUC8aLSCMRiO//fYbS5cuJT09nYEDBzJ8uGt3+P3332f16tU8+OCDXHDBBVx88cVMmTKFyy67jLvvvruxQwsaQN+OUXTuuYd/8syuqGlNJV167qFPh4YFDNeHCmsl+/MyvU4Q0nIzmNT7AqYNnehla9Qb2J6VRn55Ub37zy0roKSyjGA/b7er6cOu5q5zrm20SCjY9Re7F7/oqqB8LJPz3vpFESeg0enJ+mOV57pcZeEvSRIBMW0pzdwH+BYH8edeTkj77gTEtiWorXqRtJi+I4npO/JEX0kgEAgEAoGgyWiSfIY6nY5JkyYp2nv16kWvXr081+3atWPdunVNMaSggWxO386/+Wtc4gFAkvknbw2b07fTL6F7g/uz2KweceAJWs5xfX3Ex0lC+0j1nfMOkW1VBURccJQnaLnmaUL7yHgCVURCbUGhRs6W38hY/QUV2RlU5mcx+v0/FK5A1rIi0r9f7LlWCzT2i2yFpNUiO1zB6RXZ6hWU48+9DEtxAQGx8YR36aNqo1aLQSAQCAQCgeBU5aQlRP/mm28YN05ZqVbQ/Ngddm5cNAeNRoujRmEtjUbLTYvn8Pf9n6HTKn8UKq1mDuQfJj40VrE4/ytzJ0NenNygeezLVV9kX9z9HLrGtqvOblT1oSYS6iL7zzXk/r2W8uxMJK2WAY+8rbApPrCDfZ+/5rk2F+QoAo1rpjoFqFAJWtbodLQafCEavRH/2HgiU4aozinljqca9A4CgUAgEAgEpzonTUDcc889QkC0EC//upAdWfuQgb4FJVyffowPE2L5MzyIbUf38cg3LzMoKcXjcuSuuHy46BiyLPPlLS8zvoe3+0yHKPXTBDVigiLoGJXg86TjkTG3HreP7D/XUJy2nfLsdPwiW9HluvsUNkfXrWTP4pcA0AeGqAqI2icJFccyFALCPyaewDYdCIiNxz82Af8Y9Xcd/tyK485bIBAIBAKB4Eyj0QLCXSyuLnbu3MmBAwcaO5TgBEgvOMoj37yMDPjZHdx0MJtgu4MbD2WxI9ifSp2WZ1d/UGcfakHLUYHhBJsCKTG76n3EBEVUZTeqznDUMcrlbnQ816Lcf3+n7MhByrPTCWnXjfgRlyhs9ix6kaO/fwtAeJe+qgLCv8bJga2sGGtZMYbAEG+b2LYYgsM9mYo0Or2iH63RxMVLd9c5Z4FAIBAIBIKzlUYLiLlz5yJJkqdYXG3c92r7mQuaH1mWueOzJ7FXuS1deTiXQLsDCQiyObjycC4fJcYet580FQEhSRKf3fAcUYFhdIhsqyoSZKeT4gM7OJKdQUV2BuHd+qlWAt74xM2eQOOEMVerCoiaNQ58pzpNQNJq8Y9ug39MPPbyUoWACG3fnct/rF+2J4FAIBAIBAKBkiZxYVqwYIFXsDSA2Wxm7969fPDBB1x44YXcddddTTGUoAHsyj7Atzt/A6BdWSVjjhV6Yqi1wJhjhayLDOFAYHVxs+ig8OqA5aqYhNQ2yorDstPJsIhEyrPTKdy1DW3KYAJqufrITierpvT1BBp3v/lRVQHhH1edqag8Sz1Owu16pPMPxBQejdNuU5wetB46lom/VaDRao//zREIBAKBQCAQnBCNFhCJiYk+U7KOGTOGGTNmMGfOHAoKCoiOVhbtEjQfXWLbMbbrcH7ctY5bD2ThxCUc3DiBWw9kMbtnewa268XXt75CqL+rWq+9spyKY5mUZ2cQFaRM9Vp6OI2VV1YXoBv0+McEjLnay0aj0+EX1ZqKqhMDtVSnUCNoWZJw2q2qNh0uu40Ol96KPjDE52mWmjuSQCAQCAQCgaBpaXQFsT///PO4No899hgvvPBCY4cSNBBJknh94mwuOFZIfKWF2vvyWiC+0sKFOUUsnPKMRzwc/WMVn48IYeWk7vxy10UUH9ql6Ns/2vu0wefJQY1Ticq8o6o23W+azcXL9jLxt3LGfLBB1cYQGIIhKFS4wgkEAoFAIBC0MI0+gQgPDz+ujVarZfPmzY0dSnACRFisTMrMxdeyWwKuyswlwmrztPlHtfayqcjKULge6Ux+GMOisRS64gnUUp0C9Lr7OSRJg39sW4yhkao2AXEJ9XsZgUAgEAgEAkGLc1LSuH7//ffk5uaejKEENZBlmc3PTkcjy6iHuLvQyE7+fHY6wxd8iSRJXgHLAOXH1IOW+896A63Jn4DYtl4ZkGoS0bXfiU5fIBAIBAKBQHAK0qxpXK1WK7t27eLrr79mxowZjR1K0EBKDu4ia/13x7WTHQ6O/v4tJQd3EdKuK4bAEHrd/Rx+ka0IiI0nqG2y6nNtzpnQ1FMWCAQCgUAgEJziNHsaV61Wy1VXXcX//d//NXYoQQMJTupCqyEXkbXhB2SH3aedpNURN2gMwUldPG2dr777JMxQIBAIBAKBQHC60SQuTC+//DLdu3tXGZYkiYCAADp16kRQUFBTDCNoIJIk0feBV1k5sSuOOgSERqej7/2viABlgUAgEAgEAsFxabSA6NChA3feeWdTzEXQDATEtqXntCfY8tL9Pm163v6kp86CQCAQCAQCgUBQF41O47p169ammIegGek0cQYh7bsjabwTuUoaLSEdetDpyuktNDOBQCAQCAQCwelGo08gTCYTAHa7nW+++YYNGzZQVFREZGQk/fr146KLLkKvFwW+WhKNTseA2e/www2Dvdpl2cmA2e+g0Z2UZFwCgUAgEAgEgjOAJlk5bt68mauuuopDhw55BVNLkkRCQgKLFy9mwIABTTGU4ASJ6NqPThPvZN8XryM7naDR0OmKOxX1HQQCgUAgEAhOdbYf209Cgqgj1VJIsq/0SfUkLS2Nvn370rp1a8aNG0diYiJGo5GysjL27t3L119/TWlpKX/99RdJSUlNNe8zhpKSEkJCQiguLiY4OLhZx7KVlfD1FZ2xFOZgCo9h3Oe70Ac275gCQUuTnp4u/sgIBALBGYLVbmPGF0/z9vrPuW3Ilbx8+SwMuub3dDmZ67XTgUYLiGuvvZa2bdvy9NNPq9632+3MmDEDq9XKe++915ihzkhO9g9k5i8r2DR/OgMeek3UcRCcFQgBIRAIBGcGWcW5XPruXWzO2I5TltFIEv3admf5zS8RFxLVrGMLAeFNo4Oot2zZUmeNB51OxyuvvMKff/7Z2KHqzffff8+YMWNISUlh0KBBvPDCC9jtvtOYZmVlcdttt5GSkkJqaiq33HILGRnq1ZfBVeH5tddeY9CgQaSkpDB69Gi++uqr5niVJid+xCX0ffN3IR4EAoFAIBCcNvxx8B9S5l/On5k7ccoyCeVmnLLMn5k7SZ1/BRsO/tvSUzyraLSAMBgMx60foGtEkG5aWhozZ85kwIABdO3alVGjRvHee+/hcDhU7d9++22uueYaHnroIf79918+++wzFi1axEUXXYTFYlHYZ2Rk0KdPH0JDQ9m0aRObNm0iNjaWlJQU/v77b9UxJk+ezLvvvsvixYv5999/mTNnDjfeeCNz5sw54fcUCAQCgUAgECh5Z/0XDH9pKgXlxWC3c+OBLJ7efpAbD2aB3U5eeRHDXrqed9cvbempnjU02oWpf//+LFiwgGHDhvm0Wbt2LXfffbfPBbkvli1bxhtvvMH//d//0adPH2RZZtWqVUyePJkePXqwatUq/Pz8PPYHDx6kc+fOvPzyy9x2221e7R07duThhx/m8ccf9xpj9OjRlJWVsX79eq/2UaNGkZmZybZt2zAajZ72hQsXMnnyZHbu3Ennzp097R9//DFTpkzhp59+YtSoUfV+x5Y4EhMuHYKzCfHzLhAIBC2Pw+nAYrciIeFnMCnubz2yhxJzOVaHDYvditVuw+qwsS83nUe+eQWAUKuNe/Yepn25GQ3gBPYHmHihUxuKDK44iH8f/IKerZObfP7ChcmbRguIjz/+mDvuuIMHH3yQCRMm0KFDB/z8/KioqCAtLY0vv/yS//73v7z88stMnTq13v3m5OQwePBg/vnnHwIDA73uvfzyy9x111088MADzJ8/39N+88038/7771NUVKT4xz3//PNZt24d2dnZhISEALBu3TqGDRvGK6+8wvTp3rUQFi5cyHXXXcdbb73Frbfe6mnv2LEjISEhCpcsi8VCREQEPXv2VIiRuhACQiBoXr77fRsXDunR0tMQCASCZkOWZWwOu2LxLSHRNjxOYb8lcxcHC45gtVfZO2xeX1uqnq/Z9sCoG2gXGe/Vz/aj+5j22RNeY1Z/7T0fp+wEYOqACXxw7ZOKOfV85jK2Hd3n8x07llZw797DBNod1Kxq5QDKdFoWdIonJyKWwmfXotE02sFGgRAQ3jQ6jevkyZP5559/mDNnDo899piqzYwZMxokHgC++uor/Pz8qKysVAiI4cOHA7Bo0SKPgLDZbCxdupR27dqp/sP279+fn376ieXLl3vmsnjxYgBSU1NV7d1juAXE5s2bSUtL46abblLYG41GUlJSWL9+PQcPHhQZpwSCFsZqc3Dve3/w3g97uHlbCQtuGohBrz3+gwKBQFALp9OpWJx7Lbar2gYlpigWrzuz9vPbgb+87Nz9WOw2LHYL5qp7Zpurz6t7X8zo5GE4nE6cMjicTqx2O+e+frVnYW9zVC3yHTbsTvU4z8SwBD688h0cThmnU3Z9lmUWrHuHn/b/2KDvgZ+tK0khxV79pBfv5/cDWxrUz7qdR7jt1bU4avTjcMgcyTX7fGZkTiE3HswGoPZvcS0QaHcwZ9ch/hcbzY6MInokhjdoToKG0yR1IBYsWMDo0aN59dVX2bRpE4WFhYSGhjJgwADuvPNOLrjgggb3WVBQwPbt22nTpg2rVq1i5MiRCpvc3FzP11u3bqWoqIiUlBTV/tw77hs2bPAIiLVr1wLQpk0bn/abN2/G6XSi0WjqtHc/s379ejZu3CgEhEDQgmQVVDBp/k/8leb6HfH+j7v592A+nz54HnHh/i08O4Gg5XC6F2y1FpSexVytNrkBtk7Z1VZfW4ejun+bw4HFbsHisGGrWljbnDbPTrbNYcVetaPtXjC3CeyASRvktcgusRSxNe83HLIdm9Nl55Dtrs81v5btOGUHDtlGtKETyQGjvefnlNlY+gYljiM4ceByljk+7cwPgFPn9b6lur8pCWjYYv3bdXZ0ZelebTIyljaZDeonPaeYMXO+VbTbQrMhUOUBrwFltDLoZSd6p8zr32xFYy32MjFpMkj1K0UvyxicMtuDAyg2eC8tNbLMdenH0MsyOqfMpoA9fLRLedJwZ+nfxFuK0TudbAkN4t12rpOT+AoztxzMRgZ8RdxqXdPl5qxNtLZmAkJANDdNVoJ4zJgxjBkzpqm685wyWK1Wtm/f7iUg3C5CXbp08bTt3LkTgMjISNX+oqOjAdi1axcADoeDPXv2+HzGYDB4jqrS09NJSkpq8BhqWCwWr2DukpISn7YCgaDhbNhzjIlP/0RBmQVnlYOmU4a/9+cx4L7lfP7Q+QxIjm7ZSZ4lyO4FZdXiznuBhtfCz30ty1QtOqvuOWrYVN2ruThz1rVArdFe12JYzdbXYrj5bKu+R46ai3fv743n/d0Lc0d12/HezX0PQJasyJpKkKoWxpIDJAdyrWtwgORElhxorLFobN5pMmVk7CG/1nre9Yz7eVmqusZlIzmCMORdpvhZsYX+hCNwe4N+vgw5V6Cxem/oOfXHsMY0LCtiQZGeAwXKhbkluhLZYGtQX0fyS5Bkb/9+uz8Q0KBuQFKeKEgytCm3oceO3imTb9CTb1TWPxiaW0y41YZeljlqsKJ2PnBB3j5SM9IxyDLFOi3PJ3u7JiFrOO9YITemH/U0TUu0Yq3VT6y1hAcyD3uun04cys7AWJC1rg80SE4tFxz70GNzzOnHLj8URJj1RFtd3+/g8lYYsq8DWUuuLFGseZwQZ5nKm9T4/gA2vzDCOgiX1ZNBowXEqlWrePTRRwkMDOTjjz/2uTvfUAYOHMiXX37Jjh07FC5D7noS99xzj6fNfRpRM+C5JiaT6z90UVERAMXFxdhstuM+U1xc7HmmoWOo8fTTTzNv3jxFe0ZGBkFBQT6fa0oqKipIT08/vqFAcJrx2R9HmPfFbtfC1S0e9DlobNE4nDL5JWZGPfIN945tz4W9YqsXc3LNnVmqF2MytRZzsvczsmsh7L0DW9Ve9bVDdi/uoOaCV5Zd92qOXb3YrnHfq632XGrOz3sMz/xqv5N7vrKM7GN+7jn5mp9nTrKs7LfG3BsXYXf6IOPEtUOtQaqV3FCWbMi6/OoFdu1FO07XYtGzyHYi2cPQVnZUjGMLXoesL/Q87+lPW71I97RVjWPMugVJNnj14/Dfgz1sdYPeUVc0TCEgAByB//jeFlZD8rWT33CfdZdgqd14Am6Kav0ARjvoJddi3a6RKNErl0xJ5ZXEVloxyDJ2SeJPyQm1fu47V2QxpPAoBqeMTnbyevvWWDT6qkW2BtCSUG7m/rS96J1O9LKTF+OS2Vt7msg8uz3Nc/1ZdApfR/QEtEjuBbus5cIjX5Bkca1X/gwIZ0uo8t3iyvzoVl4BQL42FOPR21xzkbWu/pCQytcBH3ueMZljsNb69jpk785DK3sTpu2JRpLQaCQ0EmglCTufoMP1fY7ShZEQ5e+5J2lcn/XFQWDNAiDCaKRffHvPvf3WIaQc+wFt7W9uzbkgYeo1hozMhp3S1JfS0tJm6fd0pdECYurUqeTk5AAud5+mEhAA48ePZ/z48V5tCxcu5O+//2bEiBFcd911nvaKCtd/BF8pYw0G1y/Q8vJyL/sTeaa+9mrMmjWLe++913NdUlJCfHw8bdu2FUHUAsFxcDicFJRZyC02k1Nc6fooqiS32Myew0V8ubFaGMs4sIX+jDNwO5qyHuiLRuCUtSDL/PfrNP77dVodIwlOFWRkPAvumrvjToNipxfAYTqIe7e7eoFec1HtQK6xQ45sRF8ySNGPPfBvHH5pNXbiq3bjPTvs9hrzcS1q9LmXo7V47+TKukKsMUsa9M6aio6qAsJpPIxszG5QX6quN/IJBJiqLLIlJFzOI+oLcDVkX7Y1Fv6SLCOrpIcPstmJNVvRO2X0sswhvQO9pEerkdBoQKvR4O+w0SMzF70sYXDK/BwdTZZfEBq0SGjRSK7F9kM7//K45myKiyYnORqtVkIjSa7+JIlR6/YQV+pa0O6J6siKXhPQSTp0Gj06jQ6tRsc5276kyyGXV0SFXxgpk3qi1+rRaKr7Cdu9n4Rfql1/5vR6AYKjqubtsjHm7SN81ySPzcxzzkPuPAStu5+qz8zSg8O1+XlN7+HccNFdaDUa12Jco0GrkSh8dhO2/S4BMax9G678z7gaNhJajYbsD/8m71vXvGMCdex6dYprLlXjaDUajq3RsmN+tYDY/tLFBLVKrP4eaSRKM/ex8sonPDYL7x5K/LnKE6avL38S2WFHozdy3+XDefuqqxU2O/53kPKjB9EYTPRr142HL7vcc+/YlijWTPte/WenCi0y50yZRkwzrW+Ex4g3jRYQ0dHRLF26lJKSEi688EKfdmvWrOHcc89t1FhpaWlMnz6d7t27s3TpUq9AJffuv6+Cce52d9pXt737nl6vPAb09Ux9x1DDaDT6PMEQCM5GzFY7x6pEQG5xJTluceDVVvV1idnjhlEXsqYca8TXyAbXYssZsA2rPhdD/sVIzob6EpzZuBbo1QtktV1sZAMae5jiWYfpALK2DKUbjJobi6svfeEYJNn7963Dbx/24PXIXjvxNftQoisaiq6sr6LdFvGVZ0FfHyR7MKgICFlXjGw8qvKEb6JDDARJQZ6Fo1YjYZVs7GzgSUxsmJHBHdp6Lfo0GonvswI45jvOVJUZ4zsTagrzzEfSSPybY2Phzrp98rVOmWC7a/dd75QZ3jeaSf1GeS2MtRqJV195Ca3djhGJo6HhZEdGYdDq0Wv1GLR6DDo9g7b9Q3hpMTqnk8q4aK55/coaO9Sufn57/mdsvx5AsttwBoVifuxtjHoDfnoDRp3rs33ddxS+85Rnjucvv5nIVt7xhoX7trLqurme6/974F1aDx2neL9Ph/rjtLkccmaPHEaPWy9W2Px4SxJ5W10CYmTHDsx9Qpk56O8XjrCnSkCEGbW8dvs5CptD3x/gj1+qr+8am0xAnPcityTDxMp3q6/P7x5F21Gdqc0XJj9s5S4B0THaROqARIXNmrBgjgEag5GwYD8GJscobPx6pKDNG4XWYMIQHE5SrHID09RrAPoZ89EaTWj0RkIjo9HXim8IiE3ggo//Qms0oTWYMIapu4devHSPantNuk19yOe96JQh2Eyh6M1FPm1sfmFEpww+7jiCpqHRAmLmzJm89tprvPPOO3Xa/ec//2lwHYiaFBQUMG7cODp16sTKlSsJD/cOkAkNDQVQLRYHYDa7fuuGhbn+CAYHByNJErIsY7FYVAVE7WcaOoZAcDYiyzKFZVbPwj+n2FwlBlwi4FjV125RUFrZMB/j4+E0HMUa8TVozNWuFRLIhmNYYj7BkD8ejVWZ1rC58OyAK3axvRfpsuRAkhxoJC0GW6LXrqNGkrAZDmHTZiFp3AtrJ1LVgl2qet614179OUl3ESG6Nl79VMrH2FT2Jk7ZgRN7lftN3bQL7MUF8bdWL0KrPi9O+5qj5fsb9P14fOwDhJhCXIvjql3j9ZkO3v57ZYP6uf789tzQd6xnTu73G/zam5jt9V9lx4Yb2f3cZO9+NBIPfFnAC780rLLt63cOYnwP74Qf+3LS6fTka/V6XqoKRB2QFMrnd5yvuH/fi4vJyCzEiAanfwAFcW0w6PQYddWL9VaHDhJ+JAO904lkMDJlYn9C/LzdY7d8u4Wxq8rAbkey2wid+y6miBgM2qq+dHqcRw6xc/pFnmcGXtubpIGJijkV7NuP0+r6m9j9ptn0uHWuwubHW4aTl+HyxI+L70w7lcVqh4ho9lT146/Rct2QSxQ2h9IP8keNa5OK75TO6L2B5/Dx91prMHkEhMOq/vOiNVZvNPqy0RiMNWzUxzIEhRIU3xGNwYjWYAKV0xVjSAQdr7gDrcGI1mgiOKGTal+Dn1rk+v9nMOEfq77Tfs6LK9FodUh1pDLtcNmtdLjsVp/3AUKSuhCS1KVOG63BSFgn9eQ1TYmk0RA29FKKf/oQrcrvLAcawodeVuc7C5qWRguIm2++mXbt2jFp0iQ6duzIBRdcwJAhQ7xSr9rtdvLy8k54DIvFwiWXXEKXLl1YuHAh/v7KLCrugGpf47jjF5KTXcVFDAYD7du3Jy0tjby8PEWqWJvNRlFREUaj0ePu09AxBIIzBavNQU6t0wC1UwK3jd1xcp3fDToN0aF+VBr+5YhUtRCt2oVOKDeTHmByXWsqsUZ9Ru/o4fRP6Ind6WBk0rkY9YaqBahrQbsvfw+/HPwFe60sLjaHHbtsq/ra9dnucH09pe+VXNP7Es+usdsdoMNTw7E66i+S2obFka4SJzXzi6d5Ze1v9euk6tv/zE09uLCrd5HPXdkH6Pp/L9R7PgDdEkN47dahivY/Xw7jaAM9wa4d2Y7Wod47osa/9vN2A/eXWoWbGNIlVtFu0uvrFBBajRajzoBBq8Og0xMdFE6wv0Fh1y0oikmtumGSJQxaHZWx7sW6wbNYDyoqJOTAXld2GYeDzsHKnd5wi5UvzCFIdjvY7cRcM5PQlMFe/Rh1en4am4i9wuVj3a3nFapzv3DnHnL//R2AuEFjGPHEmwqbv1+8jz1/fQqAMTRSIR4AwrQmyHL5icvA0LbdCWyV6GVTapfYWfP75lQ/CdIaTB4B0biFeA0bi49+9N6n906bcsGuMZrQ6PRoDCa0RpPPBWWrYeNwWsxojCZCO6aq2nSaOIO2o65EazThF9VK1abLtffR4dLbPDvwqmMNvpBWg317aIBLQPS9/+U6bQBaDTp+VkutXvnzfCbQ/4oprPnpA9V7Wpz0u3zySZ7R2U2jBcQdd9wBQNu2bfn333957bXXcDgchIeHe4KCawYiNxRZlpk8eTK9evXihRde8HJbevrpp7nllluIjIwkNTUVo9FIpo/gmYyMDMAVnO1m4MCBpKWlkZmZSWJiopf94cOHkWWZfv36odVqvZ5tyBgCwamILMuUVNjILa7kmFsQ1D4lKKkkp8glCIrKa+feaH5CA/VEhugJCXIQFODA38+BwWhFq7eSFNGKC7sOIzrERFSIH8H+erYd3UvK/Kdw5/rTOmWuP5TNeblF/BQdyocJsTg0EiDzd+6v/J37KwD/d/kkooK8TzQ/2fwvX37bsEwuGl0lnVqHKtoNOn2DBIQvW6Ou4YsCq13Zl1GnPG09kX4ADFplX+5FsWs321Dja9dnSWX3NSm8FVN7X4gfEkZZQhMcikFv8lqwGx0O/A/sRlflUpPcupvqnD4L6oJTV45ktxE1cDRtzrvS049eq0Or0bL+0evI/WcdDquZqFRlYDBArx3b8F/+heudQiK4/IdjCptD3y/hj9ef9ly3unOB8vuBhPXfDZ7reJ0fbeM6KOwkbXUMgM9FtrEei2zD8RfrWkOthbiKXc2xXH353sm3UVw1J3Wb4LbJ2MpK0OgNhLbvrmoT0+ccz8661k/dzTCq1zBGvbEajd61Sx+gsgMfEBPPpN8rVZ+vyeB5Hx3Xps1wpVtTbYyhkRhD1TMzCpqW6JQhjPlwk+c6KyuLuLjq0+SwTqktMKuzl0YLiDffVO6AAOTn55Ofn++5VvujUR9mzZpFamoqDz/8sOLea6+95qkgHRAQwLhx41i2bBlFRUUedyM3mzdvxmg0MmHCBE/bpEmT+OSTT9iyZQvDhg1T2Ltt3IwYMYKYmBi2bFEmRXM4HGzZsoU+ffrQvn37E3pXgaAx2B1ORcyA8pTA7LlnsdU/8LGxyNjR6i1EBYUSFxJMVNXCPzrUD4OpgrWHv8QmV2B2lFNmK6PUXEJ+RTHZdiuU4fqowWUp5/FEF+9d2u5xHdFrddgcdkKtNu7Ze5j25a6F0bk5RSSUm3mhUxuKDN6LXotdKY7UFsbHw+Jj4d/QvtTmAy4hIklS9YK6ahfde5FuqLHo1hEREKroJ8w/mP+cO9Vl53Oxb0CXnYne7kDndBLVWrngBXghfiDl2mgkm42gVkkkX3ab4nf9vmVvcei7hTitFrRGE61ClD7SMXt3MfqN5z3XFy/fR2At3/bSw/v55tHbPNdRndU3aop/+RJbaZHLpnV7hTgEsBTlUZHjSj1pLSlU7afmQlxtgQ3eO+u+7DS1Fut1L8Td/fi2qe5HfU76wBCMoZFoDSZ0/uqJ/gPiEkgYc7VrsW4woQtQuhQZQyIYMOf9KhsjYZ17q/Z14cItVTv+RjR69fi+vg+8otpek7iBY4gbWHcqeFNYFKYwZYyB4OxA0mgIr/FzWOqXTrhICNNiNFpA+Pv7s27dOlJSUnyKhOLi4hNy63n//ff5559/+OabbxT3vv76a3JycrxSn86ePZsVK1awZMkSpk2b5mnPy8tjzZo1zJgxw6uGw0UXXUTfvn1ZtGgRM2fO9Op/yZIlxMfHc/PNN3vatFotjzzyCDNnzmTXrl1edShWrlxJaWmpaopWgeBEkGWZcrNd9ZTAE1dQUt2WX6q+6GgunNoiTAHFBAY68DPZMBhsaPQW0JixU4nFUU6FvYxSSylmm2ux8+qtrzKuu/cC4EBeJo8//lODxi4oL1a0aTQa4kNj0R7ay717DxNod3gSQ2qAduVmnt52kAWd4kkLqvaTVtvxDzIFEBMUoVyca/UYdDov9xP3vdTW6r/jnhg7HZvDXmORrlMs2PU2GzqHHZ3DicmHG8S9HYdxsybMtQCVZTpceovCJn/HJvZ89ipOSwkOq5k+VypjPfRFhQx68zmcVgsOq5lBcz+k7blXKuyWnh9FRdXiutW190J/5eIu58fPyN7k+reL7j2czpdPU9hUHMskb6sryFTnY2e59kJcbXe9tvuKz4W43uhZiPu0qYdLTUN38iWtTnU8vV8gkT0Hu1xc9EZMEUo3J4Auk+/HabOgNZgIS05Vtel113/peds8NHojen/1tN9dpzxA1ykPqN5zE965N4Mf/7hOG53Jn3Zjp9RpA2AKFzVVBIKzkUYLiA4dOpCamlqnTUhIiNcxU31Ys2YN06ZNw2az4efnR1RUFIGBgej1emw2GwcOHCAqyvvoOTU1lSeffJJHHnmEvn370rdvX8rLy7nxxhvp168fTz7pnUFBo9Hw4YcfMmzYMObNm8ejjz6KRqPho48+4scff2T16tVe2ZrA5bK1atUqpkyZwsqVK4mOjubQoUPce++93H///YwdO7ZB7yk4u3A4nOSXWmqdBlS7CtWMI8gpqqTS2jynBDJO0FiQNWbQmD2f0Zrx97NjNNrQ6q1IWjM6rcT0vo8QE+LndXLw+vr3mL96OSUA1qqP45BfXqRoC/cPafD88yuU/QDcqQkneqcrlWvtbPBaINDuYM6uQxiuncnQyQ+iczqJDFUugM5t3ZWtVzyOw2LGYbUQ03ck+lq7udaSQnYtXICz3ILDWkZSb/XkCZ0/+wBzQQ5Oi5mkcVPoNnWWwubnmRdyZKMrK05Ur2Hw5s8Km8NrlrLzf8+43sXkryogKvOySF+1qHqOpUX4RXr/7tVodVgKcz3XPt1laizY3cGmtdE2k0uNmp1CZPjoKyAuAZ1/IFqDyefiNm7gGPyiWqM1GAls3U7VJn7UFYR27OkKfNUbkWVZsUkW2/88rvylGI3eiMZXeu/gMM5/Z63qvZp0vvqu49oEt1UPrBUIBIKTTaMFxI8/1q88+x9//HF8oxpcfvnlnkJvdrudrKwshU3tTEwADz30EO3ateP222/HarXicDiYMGECc+bMUU2f2rVrVzZv3syDDz5I165d0ev1JCUlsXHjRrp27aqw12q1rFixgvnz5zNy5Ej0ej1arZbZs2czderUBr2j4Myg0mJXLPxr1imoeXKQV2qpVxrS+iIjg2StJQQqkTUWVzEqS1v8jTqiQ/2ICjYRE+rH6vz/UmjNRlHtqIpiqm5VrRk1kob7LunhFX8EEBPc8GxjagIixC+IpIjWhPoFExEQQrh/CBEBoYT7B1d9DvF8DvcPJkSjI9Sk3H0t3LeVuG8+dYdAqKIFZBmcn7zM2k9eRmv0Y+JaZXGg3H9+57cHqnOZX7R4KyHtvH8f2M0VngU9QHjXvkR066/oq+TATirzXL+/KvPUc/jXXEDXx33Fl0uN0l2mHgvx+iz8fdho9EYkrdbl5lKrXzdBbTsRN+gCTypI2elUBLaGJHWl190LPIGoATHxin70QWFctHirJ5ONIVj5+x9g9PvrVdtr0vGK249rU58MNBqdHs0JxJQIBALB6U6jBUTtUwBfXHXVVaxYsaLe/RYWqvul1oeJEycyceLEetu3a9eOzz//vN72er2e2bNnM3v27BOZnuAUx+mUKSy3eOIG3DUKvNyHapwclJkbn4bUJQRsrlMAhz9Srf+aTl0h9qBNoLGAphKNzgraShyYfabhnJgyjvevnUKAyXuB0/OZNyg8Wn8R45SdFJtLCat1UlDbv95Pb1Iu+gOCifAPJTwghAj/UAYm9lT077BUsnbEHVhLC7GWFhI34HxC2ikDZL+5ogsZRw8iO+x0vvZees181ut+aPvuSDoD+IghcFNTXDisZtWdZa2x4Qtxp69Fdr0W/jV36dUFRE1xIDudOO12xa63ITCU4MQuVQtxo2o2Fp1fIMlXzfQsxMM691Idb+Cc93A6HWgNJsUphpshTy0+btrEhPMnknB+3b+PA+ISjrsDr9FqFSJOIBAIBC1DowVEfSguLua33+qZflAgaAYsNofnVMB9SqBIS1rVllfSdGlInbp8ZH2BwlVI9vq60iUMqgpmDQu7ky5RHT2uQlHBJorth7n9yw+r+63POzvLFeIBIMI/tM7n9FXBty4R4DoRsDuUrlQXdhrIn7e+QZBDJsDhpHVvZXBjwa6/2Pbu41hLCrGWFNLmv0sVNrbyEq/dfv3Db6kKCKfdhuxwFWtUC3yVNBoCWyVQmrGvzvdDklzHEACyjOywI9XaRa6djlFVQBhMaI1+nl1zjY/Uia2GXISlKA+twURkD2XBMoAOl95C3MAxaI0mnxldOlx6K4ljrkFrMKIxmLyy9riJ7DGQsZ9uU33eM2+jid73PF+nDUC0yr9nbUTOdYFAIDg7aRIBsWjRIt5++222bt1KcbEyuFFwarHzcAmne+ICWZYprrB6FSZTPyVwtRVXNDwNqYzjOIv+GrEDsh5D/gSv58MCDVhDdpMvbW7QuPdd3okJPYd7tR3K94MvGzb/wooS1fbrB4znvOSBHpegiMDQ6lOCgFACDH5krf+Ogj1bsJYUYJBCVTPZ5Kx4n71vVJ/CTfrdrNgRt1WUcnRddYEwS0EO1PLjNgR5u0L5yopjCA6jPOuQy6ZU3Sa0U8rxBYQskzRuKkHxHXy63YR2SuW8t3/1uOYE1MoIBK6AYDX3p9r0/c9Lx7WJ7TfquDaGwBAMgQ2PFxEIBAKBoKlptIB4+umneeSRRwgNDaVjx46qRd5yc3PZtWtXY4cSNBKrzcG97/3BOz//xq3bgEkXHwAAdS9JREFUSlhw00AMeuUuZkthszvJK/F1SmBWtFnt9dmHrxkwXKkQBBprNBprG8Uz5ri3QVtR77kH6gNZdscYT5BxVLAJg17LY9+W8PiqhgmIggqlCI8ICKV9ZLznVMA7NqDKbcgvmIDsIwQ4HPhZbcR27qPaf/ulHxNWJQ7anHMJg+b+T2GTsfoLDq505UkPbNOe7jc/qrAx1vJBt5UVKXbPFeJAZeGvNRjRmvxxmF3fb2tZkeq82108FcvQsRiCwwlO7KxqM+SJRSz/61evIOHamMKjGfDI23XunhsCQ4hKGeLzvkAgEAgEZzONFhCvvfYa9957L0899ZRqkDK4dosTTvct79OcrIIKrnxmFRvyP8cRs503Nm1jy4FjfP7QBcSFK0VfUyDLMmVmm+opgZr7UEFZ3WlIXXECrsxBkiMIqVaeHac+B3vQXwqRgMZ3v36VfWlv6Opa9Ie4goyjQvx44W8/Cs31FxDl9nLOTYlDq/GeU+04gSBjgNei3/O1fzARGiPhaBmUqPRJ1xTls0ifgDW/AOuhA6Tc8RQRXft5v7/Dwac3Vv8f7DntccI69FD0VZmXRUW2q+ihtaRA9X0MQdXzrutEoCaWkgKFgDCGRRHRrR+G4HAMQWEYw9Sz4oz530b0/kEYgsPQmtR/Hjtdeadqe00kjYaE8yexb+mbHncnr/taHW3PmyRcbwQCgUAgaASNFhAGg4HnnnuuThtJkrzqMghOLhv2HOPyZ1aQbfwCp78rC4wjYBt/lOTS9z+5LHvwUgYk1y+XtzsNqXvh7yUMqk4OjtUoXFafNKROfQ6yrhA5wHd8QHWcgMt33ZB9HZLde7Eqa8w4/fc06Hsz8ZxW/O86ZQ78ZelRFB7JV3nChb/BT5ExyGK34m/w87IbG9SaXn2vxWSzYtLq6aGSwvPQqkVsmDcV2ek6UWn1TYbCxl5Zzv4V73iuK7IzFQJCo9WiDwzBVuY6wfC98K8+OfDlCmQICgNJwhAUijEkQjXQOLxrP/o//FaVOAjFP6q1oh//qFaMfv/4GdiOl+2mIbQddQV7P3tV9Z7ssNP2vCtU7wkEAoFAIKgfjRYQPXsqs6qooVZJWtD8vP/jbu58/wvM4V+5fPXda0AJnPpjHNW+x8h5eTx+xTiGd4+rrlhc5J1tyH1KkFdqro4/RQbJ7js+wM8MAdX3JEcAhgJlnQx74N84A3Y36L2uPrc1/eN7uQKNQ0xEh/qRXZHBua8ta1A/xeYy1fY7epxHaasehCIRHN2GqHbdPTEC4f4hmPRGtrzyILlbfsNaupOwTikK8QBQun4Vhz92CWydf6CqgND5BXjEA7hOBfyjWnnZ1E5ZWdfC3yMgqqrx1iZu4Gj8o9tgCA4lKL6jqk3XqQ/R7cZH6typD2yVSOCEm3zebykiew5mzIebPNdZWVledWjCOqW2wKwEAoFAIDhzaLSAmDRpEi+//LKiknNt+vfvz6ZNm+q0ETQt2w4VcNtHb2KPXONqqNq9Tyg3kx5gcl1rzFRGfMasZcfQLurgFSfgFgQaays0Vu8FrYwTS+vXPJmD6oU92DUNCSKDTERVLfwP2WPYXdowATFhUByXpnhn6gkustI5JomIgFAiDQGEBYURHhhW5SrkOi0I0+iRf1qO3mJBa66gU6/LVPuPeHkegYU5ACRNnE6fMTcobEoz9pG/w/UzrQ8IVu2n5sLfXlGG025T5I2v6S4E6icHhuAw/GPiMQSFYQgOxRASoTre4Cc+RtJoXe5CPopoJV9V9/9V4LTObS9pNIR37u25LvVLJ1y4UAoEAoFA0GTUW0BkZCjdKgCGDBnCnXfeyYYNG7jhhhto3749ulqZWPLy8ti/f3/jZipoMA5dLvaw1bgra2mdMtcfyua83CJ+ig7lw4RYHBpAlrGH/4wdZfVbAF3xIIWAkNCArG2QgAgMcLLv/WuIDDKi1VbvbM/7Lp253/3q6leSCPML9lr0RwSEEmuXiSkrI9gJgQ6ZvvHKfPD6g3t4+o9/sJYU4rBUMubDTV4LSXAtzpd+NtpzHdtzCDF9lOkqDcFhWKoEhE9XoBoBwnW6AlWhNfphKytWxAkExnekx61zMQSHYQgKI0il2qxWb2DCVwdVx6iJrzShAoFAIBAIBE1FvQVEYmKiwge6JrIs8+mnnzbJpARNQ89WHfHTBlHpKCXUauOevYdpX+7KZ39uThEJ5WZe6NSGIkPdu82tojQM7ZHkCjIO8auqT2Bi2ldLyCpVr6wLrgrDkX7BxOn9iNWaCA0MJTrEpPg5uriggv6aeKTKCgLCohn2zGeKvnYvfpEtb/7Xcx13x7MKG41OT2XuUc+12qJeHxjiVQfAUp8gYh/iILxLbyxFuRiCwvCPUWZyAkgYfRWth1+MITDUZ8pQ/6hWdL9JFCUUCAQCgUBwetAgF6bevXvTvXv3Bg+SlZXFjz/+2ODnBI1Do9Ewtuso/v19MffuyyTQ7sC9768B2pWbeXrbQRZ0iictSOm/7+b83jG8e825Xm2y00nOr4k4dOEE2BwEpAwipt+oalch/2B0Wh3fXtuL4jRXYau2512pKkLtGWkU/fEDAJZo9YW4Ih1ocQG6Wtl6FHECJUWKfiSNxnUCIMsYgsPR+wepjtfj1rk4zJUYgsPwqxWP4KbTlXceNzOQPiAIfYD6GAKBQCAQCASnI/UWEHFxcWzcuBHNCaY/7NhRPVhT0LzcKEP+rkMA1K74oAUC7Q7m7DrEgfMups3YyUQEhBBcUkzJG48jV5ThKC1myDWDlR1LEkFffoLTbgOgfUI3erZLVZjVLx1oDZt6uAK57Wrv+pvCY+hw2W0YgkIxBIcT2l5ZzRjg0u+O1nmaBhA34Pw67wsEAoFAIBCcrdRbQFxxxRUnLB4Ann/++RN+VnBiFO7bStF7T6OhOvlSbbS4vHk6/fg1F1w/j7COPSk7epCv07Z7bCzFSjcfSZLQB9WIE/CR8ccrTsCHgAhs1Y6w5F6eGADZ6VRk/4nuPZwxH27y2KgFLRuCQun34Gs+3tR77gKBQCAQCASCE6PeAuLZZ58lLy+PsrIySktLKSsro6ysjMTExHqdLlx88cWNmqig4YS2744xLKrOqrzgEhem8GhC27vc0xS7/T7iBIwh4VgKc9D5B/pclLefcCNxg8a44gR8uAJ1uPQWOlx6S51zNASFKgKiBQKBQCAQCAQnn3oLCH//an9zSZLo2bMngwcPZvLkyc0yMUHjcVfl3fvFG+CsI1uSRutVnVcfEEzr4eM9KUNDO6jX+jj/nd/Q+QfWmfKz9dBxjXoHgUAgEAgEAsGpRb0FhFyVtebGG2/k4Ycfpl27ds02KUHTUVdVXg9Oh1d1XkmjYfh/j1+QzRAcdlwbgUAgEAgEAsGZRYOCGubPn8+77757QuJhx44dDX5G0Hgiew7GGBZVp40pPFrUDxAIBAKBQCAQ1It6C4iwsDDuu+++Ex5IuDq1DG43JkmrftgkaXVe7ksCgUAgEAgEAkFd1HvVGBUV1agsTDab7YSfFTSOtqOuQHbYVe/JDruX+5JAIBAIBAKBQFAX9Y6B2Lt3L5deeilhYQ33ey8sLGTXrl0Nfk7QNET2HMyYDzd5rrOysoiLi/Nch3VKbYFZCQQCgUAgEAhORxpUifqrr77yBFPXF0mSkGVZ5N5vQSSNxisFaqlfOuEJCS04I4FAIBAIBALB6UqDBMTo0aOJjY1t8CAlJSV8+eWXDX5OIBAIBAKBQCAQnFrUW0B06NCB77777oQH6tat2wk/KxAIBAKBQCAQCE4N6h0VnZubi92uHohbHwwGwwk/KxAIBAKBQCAQCE4N6n0CUVxczNy5c3nyySdPaKD//e9/J/TcmY47pqSkpOSkjVlaWnpSxxMIWhLx8y4QCARnHif7d7t7rIbGAp+pSHI9vxMajQZJkpg0aRKPPfYYycnJzT23s4LDhw8THx/f0tMQCAQCgUAgEByHzMxM2rRp09LTaHEaJCA8D0kSycnJDB48mBtuuIEhQ4Y02wTPdJxOJ0ePHiUoKOikZKoqKSkhPj6ezMxMgoODm308gaAlET/vAoFAcObREr/bZVmmtLSUVq1aNaou2plCvV2YLBYLxcXFniMj9+fIyMjmnN8Zj0ajaRElGxwcLBZUgrMG8fMuEAgEZx4n+3d7SEjISRvrVKfeAkKv1xMZGSkEg0AgEAgEAoFAcBYjzmAEAoFAIBAIBAJBvREC4izDaDTy2GOPYTQaW3oqAkGzI37eBQKB4MxD/G5veeodRC0QCAQCgUAgEAgE4gRCIBAIBAKBQCAQ1BshIAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIM4ydu7cydixY5k3b15LT0UgaBbS0tKYOXMmAwYMoGvXrowaNYr33nsPh8PR0lMTCAQCQRNSVlZGYmIihw4daumpnHUIAXEWsHnzZh5++GGGDh1Kjx49+PbbbxHZewVnIsuWLeP2229n8uTJ/PHHH2zbto17772X+++/n3PPPZfKysqWnqJAIBAImoj777+f9PT0lp7GWYkQEGcBhYWFGAwGzjvvPFJSUlp6OgJBs5CTk8MDDzzA8uXL6devHxqNBq1Wy9ixY5k7dy5r165l7ty5LT1NgUAgEDQBP//8M2+99VZLT+OsRdfSExA0P6NHj2b06NEADBkyxPO1QHAm8dVXX+Hn50dlZSWBgYFe94YPHw7AokWLmD9/fktMTyAQCARNRFlZGf/5z39ITk5m9+7dLT2dsxJxAnGWodfrW3oKAkGzUFBQwPbt22nTpg0///yzqk1ubu5JnpVAIBAImpoHH3yQmTNnEhMT09JTOWsRAkIgEJwRuE8ZrFYr27dv97q3fv16ALp06XLS5yUQCASCpuOXX37h0KFDXH/99S09lbMa4cIkEAjOCAYOHMiXX37Jjh07uOmmm7zuvffeewDcc889LTE1gUAgEDQB5eXl3HPPPXz11VctPZWzHiEgBALBGcP48eMZP368V9vChQv5+++/GTFiBNddd10LzUwgEAgEjeWhhx7ijjvuID4+vqWnctYjXJgEAsEZS1paGtOnT6d79+4sXboUjUb8yhMIBILTkbVr17Jnzx5uueWWlp6KAHECIRAIzlAKCgoYN24cnTp1YuXKlYSHh7f0lAQCgUBwAlRUVDBz5kxWrFjR0lMRVCG24wQCwRmHxWLhkksuoUuXLvz8889ERka29JQEAoFAcII8/PDD3HLLLSQmJrb0VARVCAEhEAjOKGRZZvLkyfTq1YulS5fi7+/vuff000+Tl5fXgrMTCAQCQUP5/fffefvtt0lNTfX6+PPPPwG46KKLSE1NZc6cOS0807MH4cIkEAjOKGbNmkVqaioPP/yw4t5rr73G9OnTW2BWAoFAIDhRNm/erNo+YsQIfv31V7799ltxOnGSEQJCIBCcMbz//vv8888/fPPNN4p7X3/9NTk5OQQFBbXAzAQCgUAgOHMQAuIsIysrC4DCwsIWnolA0LSsWbOGadOmYbPZ8PPzIyoqisDAQPR6PTabjQMHDhAVFdXS0xQIBAJBEyDLMrm5uQDk5uaKE4iTjCTLstzSkxA0L4cOHeKSSy7B6XSyd+9eLBYLAMnJyZhMJq688koeeeSRFp6lQNA4wsLCKCoqqtOma9eu7Nix4+RMSCAQCATNwuDBgzly5AgZGRkAGI1GkpOTWbNmDRERES08u7MDISAEAoFAIBAIBAJBvRFZmAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIAQCgUAgEAgEAkG9EQJCIBAIBAKBQCAQ1BshIAQCwVnJ0aNH6dGjByaTCUmSiIyM5MiRIz7t27dvjyRJno/AwECefPLJkzhj3zzyyCOEhYV55namkJ+fz9SpU0lMTCQ1NZVrr72W8vLyej179OhR/vOf/9ClSxc6depE7969mThxIlu2bAFg8uTJfPTRR17PPPTQQ/Ts2ZPAwEDP99JkMtGlSxe6d+9OfHw8cXFxXHzxxXzzzTee5/bv309qaipJSUlePyOdO3cmNTWVbdu2ec0rOTkZnU7nNUa/fv2a4DsmEAgEJwlZIBAIzmIOHTokt2nTRgbkESNGyA6Hw6ftp59+KgNyly5d5MLCwpM3yXpQVlYmx8fHy2fKr3WLxSKnpqbKV155pWyxWORt27bJGo1GfuKJJ4777LJly+SAgAD5hhtukI8ePepp/+OPP+Tu3bvL06dPlzUajfzyyy+rPr9p0yYZkAH5jz/+8Lq3c+dOuV+/fjIgz5gxQ/HshAkTZEAeO3ZsnXPctGmTrNVq5datW8tHjhw57jsJBALBqYQ4gRAIBGc1CQkJjBo1CoBffvmFp59+2qftxIkT6devH3fffTehoaEnaYb1IyAggHbt2rX0NJqM//3vf/zzzz+89NJLGAwG3n33XZxOJxUVFXU+9+6773L55ZczefJk3n//feLi4jz3Bg4cyJo1a/j2229xOp0UFxer9hEVFeX5OjY21utely5dWLp0KRqNhldeeYWVK1d63Xf/XERGRtY5z379+jFixAguv/xyWrVqVaetQCAQnGoIASEQCATAJZdcAsDcuXP5448/fNp16NCBDh06nKRZnb188803REREeATAo48+yuLFi5k9e7bPZ3bt2sWMGTMICQnhmWeeUbWJiorizTffBPApII5HfHw8Xbp0AeDTTz89oT4A4uLiCAsLO+HnBQKBoKUQAkIgEAiAmTNncuGFF2K327nmmmt8Li4NBgMajfjV2dzs37+fwMBAz3VERARXXXUV/v7+Pp+55557MJvNXH311YSEhPi0O//88+nXr98JCwioPmk4duzYCfeh1WpP+FmBQCBoScRfQYFAIAAkSeJ///sfMTExHDp0iGnTprX0lM5qjueqVJujR4/y448/AjBkyJDj2k+dOrVRAsItHNq0aXPCfQgEAsHpihAQAoFAUEV0dDT/+9//kCSJJUuW8MEHHxz3mcWLFxMVFeXJqHPo0CHPvXfffZfw8HDVe3a7nXHjxqHRaDx+9h9++CHjxo0jIiKC9u3b8/HHHwNw8OBBbr75Zrp160br1q2ZO3dunXMqLS1lxowZDBkyhFatWnHBBRd4ZQKqyeHDh7nhhhvo1KkTXbt2ZfDgwXz99ddeNuPHjyc6OtqTWQhgw4YNDB48mIiICObNm3fc7xPA7t27ufLKK0lOTqZnz54MHDiQxYsXe9nMmTOH1NRUjhw5wtGjR0lNTSU1NVWRMak23333HU6nE6BesSATJkygpKSkXvOuzbZt20hLSwNcQqSpqaioYPr06aSmptK9e3fOPfdcPvvsM/r27dvkYwkEAsEJ0dJR3AKBQNDSXH/99fLPP//sub777rtlQA4ICJD37NlTp60sy7Ldbpf79+8vA/LBgwe97lksFrlv376q92RZlseNGycD8vTp0+Vvv/1WlmVZzsvLkzt16iRLkiQvWbJEvuWWW+SKigpZlmX54YcflgH5yy+/VPR1zjnnyIA8evRoT/agsrIy+YILLpCDgoLkLVu2eNmnpaXJcXFx8tVXXy1XVlbKsizLX375pWw0GuV3333Xy7a8vFyOiYmRk5OT5ZycHHnw4MHy4cOH5aCgIFmSJLm4uFj1e+vm999/lwMDA+W77rpLttlsnrbg4GD5wQcfVNgnJCTICQkJdfZZk0cffdSTOWn37t31fk6NgwcPevqq+W9msVjkVatWye3bt5f9/f0V3yNZdv18APL1119/3HGuv/56+bHHHlO0T5o0SX7jjTc813/++aeckJAgG43GE3kdgUAgaHLECYRAIBDUYv78+aSmplJeXs5VV12F1Wqt016r1XqCamtjMBjo1q2bz2cjIiIA167zhRde6Gm7/fbbkWWZKVOm8H//93/4+fkBMHv2bHQ6XZ2nI6NGjWLgwIGAKzvTe++9R0VFBbfddpuX3dSpU7FarbzzzjuYTCbAddowbdo07rrrLvLy8jy2/v7+dOrUCYAFCxbw7LPPEhgYiNlsxmQy1enPb7Vaufrqq4mJiWHBggXodDoABg8ezKxZs5g/fz4//PCDz+frQ81YBIPB0Ki+anLRRReRmppKjx496N69O0899RTXXnste/bs4aabbmqycdwcOXKEH3/80cuFrk+fPixZsgSLxUJlZWWTjykQCAQNRQgIgUAgqIXBYGDx4sX4+/uzZcsWHnrooWYf88orr/S6dmd6Gjp0qFdKUD8/P2JiYti/f7/PvsaPH+913apVK3r16sWmTZvYu3cvAFu3bmXdunWMHj2agIAAL/uRI0dSXl7OJ5984tWu0WiQZZl//vmHIUOGEBISwurVq/nll18UfdTk66+/JiMjg4svvlghNNxzffXVV30+Xx/Cw8M9X9vtdlWbKVOm0LNnT1q1akVsbCyxsbG0a9eOkSNH+uz322+/5Z9//mHbtm3s3buXtWvXMm/evGaLfThy5AgFBQUKN7KBAwcyaNAgCgoKmmVcgUAgaAhCQAgEAoEKnTt35oUXXgDgxRdfZNWqVc06Xm2/fXcGIrWFqk6nq9N/v3379oq2pKQkAHbs2AHA+vXrAVcdjNq4F6mbN29W3Nu/fz8pKSme62HDhtG/f3+fcwHYuHEjgGr628TERMAVU9EYan6fCgsLVW0++ugjtm7dyoIFCzh27BgVFRX8+++//Pzzz40auynp0aMHERERjB8/npSUFKZNm8Y777zD7t27Wb9+Pa1bt27pKQoEAgG6lp6AQCAQnKrceuutfP/99yxbtozrr7+erVu3NttYvtxuJElqUD96vR69Xq9oNxqNAB4XmPz8fAA++OADvvvuOy/bvLw8YmJiPEHJNXE4HAwdOrRBc3Iv6N1uWGrzKioqalCftXEXAwRIT0+vU9S4a0uEh4cTFBTUqHFr4/73UvveqVH7393Pz4/ly5czdepUtm7d6vUzd+mll7Jw4ULV76NAIBCcTMQJhEAgENTBO++8Q5s2bcjJyWHKlCnIsqxqV9dC32w2N9f0FNhsNtXFa2lpKeDKNAUQHBwMwA033MA///zj9XH48GGys7MVGZLcuE8N6ou7ZoJaataysjLg+JWbj0fnzp3p168fcPzTjOPFtDQGd/0J93vVRWFhITExMYr2YcOGkZaWxp9//snzzz/PpEmTiI6OZvny5SxYsKDJ5ywQCAQNRQgIgUBw1mO327HZbKr3wsPD+fjjj9FoNPzwww+sWLFC1c4dA6C2ON23b1+TzbU+pKenK9p27dqFXq/3pAJ1L7YzMzN99uMWHbVp6K79gAEDADypT2vijslwz6cxPPvss2g0GhYtWlRnsPGePXsaPZYvunfvDuAzba4bu93Oxo0bGTZsmFf722+/zZw5c5AkiT59+nDPPfewZMkSDhw4QN++fT2uZwKBQNCSCAEhEAjOerZv317nonLEiBGeQGpfsQfuLEy7du3yat+yZQtbtmxpopnWjVsE1XZJ2r59O3v37uXqq6/2nAYMHDiQ3r1788MPP6ieDKxYsYLHHnusSeY1fvx44uPj+eabb3A4HF73li9fDtAkhftGjBjBrFmzyM7O5plnnlG1sVgsvPfee3UGTjeGyy67jOjoaNLS0li27P/bu++wJs/1D+DfBJClgAvBAULUgIwgzrrAWfeudbVqW1sHjoq7DtraqvXoqVZ+amuhyhH3wNmjdeBEVMS9oCBuEBCQneT+/cHJW2MSSCAK6v25rlzi+8y8yZ3kecfz7NSZb+XKlWjdurUws5WKjY0NVq5ciSdPnqhtt7a2Rps2bbSesWCMsTeunKeRZYyxcvXTTz8RAHJycqIbN27ozFdYWEgtW7YkABrrQBARJScnU9WqVcnHx4eSk5OJiOjevXs0YsQIGjBgAAGg/fv3a5Tr3r07AdBYo2H79u0EgHr37q22PT8/n6pWrUrVq1cX1lNQcXNzowkTJlC9evWE+jIzM6ldu3bUoEEDSklJUct/48YNqlmzJvXu3Vvos0KhoLCwMOrWrZuw9oRKkyZNCABFR0fr3E+6nDx5kqytrWnKlCkkl8uJiOjQoUNkYWFB06ZNU8tbUFBAtra2ZGtrq9EHffz8889kampK33zzjdr6FH///Tf16tWLfvvtN/rzzz91rjMRGxsrrANx7tw5g9v/66+/yM7OjqysrOi3336jvLw8IS09PZ2CgoKobdu2lJaWplF2//79BICaNm1KV69eFbZfuXKFXFxc6MqVKwb3hzHGjI0HEIyx99LDhw+pevXqwg9FACQWi6lhw4Y6y8THx5ONjY3WAQQR0bVr16hjx45UvXp1+vDDD+m7776jnJwcWrx4MQEgc3Nz8vLyIiKiEydOkEQiEdq2sbGhESNGEBFRmzZtyMLCQkhzc3OjqKgoWrFiBTk4OAjbHR0dadWqVUREpFQqacCAAaRUKuncuXPk5+dHMpmMGjRoQF9++aUwQHjVvXv3aOTIkVSnTh1q0qQJtWvXjhYvXkz5+flCnmHDhpGLi4vQrq2tLclkMlq0aJFB+/zq1avUr18/kkgk5OPjQ+3ataMdO3ao5Rk1ahTVrVtXaKtmzZokk8lo/fr1BrV18+ZNGj9+PDVu3JgaN25MTZs2pZ49e9KJEyeIqGgg5unpqVZm5syZJJPJqEaNGkL7VapUIZlMRjKZTBj46OPevXs0ZcoU8vb2ppo1a5Kbmxs1b96cOnXqRL/++isVFBRoLXfq1Clq164dnT17lvr06UNNmjSh5s2bU58+fdQGFIwxVp5ERDruCGSMMcYYY4yxV/A9EIwxxhhjjDG98QCCMcYYY4wxpjceQDDGGGOMMcb0xgMIxhhjjDHGmN54AMEYY4wxxhjTGw8gGGOMMcYYY3rjAQRjjDHGGGNMbzyAYIwxxhhjjOmNBxCMMcYYY4wxvfEAgjHGGGOMMaY3HkAwxhhjjDHG9MYDCMYYY4wxxpjeeADBGHvrtWzZEhKJBCKRSHhUr14d3t7e8PDwgIODA+zt7dG7d28cPny4vLsrGDRoEGrUqCH02VgUCgV+/vln+Pr6wsPDA25ubmjfvj22bNkCABgwYAAWL16sVubq1atwcHDAV199ZbR+GEN2dja+/vprNGzYEO7u7vD19cWuXbtKVdfJkyfh4+MDFxcXtffKhQsXii0nl8vVXic7OzvIZDLMmjWrVP141e3bt+Ht7Q1ra2uIRCL4+/uXqp5jx47By8sLlSpVKlM9jDFWImKMsXfE2LFjCQBVrVqV8vLy1NLOnTtHzs7OBIB++umncuqhpuzsbKpduzYZ6+NYLpdTr169aNCgQZScnCxsP3/+PDVr1oxatWpFAGjRokVq5ZYuXUoAyNra2ij9MAa5XE5t2rQhqVRKKSkpRES0fPlyEovFdOrUqTLV3bhxY2rZsiUBoClTphSb97///S998MEHBIAA0KVLl8rUti7x8fEEgPz8/MpUz8GDB41SD2OM6cJnIBhj74xatWoBAGxsbGBubq6W1qJFC6xYsQIAMGfOHMTFxZW5vV27diEoKKhMdVhZWaFhw4Zl7otKcHAw4uLisHHjRtSsWVPY3qxZM0RGRkKhUGgtN2TIEPj5+WHevHlG60tZ7dmzB6dPn8aYMWNQo0YNAMDkyZNhYWGB3bt3l6numjVrYvjw4QCAzZs369wvALB9+3YMGjRI+L+dnV2Z2tbF1dXVKPW4ubkZpR7GGNOFBxCMsfeGn58fgKJLUg4ePFjm+hISEspch7GFhoaia9euqFSpkkaalZUV1q9fDxMTE420unXr4vjx45g5c+ab6KZebt68CQCwsLAQtonFYlhYWGgMEEujW7duqFatGp48eYKjR49qzaNQKHD48GF07969zO0xxti7ggcQjLH3hrW1tfB3cUec9UFECAsLK2uXjO7WrVvIycnRme7u7o5evXq9wR6VXp06dQAAMTExwrZr167h+fPn+Oijj8pcv5mZmVDPxo0bteaJjIxE8+bNYWlpWeb2GGPsXcEDCMbYe+Px48fC382aNSt1PQUFBZgzZw5iY2ON0CvjMjMzw9atW3H9+nWdeYzx4/tN6NatG0xNTREREYH8/Hw8e/YMo0aNwuLFiyGTyYzShuoypp07dyI3N1cjffv27Rg4cKBR2mKMsXcFDyAYY+8N1XXz/fr1Q9u2bdXSCgsL8dtvv6Fjx45o3bo1HB0d0apVK+zYsUMtn1KpROfOnbFt2zYAwJo1a+Dj4wMfHx/hx6hKbm4uvv32W7i5ucHT0xO+vr7497//DaVSqbV/CoUCwcHB6NWrFxwdHSGRSLBu3TqDnmPr1q2RmZmJFi1aICAgAP/973+RlZWllmf48OHCDEKpqamQyWSwsbHROhtUSkqKsL1+/frCc1XNZKTtyPyGDRvQtGlTeHt7QyqVYuLEiUhNTTXoeQBF97R89NFHSE1NxejRo9GvXz/8+OOPmD59usF16dK2bVs4OTkhKysLe/fuVUtTKpX4888/0bNnT73qCgsLQ/PmzeHt7Q03NzcMHToUd+/e1Zr3xo0b6NWrF5ycnNCqVSsEBgYiPz+/2PqNtV8ZY6zMyvsubsYYM5YFCxYQAHJ2dlbbnp+fT2FhYVS9enWaNGkSFRQUqKXL5XL68MMPafDgwZSdnU1ERKmpqdShQwcCQLt379Zo69ixYwSAFixYoLUvmZmZ1Lx5c3Jzc6PExEQiIkpJSaGqVavSnDlz1PL6+fkRAOrXrx9t2rSJiIgKCwvp448/JgB08uRJvfdBdHQ0WVpaCjMGASATExNq1qwZzZs3j27cuKG13KNHj8jc3FxjNqg7d+4QAFq3bp3a9m7duhEA+te//qW2ffr06VSlShWhzxkZGdS1a1fy8vKi9PR0vZ8HEdHq1aupRo0aBICqVKlCz58/F9J8fHyodu3aVKtWLeEhlUopMzNTr7r9/PwoISGBiIhmzpxJAKhPnz5qeU6cOEH9+vUjIqKEhARhf6rKvWzq1KlkZWVFx44dI6Ki99TMmTPJxsaGoqKi1PJeuXKFqlSpQqNGjRLei9u3b6ehQ4fqnD3JkP2q6ivPwsQYe114AMEYe2eoBhBmZmYkk8mEh62tLYlEIpowYQLduXNHo9yff/6p9QfXuXPnCAANHDhQo0xJA4gxY8YQANq3b59GfTVq1FDLqxpAzJw5U23748ePCQB98skneu6BIhcvXqQuXbqQSCRSG0gAIJFIRCNHjqQXL15olFNNc/uy6Ohoatiwodq2tWvXEgBq06YNKRQKYftff/1FAGjx4sUaz8PCwkLj+elSWFhIQ4cOJRcXF7py5YowkJsxY4ZavqSkJHJwcCA7Ozs6fvy4XnWrvDyAuHz5svC+SU1NFfJMmjSJ/vOf/xBR8QMI1fsnKChIbbtSqSR3d3eqX78+5efnC9t9fX3J0tKSMjIy1PIPHz5c6/vQ0P3KAwjG2OvGlzAxxt45tWvXRmxsrPBIT0/HzZs3kZiYCKlUik8//VTtsh4rKysA/8z6o2Jvbw8AePbsmUHtZ2Rk4I8//kDt2rXRo0cPYbtcLodIJIJEItFabvTo0Wr/d3BwQM2aNXHlyhWD2vf19cWhQ4eQlJSEX3/9FUOGDBGmuCUirF+/XqMtXXJyctRuuk5MTMS0adNgZWWFP/74A2LxP18jwcHBAID+/ftrPA83NzesXbtW5+VbL5s/fz62b9+OgwcPwsvLC//6178gEonw73//W+3ejnr16sHDwwNBQUHCDFul4e3tDU9PTxQWFgqXphER9u/fr9cN56tWrQJQdGncy0QiEXr16oXExETs27cPAHD+/HnExMSgadOmsLGxUcs/ZswYrfUba78yxpix8ACCMfbOE4lEkEqliIiIgLe3N8LCwtTm9W/Xrh1OnTqFkydPAgBevHiB48ePIzw8vFTtnT9/HoWFhWjUqJHaPQWtW7dGXFwcjhw5orWctoGFlZUVMjIy9Go3NjZW7Uds3bp1MWbMGGzatAmPHz9GVFQUPv74YwDAtm3bcOfOnRLr9PPzw/LlywEU/aj+7LPPkJWVhcWLF6NBgwZqec+cOQMAcHZ2Vtsul8uRmZmJ58+fIz4+vtj20tLSsGLFCnTq1AlSqRRA0YBo1KhRKCwsxBdffCHMoJWTk4P79+/jyy+/LPF5lGTYsGEA/pmNKSoqCm5ubrC1tS2x7Llz5wBAY38AQP369YX6gKL3BvDPDFMv07UeiDH2K2OMGRMPIBhj7w0TExPhKO+hQ4eEH3NA0Y/769evo0uXLvDz88O+fftKvdZAcnIygKIzIa9ydXVVm072Zaamplq3E5HebZ86dQpyuVxju0gkQsuWLbF582ZMnDgRAAw+s7Fy5UocO3YM/v7+CAgI0EhX3dDbsmVL4WZrHx8feHp6Ijs7G7Vq1UJmZmaxbVy8eBE5OTmoUqWK2vbFixejatWqiIqKwty5cwEA//73vzFu3DijTLE6bNgwiEQinDp1Cvfu3dNYPK446enpAKC1H6r30PPnz9XyalunQ3XG61XG2K+MMWZM2r+tGGPsHeXi4iL8HR8fj+bNm+PFixcYOHAgrly5gm3btgkzNCUkJGDatGl6152bm4u8vDxh4bOSZtV5HVJTU7F3716Ny11e9sUXX+CXX37RuqCcLnfu3MHs2bNRuXJlhIaGCmdWrly5AolEAmtra9jY2CAtLQ3nzp0r9eBL9WP55cEdUPTjevXq1RgyZAiWLFkCOzs77Ny5E2fPnhXyXL58Gc7OzqVaKdrZ2RmtW7fG6dOnER4ejr179woDlZLY2dnh2bNnyMnJQeXKldXSXrx4AQDCStqqgZG2tTpenS1LxRj7lTHGjInPQDDG3itPnjwR/nZycgIATJ8+HYcOHcKKFSvUpnc1dKXpyMhIrFu3Dt7e3gA076lQSUxMfK3XrM+bN6/YwUteXh6AokuD9KFQKDBy5Ejk5ubiX//6l3BZDgBMmjRJOKrevHlzAMD9+/e11qP6MV0c1WU8iYmJGqtDf/zxxxg5ciSICLNmzcKkSZPUjuQvWrRI6Is+z+nVxQRV0/AuXboULi4uqFq1ql51tWzZEgAQFxenkaa6TEy1b1TrVyQmJmrkvXbtmtb6jbFfGWPMmHgAwRh7r6huZvXx8cEHH3wAADhx4gQAwNPTUy2v6h4IbZcQqS5Dennxsbi4ODRq1AgNGjRAu3btcOPGDY3F5nJzc/HRRx+91gHE9evX1e4VeFVISAj69++vcU29LkuXLkVUVBS6dOmCr776StiekpKCM2fOCDcDT5gwAcA/6228rLCwEH379sWDBw+KbcvX11cYgM2aNUvjcqzvv/9eOHMyZcoU7Ny5EwBw9+5dnDhxQhgUluTx48d49OiR2rbBgwfDzMwM6enpel++BPzzvCMiItS2FxYWYt++fXBychJupm/Xrh1cXFxw+fJlpKSkqOXX9X4zxn5ljDGjKscZoBhjzKimTp1KAMjGxkZt2kwioqysLPrmm28IADVp0oQePHggpH366acEgH744QciKprDf9GiReTn50d2dnbk5OREcrlcWCOCiOjFixdUvXp18vb2ptzcXEpLS6POnTtTTk4OERWtn2Bvb0/u7u4UFxcnlPnoo4/U1lRQTfUJgJ49e6bW57y8PLKzs6Pq1auTXC4v8flfunSJAFDv3r2pTZs21KlTJ7p8+bKQnpGRQZMnTyZPT0+NtnJzc6ly5coEQG160atXr1KlSpXIxsaGkpKS1PZnv379SCQSkVKpFLZPmDCBrK2taefOncK2pKQk6tu3L+3YsaPE50BEFBsbS3Z2dgSAPv30U2HK2Vu3blGnTp1o3bp15O3tLUyr6uDgQJUqVaLp06frVf/27dsJAPn7+6u9pkREPXv2JBMTE0pJSVHbfuHCBaG9mJgYjTonTZpE1tbWwnSyBQUFNHbsWLK1taXTp0+r5f3rr7/IzMyMPvroI+F9Gh4eTvPmzaNq1aqRg4OD8D5SMWS/njp1igCQr6+vXvuDMcYMxQMIxthbr0WLFuTu7q627oGjo6OwDoRUKiUXFxcaMGAAbdq0SW3tAiKitLQ0Gj16NDk4OJBUKiWZTEYLFy6kgoICioiIoDp16lCTJk1oxYoVauWOHj1KXl5eVK9ePerSpYvaj3Wioh94n332GdWtW5dkMhm1bNmSQkNDhfTVq1dTvXr1hD7b29tT7969iYho/PjxZG9vr5b21VdfFbsfLl26RM7OzpSenk6FhYW0bt06atu2Lbm7u1Pjxo3J09OTgoKCKCsrS61c9+7dNdr64IMPiIjo888/JwBkbW1NEomEJBIJubq6kpmZmbDA26tCQ0PJ19eX6tevT61bt6aPPvqIzp8/X/yL+Ir4+HgaMWIE1axZk6pVq0bdunWjwMBAevz4MRERZWdn0/Tp06lWrVpUpUoVGj9+vMYCga+KjIwkBwcHtXUxKleuTJ999pmQJzw8nDp27Cj8f86cOeTt7S0MrlRlvL29NdZf+P3338nHx4c8PT3J09OTRo0aJQwetfXlgw8+oDp16pC/vz8tW7aMiIoWyFO9BlOmTFErU9J+ffjwobDuiaqvLi4uNG3aND32OGOM6U9EZMD0HowxxhhjjLH3Gt8DwRhjjDHGGNMbDyAYY4wxxhhjeuMBBGOMMcYYY0xvPIBgjDHGGGOM6Y0HEIwxxhhjjDG98QCCMcYYY4wxpjceQDDGGGOMMcb0xgOI99jZs2cxePBgeHh4oE2bNpg5cyYyMzNLLLd9+3b4+PjA0dERIpEIIpEIZmZm8Pb2RrNmzYotO2vWLPj4+KBKlSpCWVtbW/j4+GDs2LHGemoAgA4dOsDLywvm5uZCWwEBASWWmzRpEsRiMUQiEUxMTNC4cWP4+PigoKBAZxkiQoMGDRAZGWnMp2AU169fx/Pnz6HPki/9+/eHu7u7sL9Ur4+npyc8PT1Rp04dVK9eHZ06dcKWLVveQO+NIyIqEQ3GbMKec4nl3RW9PH36FJMnT0bTpk0hlUrRrl07BAcHQ6FQvJb2OKY1cUwzY5PL5QgODkabNm3g4+ODLl26YOvWra+lLY5pTRzTRlZ+a9hVbJfiU8q7Cwa7fv069ejRg4KCgkrMu3DhQrK3t6ddu3aRXC6nrKwscnV1JalUShkZGXq1V1BQIKx4+vPPPxvU1+joaGGl1NjYWIPKGuqnn36ili1bEgCqUaMGFRYW6syrVCpJIpGQr68vAaDJkyfr1caxY8cIAI0cOdIofb579y5NnDhRWGG5Y8eOtG7dOpLL5QbX9fIKw7oeFy9eVCuzePFiIS05OVkt7datW8JquRMmTCjT83wTMrLzqd6o/5BF/3XkNHojZWTnl3eXivX06VNq1qwZ7d+/n5RKJcnlctqyZQtZWFhQ3759NVbRJiLKy8ujlStXkr+/P3l7e1OTJk1o+vTp9ODBA4Pa5pj+B8d0xXEvOYti4lL0ftxLziq50jcsNTWVWrVqRZ07d6a7d+8SEdH+/fsJAM2aNUuvOqZOnUoLFiwwqF2O6X9wTBsXDyBekV8gpwmrT5JF/3UUsPoU5RcY/kZ4k6Kjo2n27NnUpk0bEovFBKDED5iQkBACQJGRkcK2jIwMsrKyIgC0bt06vdt3dnYmABQaGmpQvxMSEoQ3fkJCgkFlDRUaGkpz584VAnT//v06854+fZp69+5Nfn5+eu1LlS+++IKsrKzI2tqasrLK9uW1Y8cO6ty5M0VHR5NCoSC5XE779u2jqlWrUvv27SknJ0fvujIyMggAVa1alaRSqcbDycmJ2rdvr1EuNDRUeH20iY2NFdKPHTtW2qf6Rnz92xmyGvg7WfRfR1YDf6ep686Ud5eKNXHiRBo9erTG9oCAAAJA69evV9uenJxMbdq0oXXr1gnvjcTEROrYsSPZ2dnRqVOnDGqfY7oIx3TFcC85i2wHh5JF/3V6P2wHh1aoQYRCoSB/f39yd3envLw8Yfu6desIAJmZmVFubm6xdZw5c4bEYrHBAwgijmkVjmnj4kuYXvI4LQed5+5H6OHbAICQw7fQee5+PE7LKeee6Zaeno5KlSqhc+fOkMlkJeZPTU3F119/jW7duqF9+/bC9ri4OOTkFD3P13WZRHkyMTHB4MGDAQAbN27UmW/79u0YNGiQQXVnZGRALpejf//+yM7OxrZt20rdz+TkZMyYMQO7du1C8+bNIRaLYWJigp49eyIoKAgnTpxAUFCQ3vXdvXsXrq6uuH//Pm7duqXxGDp0KH744QeD+ymTyWBrawsA2Lt3r8Hl35QLd1Ow5sANKJVFp4WVSsLq/Tdw4W5KOfdMtxMnTmDDhg24ePGi2va2bdsCAPbt26e2fdy4cQgMDMTnn38OS0tLAICzszM2bdqEvLw8DBkyBIWFhW+m828Qx/T7EdOpmXnILzTsOym/UIHUzLzX1CPDhYSE4Pjx41iwYAHMzc2F7ZcvXxb+lsvlOsvn5eVh9OjRUCqVr7Wf5Y1j+u2KaR5A/E/U7adoOXUXYuKf4X+/NaAkICb+GVoG7sK528nl20EdunbtiqCgIAQFBWHJkiUl5l+zZg0yMjKEIFXx9fXF3LlzMX78eHzyySevq7vlavjw4QCA3bt3Izs7W2uevXv3ok+fPgbVu2nTJgwZMgQjR44EAPzxxx+l7uOePXtgaWmJ3NxcjTTVgC88PFzv+u7evYt+/frB2tpaI+3Jkye4du2a8MPUUKo6K+qAU65QYmzwSYjFIrXtYrEI4/7vJOSKivllbG1tDYVCoXGdbvXq1QFAGOgDQH5+Pnbv3i0MHF5mb28PqVSKBw8e4MSJE6+30+WEY1rdux7Tb6slS5bA3Nwcffv2VdseGBiIoUOHIiQkBJUrV9ZZft68eahWrdrr7maFwDGtriLHNA8g8L8zDd/sR9qLfChUo4f/USgJaVn56Dx3n3BmoqIyMzMrMc+uXbsAQO3sg8r333+P4OBgrT9G3gWtWrWCRCJBTk4Odu/erZEeHR2NBg0awM7OzqB6Dx8+jC5duqBTp06oW7cuTp48ifj4+FL1MS0tDdeuXUPdunVx7NgxrXlSUvQ/en737l20bt1aa9rChQvx1VdflaqfhYWFePbsGQCUeENeeQnefx03ktK1xvS1e+n4vwM3yqlnxVuxYgWmTZsmfNGppKWlAVDf3xkZGVAoFOjevTvGjBmjs05D3jNvE45pde96TL+Nrl27hri4ODRv3hwWFhZqac7OzggPD8eIESN0lj937hxiY2OLje93Cce0uooc06ZGr/ENycguwLWktDLX8/eTTExYfbrYPKofIONXn4KpqQiuDjZlbtfTqRpsrSuVuR5DPH36FDExMTA1NYVEInmjbRvT+fPnsWTJEqSnpyM+Ph5mZmYYMGAA5s6diypVqhRbdujQoVi4cCE2btwoHOlQ2bFjh8GnRa9evQoPDw+IxUVj8REjRmDx4sVYv349vvvuO8OeGP4Z2BUUFODatWvo0KGDkHbmzBkAgLu7u971TZgwQeuRrYcPH+LQoUP45ZdfDO4jABw8eBAFBQVo1qwZhg4dWqo6XmWsmAaAp+k5mPefCyhuPot5YedRt4Y1atkZZ8BsrJhu1qyZ1g/7M2fOQCKRqM1QYm9vD3d3d9y8eRMxMTFq+TMyMnD9+nUAhr1nygPHNMe0LncfZpSq3OWEVOQU6L4sSB/GiOkDBw4AAKRSqcFl8/PzERAQgC1btrx1ZxE5pt/NmH7ZWzuAuJaUhs7f7H/j7X75y0mj1PPXDz3Rxt3BKHXp6++//wYRoWrVqgCAnTt3Yv369bhz5w4qVaqEvn37YsaMGcWeSi1vYWFhCAwMxMmTJyGVSkFEWLFiBb7++mvcvXsXO3fuLLb88OHDsXDhQhw+fBjJycmwt7cX0iIiInD6dPGDyVeFhoaq/aAbNWoUFi9ejA0bNuDbb7+FSCQqprSmVq1aISIiAtevX8fnn3+ulvb7778DAL7++mu969N12nvFihXo37+/wf2Ty+U4dOgQxo0bh6FDh2Lt2rUwMTExqA5d3nRMF8iVGL70qNHqe10xLZfLsXPnTmRnZ+P06dOoUaOGWvqBAwcQGhqKAQMGqG1fv3495HI5OnTooNf9UeWFY5pj+nUY93+nylyHMWJadZS7WrVqyMrKwtKlS3Hy5EkkJiYKBwT69euntez8+fPxySefwNXV9a0aQHBMv7sx/TK+hOk98vTpUwCApaUlAgICkJCQgK1bt+LKlSsIDAzEkiVL4OfnhxcvXpRzT3WbMWMGnj9/LhxJEIlEmDJlCtzd3REREVHiOhZubm5o0qQJ5HK52vzbly5dQr169YTrzPVRUFCA+/fvw9XVVdgmlUrRsmVL3Lt3D0ePlu7HaZ8+fTB79mxYWVkJ2zZu3IiYmBj4+/sXe7pbH9nZ2fjtt9/0vobUx8dHeNSuXRs9e/ZE+/btMX369BKPJLHS+/TTT1G3bl04Ojpi6NChSEpKQlxcnEa++vXr49tvv1UbJKSnp2PhwoWwtrbGypUr32S3DcYxzTH9LlN976alpWHAgAHo0aMHjh07hosXL6J69ero378/fvzxR41y0dHROHfunF5rIlQ0HNPvR0zzAOI9orrhJykpCZmZmQgMDIS5uTnMzMzw6aefIiAgADExMfj+++/Luae6WVlZobCwUOOHlL29PZRKpXCdeHFUp0RfnuVh+/btGDhwoEF9iYiIQO/evTW2G+MmrZfFxcUhICAAnp6e2LFjh/ChXFphYWGQy+Vo2bKlXvljY2OFR3JyMpKSkmBpaQlfX1/06NFD+IJkxhUSEoKkpCSkpKTgzp07yM3Nhb+/f4kLTymVSowaNQoZGRnYvHkzPD0931CPS4djmmP6Xab63v39998xe/ZstGrVCkDRUeewsDA4Ojpi3rx5wuWGQNGlS+PHj8evv/5a5vdGeeCYfj9i+q29hMnTqRr++qGnUepSKgmDF/+F59m6VzCsWrkStszsrDGjS2l5Or35GRVevvThyy+/1Ejv2bMnli9fjm3btuk1o5MhDh48iAYNGqBhw4YGl121ahXGjx8PsViMyMhI3Lp1C507d4ZSqcT169dx9epVPHjwQO/6hgwZghkzZiAqKgrx8fGQSCTYvXu3wUciwsLCkJCQgOXLl6ttl8vlMDExwc6dOxEcHAwbm9LfM5OWloZevXqhUaNG2L9/v1Fm4lizZg28vLxgalq68K9Xrx5CQkKQnJyM/fv3o3Pnzrh48SIqVSrbtcLGjOmnz3Mx+t/HUSDXPdNSJVMxQr/2N+o9EMb08usjkUiwdetW1KtXD2PHjkXPnj21ztgBADNnzsSRI0ewe/dudO/e3ah9ehnHdOlwTBvm7sOMUl2OtHp8WzSsY1umto0R06rvXYlEgo4dO6qlqaZgDwsLw44dO+Dh4QEACAoKwpAhQ9CoUaMyt28IjunSeZ9i+mVv7QDC1rqSUa83HurXAL/99ybkCs3bLk1NRBjq1wDtPByN1l55qFu3rvC3tpuoVemGBLm+1q5di5kzZxr8wUREWLhwoXAat27dusjNzcW4ceNw9OhRtGjRAi1atNCY3aI4derUgZ+fH44dO4bw8HD069cPNWvWRK1atfSu48GDB6hTpw727NmjNX3gwIHYuXMntm7dii+++EItrVOnTnj48KHw/4CAAK2nqfPz89GvXz+4u7tj48aNaqdKVR4+fIhOnTqpbduwYQNatGihtV8XL17E5cuX8dlnn5X4HEsybtw47N+/H9euXUNERAQ++uijMtVn7Ji+n/ICs/6I1pn+/SfNMeADF6O1ZwwKhQIrVqwQLlt6mYODA6RSKa5fv45Tp07hww8/1Ci/evVqbNy4EZGRkWjatOlr7SvH9D84prUzRkxbVSrdzxSZS3U0kdQoOeNrpvpe1TVxyavfuxcuXMDJkyc1pnF+Ezim/8ExXbK379zYazKwjYvWwQMAyBWEga1dtaa9Tdzd3eHgUPRhrm1O4IKCojMwqpusjaWwsBCRkZGlGuFfuHBBra/BwcHw8PBA7dq1cfXqVYSFhWHixIkGXRMJAMOGDQNQdHq0NIvShIaGon///jrTVUEaGhqqkRYfH4/bt28LD9U0ay8jInzyySdo0qQJduzYofahtGjRIqFMYWGhWl23b99WWyfgVaq5qWvXrq3fEy2Gi8s/P75LOx3e6zShpwc8nKrC5JWzhiZiETydq2J8j8bl1DPdNm/ejMDAQIwYMQLp6eka6arY1HYJwJ49e7BmzRpERUWpDR6io6OxZcsWo/aTY1odxzTTRTVDj655+F/93j1+/DiSk5PRtGlTteva58+fD6DoyLRqmzFxTKvjmC7ZW3sGwtg+kNbCmaV9dabLXAx741dU/fv3x+rVq5GYmKh2RgIA7t+/DwA65yMurT179uD58+el+mDasGGDUC4qKgoBAQHo3r075s2bp5YvISFBZx0KhULjw3vQoEEICAjA7du3ERwcjCtXrujdJyLCjh07MGvWLJ15evfuDUtLS5w5cwZ3795VO6KTmJhYYhuzZ8+Gj48P5syZo5EWHBwsHAmpX78+iIqbrFTd/v1FM6K8PKtFaT158kT428nJqcz1GZupiRhrJrRD+5nqR5+URFgzoR1MTSre8RPVES93d3et8aIaVDg7O6ttj4mJwYoVK3D8+HGNAwARERHCgQNj4ZjmmGb68fPzQ7Vq1XS+R1793p02bRqmTZumke+PP/7A6NGjMXbsWINWOdYXxzTHtKEq3jdoORGLRWgiqaHzYax7H8rbnDlzYGFhgbCwMI20HTt2QCQSYerUqUZrLycnB3PnzgUAgz+Ybty4gXXr1gnlTp4smkL31ZtCT506JXwIawvSx48f49GjR2rb7OzshOvDpVKpQSP9gwcPCjef62JtbY0ePXoAMPwmrZCQEMTGxmLGjBkaaXv37kVycnKpZlXIycnBnTt3AOieNs4Q+/btAwA4OjrqnIawvDVrWBNjezQW4lcsEmFcj8Zo2qBmOfdMu6ZNm8Lc3BynTp3SmHbv4cOHuHXrljCDiMqDBw8waNAgrF27VmPwkJWVhfDwcIOP/BWHY5pj+k2qbmMBczPDpqA0NzNBdRv9L5d5nSwtLTF79mzEx8fj7NmzamkvXrzAoUOHIJVK0atXr3LqIcc0wDFdKsTeGeHh4QSAJk2aVGI+CwsL2rp1q7Btz549VKlSJVq0aJHe7WVmZlLlypUJAC1btkwjPTY2lj744AMCQCKRiBQKhZB29OhRAkAA6OLFi2rlFAoF7d27lxwdHQkAtW/fXq2Mj48PZWdnExHRmTNnyNvbm9q3b08A6PDhw5STkyPU9ejRI2rUqBFVrlyZzp07p9bOtm3bCAAtX75cbbtSqSQvLy+t+/Lp06fUuHFjqly5Mt26davY/TNt2jQCQPb29vT48eNi86ocOXKEzMzMCACZmpqSo6MjNWzYkBo3bkwNGzYkExMTcnBw0KuuVz169EjY5//973+Lzbty5Uoh75MnT9TS8vPz6eeffyZTU1OSSCR09erVUvXnTcnIzqd6o/5DFv3XkdPojZSRnV/eXdJJqVRSv379aObMmZSbmytsj4uLozZt2lCtWrXo8uXLwvasrCySyWTCa1W1alVycXEhd3d38vDwIBsbGwJAf/75p17tc0xzTFfEmL6XnEUxcSl6P+4lZ5V3l9UUFBRQnz59yNvbm+7du0dERLm5uTRq1CiqWbMmXblypcQ6lixZQgBo/PjxBrXNMc0x/bpimgcQb7mEhASSyWTk5eVF5ubmwptJKpWSTCajhQsXai0XGRlJXbt2JW9vb/Lw8CA/Pz/at2+fXm2Gh4eTRCKhKlWqCO2JxWJydnYmiURCEomEatSoIaQBoMqVKxMR0eTJk8nV1ZUqVaokpFlaWpKrqytJJBJydXVVqxcA9erVS2h77dq15ObmRo6OjuTl5UUff/wxxcXFUXJyMvn5+ZGjoyONGDGCMjIyqGnTpkKQqz4cJRIJPX36lIiKPsBtbW2FD/SoqCiSyWRUr149tTKqfTl79myysLAQ0kxNTcnNzU3jw3/mzJlUv359tedgYWFBY8aMKXHf2tnZqZXT9mjcuLFer9OrFAoFNWvWjDw9PSkzM1Nrnn79+pGnp6fafqtRowbJZDKSyWTk5uZG9evXp+7du9Ovv/5K+fkV98f4y3afTSDJF+EUEZVQ3l0pkVwup5UrV1K7du2oRYsW5OLiQlKplKZNm6bxJTFlypQS3y8AKDo6utg2OaY5pt+2mH7b5Ofn07Jly0gmk5GPjw+5ubnR559/TklJScWWW7RoEXl6epKpqanw+jVo0IBCQkKKLccxzTH9umNaRGTAhVmMMcYYY4yx9xrfA8EYY4wxxhjTGw8gGGOMMcYYY3rjAQRjjDHGGGNMbzyAYIwxxhhjjOmNBxCMMcYYY4wxvfEAgjHGGGOMMaY3HkAwxhhjjDHG9MYDCMYYY4wxxpjeeADxHjt79iwGDx4MDw8PtGnTBjNnzkRmZmaJ5YYPHw5vb29YW1tDJBJBJBKhV69eJZZbvnw5xGKxUKZRo0bw8fFBYmIiAICI0KNHD0gkEjx+/LisT++NWrp0KaRSqfDcgoKCDCqflZWFO3fuIC8vr8S8V69ehY+PD2rVqiW0JxKJ4OTkBJlMBjc3N1SvXh3169fHZ599htu3b5fyWb07dl0+gnrzO2P3lSPl3RW9PH36FJMnT0bTpk0hlUrRrl07BAcHQ6FQvJb2OKY1cUwzY5PL5QgODkabNm3g4+ODLl26YOvWra+lLY5pTRzTRvZa1rd+B8Qk3SjvLhjs+vXr1KNHDwoKCiox78KFC8ne3p527dpFcrmcsrKyyNXVlaRSKWVkZOjV3tatW6lVq1bCcvEpKSnF5m/dujV98MEHBID69u2rkZ6SkiIsy75t2za9+lDRzJw5kwDQggULDCp34MAB4bnrenh5eamVUSgU1LhxYwJAPXr00EjbuHEjmZmZkaWlJUVGRpb1qb21MnKyyH52e8JET6o1x48ycrLKu0vFevr0KTVr1oz2799PSqWS5HI5bdmyhSwsLKhv376kUCg0yuTl5dHKlSvJ39+fvL29qUmTJjR9+nR68OCBQW1zTGvimC5/91If0cWk63o/7qU+Ku8ua0hNTaVWrVpR586d6e7du0REtH//fgJAs2bN0quOqVOnGvw+5JjWxDFtHHwG4hUF8kJ8tfk7+C4djLFbvkOBvLC8u1Ss8+fPY86cOWjbti28vLxw4MABEFGxZUJDQzF37lxs27YN/fr1g4mJCZRKJZ48eYLbt29j27ZterVds2ZNSKVS+Pr6Qi6XF3sk5eHDh8jOzkajRo0AAHZ2dhp5atSoga+//hrdunVD165d9eqDLn379hWOmLxJbm5upSp39+5dAICzszOkUqnGw9bWFlOnTlUrIxaLUbNmTQAQ/n05bdiwYZgwYQJyc3MxatQoKJXKUvXtbTd3/y94lv0cAJDyIh3zDqwq3w6VYOHChfDy8kKPHj0gEolgYmKCwYMH44svvkBERAT+85//qOVPSUlBp06dYGVlhQMHDuDy5cvYtWsXLl68CE9PT5w+fVrvtjmmNXFMl6+ktMeQLuyFpks/1vshXdgLSWkV5+i4UqnEwIEDkZGRgX379qFBgwYAIBzBX7ZsWYlHtc+ePYuff/7Z4LY5pjVxTBsHDyBe8jgjBe1XjMS6s9sBAL+d2Y72K0bicUZKOfdMt/T0dFSqVAmdO3eGTCYrMX9qaqoQ/O3btxe2x8XFIScnBwAMvkxi2LBhAICNGzfqzLNjxw4MGDCgxLqWL1+OgwcPwsbGxqA+vCohIaFM5d+0u3fvYubMmUhMTMStW7fUHpcvX0bLli3xySefGFyvn58fgKL9cf36dWN3u8I7f+8aVp3YBCUVfSgrSYlfIsNx/t61cu6ZbidOnMCGDRtw8eJFte1t27YFAOzbt09t+7hx4xAYGIjPP/8clpaWAIq+4DZt2oS8vDwMGTIEhYWGHQjhmC47jmnjeJadjjx5gUFl8uQFeJad/pp6ZLiQkBAcP34cCxYsgLm5ubD98uXLwt9yuVxn+by8PIwePbpMPy45psuOY1odDyD+52xCLGRLBuLi/RtQ/u8IvpIIF+7fgM+SQYhKuFxCDeWja9euCAoKQlBQEJYsWVJi/jVr1iAjIwODBw9W2+7r64u5c+di/PjxBgfA0KFDIRaLcebMGZ0fCNu3b8egQYMMqre0Ll26hGvXKu4PRG3u3r2L4cOHa01bs2YNhg0bBhMTE4Prtba2Fv5+XdfPV1RyhRyfhc+HWKz+MScWi/H5pvmQK3R/YZcna2trKBQKREZGqm2vXr06AAgDfQDIz8/H7t27hYHDy+zt7SGVSvHgwQOcOHHCoD5wTJcdxzRTWbJkCczNzdG3b1+17YGBgRg6dChCQkJQuXJlneXnzZuHatWqlakPHNNlxzGtjgcQUJ1pGIW07AzIleovnkKpQGr2c7RbMRLrzuwopx7qx8zMrMQ8u3btAgC1sw8q33//PYKDg7X+GClO7dq14e/vDwAIDw/XSH/y5AnS0tLQuHFjg+otjcTERHz++eclXsZV0Tx9+hSenp4a27Ozs/HHH39g6NChpapXdYq8SpUqkEqlZerj22Zl5EZcf3wXCi0xffXRXfxyQvO9WhGsWLEC06ZNw8iRI9W2p6WlAQCaNWsmbMvIyIBCoUD37t0xZswYnXWmpBh2FpVjuuw4phkAXLt2DXFxcWjevDksLCzU0pydnREeHo4RI0boLH/u3DnExsYWG9/64JguO45pdabl3YGySkp7jKR0w651lNrXR80qRaP5Kw9v48vN3xabX0FKgIAxm4NgKjZBg5pOAABby8rwqt1II/+Nx/FIy8nQWpdTVUc4VXM0qL/G8vTpU8TExMDU1BQSicSodQ8bNgxHjx7Fxo0b8c0336il7dq1C/379y+2/IQJE7B3717cv38fQNF9GqNGjVLLs2XLFixfvhy5ubkAgBEjRuDatWsYPnw4PvzwQ/z111+YMWOGcE1ljx49UKlSJQDA7Nmz8fHHH6NPnz6IiopCSkoKpFIpbt26haioKEydOhW3b9/GpEmTsGDBAqHN27dv44cffsDDhw+RlJQEuVyOrl274rvvvkOtWrXKssvUHDhwACKRSGP76tWr0atXL+F5GGr37t0AigaHhg4My0tZYxoA7qU9wpx9K1Hc19OsPT/Dyc4RtWyqC9sqQkw3a9ZMbZCgcubMGUgkEgQEBAjb7O3t4e7ujps3byImJkYtf0ZGhnA63N3d3eB+cEyXDcf0P4wR04a69OAWcgryyj2mDxw4AACl+mGYn5+PgIAAbNmyxeCziNpwTJcNx7S6t34AERK1C9/+udqgMuEjl2Bo0x4AAE/HhrCvXA3JL9L0Kjs6fJ7wt1+DZjg+KVQjz6y9P2PvteNayy/oNg5BPcYb1F9j+fvvv0FEqFq1KgBg586dWL9+Pe7cuYNKlSqhb9++mDFjRrGnUnUZOHAgJkyYgJs3b+LSpUto0qSJkLZ9+3YsX7682PLBwcFYtWoV+vXrhz179mikHzx4EKGhoTh8+DBsbGyQmZmJ8ePHY+PGjejRo+i17Ny5M2JiYjBq1CisX78eBw4cQP369dXq2bNnD3JycuDq6gqg6MhsYGAgtm3bBnd3d3z77bf4+uuvYWNjgyNHjqBv377466+/0KpVK+G5DBkyBDExMTh37pzG5TGl5eio+WVVWFiIf//73/jrr78Mri8jIwOLFy/GiRMn8Ntvv+GLL74wRjffiLLGNBFh/NaFGmcTX1WgKMSgUPUb3ipiTMvlcuzcuRPZ2dk4ffo0atSooZZ+4MABhIaGaly7vH79esjlcnTo0EGv+6NexTFdNhzT/yhrTJfGF5uKfmCWd0zHx8cDAKpVq4asrCwsXboUJ0+eRGJionBAoF+/flrLzp8/H5988glcXV2NMoDgmC4bjml17/0lTGKxGB/7doOJ2PDr1t42T58+BQBYWloiICAACQkJ2Lp1K65cuYLAwEAsWbIEfn5+ePHihcF129nZCR8QL9+k9ezZMzx8+FCvHzAikUjtA+1ly5cvx/jx44WbtmxsbBAaGgovLy+kpxt2s5yVlZUwy8SyZcvw008/oXLlysjLy4OFhYVwDePcuXORnZ2tNjvGoEGD0LVrV1y4cAE3btwwqF1Dbd26FVZWVnodPd6zZw98fHzg4+MDb29v1KxZE6tWrcI333xT4lGld83NJ3/jwI2TGpcuvW0+/fRT1K1bF46Ojhg6dCiSkpIQFxenka9+/fr49ttv1WIsPT0dCxcuhLW1NVauXFmq9jmmjY9j+v2j+t5NS0vDgAED0KNHDxw7dgwXL15E9erV0b9/f/z4448a5aKjo3Hu3Dm1M45lxTFtfO9zTL/3AwgAGNzkw7f+x4Y+VKcUk5KSkJmZicDAQJibm8PMzAyffvopAgICEBMTg++//75U9atuLtq0aZMwW8SuXbt0Hl0xxMOHD7F582a12WTMzMwQEBAgXBtuCLFYDCJCbGws2rRpA1tbWxw5cgTHjx8XbmiysrICANy8eVOtrL29PYCiD93X6ZdffkGnTp30ytunTx/ExsYiNjYWV65cQXZ2Nvbu3YvffvsNTk5Oet1g/65wd3BFz8bt3/qDAiEhIUhKSkJKSgru3LmD3Nxc+Pv7l7jwlFKpxKhRo5CRkYHNmzdrvWZXXxzTxsUx/f5Rfe/+/vvvmD17tnCUvFq1aggLC4OjoyPmzZunNvtOfn4+xo8fj19//dVoR89VOKaN632O6bf+EqbPWvVHZ2krg8pI7eur/b+1iw9qVq6KlBe6R8hVrWyw+4sVEIv+CWZbS+2X+izuPQUzOo3WmuZUtXzufwCgdunDl19+qZHes2dPLF++HNu2bSvVG7lXr16wtbXFo0ePcPz4cXTs2BHbt2/HDz/8UKZ+A4C/vz9Wr16Nw4cPw9/fH76+vmjZsiVGjRpV6usO4+Pj1T4027Vrp5a+detWnDt3Tpjr+s6dO4iNjX3tRzQAIDY2FufOncNnn31WqvJmZmbw9/fHwYMH0bhxY8yaNQtKpRKzZ882ck+Nr6wxLRKJ8H+D50K6sHexBwYqmZgh/NMlGvdAaFMeMW1q+s/Hs0QiwdatW1GvXj2MHTsWPXv2VJu542UzZ87EkSNHsHv3bnTv3r1MfeCYNh6O6bJ9Txtq3dBvIbWvX+4xrfrelUgk6Nixo1qaagr2sLAw7NixAx4eHgCAoKAgDBkyRDgCb0wc08bzPsc08A4MIJyqlf1mJ7FYjCG+3bH61Bat102bik3wSfPeaN9A88ZGbRo7GvcGZWOpW7eu8Le2m6hV6Q8ePChV/ebm5hgwYABCQ0OxceNGNGnSBAkJCVpvCDXU4sWL8eTJE+zevRvbt2/H9u1Fa3U4OTlh27ZtaNGihcF1KhQKYW59bapXrw4fHx/Mnj0be/fuhZeXFz744AOdP9yKs2rVKqxa9c8CZnXq1MGRI0d05v/9998BlO7m15c5OzujR48e2L59OxYvXozp06er/TCtiIwR007VHPFDr4kI3P0vnXkW95mCgU266FXfm4pphUKBFStWCJctvczBwQFSqRTXr1/HqVOn8OGHH2qUX716NTZu3IjIyEg0bdq0zP3hmNaNY1p/xohpQzWp6wbferpnFHpTMa36XtU1ccmr37sXLlzAyZMnNaZxNhaOad04pg1T8Xv4hgxu8qHOaR3lSgUGN9H8sn7buLu7w8HBAU+ePNE613BBQdFiPaqbrEtj2LBhCA0NxY4dO9CsWTP06dOn1HW9zMbGBjt37sSjR49w7NgxnD17FqdPn0ZsbCyGDx8urBCpS3JyMqpVq6YRlK/evPWynTt3YtSoURg+fDguXLgg3Fz+8uI/+nr27Blu374t/L+4VUcVCgW2bNkCoGjqvbJycXEBAGRmZuLZs2dwcHAoc51vg0l+wxF6LgI3n/6tdibCRGyCxg6umNh+WDn2TrvNmzcjMDAQYrEY3bp104hF1f+1XQ6wZ88erFmzBlFRUXBychK2R0dHIyEhAR9//HGp+sQxrR3HNNNHhw4d8NNPP+mc3//V793jx48jOTlZ4wCAKubXrFkjzNoTGxtbqj5xTGvHMW0Yvgfif1q7+ODi9C06Hx/UN3wWk4pIdaOOtuXjVVOztW7dWq+6FAqFxodix44d4ejoiIyMDHzzzTcYOHBg2TqMolkOXFxcoFAoULt2bQwfPhyrVq3CpUuXsHjxYsTFxSE5ObnYOiZNmqT1Jq4qVapozX///n0MHToUTk5O+L//+z+1malKs3pmUFAQiEh4aNv/KufPnxfm7Vddx1kWT548AVB083zNmjXLXN/bwtTEFCHDvtNYvVVJSoQM+x6mJhXv+MnDhw8BFA32ta3yqnoPOzs7q22PiYnBihUrcPz4cbXBAwBERESUGB8qHNP645hm+vDz80O1atV0vj9e/d6dNm2acBnOy4/vvvsOADB27Fhhmz44pvXHMW0YHkD8j1gshm+9xjofxr6RqbzMmTMHFhYWCAsL00jbsWMHRCIRpk6dqqWkpsePH+PRo0dq28RisXCk09raWrhhrCzMzMzw+PFj/PbbbxppH374ISwsLNR+bKlOXapuXgOA1NRUjekvixMVFYWCggI0btxYbd7nuLg4nD9/HgBe2yI4ly5dAlD0vHV9cOorJycHx44dA1B030tpVsl8mzV39kRA+6HCvUtikRgT2w9DMyePcu6Zdk2bNoW5uTlOnTql8Vo9fPgQt27dglQqRcuWLYXtDx48wKBBg7B27VqNMxZZWVkIDw8XVrEuCcc0x3RFU8O6KixMDbt+3sK0EmpYl/5MujFZWlpi9uzZiI+Px9mzZ9XSXrx4gUOHDkEqlaJXr16vpX2OaY7p1+Xd+FXMAPyzmmFx06XVrVsXISEh2LBhA7Zt2yZs37t3L8LCwvDjjz9q3KSkzfPnz7F27VpERkZi7969ammqWR4GDBigsehKampqsX1UHYHNzMxU225jY4OpU6diw4YNwhHlFy9eYNGiRZg2bZraCp+q/qtW3f7zzz/h7e2t1hdV/bpW6JXJZDA1NcXp06eFWRxu3ryJYcOGCat4x8fHo6CgQO3ojqr/WVlZWuvVx/PnzwFArw9SVTuqqQJflpSUhCFDhuDBgwcYNmwYli5dWuo+vc0W9pyIGtZ2AICalavi+x7GmxbR2Dp27Iju3btj8eLFaqfP4+Pj8fHHH6NGjRrYunWr8AXz4sUL9OrVCwkJCWjYsCGqVasGV1dXNG7cGJ6enqhbty4SExP1GkBwTHNMV0RO1Rxxe+6+Yq8QePVxe+6+cluwVZvJkyejT58+GDt2LJKSkgAUXR4zceJEmJmZYdu2bSX+aFQdvTdkVXmOaY7p14rYWy0hIYFkMhl5eXmRubk5ASAAJJVKSSaT0cKFC7WWi4yMpK5du5K3tzd5eHiQn58f7du3T682+/fvTxYWFkJbAMjZ2ZliYmKEPI0aNaITJ04QEVFSUhLJZDKSSCRqZVxdXUkmk1FCQgKtXr2apFKpkFapUiXy9vamw4cPExGRt7c3HT16lGbMmEFNmzYlX19fat26Nf3++++kVCrV+qdUKmn27NlUq1Yt8vb2prFjx1JeXh4REQ0bNoxcXFyEdmxtbUkmk9GiRYs0nueuXbvIx8eH7O3tydvbm3r27EkxMTGUk5ND/fv3p2rVqtHAgQMpKSmJIiIiyMvLi8zMzAgAicVi8vDwoM2bN+u1T192+vRpqlq1Ks2ZM0dr+pUrV0gmk5Gzs7Pa/mzYsCHJZDKSyWTUoEEDkkql9OWXX9KpU6cM7sO7ZmfsX1R3Xifadfmv8u5KieRyOa1cuZLatWtHLVq0IBcXF5JKpTRt2jR68uSJWt4pU6aovQd0PaKjo4ttk2OaY5q9Xvn5+bRs2TKSyWTk4+NDbm5u9Pnnn1NSUlKx5RYtWkSenp5kamoqvC8aNGhAISEhxZbjmOaYft1ERK/p/A5jjDHGGGPsncOXMDHGGGOMMcb0xgMIxhhjjDHGmN54AMEYY4wxxhjTGw8gGGOMMcYYY3rjAQRjjDHGGGNMbzyAYIwxxhhjjOmNBxCMMcYYY4wxvfEA4j129uxZDB48GB4eHmjTpg1mzpypsbKkNtu3b4ePjw8cHR0hEokgEolgZmYGb29vNGvWrNiys2bNgo+PD6pUqSKUtbW1hY+PD8aOHWuspwYA6NChA7y8vGBubi60FRBQ8irEkyZNglgshkgkgomJCRo3bgwfHx8UFBToLENEaNCgASIjI43S96dPn2Ly5Mlo2rQppFIp2rVrh+DgYLXVNA2RnJyMwMBANGnSBJ6enmjXrh1+/vlnjefUv39/uLu7C/tL9fp4enrC09MTderUQfXq1dGpUyds2bLFGE/1jbh/fDd2966PB5ER5d0VvRj79S8Jx7QmjmlmbHK5HMHBwWjTpg18fHzQpUsXbN269bW0xTGtiWPayMp1GbsKLPVWTMmZKpjr169Tjx49KCgoqMS8CxcuJHt7e9q1axfJ5XLKysoiV1dXkkqllJGRoVd7BQUFZGtrSwDo559/Nqiv0dHRwsqMsbGxBpU11E8//UQtW7YkAFSjRg0qLCzUmVepVJJEIiFfX18CQJMnT9arjWPHjhEAGjlyZJn7+/TpU2rWrBnt37+flEolyeVy2rJlC1lYWFDfvn1JoVAYVF98fDw1aNCA1q9fT/n5+UREdOfOHfL396fWrVtTbm6uRpnFixcLr09ycrJa2q1bt8jHx4cA0IQJE0r/RN+QgqwM2vGhI4W3MKGd3WpTQZZ+7+/yUprXPy8vj1auXEn+/v7k7e1NTZo0oenTp9ODBw8Maptj+h8c0xXHi8f3KPXmRb0fLx7fK+8ua0hNTaVWrVpR586d6e7du0REtH//fgJAs2bN0quOqVOn0oIFCwxql2P6HxzTxsUDiFfIC/Lp3KKxFN7ChKIXjSN5QX55d6lY0dHRNHv2bGrTpg2JxWICUOIHTEhICAGgyMhIYVtGRgZZWVkRAFq3bp3e7auWaQ8NDTWo3wkJCcIbPyEhwaCyhgoNDaW5c+eSvb09AaD9+/frzHv69Gnq3bs3+fn56bUvVb744guysrIia2trysrKKlN/J06cSKNHj9bYHhAQQABo/fr1BtXXvn17rYPKp0+fkoWFBS1btkwjLTQ0VHh9tImNjRXSjx07ZlB/3rQL/5pMm1qZUXgLE9rUyowu/GtKeXepWIa+/snJydSmTRtat24d5eTkEBFRYmIidezYkezs7OjUqVMGtc8xXYRjumJ48fgebW5rTeEtTPR+bG5rXaEGEQqFgvz9/cnd3Z3y8vKE7evWrSMAZGZmpvUH4svOnDlDYrHY4AEEEce0Cse0cfElTC/JffYYR77yR/zu3wEAcbvX4chX/sh99rice6Zbeno6KlWqhM6dO0Mmk5WYPzU1FV9//TW6deuG9u3bC9vj4uKQk5MDAK/tMonyZGJigsGDBwMANm7cqDPf9u3bMWjQIIPqzsjIgFwuR//+/ZGdnY1t27aVqa8nTpzAhg0bcPHiRbXtbdu2BQDs27dP77ru3buHEydOaD1lbW9vDzc3Nxw7dszgPspkMtja2gIA9u7da3D5NyX1xnnc2RoMUioBAKRU4s7WVUi9cb6ce6aboa//uHHjEBgYiM8//xyWlpYAAGdnZ2zatAl5eXkYMmQICgsL30zn3yCO6fcjpvOfP4OyIM+gMsqCPOQ/f/aaemS4kJAQHD9+HAsWLIC5ubmw/fLly8LfcrlcZ/m8vDyMHj0ayv99jr2rOKbfrpjmAcT/PLt6FgdH+CLtVgxA/wtSUiLt1kUcHNEUz65GlW8HdejatSuCgoIQFBSEJUuWlJh/zZo1yMjIEIJUxdfXF3PnzsX48ePxySefvK7ulqvhw4cDAHbv3o3s7Gytefbu3Ys+ffoYVO+mTZswZMgQjBw5EgDwxx9/lKmf1tbWUCgUGtdpVq9eHQCEgZ4+Hj8uGvzeuHFDazoRwc7OrtT9BCrugFMpl+PcwjEQidU/5kRiMc798CWUxXxhlydDXv/8/Hzs3r1bGDi8zN7eHlKpFA8ePMCJEydeb6fLCce0pnc5pt9WS5Ysgbm5Ofr27au2PTAwEEOHDkVISAgqV66ss/y8efNQrVq1193NCoFjWlNFjWkeQKDoTMNfX3VAQUYaSKH+o4IUChRkpOKvr/wRH/F7OfVQP2ZmZiXm2bVrFwConX1Q+f777xEcHKz1x8i7oFWrVpBIJMjJycHu3bs10qOjo9GgQQODA/Xw4cPo0qULOnXqhLp16+LkyZOIj48vdT9XrFiBadOmCR90KmlpaQBQ4g1wL3NycgIA/Pjjjzh+/LhaWkJCAq5fv45Ro0YZ3MfCwkI8e/bM4P68SXe2/oKM+OsgpfoHJykVyIi7ijvbVpVTz4pnyOufkZEBhUKB7t27Y8yYMTrrTElJeT2dLWcc08fV0t71mH4bXbt2DXFxcWjevDksLCzU0pydnREeHo4RI0boLH/u3DnExsYWG9/vEo7p42ppFTmm3/oBRPaTJKTEnip6XD6tNU9+Rto/eWJPQZ77z6g2/e4VnF80FqSQa/zQUCGlAqSQI/rHr5D4Z7hQT9YD7W++jL9vCHnS71zWmqc8PH36FDExMTA1NYVEIinv7pTa+fPnMWjQIHTq1An169dHw4YNMXPmTGRlZZVYdujQoQC0nx7dsWOHwadFr169Cg8PD4jFYojFYowYMQJEhPXr1xtUz8uaNWuGpUuXCkcyVM6cOQOJRKLXDBUqtWvXRrdu3fD8+XN06NABXbt2xc6dO3Hp0iX07NkTP/zwAzp16mRwHw8ePIiCggI0a9ZM2KfGUtaYBoDsx/dwefVcFF3+qd2V1XOR/SQJqdejK1RMG/L629vbw93dHQAQExOj3ueMDFy/fh0AhDwVFcc0x3RJMW2o9DuxFSKmDxw4AACQSqUGl83Pz0dAQADWrl0LkUhk7K69VhzT73ZMA+/AAOLvvaH46yt//PWVP45O6KI1z7OrZ4Q8f33ljxePEoQ0O4knzKvW1Ksti2r2uPTLTKGe25tWaM13+f/mCHnOLxlv+JN6Tf7++28QEapWrQoA2LlzJ/r27Qt3d3fIZDLMnz8fL168KOdeFi8sLEwIqCNHjiAhIQETJkzATz/9pHEkQBvV6dHDhw8jOTlZLS0iIgL9+vUzqD+hoaFqRwZUf2/YsAFEun+8GkIul2Pr1q3Izs7G6dOnUaNGDYP76ObmBqDoeQ8cOBC+vr5o2bIlpk6danBfDhw4gHHjxmHo0KE4evQoTExMDKqjJGWNaSLC+Z8CNM4mvkopl+PCTwE4MWNghY7pkl7/AwcOYP78+QgJCVHbvn79esjlcnTo0EGv+6PKC8c0xzRQfEyXRvQPX1aImFYd5a5WrRqysrIwf/58dOjQAS4uLujcubPWo+wq8+fPxyeffAJXV9fX1r/XgWP63Y9p4B0YQJSVSCyGc5ePISph54pMTOHU+eO37ijAy54+fQoAsLS0REBAABISErB161ZcuXIFgYGBWLJkCfz8/Cr0IGLGjBl4/vw5xP+7rl0kEmHKlClwd3dHREREietYuLm5oUmTJkKwq1y6dAn16tXTOJpQnIKCAty/f1/tw10qlaJly5a4d+8ejh49auCzU/fpp5+ibt26cHR0xNChQ5GUlIS4uDiD63FwcEBUVBSaN2+utv2PP/5A8+bN8fDhw2LL+/j4CI/atWujZ8+eaN++PaZPn44qVaoY3J/XLTPhJh6fOQgq4ZpPUsjx6PSBEgca5UXf179+/fr49ttv1QYJ6enpWLhwIaytrbFy5co32W2DcUxzTL/LVN+7aWlpGDBgAHr06IFjx47h4sWLqF69Ovr3748ff/xRo1x0dDTOnTtn0JHsioJj+v2I6fd+AAEATp0G6fVjw6mzYafNKprc3FwAQFJSEjIzMxEYGAhzc3OYmZnh008/RUBAAGJiYvD999+Xc091s7KyQmFhoUaA2tvbQ6lUCtcfFkd1dOPl06Pbt2/HwIEDDepLREQEevfurbHdWDdphYSEICkpCSkpKbhz5w5yc3Ph7+9v8MJDR48eFRYUOnLkCL7++mthZobY2NgSb5qPjY0VHsnJyUhKSoKlpSV8fX3Ro0cP4QuyorBxcUftNj30OihQu21PiExM31DPDFPa11+pVGLUqFHIyMjA5s2b4enp+YZ6XDoc0xzT7zLV9+7vv/+O2bNno1WrVgCKzkiEhYXB0dER8+bNEy43BIouXRo/fjx+/fVX4Uf424Rj+j2JaaNPDPuGvXh8j5IvnSx6xGqf7zzveeo/eS6dpMKcF2rpSoWCdnzoUOy80ju7OZJSoaBn184J9WTej9Pa3vP460KetNuvd/GVl6kWSdE1J/KhQ4eEOYFPnjypkX7kyBECQC4uLnq3qe/80gcOHKA7d+4I/zdkfulffvlFWJTl/v37dPjwYSIqmlv7ypUrtHHjRpJIJDrrCg0NVdsnDx48ENbMiIsreg0bN25MT548EfLoM7907969ydPTk2QymdrDw8ODTExMyMrKSu9F+fTx+PFjMjU1papVq9KLFy9KLkBF80BXqlSJpkxRX/sgMzOTFixYQGZmZgSAbty4oZZe0vzSREQ9e/YkAOTp6SksfGMMxohpfeaO39KuaK74ihzTL9P39Z82bRpZW1vTgQMHStUOxzTHdEWK6dSbFw1aA0L1iIv4vULE9LBhwwgASSQSremffPIJAaBvv/1W2DZr1ixaunSpWj7V6/c614HgmC679yWmid6BdSCsHZxQ06dt0UPWRmsec9tq/+TxaQtTS2u19H8uY9J+JFK4fEksRnWPFkI9VepqvxHZ1rWxkKdqo4pz7XHdunWFv7XdRK1Kf/DggdHbXrt2rTAbgCGICAsXLhSOwtStWxfOzs4YN24c3N3d8dNPPyE1NVVjdovi1KlTB35+fgCA8PBwXL16FTVr1kStWrX0ruPBgweoU6cOrl69qjbyj42NxbVr19C3b1/k5ORoPQrRqVMnuLm5CY9Vq/6ZDUihUGD58uXYtGmTRjkHBwdIpVKkp6fj1KlTAICHDx+q1eXm5obo6GihzOLFi2FhYYEffvhBra4qVaogKCgIy5YtAwDcvHlT7+euMm7cOABFs4xEREQYXF4XY8S0tYMTZOOKP5PmPW4hrB2cKlRMG/r6v2r16tXYuHEjIiMj0b1799fWT4Bj+mUc08UzRkwbqmojnwoR06rvVV0Tl7z6vXvhwgWcPHkSX3/99Wvrky4c0//gmC7ZWz+AMJaiy5i0Xwv9Lly+BBTNxOLg4ABA+5zABQUFACDcZG0shYWFiIyMhI2NjcFlL1y4oNbX4OBgeHh4oHbt2rh69SrCwsIwceJEg66JBIBhw4YBKDo9WppFaUJDQ9G/f3+d6R999JGQ71Xx8fG4ffu28Hj5A3vz5s0IDAzEiBEjkJ6erlFW9dqoTgEXFhaq1XX79m21+aevXLkCqVQKKysrrf0sy8wMLi4uas+pomk0eCJsJZ4QidUvZRKJTWDbwAuNPqp41xYb+vq/bM+ePVizZg2ioqLQtGlTYXt0dDS2bNli1H5yTKvjmGa6dOjQAYDuefhf/d49fvw4kpOT0bRpU7Xr2ufPnw+gaC0n1TZj4phWxzFdsop58W85qOHdGh+uj9aZXrWRz5vrzGvUv39/rF69GomJiWpnJADg/v37AIDWrVsbtc09e/bg+fPnpfpg2rBhg1AuKioKAQEB6N69O+bNm6eWLyFB94wdCoVC48N70KBBCAgIwO3btxEcHIwrV67o3Sciwo4dOzBr1iydeXr37g1LS0ucOXMGd+/eRcOGDYW0xMREneVUN0q5u7tr3V+qDytnZ2cARTfQUjGzSFSuXBmpqak60/PyilZ49fX11ZlHlydPngh/q+axrkjEpqZoOfc3HBqt/n4mUqLl3N8gNq14H3+Gvv4qMTExWLFiBY4fP65xACAiIkI4cGAsHNMc00w/fn5+qFatms73yKvfu9OmTcO0adM08v3xxx8YPXo0xo4di6CgIKP3k2OaY9pQfAbif0RiMaq5+ep8vLqa7dtqzpw5sLCwQFhYmEbajh07IBKJDJ4yrDg5OTmYO3cuABj8wXTjxg2sW7dOKHfy5EkA0Lgp9NSpU8KHsLYgffz4MR49eqS2zc7OTrjEQyqVonbt2nr36+DBg8LN57pYW1ujR48eAAy7Satp06YwNzfHqVOnNKZde/jwIW7duiXMIKGPQYMGCQvRaLN161b07t0b9evX17uPKvv27QMAODo6Gjyt3ptSvXFzNBo84Z/4FYvR6KMAVHevmAtlleb1f/DgAQYNGoS1a9dqDB6ysrIQHh5u8JG/4nBMc0y/SeZ2NSCupP+lLwAgrmQBczvDptF8XSwtLTF79mzEx8fj7NmzamkvXrzAoUOHIJVK0atXr3LqIcc0wDFdKka9o4KVq/DwcAJAkyZNKjGfhYUFbd26Vdi2Z88eqlSpEi1atEjv9jIzM6ly5coEgJYtW6aRHhsbSx988AEBIJFIJNxgRUR09OhR4eafixcvqpVTKBS0d+9ecnR0JADUvn17tTI+Pj6UnZ1NRERnzpwhb29vat++PQGgw4cPU05OjlDXo0ePqFGjRlS5cmU6d+6cWjvbtm0jALR8+XK17Uqlkry8vLTuy6dPn1Ljxo2pcuXKdOvWrWL3z7Rp0wgA2dvb0+PHj4vN+3Lb/fr1o5kzZ1Jubq6wPS4ujtq0aUO1atWiy5cv61UXEVF+fj516tSJPD091fZzQUEBrVq1iry9vbX2beXKlcLr8/JNa6o6f/75ZzI1NSWJREJXr17Vuz/loSArg3Z86Pi/yRBqU0GW8W6YMzZDX/+srCySyWTCa1W1alVycXEhd3d38vDwIBsbGwJAf/75p17tc0xzTFfEmH7x+B6l3ryo9+PF43vl3WU1BQUF1KdPH/L29qZ794r6lpubS6NGjaKaNWvSlStXSqxjyZIlBIDGjx9vUNsc0xzTryumeQDxlktISCCZTEZeXl5kbm4uvJmkUinJZDJauHCh1nKRkZHUtWtX8vb2Jg8PD/Lz86N9+/bp1WZ4eDhJJBKqUqWK0J5YLCZnZ2eSSCQkkUioRo0aQhoAqly5MhERTZ48mVxdXalSpUpCmqWlJbm6upJEIiFXV1e1egFQr169hLbXrl1Lbm5u5OjoSF5eXvTxxx9TXFwcJScnk5+fHzk6OtKIESMoIyODmjZtKsxeoPpwlEgk9PTpUyIq+gC3tbUVPtCjoqJIJpNRvXr11Mqo9uXs2bPJwsJCSDM1NSU3NzeND/+ZM2dS/fr11Z6DhYUFjRkzRq/9K5fLaeXKldSuXTtq0aIFubi4kFQqpWnTpml8SOijsLCQVqxYQc2bN6f69euTp6cneXl50ezZszVmn+jXrx95enqq7bcaNWoIM1e4ublR/fr1qXv37vTrr78afVaH1yXp2C7a1cuZ7h/fXd5dKZEhr/+UKVPU3me6HtHR0cW2yTHNMf22xfTbJj8/n5YtW0YymYx8fHzIzc2NPv/8c0pKSiq23KJFi8jT05NMTU2F169BgwYUEhJSbDmOaY7p1x3TIiIjLcPHGGOMMcYYe+e9Gxf2M8YYY4wxxt4IHkAwxhhjjDHG9MYDCMYYY4wxxpjeeADBGGOMMcYY0xsPIBhjjDHGGGN64wEEY4wxxhhjTG88gGCMMcYYY4zpjQcQjDHGGGOMMb3xAIIxxhhjjDGmNx5AMMYYY4wxxvTGAwjGGGOMMcaY3ngAwRhjjDHGGNMbDyAYY4wxxhhjeuMBBGOMMcYYY0xvPIBgjDHGGGOM6Y0HEIwxxhhjjDG98QCCMcYYY4wxpjceQDDGGGOMMcb0xgMIxhhjjDHGmN54AMEYY4wxxhjTGw8gGGOMMcYYY3r7f/nWpA362DRUAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"1\": \"o\",\n", + " \"16\": \"p\",\n", + " \"32\": \"d\",\n", + " \"64\": \"s\",\n", + " \n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":\"solid\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"dotted\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"dashed\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [128]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " for batch in [16, 32, 64]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " numhardware_row = []\n", + " for numhardware in [1, 2, 4]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " numhardware_row.append(throughput)\n", + " \n", + " if all([x is None for x in numhardware_row])^ True:\n", + " results_data.append(numhardware_row)\n", + " legends.append(str(batch) + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(batch)])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[network])\n", + "\n", + " x_axis_labels = [1, 2, 4]\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.72), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"DS-MII: Scaling of 7B Models on A100 GPUs \\n for Input & Output Size 128 (fp16)\"\n", + "x_axis_title = \"Number of GPUs\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 3.3\n", + "\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "\n", + "legend_title = \"Batch Size & Model\"\n", + "\n", + "save_pdf = \"DS_MII_7B_scaling_A100.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8a94732e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c6507bb", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_12/.ipynb_checkpoints/Fig 12-checkpoint.ipynb b/Plots/Fig_12/.ipynb_checkpoints/Fig 12-checkpoint.ipynb new file mode 100644 index 0000000..ab4f15c --- /dev/null +++ b/Plots/Fig_12/.ipynb_checkpoints/Fig 12-checkpoint.ipynb @@ -0,0 +1,297 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "63f4d470", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "834f897f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\":\"vLLM\",\n", + " \"Deepspeed-MII\":\"DS-MII\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\"128\":{\"TensorRT-LLM\":\"o\", \"vLLM\":\"p\", \"Deepspeed-MII\":\"d\"}, \n", + " \"2048\":{\"TensorRT-LLM\":\"s\", \"vLLM\":\"v\", \"Deepspeed-MII\":\"h\"}}\n", + "\n", + "color_dict = {\"128\":{\"TensorRT-LLM\":\"#238b45\", \"vLLM\":\"#4292c6\", \"Deepspeed-MII\":\"#f16913\"}, \n", + " \"2048\":{\"TensorRT-LLM\":\"#807dba\", \"vLLM\":\"#ef3b2c\", \"Deepspeed-MII\":\"#88419d\"}}\n", + " \n", + "linestyle_dict = {\n", + " \"TensorRT-LLM\":\"solid\",\n", + " \"vLLM\":\"dotted\",\n", + " \"Deepspeed-MII\":\"dashed\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"TensorRT-LLM\", \"vLLM\", \"Deepspeed-MII\"]:\n", + " for inp_out in [128, 2048]:\n", + " for network in [\"mistralai/Mixtral-8x7B-v0.1\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [4]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(inp_out) + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(inp_out)][framework])\n", + " colors.append(color_dict[str(inp_out)][framework])\n", + " linestyle.append(linestyle_dict[framework])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle = linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + "# plt.yscale('log')\n", + "# y_axis_labels = [50, 100, 300, 1000, 3000, 5000, 10000]\n", + " plt.yticks(fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.75), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"Mixtral-8x7B: TRT-LLM vs DS-MII vs \\n vLLM on Four A100 GPUs (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 7.5\n", + "fig_plot_height = 2.7\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.4\n", + "\n", + "\n", + "legend_title = \"Input/Output Length & Framework\"\n", + "\n", + "save_pdf = \"TRT_LLM_vLLM_DS_MII.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dac5a352", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d52dfe23", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1452b6d7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a40e8fc3", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_13/.ipynb_checkpoints/Fig_13-checkpoint.ipynb b/Plots/Fig_13/.ipynb_checkpoints/Fig_13-checkpoint.ipynb new file mode 100644 index 0000000..720b4c1 --- /dev/null +++ b/Plots/Fig_13/.ipynb_checkpoints/Fig_13-checkpoint.ipynb @@ -0,0 +1,355 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "465c203a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8aa071e1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a67e031e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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MpVIRABIKhToh1q9cuUIAaPLkybzy48ePc30uXbrEq1u2bBkBoD179nBlcrmcBg8eTF26dKGsrKwynQNR0T9ziURCwcHBFBwcTH5+fuTl5UVdu3alNWvWUG5uLq/PP//8QwBo0aJFvPLExEQyMTGhGTNm8Mo1C5c1a9ZQjx49iEgtCgHQ7NmzuXaGRN3t27dJLBbTyJEjdebfqVMnsrKy4r0HREQuLi7UqVMnGjJkCD1+/Jju3LlDAMjFxYXXTrMI+v3333nlPXv2JADUsGFDXvmRI0cIALeo13Do0CG99/vFixd17gcNmvsCAP3555+8un///VfvQ4YxY8YQAPrrr790jlGjRg2ubNasWQRAR4zv3bu3zIvmzz77jADQyZMneeVPnz4lkUhEgwcP5pVXlqh7/PgxiUQiXlj64miOpX3fBgcHk7W1NQkEApo4cSI9ePCg3MfWXtSuWrWKAFCjRo14bUJCQriHLCUthstz/RITE8nU1JSaNWvGa6tQKLh7tLgYK+97bEjULViwQO/DrPHjx9OAAQN0yotTkc+nq6srAaBvv/2WV/748WMCQL179y71uJq5az5Dx44dK7W9Jj0EANq8eTOvrlWrVgSAPv30U155Xl4emZubU4MGDXjlaWlpZG1tTZ07d+aVq1QqatCgATVp0qTU+WzZsoWbz6+//lpq+9LQ3CsuLi4UHBxMQUFB5OXlRQ0bNqQJEyYYTOnARB2DUTrM/ZLBKIZQKISJiQkyMjJ4bk0ikQj29vY89z199O/fn/fa09MTANCiRQvUqFGDKzc1NYWjoyMXvKGyjq/hyJEjiIqKQu/evXnH1QRl0MwLABeNTaVScW5dGho1aoQaNWpg06ZNPJcpTZ969eqhcePGvD4at0Lt5LBisRibN2/G33//zYW1Lg+1atVCZGQkIiMjcefOHdy/fx8HDhzAhAkTdKKxrVmzBgB09hQ5OTnBx8cH69at47kCCoXqr8IdO3ZwiepnzZqFzZs347PPPit1bj/88AMUCgV69eqlU9ejRw9kZ2fj999/55ULhUJkZWVBJpPBzc0Nfn5++Pvvv3H48GGdMQQCAfr27csr07x/xY+pCdpR/L4yMzMDoHbN06ZmzZoAgNTUVL3HBdThxrt168arCwoK0hkvKysLv/32G2rVqoWuXbty5QqFAgKBgHMtU6lUWLt2LZydndGkSRPeuJow5D/88IPOfLRRKpX44YcfYGtrqxO8oXbt2mjYsCG2bduGlJSUEsepCGvXroWnpycvLL0htO/byMhIZGRk4N69e3j8+DG8vb0xfPjwMic2L87AgQMhEolw9epVzkUuJiYGJiYmpe5JKu/127hxIwoKCtC2bVteW5FIpNdVrjLeYw3Pnj3DoUOHdN7LTz75BBkZGaX2r8jnU3Pvjxgxglfu5uYGa2trnc+RIbS/mwoLC0ttr/0dW/x7zdCczMzM4OnpqTOnTZs2ISsrS+d7UCAQoHXr1rh48SIiIyNLnI+dnZ3euWmzevVqhISEwNXVFU5OTnBycoKLiwtCQkJ0voc0zJs3D5GRkbhx4wbu37+Pq1evYs2aNWjUqFGJ82EwGIZhoo7BKIa5uTmuXLmCM2fOwM/PDwqFAleuXMGGDRsMhg/Xpvi+A02kPX2LLLFYrDPmyx5fw9mzZwEA3t7evPLPPvsMd+7cwddff63Tx9raWu9C1c3NDenp6Xj06JFOnb+/v972AHT2q7wuzp07x5uHBoVCgezsbGRmZupdbFy4cIELqW1lZYXBgwdzYqgkLl68CIAvlDXUrVuXG7s4ly9f5uVS6tKlC3x9fXXaOTk56czD0H2lidJY/F5p2bIlzpw5g9OnTwMAcnNzcfLkSWzZsqXEcwOgN7qjJkpdQUEB73zkcjm8vLx4YdubNWuGmJgYHDt2DADw4MEDpKWl6bw/AJCens6NVRL3799HZmYmPDw89IaIr1u3LlQqVanjlBeZTIZff/0VDRs2rFB/gUAAb29v7N+/H0FBQdi4cWOFo1Q6OjqiXbt2AMC9jzt37tR5AKCP8l4/zW993w/69opVxnusoU2bNrh37x5cXV3RuXNnzJw5E3v37kXNmjVx5MiRUvtX9PNZo0YNWFpa6pTb2Njw7vuS8PLy4v4uSwAR7Yd2hvbg6dvbZmNjoyMaDX0PAmV/D7S/XwwJ6MmTJyMyMhIXL17E8+fP8fz5c2zatAmRkZHcgxwGg/Hq0Y3RzGAw4OXlhZycHAwdOhRXr15FixYt0KhRoxKTnmowMjLSW65v4fQqjq8hOTkZgNpSUHwefn5+evsYsqBpkn6npqbyFimG+mi3rwo0C6PiFoLCwkLk5eXB0dFRr0D29/fXu4grDc1iRzs5ugZN4ml9eaeUSmWZgmQYuqeA8t1XzZo1w759+zBx4kSkp6cjIiKiTME09OWl0oehew7gL0Q178+tW7cQEhLCa5ednQ1HR0e9KQS0KemaAyVf95fhzz//REpKil7xXR5EIhHGjBmDDz/8EEeOHMHly5d1LN5lYciQIThy5Ag2b96MefPmYffu3di5c2ep/cp7/TTt9d2LGmuvNpXxHmsYMGAAbt68iRUrVuDw4cOcNdvc3ByrVq3C+++/X2L/in4+y3rfl0SLFi1gZGQEmUxm0GqljaaNs7OzwXusrPPSvAcTJ07kpfFQqVRISUmBo6NjqdZDX19f1KpVCwkJCXjy5EmJbbW/S/QJyZdB25ukLJT0nclgvK0wUcdg6GHmzJlYunQp1q5diw0bNnB5bxYuXFhtjm9iYgIAkEqlZe5j6Omzplw7J1xJfUpq/zqwsrJCeno6Ll68yC3ayoLmqX150ZynvpD5ubm5AMBzga2MY5aX3Nxc9O3bFzdv3sTOnTs5MRkbG4upU6dWyjHKes9pHgQEBgbi/PnzFTpWSdccKP26VxSNRUyfcC0v2hbQhw8fVkjU9e7dG+PHj8ejR4+wdetWCASCMuXNK+/10zzs0Nden/toZbzH2ixYsAAzZszAv//+i3PnzuH8+fM4e/Ysxo0bh3bt2pX4OXqZz+fLYmVlhX79+mHLli1lskyeOXMGAPD++++X64GNoWMDanf0Tp06VWgMoVCIIUOGYOnSpXqtmdqUNzJzebC2tgZQ9H6VREZGRoUjcDIY1RnmfslgFGP79u1YuHAhxowZg9GjR3OCSiaTISEhodocX9+eJ230PTVOTU3V+8Q6NjYWlpaWOq6cgHoPT3E0bpoVyb9VGWgWx/Hx8XrrDS0MKmKlA4osgvquhSYsuaEFe0WPWV6mTZuGI0eOYNWqVTzrYGxsbKUdo7R77vHjx1CpVPDx8YGFhYXB9wfQLxS08fHxgbW1NR4+fKg3lPuDBw8gEol0rEQvg0Kh4KxE+qxT5SUpKYn729XVtdT2SqVSJ1G5paUll8pj4sSJ6NOnT5mOXd7rFxwcDED9HhZHX3j8yniPNbRo0QIxMTGwtLREt27d8PXXX+PEiRM4deoUlEolLl26VGL/l/l8VgYLFy6ElZUVjh49yrk96uPUqVO4f/8+3N3dMWPGjJc+bmnfg1KpFDKZrNRxpk2bBkdHR1y7dg3Xr1832E6zr/NVEBAQAEAt2J49e1Zi29OnT5eYJJ3BeFthoo7BKMapU6cAFP0T0bBjxw5uo7i+RVBVHv/mzZto1qwZVqxYwZX17dsXVlZW2Lt3r84T6sjISMyaNUvv8TV53zRcunQJ6enpGDVqFCcwtblx44aOQDx06BAAYMyYMVyZUqnEyJEj0b179woHhigrEydOBAC9+drkcjl69uyJp0+fVtrxxo8fD5FIxOWx02bv3r2wsrLCu+++W2nHqwiG7iuN5aky7mlPT0+0bNkSd+/e1QnAUFBQgP79+0OlUkEikWDMmDF49uyZ3n2XT548Qa9evUp0tRKJRBg3bhwyMzO5c9Nw//593L17F3379q0U8aUhOjoaeXl5APgBJCrKX3/9BQAICQkpU2LqxMREpKam6lhENMGNMjIyyrw/r7zXb/DgwRCJRPjnn394bVUqFbZv3w6Afw9VxnuswcLCQu/3VXh4OKytrUu1ylT159PV1RXff/89pFIppkyZordNYWEhpk2bBjMzM2zcuJHnLllRRowYATMzM4N5K2fMmMF9V5eEg4MD1q9fD4lEgmnTphkMmLJy5coKWwRLw9PTk9vvvHjxYoPtLl26hGvXrmHIkCGvZB4MxhtNVYbeZDBeNZs2bSIA1KdPH526M2fO6A0J/+uvvxIA6tq1K8nlciIi+vPPPykoKIgaNGhAACg6OprL9aWhS5cuBICuX7/OK9+1axcBoO7du/PKpVIp2drakr29PXecih5/4sSJBIDMzc11ji0Wi6lv376UnZ1NROpUDqGhoXTz5k1eWwDk5OREnTp1osjISCIiyszMpCZNmpCXl5dOGgJNuojmzZtTly5duJDgt27doho1atCgQYN47Suap+6bb74hAGRjY0OFhYVl7jdx4kQyNzfnpVWIi4ujnj170u7du3lt9+3bx13zktC8x2fPntWpW7FiBYlEItq+fTsRqcOGf/XVV2RsbKxzPLlcTg4ODgSAkpOTDR5PKpWStbU12dvb6+Rt+vDDDwkALV++nFeuuc6a1Awahg8fTgDoq6++IiJ1KPqFCxdS69atycbGhlxdXUmhUPDuq7S0NAJAvr6+OnNLSEggAOTn58crf/DgAdWsWZN8fX25vHq5ubnUv39/+vnnn7l2eXl5FBYWRl5eXrx78cKFC9SqVSsuJ15J5OfnU3h4OPn6+nJ51pKTk7my4tf2gw8+0BsqvqycO3eOu4fv379fYltNXkkrKyuSSqW8upycHPriiy8IADVo0KDE1AgaFAoFffzxxwSAZsyYQSqViquTSqVkZ2dHQUFBOv006UXs7e11cuKV9/rNmzePlxdPLpfTxx9/TEuWLCEA1LNnT1778r7HmvD/2rkhiYjLgzd16lTKyckhInV+tqVLl1KrVq1418IQ5fl8SqVSsre3J2tra533Lj8/n2xsbMjGxkanrjT27NlDZmZmNGzYMF4eyXv37lG7du3IxcXFYO44lUpFQUFBBICSkpJ4dUqlknx9fQkAPX/+nFe3detWEolENGfOHG6+ubm5NGPGDJo6dWq55n/y5EmqUaMG9ezZkx49esSVZ2Vl0fTp02nkyJGUnZ1NRkZGenN5KpVKsre3JwC0ePHich2bSJ0/UHOeU6ZM4aWhkMlktGXLFgoICChT/j0G422EiTrGW8nly5cpODiYzMzMuEWYl5cXrVixgp49e8bli9LUubu7c//gVCoVLViwgNzd3cnFxYUCAwNpzJgxlJSURNHR0RQSEkJ169al8ePHk1wup1OnTpGHhwc3lpWVFZdYt3nz5mRiYsLV+fj40IULF2jVqlXk5OTElTs7O9N3331XoeMTER0+fJhsbGz0JuI9d+4cde3alWrVqkWNGjWi9u3b6xUleJEDKC0tjYYPH06hoaHk6OhII0aM0FkoEPFzAEZGRlKXLl0oMDCQXF1dae7cuTyhSqRe4IWGhpKHh4dOYmx9tGvXjoKCgsjU1JS7Tk5OThQcHKw335Q+1q9fTw0bNqS6detSs2bNqH///nT58mWu/tSpUxQUFKRznwQHB/MSlH/33Xfk4+PDtTEzM6OgoCCaNGkS73j79++npk2bkq+vLwUGBlK/fv10Fhht2rSh2rVrc2M5ODhQcHAwbdiwgdduxYoV5OjoyLWrVasWrVq1iqKiosjX15cEAgHhRf7DoKAgUigUNHToULK0tOT6eHp6cjnC0tPTadSoUeTk5ETe3t4UHBxMCxYsIJlMRvv376fatWtTgwYNaNWqVURENHjwYG4BBoBcXV1pwYIFRETUp08f3ufHzc2NlwA7Li6O3nvvPapTpw4FBwdTkyZNeMmGNeTl5dHs2bPJw8ODfH19qXnz5vThhx9SQkJCmd5fzRhffPEF974FBgbSrFmzuIcYROrFtL+/PwmFQu6aBQQE6M3NVxKZmZnk7u5OERERpFQq9bYJCwvjvT+az7cmT523tze5u7tTnz59aOvWrQbH0Wbx4sW86625b9atW8e1GTt2LM2bN4973bFjR/L39yeRSMT1cXR0pODgYN5DlbJcP23WrVtHXl5e5OXlRZ06daKDBw9SZmYmd4x69erRpk2beOOX9h7v37+fAgMDSSKREF7kvvT396dt27YREdHo0aPpu+++ox9++IHCw8OpQYMGFBYWRp9//rlOjsqSKMvnc+rUqeTs7Mx77yZMmEBERJMmTaIaNWrw6sorjOLi4mjKlCnk7+9P/v7+5OXlReHh4bRs2TJOsBZnxYoVXH43jUDX5DdduHAh1apVi1dXPD/jmTNnqGPHjlS7dm1q0qQJdejQgXbs2FGueWtIS0ujefPmUWhoKHl7e1PDhg2pefPmvBx2HTp04Im6nTt3UnBwMNWtW5ebp1gspoCAAAoODtbJY1gSeXl5tGjRImrevDnVrFmT6tWrR6GhodSsWTP63//+R6mpqRU6LwbjbUBA9Ar9yBgMRrVBIBDAzc1N754ZfZw8eRIREREYMWIEfvvtt1c6NwaDwWAwGAyGYdieOgaDwWAwGAwGg8GoxjBRx2AwuKS46enpZU6BoOmTmJj4yubFYDAYDAaDwSgdJuoYjP84Q4YMQf369QGoQ4zXqlUL06ZNM9i+oKAAwcHBXMS9I0eOwM3NjYuAx2AwGAwGg8F4vbA9dQwGg8FgMBgMBoNRjWGWOgaDwWAwGAwGg8GoxjBRx2AwGAwGg8FgMBjVGCbqGAwGg8FgMMpJfn5+VU+hQlTXeTMYjJJhoo7B+I/w/fffw8fHB8HBwQgPD8f58+df27EXLVqE4OBg2NvbQyAQQCAQwNzcHIGBgRg4cOBrm8ebgkKhwLx58+Dt7Q0/Pz/4+/vjxx9/rLTxCwsLsXr1aoSHh6N+/foICAhAcHAwpk2bhvj4+Eo7ztuCTCZDSEgI/Pz8IBQKuXvU3d0dISEh+Pvvv6t6ipXK3bt3ERAQACMjIwgEAowcObJK53P48GF06tQJwcHBaNq0KVauXAmFQlGlcyqNyMhIjB07llemVCoxb948eHh4oEGDBmjTpg2ioqJe+9zu3LmDUaNGwd/fH+Hh4fjggw+QlJTE1fft27fM+UgZDEY1ompznzMYjNfBkiVLyNHRke7du0cKhYKaNm1KHh4er30e6enpBIAA0O7du1/78d8UBg4cSDVq1KBHjx4REdGePXsIAG3duvWlx75//z7Vr1+fQkJC6NKlS1x5amoqTZgwgUxMTGjDhg0vfZy3lQkTJhAACgkJqeqpvHL27t1LAGjEiBGVPvadO3eoa9euNHfu3BLbrVu3juzs7Oj48eNERBQXF0ehoaHUoUMHKiws1NvnxIkTNGjQIAoNDSUfHx/q27cvHT16tMxzUygUFBYWRidOnChzH23u3LlDgYGBlJCQwCufMGEC+fj4UEJCAuXk5JC7uzu1a9euQsfQJi4ujoYOHUqjRo0qte1vv/1G1tbW9PPPP5NMJiOpVEotWrQgBwcHiouLIyKiW7duUWBgID179uyl58ZgMN4cmKhjMN5yMjMzydTUlL7++msiIrp+/ToBIGdn5yqZj0bUVXRBVdVkZGRQ69atK9z/2rVrBIA+/PBDXrm3tzf169fvpeZ269YtsrW1pfr161NGRobeNpMnTyYAtGjRopc6VnGuXbv2SsRBRXiZucyZM4cAvNR7/CYRHBxssC42NrZSRd2lS5fo888/p+bNm5NQKCQANGfOHIPtHz16REZGRvTDDz/olItEIpo9e7ZOn+nTp9N7771Hjx8/JiKigoICWrJkCQGgadOmlWmeixYtqvB3UHJyMrm7u9M///zDK4+KiiIAtGXLFiIqEsxNmzYt9zE0482ZM4fat29PRkZGZXqfjh49SkKhkH7//XeuTKlUkpubGwGgWbNmceU//vgjBQcHU35+foXmx2Aw3jyY+yWD8ZZz7NgxFBQUIDAwEAAQEhKCP/74A8ePH6/imVVPHj169FL97927BwAwMTHhlZubm8PY2LjC48rlcgwbNgwZGRlYtGgRbGxs9LabP38+bGxsMGvWLFy8eLHCxytObGxspY31srxJc6lK0tPTkZmZ+dqOl5GRASMjI7Rv3x7BwcGltv/qq68gl8vx7rvv8srd3d0RERGBpUuXIisriyv/66+/EBUVhV9++QVubm4A1J+jadOmoXfv3li6dCkOHjxY4jGjoqIwd+7c8p/cC8aNG4fw8HC0a9eOV37gwAEA4L5nu3Xrhp07d1Y4f6fmvJs3b45mzZqV2l4ul2Ps2LHw9vbG0KFDufLMzEw8efIEgNo9VMPo0aNhbGyMmTNnVmh+DAbjzYOJOgbjLefhw4cAAAsLC66se/fu8PHxqaopVWs2bNjwUv1r164NALh27RpXlpKSgrt372LQoEEVHnf9+vWIjIyElZUVunfvbrCdlZUVBg4cCIVCgalTp1b4eMV52etSmbxJc6lKXvd16NixI+bOnYu5c+di8eLFJbaVy+XYvXs36tWrBysrK536sLAwFBYWYu/evVzZtm3bYGtri8LCQp32rVq1AgBs2bLF4DFVKhXGjRuHgICAsp4Sj927d2Pv3r2YPn26Tl3x71mxWIx+/frBxcWlQscKCwvjrmVZ9tvu2LEDsbGx6N+/PwQCAVduZ2eH1atXY8SIEZgyZQpXLhAIMG3aNKxevRqXLl2q0BwZDMabBRN1DMZbDot0VjkQEXbu3Il169a91DhNmzaFnZ0dTp06hefPn6OgoADDhw/H+++/j27dulV43I0bNwIAQkNDIZFISmyrefJ/9uzZl7ZqKZVKrFmzBn/88cdLjVMZvElzqWpOnjyJBQsWVNnxS7sHb968iczMTNSpU0dvvcYSd+HCBa4sPT0dGzZsgLu7O1JTU/X2S0lJMXjM5cuXo23btvD39y9t+nqZN28eAgICEBISolP3Kr9nS7uWADjxqxG32kyaNAm//fYbatSowSvv2bMnzM3N8dVXX1XORBkMRpXCRB2D8ZZy5coVhISEYO3atQDU7jYhISHo168fr93FixfRpUsX+Pj4ICAgABERETh69CivTY8ePVCzZk0IBALOwnfhwgU0a9YM9vb2+PLLL196vl988QXs7OwgEAgQGhoKIsK6devQq1cvuLu7w9nZGV9++SWIiOtTUFCAevXqcdEKN23ahGfPnmHIkCEICwuDq6srZs2aBblczvXZunUrHBwcuD7aUeB+/vlnbg7F6z755BN89dVXkEql3LXV/BQUFJT5PI2MjDBu3DgoFAqMHTsW7du3x7Bhw/Ddd99V+Nrl5+fj7NmzAID69euX2t7DwwOAWqgeOXIEALBs2TLY2tpy567Nl19+CUtLS7117777LtasWQMA+OOPP7hrEhERAQCIiYmBi4sL1/fMmTO4e/cu+vTpg4YNG8LDwwMrV67kva+vai6vmt9//x2NGjVCUFAQvL29MWnSJKSlpXH18fHx8PX15SJs/vXXX4iNjcWYMWPQunVrWFlZoWXLlrh9+7be8RMTEzF+/Hj4+/sjMDAQwcHBWLhwIY4fP45u3brBxsYGBw4cwJIlS/Dxxx8jJycHCQkJvHtVY1EqTkJCAj788EO0bNkSVlZWiIiIeKWRG+/evQsAOkJDQ82aNQEUuSsDQOvWrQEASUlJSExM5LU/d+4cAMDX11fvePfv38euXbsq7G547Ngx3Lx5Ex07duSVa+6z/fv3AwC6du2KkJAQTJ48GQDQpEkTiEQiCAQCLFiwAFlZWRg3bhyaNWsGFxcXTJgwAdnZ2RWakwalUsl9jr29vcvcTyKRICIiAn/++edLu5UzGIw3gCrd0cdgMF45msAP+oIC7N69myQSCS1btoxUKhURqSMxGhkZ0ffff89rm5eXR46OjuTt7U3JycnUrFkzevr0KVlaWpJAIKCsrKwyzQclBErJzs4mR0dHsrS0pEmTJtEff/xBROrN/lOnTiUAtHbtWp1+y5cv54KPdO3aleLj44lIHTjE3t6eevXqxWuviX4HgGJjY3l1UqmUQkND9dZp5v8yQTR27dpFderUIaFQSEKhkKKjo7m6d955h2rXrk2Ojo7cj6enJ0VFRZU45v3797nrOn369FLncO/ePa79F198wZXn5eWRi4sL6fvXkJWVRXXq1NFbV5aAG5MmTeKO17NnTy6Qy4kTJ8jExIQ++ugjXvtXOZeSqGiglGnTppGlpSWdPn2am2PHjh0pMDBQJ2iNJrDH+++/T4MHD6bMzEwiIoqOjiZHR0dyc3OjgoICXp9Hjx6Rg4MDeXt7c1ELb968Sba2tmRsbEyJiYkUFhbGi6Dq5uZGbm5uBuesuVaNGzemtm3bcsFHHjx4wH3WFQpFua6DhhMnTpQYKEXzmR08eLDe+oMHDxIACgoK4soUCgWtXr2afv31V17b58+fk4mJCUkkEoqJidEZS6lUUqtWrejq1atERDRixIhyB0qZMmUKAaDffvtNb71mTH3fGbt37yYANGjQIOrevTvduXOHiIji4+PJ09OTGjduTDKZzOCxS7unExISuM9zXl4eHT9+nPr160eBgYHk6+tLkydPpuTkZL19Z82aRQBozZo1JV8ABoPxxsMsdQzGf5SUlBSMHDkSzZs3x6effspZPXr37o1Ro0Zh8uTJ3NN0ADAzM4OXlxcAtRvTkiVLYGFhgcLCQpiYmEAkEr30nCwtLeHt7Y2cnBwYGRlxe8OEQiG+/PJLmJub691f0qBBAwDqXHxz587lXLoCAgLw+eefY9++fby9OSKRyOATfSMjowq7Z5XGtGnTMG7cOGzevBnDhw+HSqXCF198wdX/9ddfuHnzJmrWrIn09HSsWbMGDx48KPXpu7bLWVmCrRgZGXF/Jycnc3+bmZmhXr16evtYWVlxFr6KoHmPli9fju+++44L5NKmTRuMHj0aq1evxtWrV1/LXCqbY8eOYenSpfjiiy/QokULAOo5btiwAdHR0Vi0aBGvfWhoKAD1/q+VK1fC2toaAODp6YkJEybgyZMnnOVFw+LFi5GSkoJp06ahVq1aANRBOcaOHQupVIrt27fj4sWLFdqXeeXKFXz77becy2P9+vXx8ccf4/79+/j333/LPV5Z0LgrisVivfWaezQvL48rE4lEmDRpEkaNGsVr+8UXX6CwsBCff/653vti5cqVaNGiBRo2bFjh+Z46dQoAKnTfae79HTt2YNiwYfDz8wMA1KlTB4sWLcLly5dfylL//Plz7u9Vq1bh77//5vbYLl++HBs2bEDjxo11rJtAkWX/5MmTFT4+g8F4M2CijsH4j/L7778jJycHvXr10qnr0aMHFAoFfvjhB165UCgEESEyMhLNmzeHtbU1jh07hpMnT8Lc3LxS5qURlyNGjOCVm5mZwdPTk+eOVbxPvXr10LhxY15d586dAagDiVQlP/74I5YtW4adO3eiVatWWLBgAczMzLBjxw7eAt7Ozg5hYWGYOHEi+vbtq+NiqA/ta68viERxtBM7V9b7Vhqa82jRooXOPqrOnTuDiKptgBONy2fv3r155U5OTvDx8cG6deugUqm4cs216NKlC+dmqCEoKAgAdO5zTQRDjaDToBFi9+/fr/D8mzRpwgmN4vO4efNmhcctCU30V0NJxjXlpqamJY6za9cu/PzzzxgyZIjeqJbR0dHYunUr/ve//73UfOPj4wGAE+DlQfN+m5iYoGfPnry6Tp06AXi57ydt9++DBw9i6dKlsLCwgFAoRJcuXTB//nw8efIEH3/8sU5fzcOVp0+fVvj4DAbjzYCJOgbjP4omnL2np6dOXd26dQHwgxRoePjwIS9cecuWLREWFlbp89NnpbGxsSlRtOizsGkWvVeuXKm8yZUTpVKJ+fPnw8fHh9vfVbt2bcyYMQMAMH78eOTm5gJQ73O7fPkypk2bVubxPT09IRSqv861Q8AbQnufV1n24FUmb+p7VF5SUlKwdetWAEX7uTTnoUGhUCA7OxuZmZl697IZuscB6OzTDA8PB6Ar9h48eABA/3UtK/qsT2ZmZgDKdj9VBM15SqVSvfWaz7mtra3BMS5fvowRI0ZgzJgx+P3333UegKhUKowePRpr1qx5qXQhgDpIC1B0XSpC/fr1eVZyQB0t097eHrdu3TJ4LUpDe1/i2LFjderfeecdAMD+/fshk8l4dZqHOtrfCQwGo3rCRB2D8R8lIyMDgP4n4ZoFkL4cV0qlknMxe5VUxIKkLzS65vwMRct7HTx69AhPnz6FpaUlr3z69Onw8PDggmUAape8iIgIHYtMSVhYWHAWSkOBMLTRblM839ar5k19j8rL2bNnOZc1zYK4SZMmvKAkAQEByMvLg6Ojo95gGOW5x6dPn4727dtj2bJliIyMBACcPn0aP//8M1q2bIn33nuvwudiyAUSAC+ATWWicX8uLYqlIdfj2NhY9OjRAzNnzsSPP/7IPdTQZvXq1QgLC0OTJk1eer6aVAXFRVF50HfvA0X3f0WFlbOzM3f++gS6xjIulUp1rrdGSGqnvGEwGNUTw9/kDAbjrUbzpFxfKG6N1chQZDqNJe9NQ18USk1Z8WTcJbk1lsWFUZuEhIQSRZhmsXb79m0UFBRwizgTExNs2LABrVu3xrZt21C/fn3s3r2b278DqKNHmpqacvntDPH+++/j4sWLuH79OpRKZYl7HM+cOQNA7QpZfNFcWddFoVAgPT1dx72wKt4jQ3N5GY4ePcot0q2srJCeno6LFy++tEXIEKampujevTvOnTuHjh07wsbGBg4ODli6dCnGjBlT5j2tpd2rr4uQkBAYGxtzbo3FiYuLA1BkodQmPT0dPXv2xPLlyzF48GBe3ZQpU7BixQoA6n1wDx480Inmqxl79OjRsLCwQGhoKH7++ecS5+vk5ISMjAzuu7EiGIqSqymviGsnUPRQ5+LFi7wE4xo0QlQgEOgcQ3M+lfnZYDAYVQOz1DEY/1E0T69jYmJ06jQuXcX3p2kobnF6U9B3LppQ3ZrgFBo0VhJ9T96jo6PLfMzCwkLOymYIDw8PCAQCFBQUcC57Gpo3b45Zs2YBAObPn48BAwbA3t6eq//555+596MkRo0ahdDQUKSnp+ssYrXJysrC9u3bIZFIsHr1ap36kq6LvutriJiYGL2pLirrPaqMuVSUwsJC7Ny5kxN1ms+JIYHyMkJAw+rVq3Ht2jVkZGQgOTkZDx48wNmzZzF+/PhyBSkaOnToS8+lMjA3N0e3bt0QGxur1yPg8uXLMDY21tmDJpPJMGTIEKxYsUJH0EVHR/MCu+zZswe3b99GZGQk76dHjx4A1J+tyMjIUgUdUHRvagRhRXj48KGO5TM7OxtpaWnw9fV9qf2tffr0AQBeGhYNmvsyODhY5xia9q/ChZ7BYLxemKhjMP6jDB8+HBYWFlx+JW327t0LsViM999/vwpmVnFu3Lih43546NAhANARXhr3r+J7lK5fv47r168bPIaZmRnviXtMTAwXFdQQDg4O3L6WL7/8Ejk5Obz66dOnc3uHFi5cyAXWSE5OxpYtW8q0X0osFuP333+HjY0Npk2bZlBI/O9//0NmZiYWL17MReXTxtB12bt3r0H3MM1CsSzX5dixYzr7tA4dOgSBQIDRo0e/1rlUlIULFyIlJYUTdRMnTgQA7Nu3T6etXC5Hz549XzoQxeHDh1GnTh2dPVklYW5uzrsO2dnZJe5Re93MmjULQqEQ27Zt45Wnpqbi+PHjmDRpko63wOjRo9G8eXO0b99eZ7wffviB90CkMtHkp9OOCFxeMjIycOLECV6Zoe+n8jJx4kQ4Ojpi48aNOnW7d+8GAEydOlWnTnM+HTp0eKnjMxiMN4AqTajAYDBeOR988AEBoM2bN+vU7dixg0QiES1fvpzLU7dhwwYSiUS0evVqnfYNGjQgAHTp0qUKzSU1NZXLp7Rr1y6depVKRUFBQQSAkpKSeHVKpZJ8fX0JAD1//pxXp8mJ1bx5c+rSpQulpKQQkTpPXY0aNWjQoEE6x0pOTiZbW1sKCQnhcjg9efKEhg4dSn369CEAdODAAZ1+nTp1IhMTE3r48CGpVCoaOnQoXbt2rdRzj4+P5/KudezYkZvjs2fPqHv37rRq1Spq27Ytd31q1KhBZmZm1L9//1LH1ubu3btUr149aty4MV2/fp0rT01NpUmTJpGJiQlt3LjRYP87d+6QkZERderUiXJzc4lIfR2HDx9OrVq1IgBcni1tvL29ycnJidLS0qiwsJDeeecdLp8aEdH69esJAHXo0IEGDBjAja3JU/fZZ5+9trmUxPDhw3Xyo2nIyMigzz//nAQCAQHg5UubOHEimZub0549e7iyuLg46tmzJ+3evZs3jiZv2fjx43WOsWXLFgJAH3zwAa98+vTpBIBq165N3t7e5O3tTT4+PtSoUSMaNmwYXbx4UWescePGEQA6e/YsERHNmDGD9u/fz9WfP3+eAFC3bt10+m7fvp0A6OQPLCua85g8eXKJ7RYuXEh2dnZ0+fJlIiLKzc2l7t27U4sWLaiwsJDXdt68edznw8TEhOrUqUPe3t7k7+9Prq6uXC640ujSpQsBoB07dpT5fHJzc8nOzs5g/kLNmJprrY0mz1xAQAC1a9eOy2WnyVPXokULksvlBo997tw5AkA9evQocY4nTpwgMzMzWrVqFfd9fv78ebKxsaFx48bp7ePq6kr+/v5cewaDUX1hoo7BeEvZs2cP+fv7k1AoJABkZGREAQEB1LdvX16706dPU7t27cjLy4uCgoKoc+fOdPz4cV6bwYMHk7u7O7egsra2puDgYFq4cGGZ5rJw4UIKDg4mBwcHbgwzMzMKCgqiAQMGEBHRihUryM3NjavXThq+cOFCqlWrFq9OO2mxRtSNGDGCIiMjqUuXLhQYGEiurq40d+5cgwum27dvU9u2bcne3p46depE8+bNo/z8fFq0aBEBIGNjYwoMDOT1efz4MXXo0IEcHByoWbNmtH379jJdAyJ1kuQJEyZQ7dq1ycrKitq1a0cffPABlzBZLpfTwoULydXVlUxNTWngwIFlTuquTW5uLi1btozCwsLI29ubfH19KSAggKZMmUJPnjwptf/p06cpLCyMHBwcqEePHvTNN9+QQqGg8ePHEwAyNzenzp078/pERkZSeHg4OTk5UatWrXTuIY2omzNnDh0/fpzatm1L3t7e5OnpSd9+++1rnUtxpFIpeXh4UO3atbl7DAA5ODiQh4cHeXh4kKurK4nFYl598QcT69evp4YNG1LdunWpWbNm1L9/f06sEBHl5+dTUFAQmZiYEAASCATk6+tLhw4dooyMDAoICCAjIyOuzs/Pj06dOkVE6mTs48eP5/oW/zE1NdURuGlpadSvXz+qUaMGhYWF8R7UdO7cmSwsLLj+Pj4+9NNPP1FqaioFBASQsbExV+ft7a33AUdxYmNjKTg4mAIDA3X6BwcH04IFC/T22759O4WGhlJQUBD5+/vTzJkzdQTd9evXOTFd0s+ECRMMzq9v377k6enJtRWJRBQQEEA3b94s9dyI1InpxWIx74HTd999Rz4+Pjrfa5MmTeJdF7xIaP/48WPq06cPhYSEUK1ateijjz7iHlhoI5VKKTg4mIKDg3nvk7u7OwUHBxs8zxs3blCfPn0oMDCQgoKCKCwsjDZs2KC37eXLlwmAwXoGg1G9EBC9otBWDAaD8Zo4efIkIiIiMGLECPz2229VPR2GHn777TeMGjUKc+bM0ZtPjFEy//zzD1asWIEBAwagbdu2cHZ2hkAgQHJyMvbt24ePPvoIixcvxpQpU6p6qm8teXl5CA4OxuDBgzFv3rwy93v8+DHc3d3RunXrNyrJ9/DhwxEXF4cTJ06UKR8mg8F4s2F76hgMBoPBeIPJzc1Ft27d0KZNG4wcORKurq6QSCQQi8WoVasWJkyYAG9vb7i4uFT1VN9qzM3NsWHDBnz77bfVPln31atXceDAAfzyyy9M0DEYbwlM1DEYjGqPJvBGYmJiFc+EYQj2HlUcMzMzeHh4YN++fTqBgJKSkjB9+nTUq1ePi4DIeHU0b94cixcvxujRo6FSqcrUR3PvJyUlvbK8f+UhPz8fY8eOxfbt2/XmtWMwGNUT5n7JYDCqLQUFBQgPD0dMTAyXb8/V1RVLlizBwIEDq3h2DEAdxr13796IioqCXC4HAHh6euLXX39Fy5Ytq3h21YeUlBQsWLAAhw8fhlwuh4WFBQQCAZydnfHuu+9i2LBhzOLyGlmxYgWSkpKwZMmSEtu1adMGkZGRnLBzcnLC9OnT8cknn7yOaeplyJAh6NOnD/r27Vtlc2AwGJUPE3UMBoPBYDAY5eTSpUvVMr/b5cuXDeYgZTAY1ZdqLeqioqLw9OlTpKWlwcLCAjVr1kRQUBCMjY2remoMBoPBYDAYDAaD8VoQV/UEysuNGzewatUqHDx4EMnJyTr1xsbGaNmyJcaNG4fevXszdxQGg8FgMBgMBoPxVlNtLHXPnj3DBx98gAMHDoCIIBKJ4OrqChsbG5ibm0MqlSI3NxdxcXHIy8uDQCCAp6cnfvzxR7Ru3bqqp/9KUalUSEhIgKWlJROxDAaDwWAwGIwyQ0TIyclBrVq1IBSyGIrVlWoh6rZu3YoPPvgArq6uGDJkCDp16gR/f39IJBK97Z88eYJjx45hz549OHz4MCZOnIgVK1a8tTfq06dPWShrBoPBYDAYDEaFiY+PR506dap6GowK8saLuoULF2L9+vVYtWoVunTpUu7+MTExmDZtGvLz87F3716YmZm9gllWLVlZWbCxsUF8fDysrKxe23Hj4uLg6ur62o7HeHtg9w7jVcLuLwaDUV2piu+v7OxsuLi4IDMzE9bW1q/12IzK443eU/fll1/i8ePHuHnzJkxMTCo0hqenJ/bu3YtNmzahX79+2LNnT4XHelPRuFxaWVm9VlFnaWn5Wo/HeHtg9w7jVcLuLwaDUV2pyu8vtoWnevPG+iMWFBTAx8cH69evrxQRNnToUMyfPx+xsbGVMDsGg8FgMBgMBqPy2HvjGMLXjcC+m8eqeiqMasgbK+pMTU1LTB58+/ZtTJ8+HT/99BOvPDY2FjNnzkRSUpJOn0aNGsHX17fS58pgMBgMBoPBYFSU7IJcjN8+D0m5aRi/fT6yC3KrekqMasYbK+pK4tKlS2jSpAmWLVuG8ePH4/79+1ydu7s7mjRpgq5duyIqKqoKZ8lgMBgMBoPBYJTOrAPfIjUvEwCQkpuB2X9/V7UTYlQ73ug9dYaYOXMmvvvuO1y5cgVKpRL169fn1ffs2RPu7u747LPPsG/fvqqZJIPBYDAYDAaDUQqXn9zGd6e2gqCOXagiFb79dwuGhnZDY7eAKp4do7pQLS11WVlZGDVqFNasWYMffvhBb6qCoKAgvS6YDAaDwXh7YXtSGAxGdUKhVOC9Lf/TWcsKhUK8v/V/UCgVVTQzRnWjWoq61NRUlJaJQS6XIyEh4TXNiMFgMBhVDduTwmAwqhur/92MO4nRUKqUvHKlSolbCdH49tSWKpoZo7pRLd0vmzRpgk8++QTLly+HSCTS22bq1Knw8PB4zTNjMBgMRlWhb0/Kqr6fVe2kGAxGmSAiKFVKKFRK7rdCpYRCqXhRpoJCpXhRpoRCpXhRpiy5XKlnzBflSlJx4/OOpadcXaZ1rBfHU5KSX84rKzoeNyetcaUKKdLyskq8LjP/Wo2+wR3gauf8mt4JRnWlWoq6uXPnonHjxtizZw+GDx8Ob29v1KpVC1KpFPfu3cPWrVtx/fp1HDhwoKqnymAwGIzXANuTwqiOaAsZvngoRTiUWVAUE0TKUo6lLX4MlmuPq11mWFCVRWgVt1Qx1CiUCkzYsQB/jvuO5ZFjlEi1FHU+Pj7Yt28fBg4ciK+//pp3kxMRRCIRVq5cic6dO1fhLBkMBoPxOtDek6K9MNTsSbk2bQfEomr57+6thIgMWi70CYfyCwqFYaGh71hlKK+wlciQ5eaFoGJChlEaCpUSB+6ewr2kR/BzZh5oDMNU2/9y7dq1Q2xsLDZt2oRz584hOTkZJiYmCAoKwvDhw3UiYjIYDAbj7USzJ6X4TmvtPSmfRAyvkrlp0AgZva5gr0pQlOB2Vh53tDK7nZVmuXkxropUVfpeMBiGEAlFEGt+RGKIhSKIhEKIhWJeuUgghFgkKlYugkggelH+ok6nrKhcCAEO3juDJxmJJcaJEAtF6OzbAr5O9V7jlWBURwRUWsQRxhtPdnY2rK2tkZWVBSsrq9d23CdPnsDNze21HY/x9sDuHUZFICJIFTLkSvORI81DrjQf0SlxGPTbNMhLiBAnFoowplk/mBuZluCOpt+aU6qVqBRBpSlnQobxplIkPoSckNH8iIoJHN3yImHDiR8tUaMuExku1xpXn6AyVM4TWiI9xzJULtIzpkZkCYSv3b0xLj0R3l91R6FcarCNicQY97/485XuqauqdSSjcqm2ljoASE9Px6ZNm3D58mUQETZt2oTc3FzMnTsXX331FYyNjat6igwGg/GfRaFUIFear/6R5SOnMJ8nyNR/6ykrzEOurED9m1dXAIWq/OG9FSol1p7Z/grOkFFd4YsMQ8JBe+H/agWFrqAyUG7QSqSnXJ/lqJj4qgohwyjC1c4ZX70zCZ/uW2awzdfdJrMgKYwyUW1F3fr16/HRRx8hN1cdstrJyQkAYGFhgRYtWqBPnz7Yv38/xOJqe4oMxlvJ3hvHMGH7fKwdNBu9gtpV9XQYLyAi5MsKShBaGmGWpyXS8pArLSgm0orKSnr6zHj9SETisgkKjUAobqExICj0WW0MuZ3pWnO0RY6B8vJYc/RZjoqV68tty2BUFZNbD8H6i/tx7/kj3h5LkVAEP6d6mNRqcBXOjlGdqJbul3/99Rf69++P8ePHIyIiAmlpaZgzZw7i4uK4Nps3b0ZCQgKmTZtWhTN9PTD3S0Z1IbsgF/Xnv4Pk3HQ4Wtrjway/YGVqUdXTqpbIFHJOTPGFlj5rmB7xVcwalivLLzX/Z3VGJBDBwtgUEpGkVDewsrmHFRMpXFn5LDTlsRLpii89c9ARVEzIMBhvOpef3EaT5YO56L0AIBAIcOnTrQh19X/lx2ful28H1dKMtWjRIuzYsQPdu3fnylavXs1rM3jwYERERPwnRB2DUV34r+YRU6qUyJMW8CxdZXE7LMkaVtIesuqGSCiCpbEZLIzNYGlsrv5tYg4LI9Oiv7XqLIxNub/zZYUYufkLSBVyg+O/jj0pDAaDUVEauwXgw1bvYs3pbVCRCkKBEB+2eve1CDrG20O1FHWZmZk8QQdAxydcIBBwrpkMBqPqqS55xIgIhXJpkRVMsyeME10luR0Wa//CQpYvK6jq06pUzI1MiwktU74g01dmYg4LIzNYmpi9EGZFdcZio5fa15OQlcz2pDAYjGrNgncmYfu1Q8hKSIVNbXvM7/phVU+JUc2olqJOLpdDLpdDIpEYbJOamork5OTXOCsGg2GIV5lHTK6UF+35kuYXs4apRRVfdOWV0F5d9jZFKjQWG5UitEyLiS6NMNMVX5Ym5jCTmLxxrnxsTwqDwajumIiM0DHTAxfPJSK8gwdMREZVPSVGNaNairrmzZvjvffew48//ghTU1Od+sLCQowePRrt27evgtkxGIzilJZH7IMdC9DeO1yPNSxfbxREbWuYVCGrknN6FQgFwhKElqmW+6G2VUxLfBVrb2FsBonI8MOvtwWxSIxfB89Dk+V88aYiFX4dPJ8lHmcwGG80ycnJmDhxIm7evAkAuPjPGQwZMgRr1qxBzZo1q3h2jOpCtQyU8uzZM4SFhUEul6NTp05wdXXF+vXrMWrUKMTHx+PIkSMAgCtXrqBOnTpVPNtXDwuUwniTeZKeAJ8F3VH4FokvDWZGpjyxpbGG8cRXcbfDEqxhJhJjFl78JZi8a6HOnpT/wp5NBoNRfbl+/To++OADZGVlQanU8jQQiWBjY4O1a9ciJCTklc6BBUp5O6iWog4AHj58iJEjR+Ls2bM6dQ0bNsSmTZvg4+NTBTN7/TBRx3hTISJ0WzcRR6LOQaHlFlcVSERiw/u7SnM71GMNMzc2hUgoqtJzYvDRRFdV70lxYNFVGQzGa4eIoFAooFKpoFAooFQqdX409X/99Re+++47AIBKpev2LxQKIRQKMXfuXAwYMOCVzZmJureDauuT4uHhgdOnT+PWrVs4d+4c0tLSYGVlhcaNG6NJkyZVPT0GgwHgXtIj/H33dLn7CQSC8gktTqzpE2nq30bit98N8b8O25PCYLweiAhKpZITLvoEjHZ5SQKnPH005Yb6lDZmeedckfPQJ84qikqlgkqlwqxZsxAUFPSfMVYwKka1FXUaAgMDERgYWNXTYDAYeiiQF8JUYoyCUpJQiwRCtPIMxZbhi2BlagFTiQlzQ2SUC7YnhfEqqIgYKY9YKY8YeRkxVNlz0nYTZLx67O3t4eXlVdXTYLzhVHtRp82WLVtw7tw5ODo6YuzYsXB0dKzqKTEY/1l+u7gP47fPL1MgE4lYgt+GLICTtcNrmBnjbUN7T4pmRwER4fbt2+jZs+dr2ZNSnSlu+aiosKgKMfKq58RgVDUikQjvvPPOGxd1mPHmUS1FXadOnRAfH4+MjAxYWFggOjoaEyZMwLp16+Di4oIGDRqgadOm+Pfff+Hi4lLV02Uw/lNI5TJ8vGcxfji7o8x9WB4xRkXZvn075s6dCyLScXtSKpXIyMjA4MGDMXfuXPTp0+e1u4kZcuMqj/Aoz5wr4rpWTbfWMxgAALFYDJFIBLFYDKFQCJFIxP1oyrR/a9fr+ylP24r00W4bGxuLlStXlnh+SqUSXbp0eU1Xk1GdqZaBUrZt24YJEybghx9+QP/+/REfHw93d3dYW1sjOjoa9vb2OHnyJH7++Wds2rSpqqf7ymGBUhhvCs8yn6Pfr1Nw4fFNXnnPwAhEpzzB/eQnevOIvUyeOsbbgUKhQH5+PvLy8rgfzWvt37m5udzrpKQknDp1qqqnzmC8cipLpGhET2n9i9eX5ZiG6vWVVcZ5aH5XZ1QqFZo3b460tDSDbezt7XH27NlXeq4sUMrbQbVcRW3duhU7d+5Eu3btAAAnT54EESEiIgL29vYAgDZt2uDzzz+vymkyGP8p/o2+jAG/TUVyTjpXJhQI8VW3SZjR/n1cibvD8oi9JRARpFIpT4DpE2ElibPi9VJpyfsuGW8/+gTHm2hdqaw+ZR1TKBSyPcZvKUKhEF27dsWWLVv07lNkrpeM8lAtV1IPHz7kBB0AXL16FQKBQCfqpVwuf63zOnz4MFasWIGkpCSYmZlhwIABmDRpEsRi/Zc5MTERc+fOxYULFyAQCNC4cWPMnj0brq6ur3XeDMbLQERYeeJ3TP9jJc8KZ29ug60jFqODTzMAQGO3AHzY6l2sOb0NkiwF5NZifNjqXYS6+lfV1P8zKJXKUoVWWa1j+fn5yM/PZ4ESKohAIHjl1pXyCIbyWGRepbARiURMuDD+k3Tp0gUbN27UW8dcLxnloVqKOomEH5r80qVLAIAWLVpwZXFxcbCzs6vwMWJiYrB69WpcvHgROTk5cHZ2xuDBgzFy5EiIRLq5qX788Ud8/vnn2LVrFyIiIhAfH48+ffrg4MGD+PPPP2FsbMxrHxcXh/DwcAwbNgyXLl2CQCDA/PnzERwcjGPHjqFhw4YVnjuD8brIleZj9NY52H7tEK+8kYsfdr+/Em52tXjlczqOx/6ftsE4Vg5ZPQn+N3/c65xutYCIIJPJKiTADNUVFhZW9WlVGhKJBObm5tyPSqVCTExMqf0GDhwINze3ShUhFenDnrgzGAxtGjZsiL1793KvExMT4exctMfc19e3KqbFqIZUyz11w4cPx7vvvosuXbrgypUraNKkCZycnBAfHw+hUIjCwkL06dMHU6dORdu2bcs9/p49e7B27Vp8/fXXaNSoEYgIhw4dwrBhwxAYGIhDhw7B1NSUax8bGwsfHx+sXr0a48aN45XXr18fM2fOxLx583jH6NixI3Jzc3Hu3Dleebt27RAfH49bt27pCEFDsD11jKogOvkJev/yMe4k8hfUo5r0wvcDZsFEwr9/tUPOExEEAgGCgoKqfch5lUpVotgqbuUqizh7m6xg5ubmMDMzM/jbwsLCYL3mR7vcyIife+5N2ZPCYDAYL8uttNvYE70Hfev3RYD96/NiYXvq3g6qpaVuxYoV6NOnD2bPno179+5BIpFgzZo1EAqFWL9+Pb766is8evQItra25RZ1ycnJmD59OiIjI2FhYcGVv/POO5g7dy4++ugjzJ07F4sXL+bqvvrqK8jlcrz77ru8sdzd3REREYGlS5fi008/hbW1NQDgzJkzOHr0KL799lud47/33nsYOnQoNmzYgLFjx5Zr7gzG6+KPWycwbONMZBfmcmUSkRjf9vscY5v113GjelNCzhMR5HK5XqFVnv1f2r8LCgpe+bxfF2KxWK+QKkmAlVRnamr6yoUU25PCYDDeBgoVhdjzcC9ylXnY/XAPPK09YCI2qeppMaoR1VLU1ahRA6dOncK5c+fw7NkzNGvWDLVr1wagdpscM2YMrKysOBFVHv744w+YmpqioKCAJ+oAoFWrVgDU+fA0ok4ul2P37t2oV6+e3qcbYWFh+Oeff7B3716MHDkSgDrQCwC9i9iwsDDuGEzUMd40lCol5h78HgsO/8grr21dE7vfX4kmdYN0+pQn5PyAAQN49RorWHn3f5Ukzt6m3FOmpqYlWrjKK86KW8GqC2xPCoPBqO4cijuMPHkeACBPnofDcUfQs16PKp4VozrxRou66Oho1K9f32B9s2bNdMq++uqrlzpmeno6bt++jTp16uDQoUOIiIjQaZOSksL9ffPmTWRmZiI4OFjveBr3xAsXLnCiThOCu06dOgbbX758GSqVij1dZrwxpOdlYfCGGTgcdZZX3sazMbaNXAJHqxo6faKiojB79uwSx1WpVFCpVJg1axZ+/fVXXlCP/Pz8Sj2HqkQkEhkUWhUpNzU11bu/978I25PCYDCqM/E58TibWLQdh0A4k3gWDR0awMWS5VtmlI03WtR5e3ujbt266Ny5M7p06YK2bdvC3Nz8lR5TY42TyWS4ffs2T9Rp9r9pLxDu3r0LQG091Idmr9C9e/cAqJ8a379/32AfIyMjzq/5yZMncHd3f9lTYjBemuvx99D3108Qm/aMV/5p2xFY1P1jgykJvLy8YG9vX+J+J20ePXr00nOtLExMTCpNgGmsYCy636tBKBTC31+9/+RW2m2czTmHvk6vd08Kg8FgVAQlKbEjZhcEEIBQFOZCAAF2xOzCxyGTIRKwB3iM0nmjRd2///6Lw4cP49ChQ1i3bh0kEgmaNm2Kzp07o3PnzgatYy9DeHg49u/fjzt37uD999/n1f3yyy8AgE8++YQr01jtDAU1MTFR+0NnZmYCALKysrhUCyX1ycrK4voURyqV8nI6ZWdnl3JWDEbF+f3SHxi3fR4K5UX3nLmRKX4ZPA8DG3Yusa9mv9PmzZt1XC8rE6FQWKEAHIbqzMzMmBWsGsL2pDAYjOrGmYSzSMpP0iknEJLyk3A24Rxa1W5ZBTNjVDfeaFHXsmVLtGzZEgsWLEBKSgoOHTrE5YKbOXMmHB0d0bFjR3Tp0gUdOnR4qRQG2vTo0QM9evD9mDdv3oxr166hTZs2GDp0KFeucQ8zlItOs0clLy+P1748fYqzcOFCfPnllzrlcXFxsLS01NvnVZCfn48nT568tuMxXi8ypRzzT/yMjTcO8MrdbWthXY8v4GXvVur7r1Ao8OzZszIJOm9vb9SsWROmpqa8HzMzM5iYmMDMzMxgeWVZwTQPTNLT00tvzHjjOJV5mrcnZeedXWhlwxZDDAZDHShLBRUIBBUR6MXf6vIXrzVtiGAuModEyE+hJVPJkSZP1RqjqD33ivubQKSCpdgStYxr6cznft59pCkycD3neonz/vvxQdgV2sJS/OrWdzk5Oa9sbMbr440Wddo4ODhg2LBhGDZsGAD1njONyNOIrEaNGqFTp07o3LkzwsPDK83VKSYmBh9++CECAgKwe/du3j43jSXOUPAFTbkmBYKmvaaueM49fX2K8/nnn2PKlCnc6+zsbLi4uMDV1ZWlNGBUCs8yn+PdX7/A+cc3eOU9AyOwYehXsDYt/Z/Ls2fPMH36dFy/XvI/LEAdcn7//v1sDymjwsTnxOPm01vcawLhZu4ttKnXmu1JYVRbNGJBRSoIBUIIBfzvSIVKgTx5HicsVKRS/2jEBak4AaN68be5xAyOZo46x3qQGY18eT4nTFSkAkEFJRWNza8jtK7VCiIh36vhcfZj3Ey9xZ+Dnvlxr0FoXDNUx12aiPDdre+5c9DuQy/6acbTvLY3scOHQRN1zm1XzG5cfH6pXNd+fMA4uFnz1zjxOU+x++ZeAz30E1IjGE3dmuqU772+D8/yE0rtTyBckl7GqHojX5kLP/P4ejuoNqKuOI0bN0bjxo0xe/ZsZGVl4ciRIzh8+DDWr1+P+fPnw9bWFh06dMC2bdte6jjp6eno1q0bvLy8cODAAR1roI2NDQDw3CG10ST9tbW1BQBYWVlBIBCAiCCVSvWKuuJ9imNsbFzmHHYMRnk5FXMFA9ZPxfOcon1wAoEA87t+iM87jC6T8Dpy5AhmzpxZpn8ULOQ842Vhe1LeTIoW3PRiga/9d9FiXyKUwEJiodM/KT8JUqWUJ06KxtFe6BcJl+AawTrCJyEvEQ+zYnhiRN/ctF8H2gfAw9pD53y23N9abP58kUGkEUHq17bGNhjuM0zn3A48/hvXUyJ1BA5/TPVcNHwQMB71rPn77BPzErH65nflel8aODTAYK9BOuV/P/4bz/JKFxnaNHduBhH4n63E/CScTjxTrnHcrerqlAkEAsTlxJVrHBORfndrAcovhoh0PUyK31tlQaVnHABQQrc8o7AQ8VlZcLW2hs0LI4AKKtzLiEJyQbJeMc5gaKi2ok4ba2tr9O/fH/379wcA3Lp1C4cOHcKRI0dealypVIpevXrB19cXmzdvhpmZmU4bTdCU1NRUvWNo9tx5e3sDULtWenh4ICYmBqmpqTppE+RyOTIzM2FsbMysYIzXChFh1clNmLp/OZSqonxfdmbW2DJiMTr5Ni91DKlUikWLFmHz5s28cjMzM4ORLFnIecbLUpl7UjSWEX2Lt3x5PhSkKFEMaIsVFRHcLF11xkorTENCXmIxK4p+K4amzsPaA3UsavPGUZEKfz859GIcQ2JFWyyoYG1krTdM+vGnJ3AvPQoqUnLipLhoKpqXEioijPQdAddiVtC4nHisufk9T4yURkOHhnjXa6BO+ZYH25CYl1jmcQDA384fRiJ+ao7H2Y/xR+xf5RrHzthOR9QJIMCNtJvlGkeqKNRbXqAoQJYsq1xjkZ5rKqiAyNAnVio6lj7BIqrQnEhvuRDCct1LhgRUhc5Nz3GFFbCUqaD/3IyKuXYqVSrEZWVBoVLhSVYWLI2MIBIKIYQQ3rZeqGlas9zHZvy3eCtEnYb8/HzcvXsXjo6OmDZtGqZNm1bhsYgIw4YNQ4MGDbBy5UqeFWHhwoUYM2YMatSogZCQEBgbGyM+Pl7vOHFx6qdM4eHhXFl4eDhiYmIQHx+PunXr8to/ffoURITGjRuzQA2M10aeNB9jts3F1qsHeeUN6vhi9/sr4G6vm36jOLGxsfj444+5SK/cGA0aYNmyZZzVLiYrBsfjjqOtazt4vlg0sZDzjOKkFqQiW5YNmUoGmVIGmUr+4rcMcqWcK8+V5+JW2u0Sx/rz8V/4N+EUBECRK5lesaIWRo1qNsKg+gN0xll7e51e8VgSC5t+pSPqojLuY9+j/eUap4d7dx1RRyD8++zfco1T09RBb3laQRoe5zwu11gKlVynTABBuRbhgGGRIURFRIbuArpC1hW9AkqgYw0ufRwDYqVCAkrfuVVAZBi83hWxZunOSSI0grnYHAKBQO0yCgEEL1xHhVCXab8WCISwNNLv0u9n7wciglAggBCafi/GezGW5kcAAcwl+iOk+9v5wcbYGkJotX8xJjfeizFEL+bnZOasM469iT3GB4yF4EW/omMXveb9LRDASKg//+eEwA+QKcvEsusroFAp8CwnB4oX+88VKhUScnLgYm0NoVCI3h69WPRkRqlUS1H3008/ISMjAxkZGUhPT8e6detw4MABDBs2DFlZ6idfw4YNwy+//FJhYfT5558jJCQEM2fO1Klbs2YNPvzwQwCAubk5unXrhj179iAzM5Nzx9Rw+fJlGBsbo2fPnlzZwIEDsWnTJly/fh0tW7bUaa9pw2C8DmJS4tDnl49xKyGaVz4irAfWDpgNU6PSowfu378fc+bM0bHGjR07Fh999BHnZlyoKMSua3tg5GKCSPENdPLuyKITVgOICAqVQktgyWAhsdBZQClUCpxJPMsTXXItMaZPmDmYOmBC4HidYx6J/wfXU0rfj1kcfe5LAJAtK/ueEYMio5IsGRUTK5U1jn6RUZEFY6WJDAMisCJj6bNm6RtHAIHWol5bKKgX4sUDZGioZV4LAHGiorg4US/mRdxrKwNipZ6VOwhqq5ZAW+hAUExwFAmQGib2OuPYGNtgYP0B3Bia42u/FmifI4SwMCB8hvkMhUKl1CtO9IkVzbUqTgOHEDRwCNF7jPIyQo/rakXwtvWCt63XS49jJDLSseBWFJFQBHsTe3R27YTtD/Yi5cX/Txu5GTIl+UjOz4edqSkGeXWDrbH+7TgMhjbVUtQ9fPgQS5YsQZcuXfDJJ5+goKAAI0eORE5ODrZu3YqOHTti3rx5+Oabb/Dpp5+We/xff/0VkZGR+OsvXXeNP//8E8nJybwok7NmzcK+ffuwbds2jB9ftDhJTU3F8ePHMWnSJF5Ouq5duyI0NBRbtmzB5MmTeeNv27YNLi4uGD16dLnnzWCUl79u/4uhGz9HVkFR5CuJSIxVfT7D+BYDSl3o5efnY968edizZw+v3N7eHkuXLkWLFi145YfiDvOiEx6OO6LXFYxRPvSJLtkL0SQvZukKd2qiI07upUfhfNL5onbFBJlcJdexTvSq1xPNnZvxygQQ4MDjv8s1dzOx/oBQxV2TyoIh96XyYkj4VMSSoVeMVUSs6JmTQCCAmdiM+5tndShmgdC8tjGwOHQ2d4aPrTfPGlKaZcTaWDcwl5WRFTq6duAJEm1hoW+etib659SrXi/IlNKiORQbUyMqtAWHsUh3v3kjh0YIqRFSqhgpCx+HTC69URkIcQhBSCUIHzOxGUJrNnr5CUEtEBmvn6ZO4VhxdRMEJECD3LrwKHTCQ5MkXLd4jGc5eQh3alLVU2RUE6qlqBMKhZg6dSqWLFkCADh06BDS0tLQtGlTDBigdplZvHgxWrduXW5Rd/z4cYwfPx5yuRympqZwcHCAhYUFJBIJ5HI5Hj16BAcHvvtKSEgIFixYgC+++AKhoaEIDQ1FXl4e3nvvPTRu3BgLFizQmf+GDRvQsmVLfPnll5g9ezaEQiF+//13HD16FMeOHeNFyWQwKhuVSoUvD63FvEM/8MprWdfErveWo6l7SKljREVF4eOPP9ZJGB4eHo5ly5ahZk2+/398TjzOJp7jXhMIZxLPoqFDg/9UdEK5So70wnSDokvb3VD+4nUdizo6AgoAfrj9I+Jz4vWKLkM0qtlQZ+GbLcvCvYyocp2HTCnTKRMJRRAJRFCSUk+Pso8DwKDLEqC2UBmJJBALJJCqpJC/cAM05L4EADZGNvCx9YZIKOKJAY3LlfaC31AwgnYu7VCgyOeJpiILi7aIKhJEEpGuOA2sEYi6VnVLdNvS91ofXzaZY/jiloPmzs303mPlxdLIEh1c2lfCjKCzX6+iiIQinWAeDMabwv6HxyAvUCIi2x92CnWchXqFjrBRmOOc1X3sf3gc/b1KzgnLYADVVNT99ddfuHr1Kvf60iV1mNpmzYr+IUkkEshk+hcLJdG3b18uObhCoUBiou4mbX358D777DPUq1cPH3zwAWQyGZRKJXr27In//e9/eiNV+vn54fLly5gxYwb8/PwgkUjg7u6Oixcvws/Pr9zzZjDKSkZ+Fob+/jn+vnuaV97KoxG2j1oGJ6saBnqqISJs374dX331FS/qq1AoxOTJkzFu3Dgdt+c3PTohEUGukkOukkOhUuq1QDzOfoyEvES9osuQm+Fgr0GoWyyqW3J+Mr65sbpc85MpZXoX3IoXVrXyIFfKdUSdpAQBVdKc9CERSkBKgpFIAiOhESQiIxgJjWAkkkAiNIKR5rVQAiORkd6ohwDQ1LkpAmsEqMd40V/TVyQQcZaWDGkGllxbhqzCfM59SYPGfcnaxAwTgsa/tAtT8ZDrFcVMbMZZ2BgMRslwAYRIpX5QIixaumZJc6AkJZSkgqnYBBYS9eeKiBCXk8AFCrI1sYadifoBj1KlxN30omiodSyc4GCmXtcVKqS4mnwbyhf7bX1s68HJXP0/MUeWh9PPrnCpIcKcAuFkrn7In1KQjmNx56F6Ef20g2tzrl9cTiIOxZ56MaYKA7y7wMFUfbyzz65h59UD6JAVDCMSc1E6BRDAVmGBDhlB2HPtb7SqEwpHs5L/NzMY1VLUCYVCXiqAa9euQSAQ8ESdXC6vUIj0jIyMCs9rwIABnKWwLNSrVw87d+6s8PEYjPJy49l99Pn5YzxKe8or/6TNMCzu+Yleq4I2OTk5mDVrFg4e5AdUcXR0xIoVK9C4cWO9/V42OqFGdBUPkqFt3XI0qwknMyedvjtjdqFQUVji3i5tS5etsS1mhn6mM05k6g2epbEsFCgKdMqKR+YrC4aEW0nWrPKMZWVkBTdLV72iy0hkBIlQ8kKYvfhbZARHU/3WrDlhs3miq6I4mNaAg2npixhbY1t0dOmApVd+58o0e1IA4ElWFqbW78X2pDAqFRWpIFXKucijxmJjTmzIlHJkSLNARFCSCjVMbWH84nOfJy9AQu5zThjUta4DU7H6IUt6YRZis+JfCANCsIMPV5eQm4yojEcvUiYQ2tRpzH2XPMyMw63UB1zk1N6eHbkIlDdSonAjJYpzAx7p34c7hzPPruJ6yl2oiGAiMsK4oKI0BwdiTyIy+d6LtAxW+DBkKFe3JerPF2MSalk44JOGo7i67yI34U5aNJSkQn0bN0wLLdpKMvf8t3iQEQsVqdDQ0R/TQ8dwdROPf4kn2c+gIhUiXMJ5/Qb9/QlSC9Rrs54e7fBRgxFc3eCDn6LgRYTRd727YUxg0Rps1JHPub9HB/THYJ/uAIACpRQfnfyKq5scMhy9PNXW5WxZLmafW8XVfd54HCfOUgsysOzqL1zd/GYfcaIuOT8NP97aztUF2ntx/Z7npWDbgwNcXQe35nAwtQMR4a/zh9E6U/0gv7h7txACGJEELTK88dM/m/BF949YsBRGiVRLUWdlZYWUlBQ4ODggLy8PJ0+ehFgsRps2bbg23377Lfr161d1k2Qw3jA2Xf4TY7fNQ4G8KMS2mZEpfn53Lt5t1LXU/jdu3MAnn3yCp0/5gjAiIgKLFi0ymFcxozADh54cLnHsg3GHEFgjgFt430m7i/2xf/CsYKXRwaU9nFx1Rd2N1JuQKvXnkdRH5Qoo3XkbCsCgjca9UCOkLCX6gy0E1wiGi6WLXtFlxAm0otcSkURvHidPGw98aKObsLciiIWv/99Kcl4+ChUKvXtSChQKpOTnvfY5vQ401gttES1TylCgkHKpEmyNrbm6bFkusqQ5L6J8AnWtiqJpPs9PRWpBBpfk2t++Plf3MDMOz/PTQFDBSGiExk6BXN2NlCgk5qWASAVzIzO0ql30YOf0sytIzEuBilRwMLVFO9eiB69/PTqBpLxUqEgFFytndKnbiqvbeHcfkgvSoSIVfO080K1eBFf3zbXfkCHNhopUCHUMRE+PdlzdF2dXIl9eABWp0Na1Ka9u7D+zoFSpr1ef+h3RvV5bAECBohAjDs/g0kC8H9AfXd1bA1BbX4YdnMZd5+mNx6Kjmzq1S1xOIt7TEg3zm32E5rXUe9tiMp/gwxPzuLrlrT5Dg5rqhfvdtGjMOLOMq/uh3ZfwslXnnruZeh/zLhTlnPu90xLUsVR/p0Wm3OMJilDHANi9EHXXku9i7c0tXF33em0helEXmXIPG+6qk2WLBSKeqLuVeh97Y44CAKyMzHmi7l7aQxyLPw8AcDZ34Im6mMwnuPz8FgAgQ8p3kX2ak4T7GbEAANNiQbBSCzKQlK9O/5RZyA9cVKAoRP4LcSYt5gWgLXaK71HVdkvWriseqVSpVSeEAAJ6ESwHAigUCkilUhARZIUymCglL2oAaV4hMjMzIZFIdPbCqoiQmpoKmUyGrKxM1JRZqfuRAGkJKYjNMwERISMjDS6F9tBky1Mq1e7pt+LuwTXFBgQymEdPCAEIgP0zY9yKu4cgN+bJxTBMtRR1c+bMQbdu3TBs2DDs2bMH2dnZGDt2LGxtbZGTk4Ovv/4ay5Ytw44dO6p6qgxGlSNTyDF13zJ8e2oLr9zTwRV73l+JwFolRwRTqVRYv349li9fDoVCwZVLJBJMmzYNI0aMMPj0kIiw59FegyG0tY+x9+E+jPIdCYFAACUpkSEtn9Vcn4AC1GKsXKLO0B4vLQtbcdHFuQcWcze01RN4wEJigeE+wwyKLiOhUZmFUROnsDKf19tIUl4q4nMS8cudXTBRStAs21vvnpRfbu9C6zphnPvS1qi/OFeoYAcfBDv4AFBbWH65vYvLDdeydihXlyPLw/c3tnAL/G71Iri6lPx0rLz+G5cWYZhvTwTUUH+uHmc/w7Irv3A55D5qMAI+dvUAALdTo7Hkyk9c3bymH8HDxhUAcD7hOhZf+Yk73g/t5nEL/EOPT2PJlZ+467Cr27eca9kfj47j+xtFn/W/e/0EkxfWnn0x/+C3u+qgRkKBEP/0/Y1rtyf6KHZGqy3wVkbm2NdjLVe39+FR/B2rTp3gZFYDW7qu4Or+eHgMJ55eVF9zaxeeqDsQexKXktR53QLtvXii7vCTM7iTpo6428QpmCfqTj69hNhs9cOjQqWMJ+ouJN1Acn4aAMDW2Bra3Eq9j1y52kLra8+PUPgoM55LL5ApzdGqEXBWIEDtfldUI+B9r6iKCQNtlMUEhTa8fsX2RvLERvF+IHXeRCIIVICIhBCQevkvk0mBF5pJOy+cmdIY6enpMBJK1H1zFbCVm6tD9UOAhISEojEzlXCS2iDJKFMnOJCoEHArdICAACulJe7cuaO+v1UqmKYI4ZXvDAEEsFNa4OrVq1CpVHB1deWdu4pUUKlUOHPmDIgItZMsYSb1gIAAW5kRjh49yo1ZP9kBteUWEEAAMxUBWrFBNNfMN682jG5JsSNmB3cOrbN91OcCQHU5Exuub+DqekhDcdr6HtIlubz3IC0lFf1Sm3KvU07E4tcTsdzr7gjl/o7/9wG24gG8vLzgFcYXVCpS4fjx40hLU9+PrVHknv3g/B08wB3udTi0/s++uNYBLj74V3QcYmXJWw8EEEApJgS4+JTYjsGolqKuXbt2+OWXX7B69WqYmppi8eLFmDJlCgCgcePGEAgEaNiwIX788Uf07t27imfLYFQdiVkp6L/+U5x9xA8N382/NTYO+xo2Zrp7x7RJT0/HjBkz8O+//FxYLi4u+OabbxAYGGigp5rkgmREZdznlekLOa+CCvcyopBckAxHM8cKuSjKDYgxR7OasFBYqMWTHhFmVGzPl7GBY7es1QLNnJuWS3TpQywUI9A+oML9qwtExFvgPct9jkxpNgoUUpiKjXmWoL8encCz3OcoVErhZlmbc4UC1NaXuJwEFCqkaFE7FB81GM7VTTg2B5myHNjJLdA8y8fgnpRz1g/wzbUN+Lr5FAgEAvxyZxe3yBvl14cTZypSccIGUFsotAXf4SdF+1AbOvpzdQVKKS4kRnJ177i34f4uVEhxNz2Ge60RHeoxZXiam6T1ukhAKEiJbFku91o7+EzxRygliQZDdcWjaWoLA2UJdcUf0BRfxGsjhABilTq8P+SEvLw8bhFvLBfDQmGiFhsF6mjRmsW4dqoGTXqJ7OxsZGRkwKHAAmKpehEvSJPjwYMH6mOrVHDJt0OhQi0MKKEQabXTYG9vz527ipQQEFAYm4WL2Re5qLFBuW7q8SBA1r1k/JvwL4gIhQopGmd7oEAow22LeJ1rWT/fGU4yGwgAxJ6NQppEnWe2QF6IdtmBL6w2wM2jV/BAdAtEBNdQvthUkQrJycn4888/oVAp0FsRxlmJDmzax2vbR0vpXLtwFV07dtF5D1pk+WDfrr28fu0RxP29fz8/P2JL+OJEnSiYFUtdY1VggrAcT+71qVOnuL8tIEAw6qpf5BXFNTA2NoafvSfEQjFEAiFcLNV53u7cUYsbG5jARqNEpeqcpRpsYAobqCPhGkn5cxnk3Q35igLkR6VDmpCLtBeiHgDMobU/WEbIlxV9vowgxhj/AbB2sEEdiyIvjtK2GeiDiFDLvCZ2dfsWoheBi0zExtgneFLusTys1Q9uhEIhvOt7IzoqusTIuioQvOrXr9CWIsZ/i2op6gAgICAAP/74o055VFT5IrgxGG8rZx5eQ//1nyIpO5UrEwgE+LLLBHzRcWyp/yAuXbqEKVOmIDk5mVfetWtXzJ8/n5fWwxA2RjawMbJGpkydP9JQyHkhhPC29UJNU3XETDtjW4Q5NtYruvS7GUpgLtafe2lcwNhS51kW9IVKfxtQ7w2S8VylnuU+R0LucxQopVCpVGjjUrSYPBF/AZEp91CgkMJMbIKPG47k6lZd/x2nnl5GgaIQLpbOWNe+yAVt9fXfOZetwBreWNXmC67uyJMzuP3CahPmFMQTdc/zU/Es9zkAIEvKd9kSiyRwL6iJhrlqy5ehPSltMv1wTRGLJ0EJqGtVG0ISQPXC/UqhUEIul0OlUkGukMFIJeZcqOQFMmRnZ8PS0lJHLMkLZXj+/DmICJn56aghs+KEQfbzDDxRPoFKpUJqbjJqS+0gIAEyxXk6wkBAgEehEwQEPLkfi0LTbBARUrIS4ZtXhxvz3vW7SDCKAxEhS5rGm4tmzDt37iDrQTKaZNeHkNTS4NiRfyCEUC02clPROtePExt79uxBmzZtYGdnxxMGFjJjbNmyBSqV2iXRWCZFN0UjCEidmPmXX37h6uxUAvSjcDw2SUGKJX8PqVAgRNvMAFgrzYA04PeHRfsePWADDzRQv8gAdsYU7S+vEWCLXEU+hAIhbF4ELXry5AnOnDkDP9QqOkC2EsceHuNeBkDLFTC3EAm1EzhR18alidq1lARQXM/DtSfXuKbeWmMWPsvB3Wd3udd1URMCMxEa+zVGfRs3rtzGxArhVgEoTFQL7/y0XOSjSITboSgAUGFOAQqhvjaOxjWwsPmnEAqEEAmEcLOqjbz0HC6wm7iMUTq1g4W8494GHd1aQCgQ4I89+5Gell6mMTRs7ryMF6cAAMJrheBUzCkDPfRDRBjm21OnrLyYFvuu7eGhdpX9N+lf3E24q6+LQQLs66O2c21emUhY/qBcRASRUMRZxDVURGhpX5NAnwA8jIrh1UulUl6APSEECPR++x8EMl6eaivqysLOnTvRv3//qp4Gg/FaISJ8d2oLpuxdBoWqyF3S1swKm4cvQhc/wwFJALW//9q1a/Hdd99BpSpagBobG2PWrFkYMKD0/HUA8Cz3GTY/2MoJOsBwyHmhUIjeHr24cWua1UR/T7YnVhulSokCpRSFCimsjS25RV1KfjrupsegUCFFgUKKjm7NYSZRP/G+lnwXhx6fQoGiEAWKQixo9gnnirfzwSGsv7MLhUoZBBDgaN/1nHD5O/ZfbL2vztNpKjbhibqbqQ/w56MTAAA7E2ueqCtUFCJDqn6/iweJ0RxXXVfIrxMZQ6wSQUxCFMr5rrKmYhOYKo1QS2YHcaISly5dglwuh1wuR4MUF9gUmJVpT0porgcsZMbYtm0bemcUua0Wpibj57M/c697osh9MOPsU2w+uxnjxo2DRChCHQtHLu+bIrkAe04U5WeM0HK9ir/0EPF4yL1uBm8AQGZtBWyMix6G2JnaoINrM1hfUy/yYm9EIxbRXL22SIm9W7Tws7CxxPsh/bi0DOYvIv4lJSWhMCkHrigKMPM0jr8HtiaKFqXPnz/nxERX99Zo7BgIgUCA/PQcRB6/wrUTADDFCws2gRdZWmMXjajdBM3b8PNS/i/8Q+x9ugfp6eUTGfObfgSxmL88qUiACO3F88wwdQ5ZlUqFddfXlWscayNLvOvXi1dmITFDXes6iEos34Nkc4kp6jvzrXX5glwDrUtASyupI8OqRZmh1BclDmUgB2JZEQgEBtsLBAKYm5tzbTQ/QqHQ4GsLC/0RcR0cHFCvXj2DY+gr0zeWubk5wsPDyzQXzWtDc2rVqhUXmK+s52dkVOQN4uTkBBMTExQWFqof5qSkICcnB5aWlnBwcIBAIICpqSmcnHT3izMYxXmrRd3s2bOZqGP8p8iXFWDsti+x+coBXnlwbW/seX8l6tUoOe/T8+fPMW3aNFy4cIFX7unpiW+++QZeXiXvvwPUVoPTCWdw8MkhnstYnkxmMOT8IK9ub010QhWpkC8vQIFSLbJsja1gaaS2Iua+CImtEWcta4dyLkpx2QlYd2s7ChSFKFRI8XHDkfCyrQsAuJh4A5+fXc4d48f28+H5wmpwO+0B5l/8nqtr7BTIibqkvBT8E1cUsTNfUciJK6FAgMIXLqsEglQp5yLtaQuwQoWUc6VUKpUwgQQmSiOISQijAiESEhIgFArVixOecJMiKioKSUlJkMvlsE+RoHW+H0QkhGmmMTZt2sSJM3elJdyhFlrJNfh7I8OcguCmqgnzByogF7iaVJTOxgYvEm+XkhRcAAGMTYw5q015ISJYGJnj985LubJbt27hOZ6W0EuXbu5tuKAYAOBq6YxpoWPw4zVdr5OSkAjEGOTbQ6e8IlYDzYOb2haOqG2hjmj6XPUckbhSUjfdOQnFsDLiL3yNRJKXtmRoeFlRpz2OSCTSEQMlLcStrPS7qdvY2MDZ2Vmnr6G/NQv04piZmSEkJKTMokAgEMDGxkbvnJo2bQqZTFamMTQ/xQU0ANSvXx+urq5lHqMkhg8fXmJ9WfHz86uUlE9mZmZo0KBBJcwIOnmLy4tAIED9+vURGRmJxMRELk1QTo7aeuvs7AxPT08W9ZJRJqqtqEtJScH27dtx7949FBTohg1PTk5GdHS0np4MxtvJw5R49PnlY9xMeMArH9a4O34YOBtmRrqLCW1OnTqF6dOn6zxV79evH2bNmgUzs7Ll1drzcC8uPr/EK7MQW+B+ahz3Wjvk/LOcPIQ7NUFVkZKfjnxFAQpeWMCczYv+Se+JOYICeSEKFFKE1PRFqKPaBUamlOGzM8s5ATbQ+x10rqu2gKYXZmHAgY+4MaaFjuaCQGRIs7FUK4JdbQtHTtQVKmU4n1i09zFTy9VQWywBfEtX8QhzhQoplEolFAoFRHIBLBUmEJEIYhLh8eNYpIst1GLqeR6sFWbIEudz/UzFxupIcDfS0S4nEGISQkwirF+/nnNRBIDuaMQdb//+/bC3t8eAAQMQ4uALoUAIU5EJrIwt8Cz+GbfnSQK+lShHrh2sooixfvwHccN8eyLZPhm7H+zW275MCACv+l7corS8VJbI0LZ8ayhpPoYW0vpynwJqC4StrW2pwkL7tb6xTE1N4e3tXWZhIBQKDQrmhg0bQiqVllmsaERXcerVqwdHR8cShUXxcn1iRSAQYOzYynHJbtCgQaWIAwsLCzRt2rT0hmWgTp06lTKORCLRcclkvBpMTU0RFxen8/0glUoRHx9fafcG4+2nWoq6U6dOoWfPnsjOzi7RX5s92WD8V/j7zikM+f0zZBYULZTFQjFW9pmGiS3fLfGzIJfL8c033+Cnn37ilZubm2PevHno3r17ueYS5tgYl59fgQrqf1AB9gEQkzX+jY/WG3I+R1aI/Q+Po79X51LHTsxLKQq2ITLmRbg7EHsSCbnJKFAUws2qFnp6FO3Lmn3uGzzJTkChUooWtRphslawjfHH/oeMFwKqj2dHXujun2/t4KxZAgE4UScSihGZco9rl16Yyf2tT2QZqitQSCGVStUiK08GW7k5xKR2Q3z+JBH3MiSQy+V4np2MgFwXiKEWZwWyIlFn8mL/Sd1CBwTn1sXR7X+DVEXfi51RtOi8eOI87/hd6jWDuasNTMUmMNa4bwmFkGcU8vYEaSeZ14cmKmrrOmFoXafItfFUUvn25ADq+7E42otLkUjELTjFYrF6T1tmJq998T0pIMDDQ32vBAQEoKCgoMxixZAQrFu3LmxsbEq1YGiXm5joppMQCAR4//339fYpL2FhYQgLe/mIqFZWVmjbtu1LjwMUXfeXxdTUVK+Vi8Gozly4cAF79uwxuJZVqVTYvn07FAoFmjSpuoefjOpBtRR1n3zyCWrVqoXVq1cjKChIrxtCQkICOnbs+Ponx2C8RlQqFeYfXocvD63l/VNwtnLAzveWo3m9kp8iP336FFOmTEFkZCSv3M/PD9988w3q1q1b7jm5Wrqig2t7HH96Aj3de8DNwh0jj3xWSsj5nWhVJxSOZjXwbeRGnHp6BYWKQtSxdMLadl9yY39z7TeDwTYOPT7NhUgPcwriibrEvBQuymBmsWAbJmIT4EWZzl4vsTEn6gq0xJlKoUQthR1ISRCTELlPM3FTdhNyuRwyuQwhuXU5cZZ69Sn23d6HWrVqwa8Bf7O7VCnDH3/8gdRUdTAb7Sh1T689wlM84l77ougJfB2zosTf3nb1sKHTYiTGPsPVs5fLFZigUQ1/NPJtxCsTCoUQi8W89BWloU+IAWo3J0tLS06AacSYtigr/trOzk5nHGtra7z//vsQi8U6AouIsGHDBhQUFJRpT0pluG8BauuKoX025UV7jw2DwSgZTZRUoMjSrVKpuH1pKpUKJiYm3MMguVyOzMxMrs7W1pZ76FNQUMAFPFKpVKhduzb38CU7Oxvx8fFcnZeXF1eXkpKC2NhYrq5Ro0bc5/jp06eIjo7mgglFRERw1ufo6Gjcv38fKpUKeXl5uHq1yJ28pHPduXMnXFxcUKtWrRLbM/7bVEtRFxsbi/v375foy+zm5oaAABYtiPH2kpmfjWEbZ+KvO/x0Ay3qNcSOUcvgbF2yr//hw4fxxRdfIDubL3KGDx+O6dOnl2mhWagoVIuiYrStE4EGDiGwM7bDzLMrYC0zRXiml8GQ8+dtormQ8/nyAqQVqvNG5cn5e/BKCrZhKjKGkAQQkwiKAn56A42FrIbMEuIkJa5evcrt5/JJc4KbzBpiEsH4rgw7Y3dCLpdDoVAgIt8XZ6yikGPKP1Z2djaaZ3hzr5U5uTgbfZZ7XR/O3N8KaSESkQgTExOYi02x853VMBUbw1hsDJFAiH239pV6nYtjrZWM3FRsDBdLZ0jNyp9g25AYc3V1hUqlMijAiosxQ/dKaGgoQkND9daVB6FQaPAYAoEAnp6ebE8K441EqVRHV9Us/s3MzLh7saCgAPn5+dziv2bNmly/zMxMZGdnQ6VSQSAQwM2tKPJmUlISMjIyuM+o9l7n2NhYpKWlqfPJmZry0s7cvn2bq7O2tkbDhg25ugsXLiA9PR0qlQoODg48q9DRo0eRmZmpThvh4oJmzYryDe7evRs5OTlQqVTw9vZG8+bNubpffvkFhYWFUKlUaNCgAVq0KAqks3z5ciiVSqhUKrRs2ZLrJ5VKsXDhQu56vfPOOwgPDwcAZGVlYcGCBZygGzhwIBo3Vgc2Sk1NxZIlS7jxR4wYwZ17QkICvv32W65u3LhxqF9fnVIlPj6eF0l98uTJcHVVpxx4/Pgxfv+9KGLr9OnTOVEXGxvLy4Xs7+/PfUfFxsbiwIGife0tW7bkRN3jx49x8uRJrs7CwgK5uaUHyrGwsGDBUhilUi1FXaNGjcq0OfX8+fOltmEwqiM3n91Hn18+wcPUeF755NZDsKzXpyXm4dH809yyhZ+M3NraGl9//TU6dOhQ6vFVpMLZxLM4Gn8MEwM/gKOW5QhQR2CzN7HH4+xnSI5NRKtctXXEUMj51hl+iC5MwN26D3SCbQDA2bNnIZVKYZ8sQYtcH4hJBNMsddh1jQCrK7OAO9T//BXZfGtVY8dA1DKvCYtnAnUExcSiPX81YA7gRToEGZCaV5QCQgwRFoZPQb169Xjj6durUxpyuRwCgQD2pja88rLuW9EWUkqlUqfe1tYWwcHBBi1g+qxkhs6jU6dO5T6/qoTtSSk/mgW15pppu6vm5uZyQkQsFvMChaSkpEAqlXICpUaNokibjx8/5uo0QUQ03Lp1ixuzZs2acHEpCtp07tw5KJVKdR43V1fOQ0CpVOLYsWOc6PHx8YG7uzrQTGFhIf7++2/OktGoUSOuLjs7G3/88Qd3fm3atOHGTElJwZ49e7i6Hj16cHOJi4vDrl27uLqhQ4dylpGoqCjs3LmTq/vwww+5dcjVq1e5OiLC7NmzuWt27tw5Xm64r776irvWZ8+exaFDhwCoH04sXVoUiOfMmTPc4t/U1BTz58/n1WmCWdnY2GDWrFm8a3n9unpvrqOjI0/UXbhwgUv7VLduXZ6ou3r1KmJj1Qm4vb29eaLu5s2bSExMBKCOfKot6qKiopCRoX4IVzzNzZMnT5D/IjiWtigF1EG5NPdeXl7RAymhUMgTObxIqwIBzxNB++/iD220vwuKW/e164r30x6zov3KM2ZwcDDOnz+vd7+tdp+QkBCWp45RKtVS1Pn7+yMpKanUpxYbNmzAiBEjXtOsGIzXw5YrBzB661wUyLWCZUhM8NOgORjSuFuJfR89eoSPP/5YJ59jw4YNsWLFijK5duTIcrA9egfuZ6oDYGx+sBWTgz7Um5Bbnl2I0FyPUkPOA4B3QW2kxCQi2EOd0FkTbANQLxxkMhkkAJxRFCUzSytdgvb45kK+9XD4i3Dkly5d4kVPLAv63BBLEmKGBJShB1FBQUHw9PQs1S2xNEuTvb09b7H1X6Ese1K2bduGZ8+ewdvbG87OztyCOz8/H9HR0ZxVwNPTk6vLysrCnTt3uLrg4GCuLiUlBTdu3OAW+M2bN+cWtPHx8bh27RpX17VrV24v2IMHD3D58mVuzHfffZe7lyIjI3Hp0iWu7oMPPuDO4cyZM1w/IyMjfPjhh1zdoUOHcOXKFRARLC0t8fHHH3N1O3bswPXr1zkhNWXKFK7ut99+w7176n2hbm5umDRpEle3YcMG3gJ/zJgxXN3GjRuRkJAAQH3vakc23LJlCxdoqUmTJrzo0zt37uQW+K1ateKJuv3793MPKjp06MAJMJVKhSNHjnDtzM3NOeEml8tx7lxRZFcXFxeuTiqV8lzKtYOZSKVSXhC1fK2IvDKZjDs3zWsNCoUCWVlF3zfFH6xof09UZPGvEaeaMu0FfPEFf/F+Za2r6Jgl9dOuK+9cNGOVdL1etTh73WNKJBKYmJhw+2aDgoJw9uxZlITm+4fBKI1qKepmzZqFCRMmYO7cuSXuj/j666+ZqGO8NciVckzbtwKr/t3EK69nXwd7R3+DoNreBnqq2bdvH+bOnctbxGgiwU2ePLlMFqN76VHYHrMDefKiJ6uJeYm4lnINYY78AA0pBen49MpSRAh8YUJl2zMkFovRwqUJLy8aoP5HqL3AKg1DboXa51hW10JbW91UCyYmJujdu7dOn7KIr+JoL27fNoiIs8BoX3uNRUcul8POzo57mEBEOHToEGQyGWQyGfz9/bnv+MLCQqxduxYymQxyuRwdO3ZEnTp1sGvXrlLnAKgDbJ06dQpDhw5FSEgIACA9PR0bN27k2o4ZM4Yn3PbsKcpD5+LiwtUlJydzFhZA/bRdI+qSk5Nx+vRprq5du3acqEtJSeGsKADQv39/7rqkp6dzkUIB9UJOszjMzs7Gs2fPAEAnWmV+fj4XKKb4wlmhUHCfheIPJ0pajL+KxX9FhEh5Fs4VtbC8CqtNWRf4+uo0bnraY5YkpCr6/hSvMzIygrGxMQQCgc7/AisrK+Tn50MoFOpY45ydnWFqagqhUKizH7Z+/fpcUCJHR743R0hICHeP165dlBxcKBSiRYsWXMAg7e9HY2NjdOrUiRNE2nUWFhbo06eP3jo7OzsMGzaMq9OOEFqrVi2MHz+eO562ddnDwwOffvopV6d9foGBgahfvz5Xpx3EJzw8HE2aNNEb8KhVq1Zo1aoV91qlUpXqgmlhYaFj6WQw9FEtRZ3GjzkoKAgNGjRAvXr1YG5uzmvz/PlzxMTE6OvOYFQ7krJTMWD9pzj98BqvvKtfS2wavhC2ZtYGeqpdW+bNm4e9e/fyyu3t7bF06VLePgdDyFVyHHj8N84mnuOVS4QSdK/bDY1rNtbp42Bqh/BaIUhLS0MtmS3PkqYTnfAF+twKAfWiQls4lcW1UPupt4bAwEAEBARUSHxpo8nL9raQn5+PgoICyGQynQXY3bt3kZGRAZlMprMP588//0RycjJkMhnc3d3RuXNRBNOlS5ciOTkZRKRjtfn11195VpsePdQ51wQCAU6ePMndB1ZWVpyoE4vFnLDRzNnJyanMe1I0VOUT/Mpw2SqPpaSsi//yiIZXMaYhIaJZMOuLQioUCmFlZcVFDNXecykWi3n547QX3CYmJvDw8ODG1V47WFpaIjg4mDuedp2dnR2aNWumt87Z2RkdOnTQezx3d3f06tWL66ctmPz8/GBjY8M7Rw2NGzfm5lk8xUNERATCwsL01vXo0QNdunTRWzd06FAQkV6xMXr0aBji/fffN1g3cuRIg3VDhw41WDdo0CC95UKhEL169dJbJ5FIDG4PMDExMeipYGpqatDSZWpqCk9PT4Njaos8bYyMjAzu8y2Pm6TGtfLcuXMGU54w10tGWamWok7b9eTq1asGowexjfGMt4FzjyLR79cpSMxO4coEAgHmdP4AszuNK/HLPioqCh999BHnSqWhadOmWLZsWZn2piblJWHzg61Iyk/ilTubO2OI17u8/XSRyffgZ+8JI5EECoUCjXM8ECPj74HQF50QAFq3bs1tUC+OoX/y5aUie+GqCo2VSyaTwdTUlLtOaWlpSE1NhUwmg1Kp5KxOAHDnzh3ExMRALpdDLBbzrtvBgwdx8+ZNyGQy2NjY8Nzttm/fjjt37gBQW6Q++qgoz96pU6e4B2Senp48Uffo0SPEx6v3dRYP168doa645VR7YauvTiPqtK2zmoTRmjE1ArSkBZE+Kstqo51+QLtOIpHA3NycW6hrY25uzsu1po2NjQ3q1aunt06zN0qfFaVu3bpQKBRclE9t/Pz8YG1trSNCALVo0ByvuPUlIiICoaGheut69OgBqVQKoVCoE/1z2LBhUCqVEAqFOnktNfebUCjUeaAzZ84cnoDTIBQKecEvtDE1NcX//vc/vXXW1tb49NNP9dbZ29vzXFu1qVmzJoYNG6a3zsnJCX369NFb5+zsbHDxX1Kdo6OjjgVLQ40aNXj7FbWxsbExmHy8+PusTXX6/vsvERwcjDNnzuitY66XjPJQLT/hYrEYW7Zs4f7p6CMtLa3S8uwwGFUBEeH709vwyd4lkCuLXKdsTC2xafgivOPfqsS+27Ztw1dffcVbGAuFQnz00UcYO3as3gS/xcc4l3Qef8UegIL4rlsta7VAV7cu3D66AkUhfri5DX8+Oo7B3t0xOrA/RCIRCvOL9v0pFAokJSXpRCd0cnKCpaUlfH19q+WDGLlcjuzsbM5l0MnJiVu0pqWlcfsBZTIZWrRowS26Hjx4gNOnT3N1Y8aM4RbCZ86cwf79+zmxsHDhQm4xf/XqVW6fkUbUaHj06BHn+mdqasoTdXl5eUhJUT8YKH6dtZ84F3dz1a4rLsDK2q88dRYWFhCJRJw7mAaBQIAGDRpwVhmNC1VJCyJt+vbtizp16vBcqBwcHDBjxgxOUGiLFFdXV8ybN4+r0xZTPj4+vKAW2gQEBBiMvBwcHGxwgVZSIuuS6kJCQnj3gDZBQUEICgrSW+fv76+3HAAvmmJxNPvW9FHSnlx9qSo06Mvfx2D8V3Bzc+PthU1MTOQ9CGBpDBhlpVqKOm9vb/Tr16/ENm5ubgb/CTIYbzoFskKM3zEfv1/6g1ceVMsLe97/Bh4OhvdhZWdnY9asWbw9P4D6SfOKFSvKFGI+V56LHdG7cC/jHq/cQmKBQfUHwNu2aP8eEWHaqSW4m6625my7/xfCnUMQUKM+2rRpgx07diA7OxuJiYl6oxM+ffoUzZs3r1RBR0TcfiKRSMSJA4VCgYcPH3L7slxcXDhrZW5uLo4dO8bVNW/enNvHkJSUhA0bNnACbPjw4VxI7CdPnuCHH37gjj1p0iSuX2JiIs/tNTg4mBN1OTk5XKAKQL1nTCPqilt/5HI5Jyq0xYVKpYJSqeQEekkWsMoQYMX3ZTk5OUGhUMDIyIi3LwZQB8rQhPkubhEeMmQIt8+uuGXhs88+gyEGDx6sU+bm5lamPSmaPS7alBTARiQS6VibGAwGo7IRCoW8fX5KpZL3msEoK9VS1N24caNM7U6cOPGKZ8JgVD6xaU/R5+dPEPmMH6FycKOu+OnduTAzMjXQU/3Z+OSTT/D06VNeedu2bbFw4UK9QT/0cejJYR1B52vrgwGe/WFhxHe5EggEGOjdFXPOrQYEgAqEW6n3EVCjPiwtLVGzZk1ERUUZjE6oVCpx+vRpiMVihIaG8nI1Xbp0CXl5eZDJZKhTpw7PurBhwwbk5+dDJpMhNDSUy3OkVCrx2Wefccd75513EBERAUAtWH766SdujD59+nCLerlczgtw4e3tzducrrFyAeCsjYBuJExtUVR8z0VJddoiTF8/jcDQV6dxuzMzM4O5uTmXO0472IaLiwuXILe4m15YWBg8PT1hZGSkYzXp27cv+vbtCyMjIx3rbu/evWGIktIIVOaChe1JYTAYDAajmoo67X/OGRkZuHbtGvLy8tCjRw8QEW7cuGHQHYXBeJM5dPcMBv8+Axn5RQnBxUIxlveeikmtBhu0ZqlUKqxfvx7Lly/nWVMkEgmmT5+O4cOHl8sS1tWtC6Iy7iNLlgWxQIxu7u+gmVNTbozYLLVodLeuo86/FluInoJmOG8ahemNx6JhTXVwi4SEBPz7778Gj6OBiHD8+HE8e/aMFz796NGjXA6k8PBwnqh7+PAhF2xDO4+cSCSCUCjUuy+roiKrMoSbUCjkjWlpaQk3Nzduw732fpfatWujU6dOnDjTFlpBQUFwdXWFkZERJBIJz0WxeGQ1bUpy4XNzczMYXa24AHwTYXtSGAwGg/Ffp1qKOgB4+vQppk+fziX8dHR0RI8ePVBYWIivv/4arVu3xsSJE6t6mgxGmVCpVPj66E/4399reBYtJ6sa2DlqOVp4NDTYNz09HdOnT8epU6d45a6urli5ciUv+WxZMZOY4V2vQdgf+wcG1x8EJ3N1pEclqbA7+jB+ub0TdSycMNd/Ak7/ewpZWVkwAjCv80R41axfNP9yRicsbgnSFlPF3QJLqzMUbEM7P1JxAWZubs6JJW1BZmZmxlm5JBIJz2XP1tYWQ4YM4cSZ9v4HFxcXzJ8/X6+Vq27durxgJdqUFFzB0tJSJ3jFfx22J4XBYDAY/3WqpaiLi4tD8+bNoVKp0L17d15+H1NTU+zYsQPvvfceTpw4wbldMRhvKpn52Ri+6Qv8efskr7yZewh2vrcctaxr6u8I4OLFi/j000+RnJzMK3/nnXcwf/58neh0xSEiRGdFo751fR1Lnod1PXwcPBlCQZFlfOPdffj93j4ISQDLBBH+evgnfz5nLqCeiztndRIKhQgODi41uaoGQ/vARCKRjvumu7s78vLyYGRkpJNeoGPHjtyeLe29XgKBAJMnT4ZYLIaRkRFvz5REIsGXX36pd16mpqZ499139daZmJgYtICJRKJqYemq7rA9KQwGg8H4ryMgQxtd3mBGjBgBgUCAH374gXNLCggIwO3bt7k26enpGDVqFPbv319V03xtZGdnw9raGllZWVxy3NfBkydPWELMl+R2QjR6//IxYlLieOUftnoXy3tNg5FYf0JwpVKJ77//HmvWrOHtIzIxMcGsWbPQv3//Ut0t8+R52BmzC3fS72JQ/YFoVNOwNVBDpjQbn/w1Dz5pzrBS8oNImJubo02bNjppCWJjY7FmzZpSx+7Rowfq16/Ps7BIpVKIxeJSI3UyGNqw7yYGg1FdqYrvr6paRzIql2ppqbt06RJu3brF24NSfF+LnZ0d0tLSXvfUGIwys/3aIby35X/IlxVwZSYSY/w4cA6GhXU32O/58+eYOnUqLl68yCv39PTEN998U2I4cg0PMqOx/cF2ZMtzAAB7H+1DXSs32JvY89plFGbjVup9tKrTGEqlEvcj7yEsxQMo9ijIy8sLLVq0gLGxMYgIV69ehZOTE+rUqVPm6IQtWrTQCWahL0E5g8FgMBgMBoNPtRR1YrG41CSaRMQlxWUw3iTkSjlm7F+JlSc38srd7Wtjz/vfIKSOj8G+//77L6ZPn84FD9HQr18/zJ49u1RXP4VKgUNxR/Dvs391yp/mPuWJurMJV7H86q/IkeVjkexjxFyOQnp6Oq+fqakpWrduzeWuyszMxK5duxAVFQVnZ2d89NFHEIvFLDohg8FgMBgMxiukWoo6Gxsb7Nu3j5dYtzg//fSTjhsYg1HVPM9OxcDfpuHfmCu88s6+zbF5+GLYmVvr7SeXy7Fy5Ur8/PPPvHJzc3PMnz8f3bp1K/XYyfkp2PJgK57lPeOVO5rWxGDvd1HLvCiYxO3UaMw+twoCEsA3vzYuHD4LIfjunJ6enmjZsiUvMuPhw4cRFaVOxZCYmIhjx46hU6dOLDohg8FgMBgMxiukWoq6zz//HL1798aYMWPQu3dvuLq6QiaTISYmBnFxcdi3bx/WrVuHPXv2VPVUGQyOC7E30PfXKUjI4gc1md1pHOZ0+QAiof59Y/Hx8ZgyZYpOfkZ/f3988803pfreExEuPb+M/bF/QK7iByJp6hSObnXfgZGI777sb++JVrUb48aTO/DNr8MTdCYmJmjVqhU8PDx0jvXOO+/g7t27yMvLg0gk4tyiWXRCBoPBYDAYjFdHtRR1Xbt2xYoVKzBlyhSsXbuWK/f29gagjnC3ePFivPPOO1U1RQbj/+ydd3wUZf7H3zPb0ntCAiGN3nsRBKWDIopI8/Tk7Hend4qFU88Tu56KnOXup6eeHQRFsYKAhSpFVHonCSWVZNOzbeb3xySzO9ndQJAWed6vV16bfdo8Ozu7+3zm+32+Xx1VVfm/1Qv466KncHm8OeSiQyN555onuKzbxUH7Ll26lPvvv5+KigpD+XXXXcc999zjt5e0IdWuahbu/4htx7YZysPMYUxpO5ku8Vo+OafHyeL9K5jYdhRm2YwkSdzZewY3Hvs7pogw1EPavr/MzEyGDh1KWFgYiqKwevVqXC4XI0aMALS9cVdccQWrVq1iypQpelRKEZ1QIBAIBAKB4PTRLEUdwJ///GdGjhzJK6+8wrp16zh27BhRUVH069ePW2+9VbhzCc4Japy1/GnhY7y53hiFtWtKWxbdMJd2SYGtbA6HgyeffJL333/fUB4dHc1TTz2li6jG2F+2n3l75lPmLDeUt4tuy9R2U4m2aRGu9pRm8+TGV8gpP0KN28HvO1+hHcsWyVtjnsImW/n888/p3Lkzbdu2RZIkCgsL+eCDD8jJyUGWZTp16qRb23r27EmPHj3EHjmBQCAQCASCM0SzFXWgWebmzJlztqchEAQk+9gRJr1+J5sP7zSUT+s9jtemzybcFhaw3/79+7njjjvYvXu3obx3797MmTPnhF0V86ryDYLOJJkYlz6WIS0v1HPPOTxO7lv9LKW15bSrSeHjrUsZkNydDnFZAIRZtMArEyZMMKRIOHr0KDk5OYC2J+6DDz7gL3/5CyaTCUmSjptOQSAQCAQCgUBw6vhN30q/6667zvYUBOcpX+9cS59nphoEnUk28fzEe3n/uqeDCrpFixYxadIkg6CTJIlbb72Vd999t0l7zwanDKJjrOaSnBiayG3d/8xFrYYakonbTFZubHsVw+xd6FmVwcCKdlQ4q/3GkiQJj8ejP+/Rowddu3bVxrDZGDBggBByAoFAIBAIBGeJZmmp6927N5s3b260TU1NDW+//TbPPffcGZqVQKBZrZ5a/jp//+JFVNWbzC0pMo4FM57lonb9Avarqqri4Ycf5pNPPjGUJyQk8MwzzzB48OAmz0WSJKa2ncK3R75jTNporCYrqqry6YFv6JHYkfTIlmzbto3DP+wlwa25Yka5QuFwLSR7x3G73axYsYJdu3Zx22236da4K6+8EpPJxPjx44mNjW3y/AQCgUAgEAgEp4ZmKeq2bNlCcXExCQkJAet3797NjBkz/HJqCQSnk7KaCq579wEWb/3WUD4wozsfXj+HVjEtAvbbuXMnd9xxBwcPHjSUDxo0iGeeeYbExMRGj1vjrmH5oRW6cPMlwhrBZZlauoOimhKe3fQ6Gwu20iW8DSOcPcg7mmdob7FYCA8P158XFBTwzjvvkJ+fD8C3337LyJEjAYiKiuLaa69tdG4CgUAgEAgEgtNPs3S/VBSF2267za9cVVWeffZZevXqxfr168/CzATnKzvy9tP/uav9BN2fLpzK9395M6CgU1WV9957j8mTJxsEnclk4s477+SNN944rqA7UHaQOT/PZeXRVSw++Gmjbf9vy3w25m8lsyaJdjnxfoKuZcuWTJkyhU6dOulloaGhlJWV6c+XLVsmbpYIBAKBQCAQnGM0S1EHsHz5cm6++Wb9+e7duxk0aBCzZs0iIiKCl156ibi4uLM4Q8H5wsKfltL/uensKczWy0IsNt783WO8POXvWM0Wvz7l5eX85S9/4eGHH8bpdOrlKSkpvPvuu/zxj39sNHqkR/GwJGcp/7ftFewOOwAbCjaypXhr0D4z2lzBsIqu9K1sg0X15sQzm80MGTKECRMmEBUVZRBxUVFRXHHFFYCW6Hz69OnC1VIgEAgEAoHgHKNZul/GxsaSn5/PY489xi233ELbtm156KGHqK2tZerUqbz44oskJCTwxRdfnO2pCn7DuD1u7vvsXzz7zZuG8oy4Viy64Xl6te4UsN8vv/zCnXfeyeHDhw3lI0aM4MknnyQmJqbR4x6rPcb7e+aTW5FrKE8IiSfW5hVcG/O3UlRTwriMoezevZs1a9aQ4Iw09ElOTmb48OFER0fjcDj48ssvWb9+PXfccYeeY653795UVFTQt29fIiIiGp2bQCAQCAQCgeDM0yxF3WOPPYbZbGb27Nncc889zJo1i5YtW/Lyyy9z+eWX6+3eeuutszhLwW+ZwopjTHvzXr7du8FQPqbjYN677iniw2P8+iiKwhtvvMGcOXNwu71JyC0WC7NmzeLaa689bgTJHws38/GBT3B4HIbyfkl9uTxrAjaTjRq3g1e3zmfx/hVYZAuhhbBr8w5De5PJxIABA+jWrRuyLFNRUcELL7xAaWkpAB988IEhKMrFF1/chLMjEAgEAoFAIDiTNEtR98c//lH//5lnnqGiogJJkgyCDmDYsGFs3RrcHU0gOBnWZ2/hqjdmctheYCh/YPRNPHzJnzHJJr8+JSUl3HvvvaxcudJQnp6ezvPPP6+nBwhGjbuGj/d/wk/FPxvKQ02hTGp7JT0Suutla4/+yOL9KwBwKS4W2JczMKwt1dVaqoKkpCSGDx9ucKOMiIggOTlZF3WHDh1iz549hv11AoFAIBAIBIJzk3Na1L399tsn1G7gwIHMnj2b2267jf79+wNgt9vZtWvX6Zye4DxDVVX+u/ZDbv/wSZwel14eFRLB29c8zuXdhwfst379eu666y4KCwsN5ePHj+eRRx45rktjdnk27++ZT6mj1FCeFZXJtPZTDS6XAMNbX8CKQz/wQ97PAHRp0YEL21/A8q+X079/f3r06IEsy+zdu5esrCzdGnfVVVfxzDPPEBISwuTJk+nQocOJnhqBQCAQCAQCwVlEUn2TaZ1jyLIc0B1NVVW9vP7/+pfRsNw3YfJvlfLycqKjoykrKyMqKuqMHTcnJ4f09PQzdryzSa3LwZ8XPs4bP3xsKO+c3IaPb5xL+6QMvz4ej4eXXnqJf//734acdSEhITz44INcddVVx3W3XJu3jk8OLEbF219GZnTaKIalXowsyWSXH+Hjfcv4S6/fU5hfoFncHGX8bfVz3NJtKn1aaFbAqqoqwsPDqaqqYvHixWzevJlLL72UYcOG6WMfPHiQlJQUQkJCTuY0nTDn07UjOPOI60sgEDRXzsb319laRwpOLee0pQ5g1qxZJ2UxOHbsGPfff/9pmJHgfCOn5ChXvTGTTbnbDeVTeo3h9asfIcIW5tcnPz+fu+++mw0bjHvu2rVrx9y5c2nXrt0JHTs1ItVw0yIuJI6r208jPTIdRVVYuGcJr21biORWiTwo4SqsZsSIEbRv355XRjxiEI3h4eEoisJLL71EUVERAEuXLqVLly4kJSUBkJmZeeInRiAQCAQCgUBwTnBOi7qMjAyeeOKJk+4vAqUIfi3Ld69j2pv3cqzKrpeZZBNPT7iTmcN+H9DS9t133zFr1ix9f1o9U6ZM4YEHHiA0NPSEj58W2ZoxaaP5KmcJfRJ7c0XW5YSYNSvasVo7b+1YREJNBH0rsnCp2p65VatW0bJly4BunbIsM2zYMBYsWABo1sT9+/frok4gEAgEAoFA0Pw4p0XdP/7xj1/V/1//+tcpmongfENVVZ5e/joPfP4iiqro5YkRcSz4w7Nc3K6fXx+n08mcOXN44403DOXh4eE8+uijjB8/vtFjKqqCLPnnpru41UW0Cm9Jh1ijxTpKDmeKfDFV5WWGcpfLxdGjR2nfvj2qqvLjjz+SlpamC7d+/frx888/U1ZWxpQpU4SbmkAgEAgEAkEz55wWdTNmzDhuG1VV2b17N3a7nYSEBDIzMzGZtOiDIgy74GQor6lkxnt/5+MtKwzl/dO78dH1c0iNTfbrc+jQIe688062bNliKO/atSvPP//8cYVTbkUuC/Z9yDUdriY5zDi+LMl0iO2A3VHOSz+/yx+6TMJT4uC7776jqqrK0DY2Npbhw4eTlJSE3W7nww8/ZNeuXaSnp/PnP/9Z36d69dVXExISgtl8Tn8FCAQCgUAgEAhOgGa7onO5XDzyyCP8+9//xm636+Xx8fHceOONzJ49G6vVekbmMnfuXKKioujWrRtZWVnExMRQVlbGnj17OHDgAFdffbVfn7y8PGbPns0PP/yAJEn069ePBx98kLS0tDMyZ0FgduYfYOJrf2V3Ybah/JbBk/nXlX/DZvG/ppYsWcIDDzxARUWFoXzGjBncfffdjV6Hiqrw7eHv+Dp3GQoK7+2ex1963IZFthjarTm6mTk/vkFFTRXy/lpiy/xdOHv27Em/fv10ofbpp5/qEWBzcnJYs2YNQ4YMARBJxAUCgUAgEAh+QzRLUed0Ohk9ejQrV64kMTGRvn37YrPZqKysZP/+/Tz11FOsW7eO5cuX61a7k2XHjh3cc8899O/fn4ceeihgm/fee49Nmzb5lZtMJj7//HO/8tzcXAYOHMi1117Lhg0bkCSJRx99lB49erBixQp69+79q+YsODk++nkZM977O5WOar3MZrbynyl/5w8DJ/q1r62t5cknn2TevHmG8piYGJ566imGDw+c4qCeUkcp8/d8wIHyg3pZfnU+3x7+jtFpo/QyVVVZtPdrLBUwuqIH4YrNME50dDTDhw8nOdlo4bvsssvYvXs3DocDk8mEoigIBAKBQCAQCH57NEtR98wzz1BWVsa6desYMGCAoU5RFJYvX85tt93GCy+8wJ133tnk8Tdu3MjHH3/MypUrWbduHYqi0K+f/x6qelRVZezYsWzbto2CggJMJhP9+vXjoYceYsSIEX7tb7zxRjIyMnj66af1skcffZS1a9cybdo0tm7dis1m8+snOD24PW4e+PwF/rnif4by9LiWfHT9HPqkdfHrs3//fu644w52795tKO/Tpw9z5swhJSWl0WP+UryFj/YtosZTYyjvldCTIS0vNJRJksQ4qR97y6L9xunWrRsDBgzAZDKxatUqZFlm8ODBgOaKeemll/Ljjz8yefJkP9EnEAgEAoFAIPht0CxF3YIFC1iyZEnAhbMsy4wePZqlS5dy1VVXnZSoKy0txWq1MnLkSKqrq/npp58abR8fH89XX311QmOvXr2aZcuW8eKLL/rVXX/99VxzzTW89dZb3HzzzU2et6DpFFWUMO2te/lmz3pD+cgOA5l33T9JiIj167No0SIefvhhamq8gkySJP74xz9y2223NbpPzeFxsPjAp2wsNFp2bSYbE7OuoE9Sb5weJ/+3ZR4p4Ylc3mYkAMlxLdjLHr19ZGQkw4cPp2XLlhQWFrJgwQKys7OxWCx06NCBhIQEAAYOHMjAgQORZf8ALAKBQCAQCASC3wbNUtSZTKbjWkIyMzOPm9g5GKNHj2b06NEADB48WP8/GOHh4Sc8dr2rXs+ePf3q+vfvD8D7778vRN0ZYGPONia9cSeHSvMN5feNupFHL70Nk2x03a2srOThhx9m8eLFhvKEhASeeeYZ3UIWjEMVh3l/zzyKa4sN5WmRaVzdfhrxIfHss+fw5IZXOFh+GJvJSu+kLrSOTKFLly4cOHCAI0eO0KVLFy644AIsFm3f3YEDB8jOzga0vaYLFy7klltuQZZlIeYEAoFAIBAIzgOapairqamhrKyM6Gh/d7R67Ha7X+CKk6F+4dwYTXGVXLlyJQCpqal+dfUREjdu3IiiKGJBfhp5be1H/Hnh4zg9Lr0s0hbOW9c8zsQe/i6zO3bs4M477+TgwYOG8sGDB/PMM8/olrFAKKrC90dWsiR3qSE9goTEiNThjGw9QheQW4v3kFN2FCRweJw8tfFVXhz2ILIkc/HFF1NeXk5qaqphf9yAAQP4+eef2bdvHzabjR49epz0eREIBAKBQCAQND+apWoYO3Ysl19+Obm5uQHrc3JymDhxImPHjj3tcykrK6OwsJBbb72Viy++mG7dupGamsrNN9/M4cOHDW09Ho++ByuQCLBarURHR1NdXU1OTs5pn/v5SK3LwU3zZnPT/NkGQdepRRYb7n7fT9Cpqsq7777LlClTDILOZDJx11138frrrzcq6AC+PfwdX+Z8ZRB0MbYYbu16C2PSR+u56dxuNy2KwrmsvC8mVSbWFsXvOk7Q66OiokhOTmbp0qX897//1YWdJElMnjyZrl27cvfddzNo0CBxQ0AgEAgEAoHgPKJZWuoeeughBg4cSFZWFj169KBt27aEhoZSXV3Nvn372LJlC23atGHRokWnfS7bt28nNzeX++67j5Ejtf1PO3bsYOLEifTu3ZsVK1bQrVs3QBOALpcmJIJZ90JCQigrKzOkaWiIw+HA4XDoz8vLy0/Rq/ltc6g0n0mv38nG3G2G8qt6juKNqx8lMsToRltWVsb999/PsmXLDOUpKSnMmTOHPn36nNBxL0gZyA/5P2B3aknCe8R3Z1LbKwkxhfDZgW/YkL+F29pM59tvv9X2c2LiUmkAM0b/jhhblD5OXl4e7733Hvn5mrvounXrdJfP+Pj4E8rrKBAIBAKBQCD47dEsRV1MTAxr1qzhtttuY+HChYZAJrIsc9VVV/Hiiy8SG+sf5OJUM3fuXGbNmqULOoDOnTuzYMECevbsyVVXXcX27dsxm81UV3tD5QcLplGf06xhUmlfnnzySR5++GG/8tzcXCIjI0/2pTSZ5mRRXJv7C7d9/jQlNV4BLEsys4Zcx819r6SkoJgSvHvdduzYwRNPPEFBQYFhnEGDBnHXXXcRFRXVpNc+PHoYnxd/yZCYC+kY0oE9B/fzv+xP2GrfS+fqVBb9YrwBYSuCw3tzKfN5P8vKyjh27Jj+/PPPPycuLo6wsLATnse5QnO6dgTND3F9CQSC5srZ+P46FduVBGefZinqQLNMzJs3jxdeeIFNmzZRWlpKTEwM/fr1IzEx8YzN45///CetWrXyK+/Rowddu3Zl27ZtLF68mEmTJhESEqLXu93ugPv13G43AKGh/sml67nvvvuYOXOm/ry8vJzWrVuTlpZGVFRU0H6nmpycHH0f4LmKqqo8+82b/O3TuQb3x4TwWD74wzMMb++fEuP111/n+eef198L0PZWzpo1i2uvvbbRADzHao8RZ4vza5NOOj2zehJq1t7XwxX55P9UwEh7N2I8RgthaGgoF110EZmZmVRWVhoShZeXl/PJJ58QHh7OxIkT6dix40kHBDqbNIdrR9B8EdeXQCBorpyN7y/h8fXb4JwWdQ6Hg4qKCiorK/XHyspKMjIyaNeuHQCJiYmMGzfurM0xIyMjaF2HDh3Ytm0b69atY9KkSURFRSFJEqqq4nA4Aoq62tpagEatjDabTeSxOwEqaqu4/v0H+fBno/tkv7SufHj9HNLijBFUjx07xr333suqVasM5enp6cydO5cuXfzz1dWjqAqrjq7mq5wlTGpzJf1a9PVrYzNp75nH4yF/92EuKukMqrFN27ZtGTJkCJIk8fHHH7Np0yZmzpxJfHw8oFkKq6urGTRokEHsCQQCgUAgEAjOX85pUefrViZJEt27d2fQoEFce+21Z3FWRq655hqWLl3KihUr6N69u6Gu3tpWb9a2Wq20adOGffv2UVxc7Lcod7lc2O12bDabuMv8K9lVcIArX7uTnQUHDOU3DZrEC5PuI8RiFMXr1q3jnnvuobCw0FB+2WWX8fDDDzcqoMqd5czfu4C99r0AfHJgMZlRGSSEegOobCrYxss/v8t9XW9ky7qfKSoqMowREhLC0KFDadOmDXa7nZdffpnS0lIAPvzwQ26++WYkSdLzMAoEAoFAIBAIBPWc06JOVTUzxvXXX8/9999PVlbWWZ6RkdLSUt577z0Ali1b5ifq6s3Zvjn1Bg4cyL59+zh06JCfle/w4cOoqkq/fv0wmYw50gQnzse/rOC6dx+gwuHdl2g1WXh58gPcOGiSoa3b7ebll1/m3//+t369gSayHnroIa688spG3Ru3H9vBgn0LqXZ790s6FSebCn9kbPoYnB4n/9kyn8X7ltOhpiXLDn6NrBrHy8zMZOjQofpNjKioKGJjY3VRt3fvXg4cOECbNm1O/qQIBAKBQCAQCH6znPNxz59++mlee+21kxJ027dvPw0z8lIfUj4tLS2gC+iOHTsADEFUpk6dCmAI7lLPxo0bDW0ETcOjeLjv07lc+fodBkHXOjaZ1Xe87Sfo8vPzue6663j55ZcNgq59+/YsWrSISZMmBRV0To+TRfs/5s1dbxkEnUW2cFWbSYxJ06xpJtnMPnsOMhIZtYkGQWez2RgxYgRjxoyhoKBAn4Msy0yePBmz2UxMTAw33XSTEHQCgUAgEAgEgqCc06IuNjaWu+6666T7n243zfj4eLp168Z///tfOnfubKjbtGkT+/bt4+KLL+bCCy/Uyy+55BL69u3L+++/7zfe/Pnzad26NTfeeONpnfdvkeLKUsb95488tfx1Q/mI9gP48e4P6Jfe1VD+7bffMmHCBF1I1zN16lQWLlxI27Ztgx7raFUeL/zyIuvyfzCUtwpvxR09/krfJG+qA5Mk87d+N2M1W9kQuV/fQpeens7UqVNp1aoV8+bN4+WXX2b9+vV6v8TERK6//nruvvtuOnTo0JRTIRAIBAKBQCA4zzin3S8TExN/VRLl+pxwv4a8vDwA3RWuIS+99BL33nsvmZmZevCWHTt2cM0119C5c2c/8SbLMm+99RZDhgzh4Ycf5sEHH0SWZd5++22WLVvGihUrDFEyBcfnx9ztXPn6neSW5hnK7x3xBx4f/xfMJu9l7nQ6ee655/jf//5naBseHs5jjz3GpZdeGvQ4iqqwJm8NX2R/hUf1GOouanURY9NGc6SygD9/+zATskZwSeZFALSKaMFdff5AlDUS01EXYWFhdOjQAY/Hw9NPP61fW5999hkdO3YkJiYG0CyGAoFAIBAIBALB8TinRd2ePXuYOHHiSeWbKy0tZefOnSd13OzsbK644goURWHPnj0AvPDCCyxdupSQkBAmT57MAw88AMDQoUN58cUX+etf/8rRo0dxu91IksTVV1/NzJkzAwbY6Ny5Mxs3bmTWrFl07twZi8VCZmYm69ev97P4CRrnjXUf86eFj+FwO/WyCFsYb/7uMSb1HGVom5uby5133snWrVsN5V27dmXu3LmkpaUFPU6Fs4IP9i5gt32PoTzKEsnU9lNpH9OOxfuX85+f59G6Oo4v8pfSK6kzKeFaeo0RaYO0DsnevmazmSFDhvDpp58CmuDcu3cv/fr1a/J5EAgEAoFAIBCcv5zTog7g008/Nex3OhHq0wacbP6ujIwMfv755xNu369fP7788ssmHSMrK4uFCxc2cWaCehwuJ3/56EleXfuhobxDUgYf3/gvOiUb92B++eWX/P3vf6eystJQPmPGDO6++2496Xswtpfs8BN0neM6M6XtVYRbtDxzlRVVDCxtRwtXNB4UXvnhPWaPuENvr6oqmzdvJisrS79RceGFF/LLL79QW1vLlClTRNRTgUAgEAgEAkGTOedF3ejRo0lOTj5+wwaUl5ezePHi0zAjwdnmcGk+k96YyYYco8VtYvcRvPm7x4gK9VpHa2treeKJJ5g/f76hbUxMDE8//TTDhg07oWMOaNGfHSU72Vm6E4ts4bKM8Qxo0R+X6kZVVXbu3EnNpiJauKIBMCHT8VgKiqIgyzJ2u50PP/yQXbt20aFDB2688UY9RcHvf/97wsPDMZvP+Y+jQCAQCAQCgeAc5JxeRbZt25avvvrqpPs3lixa0Dz5ds8Gpr55D0WVJXqZLMk8Mf4v3DvyeoN1dt++fdx5553s3r3bMEbfvn2ZM2dOk24WSJLElHZXMW/PB0zIHI/NFMrD61/CU+tmYFV7Dh06ZGhvNpvp0qmzPp+FCxfq89i9ezebNm3S3Syjo6ObdhIEAoFAIBAIBAIfzunol0VFRbjd7pPufzyXOkHzQVVVnvvmLUb9+2aDoIsPj2Hpn/6PWaNu0AWUqqp89NFHTJo0ySDoJEniT3/6E2+//XZQQaeqKhsLNuLwOPzqIiwR3NTlBvIqS7hh6QPk7s8hcbfFT9AlJyczefJkunXrps/p8ssv1y1xJpOJ2traX3dCBAKBQCAQCASCOs5pS11ZWRmzZ8/mscceO6n+b7755qmdkOCsUOmo5ob3/8GCn5Yayvu07sxHNzxPelxLb9vKSmbPnq0HH6knMTGRZ555hkGDBgU/jquSBXs/ZGfpTg6WZzOl3eSA7UJVK12KWpLijDGUm0wm+vfvT9euXVm3bh1hYWH06aOlN0hKSmL06NFs27aNKVOmnJRLsUAgEAgEAoFAEIhzWtQBPPnkkxw4cICHHnqoyfm6evTocZpmJThT7CnMZuJrd7Ajf7+h/IaBV/LS5PsJsdj0sh07dnDHHXeQnZ1taHvhhRfyz3/+k4SEhKDH2V26m/l7F1Dp0gKpbCzcRIfYDvRI6A5ApbOKcEsY+/btY82qVX6CLikpieHDh+Nyufi///s/srOzCQkJoW3btrp75UUXXcTFF1/8q9J0CAQCgUAgEAgEDTnnV5eqqjJ//nw6d+5M586dufHGG1mzZs3ZnpbgDLB4yzf0e3a6QdBZTRZenfYQr139sC7oVFXlnXfeYfLkyQZBZzKZuPvuu3nttdeCCjq34ubTg5/x2o43dEEHYJbNODy1OD0uXt3yAdcsuYfduXtZvnw5DofXNVOWZQYMGKCn3ti+fbs+h9raWhYtWqRHbzWZTELQCQQCgUAgEAhOOee0pc7hcFBWVkZFRQXl5eX6Y2MWF0Hzx6N4+MeXL/PE1/81lKfGtOCjG56nf3o3vaysrIz777+fZcuWGdq2bNmSOXPm0Lt376DHKagu4L0988irMiYtTw5L5nftp2OSrfzpm9kcKNP2zP0vdzEj2/Zk3759ACQkJDB8+HDi4uL0vXNDhw7ll19+4fDhw9hstiZblwUCgUAgEAgEgqZyzoq6mpoabrnlFp599lkyMzNPyZh/+9vfuOqqq+jbt+8pGU9w6jlWZefqt2bx9a61hvJh7fozf8Y/SYqM18t++ukn7rzzTo4ePWpoO3LkSJ544gliYmICHkNVVX7IX8+n2Z/hVoyBeC5MGcwlGeOwyBbcihuL7P2IbCzYypX9RxGRn0/Hjh3p3r073333HXl5eVx33XVIkoTJZGLq1Kl8+eWXTJw4kbi4uF95RgQCgUAgEAgEgsY5Z33BQkNDmTlzJqNHj+a77777VWMdPXqUSy65hOTkZCHozmE2H9pB32em+Qm6u4fP4Os/vaILOkVReOWVV7j66qsNgs5isfDggw/y8ssvBxV0Va4q3tr1NosOfGwQdOGWcK7v9AeGtByKWTKTnZ2Ns9bJff1uwSpbiLFF8uigvzIgrSfTp0+nVatWvPjiiyxbtoxt27bx008/6WOlpKRwww03CEEnEAgEAoFAIDgjnLOWOoCePXvy/vvvc9lll3HBBRcwa9YsunXrdvyOdRQVFfHyyy/z4osv8vTTT3PjjTeextkKfg1vrV/MrQsepdbl3a8Wbg3lf797lMm9xuhlxcXF3HvvvaxevdrQPyMjg7lz59K5c+egxzhQdpD3dr9HuavCUN4hpj2T205m1ZEfmfXtXKZYL6bicCmZmZmMGTOG2RfcTofYLGJDogAtB50syxQVFeljfPLJJ3Ts2JGwsLBfdR4EAoFAIBAIBIKmck6LOoDOnTvzww8/cMstt9CzZ0+6du3K6NGj6d69O23atCE6OpqwsDCcTieVlZXk5uayY8cOVqxYwZo1a0hPT+ezzz5rNJS94OzhdLu4Y9HT/Gf1B4by9kkZLLrhebqktNXL1q1bx913320QUwATJkxg9uzZRERENHosq8lClbtaf26STFyaMY5ByYN4+IeX2Ju9n4sqOlKhlAJw8OBB9u7dy8D2PQGorq7WRVtycjIjR45k6dKlhIeHM3HiREJDQ0/6PAgEAoFAIBAIBCfLOS/qQMsxtmjRIj766CMeeeQRnnvuOT0wRSBUVSUuLo7777+fe+65R1hPzlGO2Au46o2Z/JC9xVB+ebdhvHXN40SHRgLgdrt56aWX+M9//qNHkgTNRfcf//gHV155ZaPXQz2pEamMSRvNlzlf0SI0ias7TKdleEucTietC6NJKevk16e8vByHw8FXX33F5s2bufvuu4mK0ix29SkMhg4delxBKRAIBAKBQCAQnC6ahairZ9KkSUyaNIlvvvmGL7/8kpUrV3Lo0CFKSkqIiIjQ98yNHj2aiRMnCjF3DvP93o1MefNuCitK9DJJknjs0tv528gb9ND/+fn5zJw5k02bNhn6t2/fnrlz59K2bVuawkWthmKWzXSJ7YpJNnH48GG+++473BU1hnZRUVGMGDECs9nMs88+S2mpZr37+OOPue666wAtRcEll1zS5NcuEAgEAoFAIBCcSpqVqKtn+PDhDB8+/GxPQ3ASqKrK3O/e4Z7Fc/AoHr08Liyaedf9k9GdvG6y3377LbNmzcJutxvGmDZtGvfffz8hISEBj1HtqubjA4sZnnoxKeEphjpZkgk3xfLn5Q/Tp6YN4cdMfv27devGgAEDsFgseDweQkNDdVG3detWcnNzSUtLO9lTIBAIBAKBQCAQnFKapagTNE+qHNXcOG828zd/ZSjvndqJj254noz4VgA4nU6effZZ3nzzTUO7iIgIHnvssUatY/vL9jNvz3zKnOXkVefx1+63YzFZ9PqFe75iwY+f07+8LeGKUdBFRkYyfPhw3G43ZrP20ahPUfCvf/2LqKgoJk+eLASdQCAQCAQCgeCcQog6wRlhb2EOV75+B9vy9hnKZwy4nH9P/juhVs3qlpubyx133MG2bdsM7bp27crcuXODCiqP4mFp7td8d+R7VLR9dwXVBXyZ8xWXZ03Q2yWUhTPM3gUJ4x68zp0706NHD7788ks2b97MNddcQ8+ePQFo1aoVM2bMICsrK6h1UCAQCAQCgUAgOFsIUSc47Xy29Tuuffd+ymq8qQQsJjMvTLqPWwZP1oOcfPHFF/z973+nqqrK0P8Pf/gDd911F1arNeD4xTXFvL9nHocqDxvKE0MT6ZHQk+zyI2REaVbAXu26s2vzDlA04RceHs6wYcNo0aIFTz/9NGVlZYC2d65du3aEh4cDNJoqQSAQCAQCgUAgOJsIUSc4bXgUD7O/+jePLX3VUN4qOokPr5/DwMweANTU1PD444+zYMECQ7uYmBiefvpphg0bFnB8VVXZVPgjnxxYjFNxGuoGtOhPr4S+PL3xDQqqi3h91JPEhkQRExPDoAsGsXbNGjp27MigQYOw2WwA9O/fn2XLlgFa+oI9e/bQq1evU3IuBAKBQCAQCOqpys/FYS/2K6/My6Ok5phfuS0mgfBksf1DEBwh6gSnhZKqMn739iyW7FxjKL+obV8+mPEMLaISANi3bx9//etf2bt3r6Fd3759mTNnDsnJyQHHr3HX8NG+RfxyzJgOIcwcxlVtJyGpNmYue5IKSctLN2fzGzxywV+RJInu3bqRmJBAfn4+TqdTF3UjRoxgy5YtqKrK1KlTSU9PPyXnQiAQCAQCgaCeqvxcPp/cGcVZG7B+S4Ay2RrC+IU7hLATBEU+2xMQNE8+/mUFA1+5jk+2rPCr+/nwLvo+O9VP0M0c9nuW/flVWkQloKoqH374IVdeeaVB0EmSxJ///GfefvvtoILuQNlB5vw810/QtYluw509/0rnmE5U7D/G6OLuxLu0XHe/FO0iv1q7I1ZWVsaXX37J+++/z+LFi/X+ZrOZG264gZkzZwpBJxAIBAKB4LTgsBcHFXTBUJy1AS17AkE9wlInaDLlNZXc+sEjFFaWcOsHjzK83QCiQrXk2+9s+IybP3iYWpdDbx9mDeWNqx9hau+xAFRWVvLQQw/x2WefGcZNTEzk2Wef5YILLgh67C3FW3l393t6MBTQ0hSMaT2ahJCWuCvcLPp2EcXFxchI9K9oS3EHF3f3v5HE0DgA3nvvPQ4ePAjAzz//TM+ePenatSsAcXFxp+AMCQQCgUAgEAgEZ45maalbs2ZNwPK8vDxGjBjB2LFjeemll87wrM4f/v7FixRX2QEoqizlwS9fwul2cdvCx/n9u/cbBF27xHTWz3xPF3Tbt29n4sSJfoJuyJAhfPrpp40KOoB2MW2JscXozxNCEriuw3WsPLSNV758kw8//JDiYu+drAhPCDOSLtMFHcCECRP04Cwmk0kPjiIQCAQCgUAgEDRHJFVV1eM3O7fo3bs3mzdvbrTNK6+8wpEjR3jkkUfO0KzOHuXl5URHR1NWVkZUVNRpPdbGnG0MeO5qg6VMArq2bM/Wo3sMbSd0vZi3r32C6NBIVFXlnXfe4emnn8blcultTCYTM2fO5IYbbkCWT+wew8HybP6z9f/om9SHMWlj+OtXj9KuKIk4d4ShXUhICBdeeCH5+fnExsbq1jjQIm3u37+fKVOmBHXzFJw+cnJyhIur4LQhri+BQHCqUVUVxe1CcTm1P7fT+7/LicflCFDn8munuJ1UHDnAnvkvNHkOY97aQFzH3qf8tZ3JdaTg9NEs3S9PRIfecsst9OvX77wQdWcKt8fN9e//A1mW8SgevVwFg6CTJIlHLvkz94+6CVmWsdvt3H///SxfvtwwXqtWrZgzZ07QCJNOjxOLbNGtavVkRmVwV687SQxJ5JdffmFAfhY0uCQyMzPp3Lkzn376KdnZ2URGRpKVlUVYWBgAY8aMQZblExaSAoFAIBAITj2Kx+MvkgIIIU041T8PLq6MbR2asAowvsevT+B2is8xBYJzmWYp6hou8hvicDj4+OOPOXTo0Bma0fnBC9+/x/a8vQ31k4HYsCje//3TjO18IQCbN29m5syZHD161NBu1KhRPPHEE0RHRwccJ7s8m/f3zGdk6xH0b9HPULf92F5ilAg+WfIJBQUFhjqzxcxFQy+iXbt2LFmyhOzsbAAqKipYvHgx06dP19qZm+WlLxAIfBAhwQWCwKiqiupx+1iRgosfr5XpOKLGIIYCW6ACWao8DdvVW7TqylVFOdunSyD4TdAsVrY9e/YkJyeH8vJyvcxkMh2330033XQ6p3VekVNylAc+f6FRQSch8enNL3JhVm8UReHVV1/lX//6Fx6P16pnsVi47777+N3vfhdQnHtUDysOfcPyQytQUVl84FMyozJIDE3Epbh5c/siNv28iR5VmUgNJpPaOpWLL7qYyEgt4uXIkSPZunUrhYWF2Gw20tPTUVX1uDcFBALBuY8ICS44G6iKEtja06jAcTWwMjUmmnzbBnLnqz9uEEuVz/8CgeD8olmIup9//hmAjz/+mJkzZ3Ls2DH69OkTtH14eDhDhgzhjjvuODMT/I2jqip/WvAYbh+Xy0DIssxTX7/O/ya15t577/ULaJOZmcnzzz9P586dA/YvqS1h3p4PyK7I1sucipMlOUu5tuM1PLHh//j+8Aa6e9INgs5isTBw4ECOHDnCl19+ydSpU/XyKVOmsHz5ciZNmkRsbOzJnQCBQHDO8WtCggtRd26hWZU8jbvRBaxz4XE6Tshtr96y5O9y17j7XcNjqx732T5dghNAttqQzVZkixWTRXusf679b/H536fcYsVksfmU+7czBehjaGv2HStw27ID21l244Vn+zQJfmM0C1FXz8SJE2nTpg0zZszg22+/PdvTOW/YmX+AL3es8iu3lSs4orx70jyKh29Wfselb47HXlJqaDthwgRmz55NREREw2EA+KnoZxbtX0Stx2Eo75PYmyuyLgdgSvtxrDqyiW3hh0hxxhLlCSU1NZUOHTrw6aefkp+fD0C3bt104ZiRkcGNN9548i9eIBAIminGwA4OP7ETWOAEdqsLbJFyBRRU/kLL36rUcDyaX8y28w7JZEL2ETwmP1FTJ2zMgcp9BY6/+PEXXXXtrYHbBRRqdc8lk+mc98iRLdazPQXBb5BmJeoAunfvzsyZM8/2NM4rOiVncWnnoSzdtUaz1ikqSTvcRB9WsLeWKeqkXUaJ+xVi9rux4xV0oaGhPPTQQ0ycODHgl2yt28EnBz7hxyJjNNMQk42LWo6gRWgKIeYQbR5xbbim4wQW719Bz0G9SZUS6dy5M7m5uYa9dR999BFt2rTBZrOdjtMhEAjOc05VYIfgViYR2OF8Ipio8YqhIEKpzhrlFTiWRkWS0WoV3FIVyCIlmS3IJ7DtRSAQnD2anagDuOaaa06o3ebNm+nd+9SHfj3fkCSJf0/5Ox0evwy12k3KTy5CyrS7qtGHFELsLlRZJbRBurcOHTrw/PPP07Zt24Dj5lbk8t6eeZTUlhjK0yPSSQpJ58PVS2jliCN12s3EhmoBVa7pNIEJbUYQho2QEE3spaenM2TIEFauXEl4eDiXXXYZVqu4CyYQ/JZRTjK4wrbXH8MSHhVUDHmcjYkkpwjs0EyQTKagIkm2WDEFsxgFcasL7nLnYz2yNi7OAlm4JJP5nLcqCQSC5kGzFHUnyjXXXMOOHTvO9jR+E6TFpXB7p4l8OPctTC4tNx1oj7YKlYY/SdOnT+e+++7ThZcviqrw7eHv+Dp3GQrexZGExMjWI6iuVNi8+kd6OLV9L699/S53T/gTkiThcXn4/qtv2LZtG3fffTehoaEAjB07FlVVGTFiRFAXT4FAcG6huF04y0txVtq1x4pSnOV2XBW+ZT51FXZcFXacFaW4KsuOf4AAHFn56Sl+FecXQS08QdzvNAFjCyBwLMd1o2u4/+nE2tY9CquS4BzGFpOAbA1p0r5g2RqCLSbhNM5K0NxplqLu7bffPm6bHTt2sHv37jMwm/ODDz74gM+eexezgl9OOF9BZ7PZ+Oc//8m4ceOCjrW9ZAdLcpcaymJtsUxvNxVnvpPV61aT4vQGNQnLkygsKQa3wmuvvUZpqebe+dlnnzFlyhQArFYrl19++a96jQKBoOl4HLV1YqxeeNUJs0qjGNPFW4UdV125u6bqbE//3ECSMPkEdggsVLxiynSC7YIHdrB5hVVj4wUQV8KqJBD8esKT0xi/cEfAlCx5eXmkpKT4lYuULILj0SxF3YwZM477wyJC1586du3axYMPPnhCbR0OB5mZmY226RrXhS5xndleollRu8R2IUZKZtfaXXpeOR0ZLuh/AYmx8Xg8HkMqiw0bNjB06FCSk5Ob9HoEAoEXVVVx11TpwsxVUYqzosxHoBktZPWirf5/xek4/kHOIUITW2EJj2zEsmQLIGgCu+mdUKCIEwjsIIu8mQLBeUd4clpAkVYRmkNcevpZmJGgudNsf0luv/12evXqZSirra1lz549zJ8/n6lTpzJt2rSzNLvfFu3btyc+Pp5jx/yT+TYkPj6e9u3bN9pGkiQmt72Kwq3/IT28Hat/2USbEjs21WIcKyGe7t2607FjR0BLmTBlyhT+/e9/ExMTw+TJk4WgEwjQcme5qsq9VrGKUlz1wqveWlZZpv/vqhdmdda0czVMuyUiGmtkLJbIGKyRMVgjY7FGxWKNjMHtqGHfh/9p8phDn/2YuI5ir7VAIDh3qHW6WbT2IJ9uyCWvyE5K4j4m9E/jykGZhFib7VJdcIZplldKy5YtmTt3btD6xx9/nHvuuYfU1NQzN6nfMLIsc8kll/D+++8bEok3xGQycemllyLL3jQHhyuPkBASr0ewrCfcEs6k1lfxxmfv0tnR0u943bp1Izs7m9dee42bbrqJDh06AJCVlcU111xDx44dA+7XE5xbVOXnBnQvqczLo6TG/ybB+exeorjduKrKfPaW+Qi0eiuZj4XM5WNNc1WWnZPBOyRZxhIRUyfENDFW/78lMrquzCvUvAIuFktEdKP7okp2bT4pUScQCATnEp9vyOGmF1dir3IiS6CoIB+ws/iHbO56/Qde+8tFXNrv/PxdFDSNZinqvvrqq0brQ0JC+Oc//8l9993XqPgTnDjjxo3jnXfeabSNx+PR99IpqsL3R1ayJHcpvRJ6Mq39VEPbAwcOsGrlSlId8YbyyNgohg25mNdee42KigoAFi5cyN13362LuJ49e56iVyU4nVTl5/L55M5BN4JvCVAmW0MYv3BHsxV2HpfTx4WxTpj5WMgMgUAq7Lpoc5aX4q6uONvTD4hstmBpILy8VrMYra6+PiLaR8DFYg6PFG7wAoFAEITPN+Qw5enl+nNFNT6WVTuZ/NQyFswayfj+wiVT0DjNUtR169btuG1CQ0PZsGHDGZjN+UHv3r2P64IZHx9Pr169KHOUMX/vB+wr2w/Aj0Wb6RjbgW7x3Vi0bxkjW13A999/T22td7GvStCzV08G9O2PyWSiR48erF69GoCysjL27t17Qu+74NzBYS9uUmQvAMVZi8NefNZEnaqqeBw1Pm6KdgyBPnzcFl0NrGnOCjue2uqzMu/jYbKFei1kDYSXNcpoIfO1plmjYjHZQoUwEwgEglNMrdPNTS+uBEBVA7dRVZAkuOnFlRx8fbpwxRQ0ym/26vjpp584ePDg2Z7Gb4bjuWDWu15uL93Bh/s+otptXNxuKviFV7d8wq7SAxwsP8SkocP5+uuvAYiOiaFVy5b07tFLD4Qybtw4duzYgdlsZurUqaSLTcOCE0RVVdxVFcYw+T6izNXAQtYwVL7icp7tlxAQc1ikwUKmCbG6/wO4OPq6PZqstrM9/VOOCAkuEJw6VFVFVbVHRX/Uyhp/PH5doDFVQFHUJh8PVfX21cfwP27Q4+mPKopS/7obP67WNsBx/Y7vfb1B29YfF5Vt2SXYq47/e6OqYK9y8vG6bKZfFDjvr0AAzVTUNZbSwOl0snPnTl5//XWuvPLKMzir3z6NuWB6PB5Cu4Xy9i5jvVW2MiFzAq9sWUR2+REAlmSvYnDL3rRr1w5Zljlw4ACfffYZxcXFTJo0CdBSI9x0003ExsZiFpHhzjsUjwd3feAPX2HmI8ZcvsKs0q7vN3NV2lEb2ft51pAkPfCHrzCzRsZ4rWS+wsynzBIRIyIkNiA8OY1R729h9Mz3qKx1B73TDdqd7ogQM1/P+d1ptQKf0CLWZ1HnfWx8YQzBFojBF8aNLSbVRhemJ7CIbThmo3Ns8DoDtFNV/zYB5+gzZsDzFeT8NhzLeL6CCIqAfbQTG+x9CjZmoDZqsOOehLhSA4x9/Dka6wXnNrIEi9fnCFEnaJRmuUpoLKVB/Y/L4MGDef7558/ktH7z9OjVgyufvIqS2mOGVHUSIEkyeXEFSD5Z61pHpDIsfBhRjkju6DWDO79/AhWVcEsYbsXD8OHDmTt3LkePHgVg3bp19OjRg7ZttS+txMTEM/jqBOcKK24djru2Krg/yllEMpkMoswSYYzI6CvCdNFW7/YYHoXkE0Tot4qiqDjdHhwuRX90uT043ApOlwenW8Hh9uByKzjqn7u05069zNvP6dPOt7/TpbA/v5ztnpZgOf688EDPB9cRFrIxwKIZOEFLQWN34QUCgeB0oKhQWtG07QyC849mKeoAZs6cSdeuXQ1lkiQRHh5Op06d6Ny581ma2W+Xtfnr8CR7iCaG0tpaDpWVkRYdTXTDKJQqJNsyaJWXwuqDqwgJCWHatGlMbX8Je+3Z3NP3RpLCtAApl112Ga+88gqguXAWFxfrok5wfuKuqTyt48tWm581zBLEQqZZ0eqDgMRgDos46/vL6kWT00cENRRITnedkKoXVnWCyFUviAL0c9YJpUCCzFdIOd0Nj2M8tuccFjdF5bVQfrZnIRAIfutIkrYmlfVHCUnC8FjjdOP2aN+XJlkiMz2BtNZx2GxmHA43uYdKOJhTjEdRkSWIjRQRvwWN0yxFXXp6Os8888zZnsZ5RWltKUtylgLgURRyy8qIcISQU1ZGpNWKqc4CESKHItkjULfXUqjkAVr+wJUrV3Ld8CtYv249ZUdKSGqnibp27doxcOBAjh49ypQpU0Teud8IqqJQsnvzaRvfFBJ2fAtZg/1m9VEazSGhjc9dVb0ix61Q4/JQ7lZw2D04i0uDihlfS5KfhcrtCdrP5TYKKedxhFj9IkAg+K3TcGEsAbLs+yghyzR4NLaT6h99F9hyoLH8x/ZdhEsBFuXaWEGO69umwcI+8FjBF/8Bj6uPU983eJvjjVnfhiYdt7HjGecW+HgnMjfj8U70uE05XrAx9ffyBOYWaMwT4f3v9nLDCytJS41l6KB22GxmFEVFliUURSUzPZ6B/TL5fu1eDh0u5fIB6afhUyb4LSGp6jno43Qc9u/fT5s2bc72NM4ZysvLiY6OpqysjKioqFM+vqqqvLHzf+wp3YuCwiF7OamFSbSpTWZ/SD5HkgpJjYlCUiQiD8eRYI/0GyM9PZ39+/eTk5NDXFwcd911FzabFrzB5XJhMpkM+e0EzQ9VVSnd8zM5S+eRu2wB1YWHT2qcyAsnYU5ug2KLQgmJxGOLxG2NwGWNxGWJwGmOwImpcQtVQ2Hl8lq2nEGFmNctUHBuIElgs5iwmmVsZhMWs4zVYsJmlrGaTRwqrtQDDRzvTjdAWmIEI3q09FuIBV/MnuiiLvDCWBcbJ7OIRVtUQsPFZfBFbGCx08RFbLDHRo5HsOP6zb3huWn8eALBb5lap5tBf/+SCwZq3kmBrvn6Jfq6H/ax9rFLTlv0y9O9jhScGZqlpc5X0CmKwoEDByguLiYmJoYOHTqclR+DpUuXMmfOHPLz8wkLC2PKlCncfvvtQYN85OXlMXv2bH744QckSaJfv348+OCDpKWde/m5CmsK2VW6GwBHtYeuRzOJc0cAkFXbgpij4VR4ymhV1AKL07i5RQoxMX7UJWzcuJGcnBwASkpK+Oqrr7jiiisAsFhOZEOM4FylIncvOV/PJ/vr+VTk7P7V4921uyO5B30/By6gtO5PcKrRRZOlTjTV/W+tE05+zy3ao81ifO47hrd9nRizaI++Y1l8xgjYz2LCdJzFfVPvdM++uo8INCAQCM4JTCaZoYPa4VLUoN9zkiShqipDB7XDZBI3vgWN0yxFHYDdbufhhx/m3XffpaSkRC+PjIzk+uuv55FHHiEiIuJXH2fHjh3cc8899O/fn4ceeihgm1dffZX77ruPDz/8kGHDhnHo0CGuvPJKvvrqKz777DPdIlVPbm4uAwcO5Nprr2XDhg1IksSjjz5Kjx49WLFiBb179/7V8z6VJIUm0Sm2IwcPHaRVdgIWxawHRJGQiHNHEHckwhAkBaBlm1TGXTwGq9VKQkIC27dvx263Y7PZSEpKOhsvRXCKqC46Su7yBeQsnU/Jzk1nezrnNPViyGbRhIyvsAkkZuqFUr0IsvoIqoZCqv657xi2unqL2SikvG28ZWZT87aIXDkok2e/3Knf6Qaj5QjAajUx6uKOrPthHxMvyDgb0xQIzjr1AX60/9EjeqpoFldLAMFQ7fTgqbMU1UdF9fbV2iiGekgIt2gWax8qHW7seoRaVU+s3XAe1D9HJSHMSmyY8YavqqrsKKgyzIOG82ow1xCzTLcUf++hfcXV5Fc49DGUuoM37O97jD6p0cQ1mJO9xsWabHvQPmqDMQFSo0MYmB7DT0cqcKuacFNUlYpqFxW1LjweBZNJJjLEQmSYdj7dKvx0pIL+adGB32CBgGYq6vLz8xk8eDAHDx4kISGB3r17ExoaSk1NDQcPHmTu3LksWbKElStXkpDQ9JxEGzdu5OOPP2blypWsW7cORVHo169fwLYHDx7k9ttv54UXXmDYsGEAtG7dmgULFtCuXTsef/xxHnnkEUOfG2+8kYyMDJ5++mm97NFHH2Xt2rVMmzaNrVu3+gnBs4kkSXR3d6P2QA0qINeJN4fDgc1m8xNzoaGhhIWFIdWqWK1WAEJCQpg8eTIrV65k0qRJxMXFnemXIfiVOMtLOfTtInK+nk/Bj981Gp0yukMf8mI6E7Y+cAqMU4nFxyKkWYAaE00mXSQ1tEYFElKBrUoBhJSfJcvrLticRdO5ztm+0+0bDr7h4rZ+odqwPtxq8ptrrctDtUsJOobvYre+LjrETKTN+BOuqCrZJTVB+/guPOuPYzPLtE0I83ttOaU1HKt2Bezjv7jXFurdUyKJCjHOqazWxebDFUH7BBozNdpGj5b+LmAr9h6jrE4c1C+QvWOoPq/R67Y2rWcKJtl4vncWVPJDblnQPoEW4oMzYunR0igOFFXlX6tygvYJNLeEcAs3D2zt99oWby/kpyPlAa+fwHNTufWC1mTFG9+7nNIanl+Z49e/Mfq1juK6vq38yl9YncPhMsdxeht57rIO2MzG8/3T0Qo++Dm/SeNM7JrEiLq99778Z92hJo2TFGENKOo2HipjTba9SWOlx4b6iboKh5uvdhU3aZw+qVEMTI/hl7wKJKC8xsXRkmr986/hoaLGhWyXaBkXRlSohV/yhKgTNE6zFHV33XUXLVq0YOHChQGtWhs2bOCvf/0rs2bN4vXXX2/y+KWlpVitVkaOHEl1dTU//fRT0LaPP/44LpeL6dOnG8ozMzMZNmwYzzzzDHfddRfR0doHcfXq1SxbtowXX3zRb6zrr7+ea665hrfeeoubb765yfM+XRw7doyNazYCmqBTVZWioiIqKiqIjIwkMTFRX6Q4HA7KysooLta+5Lp27UpWVhYAHTp0oH379mKR24xw11ZzZNXn5Hw9n7y1X6G4XUHbRmV0xNznMr5yd+etLQ6SDhxk9kkcc+5NFxCW1T2gkPJz9TPJukVGcO6hqCr2Gjcuj4JbUfEoKm6fv0DPw6wmerfyX9CvzS7lYEmNoW1xlbPJd7qTIqy88oO2MDyeAKuv758WzdW9Uvzm9MSKA+RXNC1Z/b8u74ipwSX7Q24ZH24paNI4k7u34KI2xptjHkVlzsqcJo2TEmXjgRFZfuUrD5SyPresSWO1jLL5ibqSajcfbW3aa+vfOjqgqNuQW8aR8qaJjCk9kjE1uPFYVOXkx8NNC4PaKSmw58/+YzVNGidYdNhKh5viquDfr4EIFmjW3cQItKc7ssKp+oY+mbXDqXxtgYZqeFP7hMapm1S100N5jYvDx6qCtlVUlcPHqkiND6faeQ7mXxWcUzRLUbdq1Sq2bdsWdDNn//79WbJkCZ06dTqp8UePHs3o0aMBLd9d/f8NcblcfPTRR2RlZQWcS//+/Vm+fDkff/wxM2bMAGDevHkA9OzZM2B7gPfff/+cEnWxsbF4TComj4Tb7SY/Px+HQ/thraiowOl0kpycjNlsxoVbF3QACxYs4O6779b3FgpBd+6juF3kr19GztcfcPj7T3DXBP/BCUtKpeWIKeyMH8wTv6hs/uEYUA1ApRyBEzNW3Cd+cLOVoQM6E57c8le+it8u9QKkoYsTQEGFA4dbaVQ0NXw+poO/N8O2/Ao25JYF7+tR8ajaY33ZpO4tuCA9xjCOw63wj6X7mvT6WseEBBR1e4qq2RRkIV7RhDvdw9vGUeFo2uIo2EL8pBZ0AcdpOoHGCXRNnNRAnOScAox1cq/t1E0q8JxO5n07vcrnpARLgDmdqmsJTm5OSoATfqqupfqxmvJOBHvfTmopEuhaksBcF+AHqT5vrzcCav1Glfp7j5IEIRYToFnJj5ZUn9Chj5ZUc0Fm7ElMWnA+0SxFXUZGxnGj80RHR5Oamvqrj9VYEI8tW7Zgt9vp0aNHwPr09HQAfvjhB13UrVy5EiDg3Orbb9y4EUVRzplokLmVeRyw5tOqNJqCvAIUxRgd0OFwcPjwYZKSk8iLLadLQhd2/ryd8PBwxo4di8lkOkszF5woqqJQ9MsacpZ9QO7yhTjLjgVta42KI23kZOTe45mfG8273+3HXuXvflJijmNu+38SH+Kmdy8t8Elj0b22bD3E+/dfTnjy2Q8WVJ+Q2q1oCalDLf7XcEGFg3KH2yBsgoknt0crG9omlthQ43fK0fJaPtlWGLBPMCE2KCOG6QEsR6/+cJiCyqZZjka1j/cTA0WVLjYfqWjSOE6Pf9RQ80lYUYOlbAg2VkUT73SfyttKJ6WhVBW/Ze4pEisnw6lc9J7slOoXwKAJ02DiNNRiIsxiMiyQGy6iCfC8IeFWEy2jbEH7BFqIx4T4rwUkoFNSuKGPd07oaRG8x5GIDgm87GoTH4qqqnof7VwEHxMCzykqxMy4jgmG9rrYCHBuZEkiKcIacE5jO8RT6fAE7FN/XurFjFx3EGsAF+dOLSL44wX1LqeqfvLMkqzPzaMoqKom2WRJIjnKuwWl0uHGo2hX6u2D0wizmfT52KvdKIoKkorNbCKm7vtVkqCg3IGKSk5JNZEhZuLCvK+zZ0oknRPDAInYMAsJEVZdMO4uqNSv5eQoG0kRNiQJ3B6FH3Ptel16XCitokOYe3lHalwefjpcpu3PU6FDi3ASI7TXUFHrZlNdP1VV6Zla50KpKAFFcCAUVUVSRGRmQeM0S1F3wQUXsGbNGgYPHhy0zZYtW/wSkM+aNcuwj+3XsmPHDoCg+/bqg4Hs3LkTAI/Hw+7du4P2sVqtekjZnJwcMjMzT9lcfw3pkS0J9VjJO5IXtI3H4yHvSB6hUbFMnzKVr0K/YsyYMackWI3g9KCqKva9v5Dz9Xxyvv6A6oLgexXMoeG0uuhyUkdMYZPUjodWHODb/xwFjgZsP6JHS24e24lRvVK578u9VDWy56l+Lh1bdsEV47+vA+BYlZOj5Y7Agsm3zEdg9UmN8tsr5PIovLQmt9F+9WX1P7Wp0Tb+NtzfPW3J7mI2HmqaC1f3lpF+oq7WpbCjILgoCUQw96qGe4dOdCxrA3/AkxFjgaxZJzufQESFmIkPs2CWJe3PJFFY4WB3E+90R4eYuSgr1m+BHHgBrS2CU6MD73Ee1jaubtEbeNGtlxuO439OOiaGc13floZFd/2es/rWJlnSz6eqQmyomUqHtr8szKpFCpUluHVgKrVuDxISqgrRoea6Ookal4cqp7tuXa0t5m0WbRFeVuOitNql7RMExndKZHR77XeqtNpJabVLn3+7pHD9/7yyWkprXKiqSrXDaJU/UFxFUaWTad1bEGqR6d4qSn/9OwsqKKlyoQKRNjO9W3v3Cv2Ya2fZriIA4sIs9EmLAeCOIems3n8Me40bFc11tG9dHcDSnYVUOjyoqkpGfJih7uNf8qhxKaiqSocWEdzv43L6zobDuBUFVYWeqdH6XDyKyn/X5qCq8MPBEmS8C/Jqp4f/rs3R348RHRLoVucyWlrt0vupqsrl3ZPplKzt68orq+XRr/agoi3Ur+mXStvEcAakxZAYZuGNHw7p/W65MJ30OO07bHteBW/+cAi17rq4Z0QbEuvE2MYcO29vOKS7ED96aQfiwrW67/YWM2/TEZQ6V+IXr+pKqFW7SfX5tgIW/nRU3wf49rW99O/peT8eYfGWfBRVJcRi4u1re+nn69U1OXy1oxBVVYkLt/LG73rqdc+u2M83e4pRVJW02FBend6DuDALcWEWHvx8F2sPlgKa0HtpSje938xF2/nliPZ92qd1NP+8wrt+u+vjHewr0r4jh7SJY/YlHfS6WZ9s5mjdvr+xnRO5Z4Q3aNLN7/9CWa12TU7qmcKfhmTodXd8uA1X3XfNtf1SmVG3z9HpUbjr4x16u1sGpzOlt+Y5Uu1SuHfxTu+ch2dxaZcWAJRUOXnwc2/05wfHtuPidtr3Rl55LY8t3avXPTmhI/HhVo7am+a6e6SJ7QXnH81S1D366KP84Q9/YP369UyfPp2UFO8d6/LychYtWsSCBQt4//339XKn08kbb7xxSkVdUZH2oxMsqElISAigReoEKCsrw+VyHbdPWVmZ3icQDodDd38E7TWfTvLy8nDsDD4fXxw7S7Hb7UyaNOm0zklw8lQc3q8JuaXzKc/eGbSdbLaQcsFY0kdPQ+oyjLdXHeb1t3aTX7o6YPvYCCvXDmvPTWM60raltvDZkFvWpD1Pjy4/oO05aiAGtuZXNnnPUYtIq5+okyWpyXtggomMc1H4nKxlzNrAEBlpM9EqyobZJGGSNAGli6k6caH9L+tlaTH+Sd1lSWJG35aYZAl33b46VDCbJFpEesc/Yq/V78ZHNrBkfL/3GAUVDlwehaEZ0YzokKjX3b5wa5PvdMeHW/kxu4TyWk0YDGuXoC/aAP74wRYcbm2BP6FbCyb2SKk7Twoz3v1ZXzhf3bcV47tqC7ryWhc3vPeLXnfrhemM6qjNM6+sllvmb0FVtQh7s0a2ZWhbLQDEvqIq/rRgq+ZSq8ITEzrSP11zsfrlSBn3+Cwu/zWpC13rAj6sPVjCnR9t0+teu7oHmfFhSHUi66llXpfX92f0pkWk9nuzeEs+L3x/UK9bfHM/IuqCrXy5vZDX1uXqdctuG6gLsMVb8pn34xEAQi0yn986QG/3vx8K+bRuz1x8uIUF1/fV6z7YfJTluzUrflpsKP+7pqe37sej+gK/Y4sIerf2LvDf23TEsMDv4yPO3tl4xLDA9xVu7208wpGyWgDGdko01L278Qj2Gu3398oeycZ+mw7jqrMQy5KkizpFVVn4k/dmZkK4VRd1Lo+iv26AdonhuqircXlYurNIrxuQEauLukqnh+/2eT0hLumSBGgiucLhZl3dOQHtGqtHCzhTpj+vcXkMdTvyK/XnLh9rd3mtm33F3hsfHp/PS0Wtm8P2Wv25rw25yuGhqM7qH2IxuivXujyU14klq9ko5N0eBUddrk9XEKt7/bFOtK6xbzWDK22Djr43EhumZJYM3bx1jflH+c3DZ8iGNy19D9fwRk59XWUT3cCb2l5w/tEsRd1tt93G0aNHWbBgAffccw/R0dFERUVRU1Oj7+dKTk42BFEpKSmhoqJp7kTHo7pa+6IMlouuPvJjVVWVoX1T+gTiySef5OGHH/Yrz83NJTLSP8rTr0VVVT266PEIDQ3F6XTqOekE5wbO0kKK131B8erPqNz3S/CGkkRU5wEkDr6M2P5j2JSn8Ozaw3zz6udB9xV1T4ti+uBUxvVsQYjVBC47OTl2ANbt1xYMJ7LnKbLOgnUgO8fPclRW2rQAAgBFx0rIMRs/8w1/2E+EWqcr4PVcU3Xibo4mSfvLy8/HUmVUUKW1Cq3CZUxyfTtJe/R9LnvHMEkSCdZafU6KquL0qLgV6B7tpk+cFatJG6PWpVBa69GjNLaPtxFi1uoKqlzsL3Exb80u3AqMzArXReHRwlrUGgc1dZbL63vFUh9L8fucKn44rAUsMcsSswbXeR1U1fDsxnJW5lThViA6ROapES1IBFDglR9LWX9E+w5pFWnm0WFJuNCyEL6z/hhbCrQbVW1iLSQO8Qq3+RuK2VOineuuiTbahni/Rw8WN83CufdoCTk5sDu/gnKntvBMC4eceO/1dbC4Cledl1N2fjE5Mdqx3YpKnk+QjsMFxeREatd3pVOhpNo7xtGCInJCtXkWVrmp8glwkF9YRI5FW4DnlbkMn6uCgkJy0MRMwTFjQJC8/HwiXdqCv6iw1lB39OhR5Ert81NyzGi5PHz4MLVh2u9NaanxfOXmHiLcWmepsxs/Kzk5Ofpi1PfGoaKohs9DVaVXTLjdHkNdtc/vmNNl/Bz5/p44HA5DncNRa2jnW+dyej93VVXVhjq3TyCnispKQ52i+Iig8grjZ9rne6G0zE5OjnYBNLx5UlJaSk6OdoxKp9EVrvjYMXJytHkXVRmFTmFRETk27Vzklxm/y07+Pc/DVKW958eKG7znRw5TW6q95yUlJ/eeVzTynlc28p5XneR77mzsPXd53/PKU/We+2C3l+l1DX/nSkpKfvV7ntfwPS8sJEcqx6w4T3iPoASYldO3tjrV62PB2aFZirrXXnvN8Nxut/tZtvLy/F0FT3WQjnpLnNsdOBBEfXloaKihfX1doP16DfsE4r777mPmzJn68/Lyclq3bk1aWtpx9xqeLH369GHNmjWNLoolSaJPnz5kZGScljkImoazws6hbz8m5+t5FP74HWoj/vhxnfqSPnoqaSOn4AhL4J1v9/Lf/9vJvrzAVuBQq4mpQ9pw09hO9G4T2P1YVVVyftndpD1PkaEWWqW2JqyB6SgPOxwK7v4L+FmRkuLjSE/3T53RNe8QsoSPtcm3n2wokyVtU3tSSiSyDDazSZ9zb7mcNslayPfECCtJkTbMsoSKyoa6vEUeVaV7y0gy4rU78eW1LhZszsOtKLg9KqM7JdIzPYKeHeBoWS3/XpWNy+PB5VG5aVCafnd/Z34Fjy3di8uj4PKoPHlZR9KTvVabB7/0uv3UW20Alu8u4t+rAlttdm7N5+0tXqvN1YM76FaytcVHWHHQm//zHxN66BZF19Fcdh/TLAYhZlnfCwwQkn2QKpe24HOpxrroPS6gblFnMhvqorbVAtqC1mSxGuoifqqCOlFnttkMdZKUT1N2cikmbWyzuQjqFmiRkZGGMU1yPq66z0p0VDTp6doeT22x570GY2JiSE/XLCnltS7AG7I9Lj6e9HTNimcrrwUK9bqEhATS07XPjLu4CvBadBITk0ivs9SVW8oBr0WnRYtk0usCyOQppYD3/UlOSSE9QbvG9juKAbte17JlK1Kitd+e+IoCwGvtaZWaSnTdzZTYY0cA78Kudes0zHX7o2KO5gJ1C3lJMr532QcB7fMtm0zG987nPTeZje95+LZaQFsQW6zG9zx0cyWgvee2kBDjNWYrQ7sVAKFhoYY6i6UE0BbyYeERhjqzqQjQ3teoBu95iKUAya0gSxLxsTGkp2uueB5FJdJWCJKEDCQnxJGerlluKx1uEsJLdBfbli0SSU/XbkaEVTpoFV2u16W1TNbfV7m0hqz4Ks3dV5JIb5Wiv6/usCo6JTt0N9ys1q1IT9Te1ypbBT2PuvW9a1npqbSse1/t5jIGlGgWIQnITGutu192lexcVG3W975lpKfp36+91FLK1GPeeaal65/zAZ4S5BC7dl5Nxs/yUHcJsXWvL8xq0s8XwChXBFkp2vUQHWrRzxfAZa4IettrkYC4cAvp6d58tVNcERRVOpEkLQ1Bero3ncGMCyIoq3UjSZAcaSPdx8r654sjqXZ6kCVIiQ7RvxcBZo2KwuVRkOrr6j4jAI9cGo2iavv3UqJtpNZ5GqiqynMTve7ZKdE2fW+cR1F5eXIC1J3nFlE2fQ9fS4/Cf5OSNVEsaVbdeit4ikfhnfRU3UU7JtRCiMXE+JIqyo6eeCCp8W26GN6HU8np9vgSnBmapaizWCysX78+YATJYJSVldG+fftTOo+YmBgAgyukL7W12g9WbKz2ZR4VFaXnTHI4HAFFXcM+gbDZbGc8j12PHj1YvTqw2109qqoGDRojODO4a2s4uuYLcpbO4+jar1Bcwa1JkWntSR8zjfTR04hKa8+mvUXcuWAnC1YvozZI6OT2raK5aUxHrhnWjpjwxq9BSZKIsJrY2oQ9T8M7JVHlcFNS7cTtUTHJEq1jQ+mWEsl9w0M4WFxNea0Lj6oSE2qhf3qsttdIgqW7iigsd+BSVFJjQgzh3v9vdTb5dXvyureMMrjb3fXxdoornbgVlZEdEvjDQG+glkv/bz21dWab3/VtxfUXaHWqCvd84nWNu2lQmu56Velw89w3B/S6v16cqYu6Gpeiu7EBdGgRQfu6UOkOt2JwvSr1sfwoKuT7WIlq3V6BbmkQUMnlObG6hq6aLsW3n7HOrSiYZG0haPGxoroa3NX2rXM3CJxirAvez9VIv4b3lMKsZqobucZ9kST0cPv9M2KorNX2wmU2cNG9uF08Lo+KJEEbn0WgLMG4zkn6wsy3zmqSmdg9WQ/6kBnnvSkXbjUztXdLfc9eWqy3LjbMwnX9U7V9dBKkxnpv/CVH2bh5cJruXpbis68vIz6U24dm6P0Swr0BIDq2iODuEW30hXq0zx7O3qlRPDCmnf4aQn1unlyYFUfrmNC61yAZUoWM6ZRIj1ba71dDD98re6Zwcbt4JEnyu6auG5DKlT1TkPAPoHHbRRncOEj7PFnNxrr7x7TD5VGRJf9+T1/eWXOllfyv71emdQfqg60Y57ng+j5Bb+x+cnP/gOUmWQpaF2Ez88H1fQLWJUbYePv3vQLWtY4N5b9XB/6dbJMYzkuTuwWs65wcyXMTuwSs69Eqmh6togPW9U2LMbia+jIgI5YBGYHXGoOy4hiUFTif7IVt4riwTeC6oW3jdffihlwUpLy+XzCGNFI3OMgcAQY2Ei2yX4NIvfVIkuQNZNIAkyzRMTmwN5TFJJPl853gi9Uk6wK8HrW8gMErb+dCz4l7fKgrraht3keKanHCfQTnF81S1F122WVNEnSgRcMcNWrUKZ1HfcoE3xD+vtTvuevQQdvUa7VaadOmDfv27aO4uNgviIjL5cJut2NrcDf6XCA9PZ2IiAiD20VDIiIizrl5nw8objf5G5eTs3S+loKgOvh7FJrYivRRU0gfM53YDr2ocXpYuPoAr764mM37A1/HZpPEZf3TuWVsJ4Z2TfFbGOWVO/j5aDljOiT47R2ItspN2vMUF2Li36uzWblPs0K0TQjjlek9CLeaCLeaeOG7A2yqy53VvWUkQ9p4f+y/2Fag7ysZmBHLmE7eu8Cbcu0crNtLF2oxLgSPltVSWJdrzFdIgVH4+IqN+qAU9ZrGd++In1jyqfMXS43086mzmBrp15Q637k0WCz71oXbzMSFWbCYZMwmCV+dlRoTSp/W0VhMMhaTdpOq/pro1ioKRdXGbnieR3dMpHNKJBZZItxq/On5w8DWTOndErMs+UUanT2ugzdseIPr68ZBaYb9Y42hqt4FoG8whYbcMzJwnSRJ3D2iTcC6EIuJ2y7KDFgXGWLm5sGBvxfjwqz8foB/ImrQhMHU3oEDByVHhXBFD//opwAto0P8FpD1tIoJpVWAvY+/pq6x4yVHhZAcsAbd+hEI3yiFDWm459KXkABRausR6XQE5xQ1dtTaKhTPiaf8kUwuqLGDEHWCIDRLUffhhx+eVL933333lM6jZ8+e2Gw2Dh0KHDUwN1fbdD5w4EC9bODAgezbt49Dhw75uSkePnwYVVXp16/fOZcGQJZlevbsydq1a/1SGvjWnytpGH7rqIpC8dZ15Hz9AbkrFuIoLQra1hoVS+vhV5ExZhqJPYcgyTJ7jth58n/reffbvdiD7A1rGRfGjaM7MmNkB1LijNYMh1th8+Fy1ubYOViiiaU28WG0TzTeqWwoko7HEXuNYWHmbwnyXl8NN+Eb64zXqFlupJ9PXcM9NFo/T9C51AcEcPtauUyNWM5MMiEWGYssaYLJR8iFWkx0So7AWlfuG/o8JtTCpV2SMNf1S/JZEKfGhHDb0AzMdSIrJcq7wO6aEsmzEztjra/zsfYMbRtH//S+unDzFZzjOicxrrNXFPsyvH0Cw9sHdrkdlBnHoMzAd867toyia4CE0kBQwQD+VhxfLmobz0srD1Ll8DTqhCkB4TZTo5YCgUAgOFMoZflU5+5vWm4SSSK8LB9Tiw7Hbys4L2mWou5E6devHxs3bjxt44eHhzN+/HgWLVqE3W7X3THr2bhxIzabjcsvv1wvmzp1Ku+++y4//fQTQ4YM8Wtf3+ZcpDEXTEVRhOvlaUZVVez7tpLz9Txyly2gKi/4hmlTSBipQyeQPmYayQNGY7JYcbkVPlmfw3+X7uLbLYFTEYA3HcElfb17auqPn2uvZW22nR8PlxtcAAHWZtsNou7zbQVsyC6lKVQ6PETavF9LjbniBXL9M8kSFpPkJ6zSYkNR69q0amBVGJQVi73GjdUk0TnF6FpzTb9WuDwqZpNE2wauNQ+Na49cFxkyxSenkkmWePf3vXRLlq/lKTLEzBc+kQN9SYiwBnW9Soq0MXN4YCtRYoRNj9DYkOhQC72CuBLZzCZ9j2BzxWqWmTWqLf/4fHfQgAP1V8ysUW0bFYgCgUBwplCry5qebFJVtX4CQRCavagrLy+nrKzML4BHaWkpu3btOu3H//vf/84nn3zC/PnzufXWW/Xy4uJivvnmG26//XZDTrpLLrmEvn378v777/OXv/zFMNb8+fNp3bo1N95442mf98mQnp7OHXfcoT/Py8szpJNo2bJlgF6CX0vlkQN6LrmyA9uDtpNMZlIuGEP66OmkDr0Mc6gmQo4cq+J/y7bx+rLd5JcG3t8WKB1BPVVODxsPlbEu286R8sD7R0FLxu1we3ShEG410UhEa//51+15uqxrC/qnx2IxSYTbjKLj1gszuH5gGmZZ0vNr1fPUhE5BXazuH9Mu6HFvvTAjaF0wsQQE3YsC6IEpBKcXtbyAC8LsPDvYzFvrD1Ht8ujirv4xzGLiuoGt6RFWhFruEvtRBILfIKqjCpzVoLh9/jzan8fdoLyurmU3pDDj97haVQK7vgaPBxQ3quI5zpgepJQuSL2v8puTsuRxKD7g7efTR6045tdeIPi1NEtRpygKTz31FP/97391F8fTRX0UzdLSwBaHnj178thjj/HAAw/Qt29f+vbtS1VVFddffz39+vXjscceM7SXZZm33nqLIUOG8PDDD/Pggw8iyzJvv/02y5YtY8WKFYYomecSsiyTmpqqP/d4PIbnglNHzbECDq1YSPbSeRzbtj54Q0kiqdcQ0kdPp/XwK7FFa+5liqLyzS9HeGXJTr7YmBs0HUHfdoncMrYTkwZlEupjIVNUlX3F1azNtvPz0YqgedFCzRItwq0UVtTyzc5CBqZF6y5ug7PisJklHO4TU3b1e546JkfSMchGnPrIjYEQe2bOL9TyAtT/XQ0eJ92B54I1dAPf1lnxTFb4gwg0IDg/UZ3V4HF5BYrH4yNUfISLxw2qR6tP74MkG5eK6rFsOPRTA6HjRvU0ED4+9VL7YUiZA43jqCrqwr80mEug+fjMMzoZ+bp3/F/bqv/AlsVNOh/SVXMhrUGwm6pjqN+/3KRxVNUTUNRRkgOFewJ3copE4oJTT7MUdXfffTdz586lY8eOXHXVVYSFhfm1KSgoYOnSpSc1fnZ2NldccQWKorBnj/aBfOGFF1i6dCkhISFMnjyZBx54QG//t7/9jaysLP74xz/idDrxeDxcfvnl/OMf/wgYpbJz585s3LiRWbNm0blzZywWC5mZmaxfv57OnTuf1JwFzR9nZRmHv/uEnKXzKNj0TaMpCGI79NYiV46cQlgLr7AurXRo6QiW/Lp0BG6Pyqs/HPZzsaynfWIYg9JjaJcQxtVvbtbbLd1RqIs6q1nmugGteWv9YZxuRex5EpxaauwotVXaQvIEkUwuTCLQgKAR1HrRE0ygGKw+HpDNSCn+v9vq0W3aot4gknwsNQ3HVD1IvSYjxaUZx7EfQV0xJ4DY8fjMp0F5myHIY/7mP6eFf4WCpnkwSX/+CmzGoG4c3Yr6zZwmjUNsGjQQdZIkoR7Zqp2bE8Xl9RZRFY8mUj1uVEXVXa1VVUV1uzR3RVVFMpmR63IDq6qKp6YaVBVpzxpM4YnI8XVRjWsrcG7+DMpKUVUVc1g4slVbwyluF66yUu3uowqW6BhvXVkxtf+7RXsvPG5sE+7HlNIBZDOemmocxYWACqpKSHIqsjV4ICCB4NfQLEXdu+++ywsvvMBtt93WaLu2bYNHOGuMjIwMfv755yb1mTJlClOmTDnh9llZWSxcuLCJMxP81nDX1pC39iuyl87j6NovUZzB3RsjW7cjffRULQVBRkdD3aa9Rfx36U4WrD5wStIRWM0y/VpHseqgXS8LM0tEWU3EhVn404XeaH5D2sSxbLcWOXNjrp3iSicJEdqP1tTerWgdGyr2PAlOOSLQwNnFK0o8AURLA0FkDUeK9ffqUHM2QXVpYAuNxwOqx8f6U2fxufBmJLPNbxz1548CurkZxvZ1mRvwe6SeE/3n9K8RNCX3IdGtkG6Y7z/OjiVNthzR9iJoIOpw1UDOhqaN4/RGQFYVxWud87G4qR4PqsdD/WutFygAitOB4nbXCZ9VWLqN0+vcu1fi2bUaykpBNmGJ9AY/cpXbtTQ6qopssWKJ9ro2OjZ/gbLte1A8mNJ6YBtdt/1ENlF7JBelToSZwiKwxSfq/aoPHUR1a/lALVHR2CK8AZwqZmZqLpeApdOF+F4V1Tn79f+t8YlYY+tuYCoKtUfrPLwWPUKINQLr0Ou1c1Jlx/HpE3o/qUUr5NAIkEyoqoyr1OsyaUpojRybDLIZ1RqGe82b3uMNuxlSOkBqT9SqSpQj3v3vapsLIa4VFOyHw9kIBKeSZinq4uPjjyvoQNvvJhCcayhuNwWbviHn6/kc+vZj3NUVQduGJrYkbeRk0sdMJ66jMc9StcOtpSNYsvOk0hEUVzn5oS565W2D0/zcFwdlxLD6oJ0uyRG4XG6+2FaAy6NikSWu6deKqBAt/9WYzkl8t/cYg7PiGNM5kdgwY/7FQZlxPHJpB55evo9Kh5YbTFXRH8NtJmaNahs0aqJAEIjmEmhAVVUfcdGIW1lYjN/+HgB1/5pGrDPG8VTFg2QLR+ozzX+cbV+g5mxo4ObmO6a/FUga9yBSy67GcQr3or57A00SPu2HI41/2H9Oq1+Fgp0nPg7AwBnQQNRRUQD7G8+j6odB+NRZfGST9qe466w9buotLJLJjFQXlVpVFBRHjXb5KQWYywuRozSxoVQU4962DDV7C5SVYgqPQDZr34mKy4mrvEwf0xITp9d5amtwff4MhMWAx03I5CeQo1uAbMJdVYmztLjulKuEtkzT5+IqK62rU7Xv08y2SIp2Y6/286dxfvmM9iLNNiIGe0Wss6QYV1ldAnvZRESWN4+v034Md7n2OZE+uN8g6pwr38T906daN6vNK+okGXdlJZ663zM5PApLq/Z159SMO3cvSuHBukFqoF7UZfRHOZyDUqu5I8rxadBpjCZATWbUI/9G9Wj5e9WEtkY3R9m751qKTUPqfatmOZVNMHcK+jXa+RKkIb/XxvQ44Umf9FYen5ugJuOSWBr9N+QLpmvHzt8Lj1zgrRsxE7nnpVpd9mb49k1vR0XzHpAvvBk5oQP8+KV3yv1+h5zRG+XnT2H1BwgEp5JmKeq6dOmC2+3GbG58+uPHjz9DMxIIGkdVVY5t+4HspfPJXb4QR2lh0LaWyBjShl9F+uipJPYaitwgvcWeI3b+u3TXSaUjcHkUtuRVsjbbzu6iKr38QEkNbeK97Q7ba0gIt/L4uHZEhZhZe7CET37J18ZQVL7dc4zLu2sb33q0imLBDX10kReIQVlxLLy+L9/vO8aaAyUU2itJiolgcFYcF7WNFxY6wRlD3b8aNTwaqd1F/nXr30YtPWQUT2ojlh/FjTT9FSSrcQuAuv0r1BXPedudANKQW6Hf7/zn9OkDTXJPU6NTAou6gj2w+5sTHgfQrSBQZ/FR3CDJ1C+WVY9HK1dVkEC2eN3KPA5HnTgCqeQIvp9w945vUMoKUAtzkKoqMYd73ftcZaWalQi1TjR4Azc5igtQ35sJkoS5/YVYL/y9ViGbqMk7hOpRABVzRBTWGO9NoqqcfXVucyqW2HisMfGay15tJRV3Zeo3B0ImP4lZNuv7w6pz9ulj2JJSsETFaK/b7aLmiHc/f+iBjfoCXynOofad2/W6EEuaj6hz4Sr13oAzx7aAkGiQTajuUtzbV3jP92V/g+gWYA1DjUpByfOmTlLT+yOFRWlWouxfUIvyvSe35ySkOku05CtSPC6kPlOh02hNDK1bAD99odVZbEhX/FMTNbIZackL8NNndQdr4ILvO2ZcOtJfvwHZhCTJSP+eDtuWacdu0RH55kV6U2nOeKgTdaridZmWL38Stq+DKrtWkNwJeZzPDfnv50GNtpVASmqH1He6d0yTxXtrISQKqfNY4zw9dSl1IpOQUuuic7uM3jCq4jL28cVnnpLZAtYwMJm1PYa+6Zts4cgpHcBk0YSjz/eBFJmIuetobWyTBUIDp3URCE4FzVLU3XzzzTzwwAM8/fTTjbYbPXo0mzdvPkOzEgj8se/fRs7SeeR8/QFVedlB25lsobQachnpY6aTMnA0JqvxTrTLrfD5xpNPR5BX7mBttp31uWVUu/wXiGuz7bSODmHFnmKW7ChkW14F945soyfwHpAeS2yYhdJqFzGhFsM9elmSGhV09VjNMqM6JjKqYyI5OTkiUf15jqoqmmhwVIGjEpxV4Kioe14Fzkotop2jUn8uDf0TUnzgJN8nzO5vUK22wKJu/xrI39G08TzeRaGqeNDjbrodmrXH49YtLJLJjFS3GFQ9HhSnQ4/cbK6t1F2RlZIjuPeu0fZeldsxh4XplhmPoxZPVWVdPxVrbLxmmQDc1VW4S3YgvfVnVI+L0GtfQLJogbdch3fgPpKjHy8sNUOft7P0mLZfCBUkmfD0uvQZipua+ffiWvU/zVoVl0rETK9LoaMoH3eltuCWrTbC0rK8Yx4rxFOtWcPk6lp8vyEcX83Bs/8HAExh4f6irs4N3RwRhSUmASQTmMy4qw6g/vgxAJItDOpFXVgsHocT3NpNLjUxAzIGaAts2Yy6f7dXnCS0gy4XQYuO2kLbx9qrKi5NXKsqkrMKsu/yTrrb5UjdR2mip6wQXrsp4DUgNbT2XDobqfMIrd/+H+CFSd66K59DbtNf+3/LV/B/1/qMqQkKKbIF8gV/gN1eF0x55N3IcZo7q/z9G7Dte2/dBTcghdUJYZPPWVcVyBqsX3/S/p98Z4mU5bVCGfac+ggbwBg0RVWQfI9hDQNbuCYaG9zokBMyUKvsYDIjxxu/+81tL0CJSQGTBVN6L0OdZcBk1Co7ksmMKbOvoc526b2oHifIZkytjelgQv/winYDwmRGbuGzFcdsJfzer3WR5Rs0SQqPJ+LpXdp7KJvB4g1aJydkEDU3cGA+U0oHIh5cE7iuVWfC/vR+wDqB4FRzTou6lStXBiwPCQlh+/btDB48mD/84Q9kZWX5We2OHTvGvn37AvYXCE4nlUeztRQEyz6gbN/WoO0kk5mUAaNIHzOdVkMnYAmL8GujpSPYfVLpCBxuhR8Pl7M22052afBIWylRNjLjtOTP/7c6m0qHJvqW7izSRZ1Jlrh5UDoRNhP902MMglFw/qEJshrNhc0gvLzCTK0XapZQ5KF/8h9j+bOw9bOmHbj3FKgTdWpt1XEaB8ZlP4ZrywqkkhLM3cdh6aV5dKhuJzXb10BtubZ/JzpWdy1TPW6qD+fUCQAVa3ySbkFSCg9S9ew4bfGrqoTe+DrmUO3zpDhqqfHZNxOS0loXMB5HrXdvDxBWelS3ZnkO/ULtW95zJrfOwlQn6hSnA2dJkV5niYrVRJ0ko7g9uEvyYX2dW9f0Z/WFqep2awEi6lBbdtMW6CYzqvtn1GN13gMmi9f9LSLR6ycNmngJjUUafJO2cF/1HuyrExthcUhjH9AFmPTZM7C/vq5BACRf4ZPSFemmN3UrEc9PgEN135tthiDf8pbeVJrdH7XwQN1cfKwoGQOQwmJQy7XXILW5EPnKJ73HWPGWtjcNIGMA8oiZ2jloaEX1uJF6aaJLrioFvKJOSmyj3wiQjh1q0flNbQABAABJREFU0M/H2tMgUiRmG5JNSy8jWULBbNVdC32RQqI08SHXWXR86qWYFEydh+vvF2avRVRu2RHLhddpAsVkHNfUbhC2K/7hPbc+t+MsfSZiSu2qlZuNgTtsI/6IdcCUumMZo3GHTHkS26RH6o5lvJkXduPrBCP09y8FrQuZ8mTwuvH+AV/qsV4cPP2TpfeEgOWSJGHK6B24TpaRIgMHDxMImgPntKi7+OKLg4Ypr7/b+MMPP5zJKQkEAaktKSR3xUJyvp5P8ZZ1jbZN7Hkh6WOmkzZ8ErYY/x8QRVH5buvRk05HUF7r5vOdRfx4uBxHkOiVqAohskx0iIn7h2fqn7Ph7RP4dGsBAL8cKaegwqGnERjdKTHwWIJmhaqq2gLXxwJmtJZVojoqkVr3QUrv69df+c9lUFO3L+hEiEgEH1GnKh5NhFi1ha6ntgbVXbcfzGQ2WG0cRQWaNUvxYAoLJ8Th3QdVs/Dk9ky7KyugsgKO7EGKS9VFHZKMp9TrxqYmpWvWHNkEHg/qwb3eQeKzIKO7d0Hsu6j3uCChCwy4DqmsAA4/r1dJPS5Hyuituavl74NFj3qP16qnd4wGi2VpwmNIrbpo1p4tS+B9H7Ex412kpCwkSUZe/ZahTvW4dOuflNYHfvSKaPmquUh1i3np86cge4t+Hnzd34wufB6k0CgYoFnIpF3rdVGnWkKM7m9RPmHnGwod3+eyCSnS+92iCx+TBcwNzkN8OjKSJmCijXlPTO0GodaUI8lmzRXOB8ug3+mBQkyZPiHsJRnbZffpIsrcxic6oy2c0Bn/0UWWryVIikoi7K4vdRFVHz0RQE5pT8QTW70iq07QAZjb9CfqhcCeFub2g4l4KPB6xtz+QsztLwxc124Q5naDAtdl9sWc6f8ZBjCldsGU2iVgnZyQDgmBPSmksGgCr8oETcIWeWb7Cc4LzmlRB3D55ZfTo0ePJvfLy8vjv//972mYkUCg4aos59D3n5Dz9XwKNq6oiyQWmJj2PckYPY20UVMIT04L2OZE0xFMG9qGm8Z0oleQdARWk8SmQ2U4A2T+zogNxe1ys2yXdqdflqBkSAbx4dribkzHRL7de4wR7RMY0ymRpIhfF3pZLS+AGrtfuaU0DzWk1r9DaIzIIdYIqqqCu7ZOhBldFXVh1uMK/z1eB9ahfvN8nXCrPqE9Wqok+4k61e3Uots5HaiqgsnmvYvvrqrUgkd4FJBlbwQ7RyU178/EvWUJak05ptSuhN+zBMkWjgo4igtRajULkinU6IrncdTqdVJEnHGvii0UteYkgp5YQsBVd+0ZLCzGvatSzyuRx96pve6aClj7sbeu63jkOiuBYs8zniOPBymxLVJiW9S8PfC5V9SR1h+p+yXaGOE/Go8X7rVmSQ1FXUQiUkyrunZxmvWsfv+OJCFJdS51YTFICRle9zEf5Pg0TB2GaGJDNrodmtJ6aMJHNvtFljR3GaXNzWRGahDa3jL4Wsz1Y4YYF5u28X/DOvzWOmFj7Bf6h/9oljaTBcliPF743V8SjPDbg0eMDrvhtaB1oVOfClguSRK2cXcFrjNbsfSfHLjOYsNc5zbpV2eyIMWkBJ2LQAB1n+Mz2E9wfnBOi7r09HQWLVp0/IZBCOa+KRCcLB5HLUfXfkXO1/M5uuYLPI4AwqSOiNQ2pI+eRvroaURndgra7kTTEdw8thO/u7itno5AUVXKa93EhBoXgCEWE31So1iXU6bt6VFULsyK5eK2cbSMCuGnw2W6qFNUWL67iKm9tQVjhxYRLLi+D9ZT4F7pmxy6IckEsfP8hpNDa4LMYbCI6dYyWzhSxgC/Psr3L0Pujz6ireq4gkxqO9RvP4uqelDLjuoWWcXt0vYtKQqqomCOjNbr3JXluCrK4etXYN3HhkW245OHce6qEyMNIua5qypwl9u1OZjN2JLTNGtcSARqbaXuGqfW1kV7zRiAZItEXv4KykFt77Mal450wweaCLCGIb04GXbXfY/HZRrPkSW00fMQ9PxEJugR8qRwb7RJSZIwtb9QF0y+1hcsNiwDp2nCz2QxWIKkkEisl9yjCTGTGVNad71Ojkkm5NoXdVc1U4Z3v5ApuT1hdyzWLTpyi3beujYDiHjsZ/14UliMXmfuOZ6ol73ul75Yel+OpfflQeomBHVJs3Qfh6X7uIB15k4XY+50ceC6rH6Q1S9gnSmlfcByADlSWP0F5zdSRLwWxdUdPI2RH2ab1k8gCMI5LepuvfXWX9X/nXfeOX4jgeA4KB4PhT9+S/bS+Rz+dhGuqsBWNICQ+GTSR00hffQ04jr3C+o+/GvSEdhrXKzPLWNdjh2rSeY+H/fJevqkRvPDgVKKK2opqnQytkM8LaM0q0qPVlEkR9nIL3eQFhtqEIWSJGE1nSLnmt9QcmhNkDn9XRXj0pEik4xtaytQlz7pL9yclcEjIbbsFlDUUZ6HWrhHC1eueEBRkMwWPdiB4nLirqzQ6yyx8Zic2l4z19al1H74d6gpR60uI6x1BpKlLnx6VQWOogL9MObwSKjfs+Vy4amqgKoKKMpGdTt1Nz1CfCK3qSqMuV+z3tgikL57A9bN06osYci3f603lebd7e1WH8kuuRMkd0L6ZQXUiTpcDqRor5XDlNoVPE5tv1GqMbS+tfdlOJa+EPh8NkLoVY9g7hlY3ITf8UnAcslsDbonSAqJIGT8rMB1oVFYL5gepC4Sc/vBgeusoUhx/nndgKDfKQKBoPkgx6USMXs9auUxv7q8vDxSUvytvVJEvB4gRyAIxDkt6mbNCvxDOXv2bOx2O3Pnzm20f58+fRqtFwiCoaoqx7ZvIGfpfHKXL6C2pCBoW0tENK2HTyJ99FSSel/sl4LAlz1H7Ly6ZBfvfde0dAQeRWV7fgVrs+1sz680WLly7bWkxxqtFm3jQ8krq6G0WnMvW7KjkAndtD0osiRx29BMokPNdGoRcdoWiedScmjV7awTYpXgrNFDfhva5GxE3bWswf4yH2Gm+ItTadQs6NYgdYpsgv2r/MdXVZTaGlRF0faI2UKRrZpYUiqO4XjzT6i15ag15djG/03bJ2ONQKmtocYneW1IyzTMYdo+HcXlwlkf4AIwR0ZrcwVtH1jRQe/x2wyGxEwkazjSoR3w3f+8k5vwBFKLdprFcOPHMP8eb7+acj14gOQbjltVkNpdpLt6yvHp2v6o0CgIi0FVVf3aMre/UKsLifILRGAbPwvr6L8ghUYZxwdCJj3idx7rMaX3DFonEAgE5zpyXCoEEGkeNQZTmogOLWg657SoC8YLL7zA1Vdffdx2b7/9NosWLaJ169Y88MADJCcnH7eP4Pym7MAOcr7WUhBUHjkQtJ3JFqKlIBg9jZQLxvqlIPClPh3Bq0t28t3WvKDtAqUjKKp0si7Hzg+5ZZTX+osKVVX5ZGsBKAql1S5mX6KJFbNJZmSHBBb+pB1vT2EV+eW1JNdZ6y7I9E9yfKo5VcmhVY9LEyqShBQa49/lp49Qy442Evijyt8F9K/f+oUepyQHtn/lMxVVd09EkpB9Iuy6yko169ia9zHJIVi6jNT6uJ1UPTMOtWAfquLBGpfozZeleAzizJaYrIs6HJW4fvLmqFJKDgMgpXSCzAHg04/OY5HaDwZbJHLJYXjrL966CU9qATHQLEG+SL2mILfRrIFSxFKjqAtP0PdsyXGpyK27aQIsNApfR1lzx4uQrp7jFWA+e7+sY+/EOu6ugDcJLH2uwNLnCr9yqAvKcDKIQAMCgUAgEOg0S1F31VVXcemllzJp0iR2795N165defzxx2nTpo3e5oMPPmDGjBm0atWK1q1bc8kll7Bq1SrCw8MbGVlwPlKVl0POsg/IWTof+74tQdtJJhPJ/UeRPnoaqRddjiW88cXhyaYjcHkUNh0qY222nT3FgfsBJIRbUFwePv3FKxTzympJidaE29hOSaw5UMKYTkmM6pioR7E811HXvIby03yvMKsXZB1HIV3yD//227+Ewj1Bx1OcjrokyVrURVNomCb2QqNxfPFPPAX7oKYcOSIG37Aw1Tn7UN2akDZHxRCS5HWHcRwrBEWBY19jTWyrizpMFpT8PXoADjW6FXQZpkXAM4XAwfu98+5yKdLQGWCLQPZ44B8+QUnq9p1J3S/H1LofrF7grUvphtRVS3QsFdSlbTFbkUKitP1gdchxqVgGTtfEV2gksk+0QHObAVquptBITbz57NOwdB2FpeuogOfS1KozpladA9ZJcnAL9elABBoQCAQCgcBLsxR1N9xwA4MGDdLTGuzYsYM1a9awbds2oqO1hfG8efOQJIlXX32VcePG8frrr/Piiy/yt78Fz3kiOH+oLS3i0IoPyV46j+Itaxttm9hjMOmjp9F6xFWExDa+wf/XpiPYX1zNKz8cotrln4pAVVWqHW4GZMQwvG08bRPC2F1QyZoDJXqbZbuK+P2A1gBkxIfx9rW9mt0eHLXsKGq1FVVRkC1eS5CnYD/u717T9mRZbNhG/lmrsEXgKC7AU12J6lGQrVZCW3mtP46ifD0/lyk0TKtzaKLOtW0ZSo6WhNfUZgDEtNIEmC0CKS8f1V2qDRKXgXTRjWCN0FwU3/izT+AP7x5LSZKQQqP0fRJSWj/kMfd5X9yHj3gjL9qitH1lAIpHy1EVEqlZwXwT4kbEYbvqMa08JMrgdignZhH5r8N6gmlf5MRMQn//YsBzLIXFBM3V1FwQgQYEAoFAIPDSLEXdm2++Sb9+/Xj44YdJT09n9+7d/OMf/+C5557jkUe0PRg5OZq70qBBWv6Wq6++mnHjxglRdx7jqqrg8PeLyfl6PvkbljWegqBdD9JHTyV91FTCU47vHlZS4eCdb/fw2tJdvyodQUqUDVeDVASKolJd6+JYpYNqp4dxHRJon6hZnDu2iCAtNpTc0hq6tYwkK8EY9fBMCjpVVaH0EBzZgnp0C+rO705qnNr6ZM2yTESWd++b6/Au3Bu/AECKbeUVdaHRqKqE4tQseooUBm0urIugGA61i+DwDm2OkclIVz4HdVEPDXu4JBn5hvnep9l74OBG7Ul4AlKfad66yERN1FnDoEHWJnOfieCu1QRYuwsMdWG3L9SCYIREGXNzyaagOaokSwi24YGDRkmyDLK/oDsfEIEGBAKBQCDw0ixF3erVq1m1ahUxMTEAdOzYkd69ezNhwgRd1Dkc2t3bqCht0RYaGkpZ2UnkNBI0azxOB3nrlpDz9XyOrPqs0RQE4S0zyRhTl4IgK3BS1oZs2lvEq0t2snDNiacjUFWVA8eqcSuqLs7qCbOa6NUqivW5dkIsJvqmRjEwPZoHPt1Jdd34S3YWMrmXFg1TkiRmDs8iLsxCq5iTC/F+sqgeFxTsgaNbUI9sgaNb65JS19VXVfzKA6io/a9Fro+uuPkLyNuvVdV4hbM8/hGkylpY+YZWYAlFvvxJb/2hvXjqRB2qipThzS8lJ2SgpuRr0RUbuBVah92E2m8ShEYZw9sD4TM/B2uIXz4xCJ4TC8Dc9oKgdYKmIwINCAQCgUCg0SxFnclk0gVdPa1bt6ayslJ/Xu+a6XQ6sdnq8nop/i5tgt8eisdD4ebvyPn6Aw598xGuyuBiPiSuBWkjp5A+ZhrxXfqfkGXrZNMRVDrcfLPvGGuz7eRXOEmLCeHeYZl6H4+isinXzvYjdmpqnMyZ0B2bWQuYMrpjEu9s1IJn5JXVklfuoGXd3rluLaP8J3CaUEtyUXcsgSNbIH+nvt+t/vNWf/6c9hKcxcEjhp7YwVTkvlcjhWiJi+UjdfvHJAkkGVVR9ND+pow+qNV2zUWxgXudddRtWAb9TqsLMwaICb36uaCHt/S9MmhdwyAkAoFAIBAIBGeTZinqJEli/fr1DBjgzev0wQcfBLTEZWdn06GD5sJVUfErLQeCcxZVVSnZsZGcr+eTu3whNcXBo0xawqNIHXYlGWOmaSkIzCf2MTiZdASKqrK7qJq12Xa25FXg9tljl2uv5bC9ltQYTZy9veEQ7248otfnldeSUZfSYHSnRDYdsjOmUxLD2sUTYTu9H92GIk2nPB82aPkfFbcLd7kdT00NntoaQlulYQrRrIWm8Bg4SVFn7jcJc5sB/tEVh92M9eIbNaudbEyObh04FevAqQHHM7UMnvhdIBAIBAKB4LdAsxR1U6dOZdiwYUyZMoWUlBR27tzJF198QcuWLSkrKyMqKoqioiKSkpJYtGgR9913HytXriQhIfA+JkHzpezgTnK+nk/O1/OpPLw/aDvZaqPVheNJHzOdlheMxWQ7sX1IJ5uOoLTGxZJdxazLsXOsLlecLx5FpbzayY+Hy3RRd1HbeIOoW7qjkFsuzACgZXQIL03udkJzPhlUxQPFB+DoVs2V8shWpLEPQJoWTEMpOYLnwHqk+DRkSQZVAUXFWeK1VHqi0zEPvgZadcMUmQx3tQE1+L7FYFh7XRowOXS9xU4gEAgEAoFAYKRZiro777yTxYsX8/bbb+tl9913H8OHD+fiiy8mJiaGkpISnn/+eVavXs348ePZtGkT995771mcteBUUVVwiNyvPyD76/nY9/wctJ1kMtGi3wgyxkwndejlWCJO3E3xZNIRaAnCK1mTbWdHgTFBeD2KonKsvJbSaiceRaXMx+KXlRBO+6RwDhRXMygrln7ppy+XnOqq1dwnj9Tth8vbroX59+XoFtRW3aicPQD1WC4A1tF/wZrUDhQPUko3pKKXUev20Sm2GKSeEwEtdIj1ohk4v3v9tL0GgUAgEAgEAoFGsxR1NpuNVatW8dFHH5GTk8PAgQMZOnQoAG+88QYrVqxg1qxZjB07lssuu4zf//73XHnlldxxxx1nd+KCk8ZhLyb3m4/IWTqPop9XN9o2ofsFWgqC4VcRGt+i0ba+/Np0BKuzS1n4i7/LoaKomE0SXZMjGJQew7Mr9lFcN/bSXUVc0z8Vuc7N8Z4RbYgPtxId6h+A49egOiohdzPq0S3afrjCPaB4rWiemmrc1VUotTVIFgshSSmoR7YgD5yBFBaNWhdg0LN/A9Idn+iJu00HtqDk7cbUpj/m+lxtdZi7jT05USeSQwsEAoFAIBA0iWYp6gDMZjNTp/rvoenVqxe9evXSn2dlZbF6deMiQHBu4qqu5MjKT8lZOo+89ctQPe6gbaPbdiNj9DTSRk0lomVGk45zqtIR9GkVxcdbC3ErKoqiUl7jpLrWjdUk8cq07rpQG9MpidfWapavGqeHfJ+gJ1kJ4QHH/tUU7Uf97AEAFJcLxeXEHOY9lrP0GJ5qLdCQ5LZBmyFIGf0AMGUNQDm0FQDP0Z2GYUNveE0XeA0RyaEFAoFAIBAIzgzNVtSdCJ9//jnjx48/29MQNAGPy0neuqXkLJ1Xl4KgJmjb8JQM0utSEMS06drkY51MOoIjZbUs/CWfzPhQ+qZGG9pG2Mx0T4lka14FoJBX6p17XrlDF3WjOiSyI6+CMZ0SGZARi8VkDPrRVLypBbT9cFKvSUhpfYyNkjviqijHeawA1e0GSSI8q4MWCCW2NSZLAp6dq7TxXA64+C9I0ckAWPpcgRyXiqnNAEytuxtEXDBBByI5tEAgEAgEAsGZ4jct6u68804h6poBisdD0U8ryfl6Poe+XYSzvDRoW1tsEmkjJ5MxZhrxXQc2Obn2yaQjqHUr/Hi4nHU5R8kp1fLc5dprdVFXUOFg2a4iLmobzxVdk5jWMxl7jYtr3/5JH3PpzkI6ttACfSREWHl0fMcmzdsXtbYC8rajHt2quVLm7fCmFlAU3A4nyi9f4zmwgdAbXkOOiEcy2yC6JWpBXSAWVUUdeANyryuQwmIx71uHc+cq5OT2mNr0B7c3uIu57UDMbQc2eZ4iObRAIBAIBALBmaFZirr6BOONsWPHDg4cOHAGZiM4GVRVpWTXj1oKgmULqCk6GrStOSyS1sMmkj56Gi36Dj/hFAS+NDUdQXJsKAdLanhvcx6bj5Tj9Bj31x0sqeHgsWr+syqbzYfKUIEqp4dbBmsJj8OsJrq3jOTAsWqGt09gXOekJs+5HrW8wCcq5RYtSiUqqqqiul1IsgnJZALAU1tD7Xdv6n09BzYgdx8HgHnCbBzPXuqtc7ow1+VtM2X2JeKfe5AjTq3ro0gOLRAIBAKBQHD6aZaibvbs2UiSpOfSakh9XVOtOILAVOXn4rD7W7Uq8/IoqfG3wthiEghPTgs4VnnObi0FwdL5VBzaG/SYstVGy0GXkDFmOimDxmGuy3/WFFxuhc825PDfpSeejqDWrbDhUBmvb84jv8Io/lRVxaOomE0yWXGhSJJEea1bj3K5fFcRN16QhknWrrtZo9oSF2bFaj5590q1cA/quzcYyxQPjsI8PDU1qB43tsRkLNF14iw+DfIOQd1nw7N/A5Y6USdn9scycBpyq86YsgZgau1NkSCZLEinWNAJBAKBQCAQCM4MzVLUATz33HOGgCgAtbW17Nmzh//973+MGzeOv/71r2dpdr8dqvJz+XxyZxRnbcD6LQHKZGsI4xfu0IVddcFhcpYvIGfpfEp3bw56LEmWadF3OOljppN68RVYI6KDtm2Mw8VV/G/5bt5oQjqC/ceqefvHo/xytIIGRjlcHoXyaifl1S6sJomXp3TTA5uM7ZTI3iItFUCo1URBhTfoSXLU8XPh6akFjm6F1J5Irbp762rKcRdm4y4tRTZJWKJitApJxl1drUev9ITEYx33d2jVHTmqBfKTw1EObUFO6YgU6Q3qIkkSob9/6YTOoUAgEAgEAoGg+dAsRV1GRkbQ9ARjxozh9ttv5x//+AclJSUkJZ2825tASyUQTNAFQ3HWUnF4vxbw5Ot5FP60SrccBSK+6wAyxkyn9YjJTUpBYDjmr0xHcPBYDZuPVPi1lwCbBIVl2jmodUGhj3Ab3iGBA8eqGd0xkS4pkce1DqvVpXWulHX74Qp3g+LRrM5dL8PkI+qq5lyGcmQ7AKbQMCyxSZDcCalVd0x8jGf/RgA81RVInUbp/UJn/Ac5ugVSWMzxT5xAIBAIBAKBoNnTLEXdpk2bjtvmoYce4k9/+hOvvPLKGZiRoCHf3j7WkAetIVGZnckYO530UVOJaJV10sdpajqC7plaZMV6F8l6+qdFs3h7AdVOD2XVTlrHhjGyQwIXpMegKCrT3/yRep24ZGcRPeuCpESFWJg5vE3A46qqCvZDcKROxB3dAqWHDG3clRW4KspQaqvhyH+IHDNLrzNl9tVFncetwB8/Q7aGAWBRLEhRyZiy+mNuM8DgbmxK6dCUUygQCAQCgUAgaOY0S1EXF3f8vT8mk4mNGzeegdkIAhJA0IWnpJM2aqqWgqBtt1+157Gp6QicqsTabDsLluzlym4t6Nfa6NppNUnklVRTWq1FfbwwM5ZLOyXq9X3TYsgtrWFMx0RGdUzkeKgVRajvXg81du25x4OntgZPbQ3WuAT9tSvOWjxVdRZCTyWesnxMdakETG0G4Fr9FkgScmImVJZCnCbqrEP/gHXoH078hAkEAoFAIBAIfrM0S1F3IixdupSioqKzPY3zHltMAmkjp5A+eioJ3S5Akk8+aEhT0xEM7NSCX45W8ubmfPYVe/fWrcm206tlJEfLHKTFaQFYQiwmUmNCdFH33Z5i/nRhhh7k5G+j2hIZYkb2EaKqowrytkFYHFJSO2+5qqKGxYKqAOCuLKc2/4h3jhGRmELDIak9cqt+8P3bep2SvRlTj0u0dp2HEfrn+Zgz+yGFndz+QoFAIBAIBALBb59mKeoaS2ngdDrZuXMnn332GbfffvsZnJXAl5TBl9B+8p9I7jcC2Wz5VWM1NR2BR5ZZm2Pn70v2UeNSDO0cLg9r9h1j5a5CTLLE/D/00V0xx3ZKYutRzWqWHhdGSbVTD3YSHWpBrShEPbKlzpVyKxTv14Rbtwkw+Gac697Ds38DngMbCLn2BUwtu8KBtchWm2EOSqfxmC+9F8kSisVRhWPrN5jSe2Nq0x9TqjcipRyZiNxl5K86dwKBQCAQCASC3z7NUtQdL6WByWRi2rRpPPHEE2d4ZoJ6ut88m7iOvU+6/4mmIxjZsxU3jenIsB6t+Dmvkrd/KeCQPXhgF4sEJZUO/fmmXDsDMrR0ABe1jedoWS2jOiaSGmOD4oOov/iIuPJ8oN6VshrJZMYUEqrtlZMkHIseMqQSMHe7DP6fvfOOb6p6//jnJmma7j3pbqG7CbPsPRSZskWGiKICLkAZMuTnRlFU/OJiyt6ggkzZG8tehQ5W90xXmuT8/khzmzRJm0AprT7v1yvQnHWfe3Pvuec5z3OeE9gKAt9YcF/2ASvKATgODBw4K42FkLO2g8NHCY98nQiCIAiCaHhkPSxEQU6JQfrDh3lQyQ23cXJys4Gbt0NdiEY0UBqkUgcA3377LWJiYvTSOI6DnZ0dmjRpAgcHuvEbIuZuRzC6axOM76nZjmDHlQzM2XMb5Tp7ETDGUFSmRH6RAl5OEnRp7Ia2Qc5wtBZh2NJzKK+IerLneiav1NmIhXipuTvY73PAHl4GyuQGxy6+lwx1qaYTFjk4aZS6nFRAIIDAJxLqB1cBAKrbp8D1mwlAE0FTMuRjcPZuEAY1J1dKgqglaFBEEERDpFyhxPTBa5GfbXycYwxnd1v8cGAcrMQNduhOPGEa5J0RFhaGiRMnPm0xiFricbcjEIsEegqdmjHcTiuAsiItPsAJw2Q+fH6bEBfIc7PRI9QBbaRVIm9a2UCVmgBV9n2oSkvAcRwk3o34bN01gSqIwA34AvCNAWdtD2FoK7DiXE1EyvAO+s22GmL5hSEIwiQ0KCIIoqEishLC3ccBBTnF1e34xMNxgJu3A0RWwicvHNFgaZBvtosXjW15TTQ0LNmO4OWeEbBxsEFjd1tYCfWDrcR522PjPw9hYy2CvViI1oFOOAyGC/c1bR65nY23MsSQZF4Bu38RH6RdApebCrj0Aqfyg/LGZV4J4zgO5cUlUGZnaBrnBGDWjuD84sD5xkJ4JwGqQ0sBAEyeC3hFgJNoZv4lgz8Ghi94rKie/zbIkkI8KWhQRBBEQ4XjOAx/qw0+fmWbWeUZA4a/1YbGF0S1NEilTiLRBK9QKpX4/fffcfLkSeTl5cHd3R0tW7ZE7969YWX1eME5iCeHJdsRPBcfhKuZxdiWmIfckiyMa9kIzfwcAQA3M+TYkvAQR27nAADmPReOpn5OEDIV/EruIDT1MGKRDJk6Bda/FUI77uOg2R+ubO9PYDu/AQA4fJnIb9YtCu8I5b3rmsJMDdbvMwj9NQFMrLxjADtXiELiIQxuAc6mUgHhrPQDovzXIUsK8SShQRFBEA0ZaftAhMZ4IelqBtQmPJQAQCDgEBzlCWn7wDqUjmiINNiR05kzZzB8+HAkJyfrBUzhOA6BgYFYu3Yt4uPjn6KEhC6WbEfwSq8IOLva40RqPr46kgrdru54Sh6v1CVmFmHvDU1bAqaGx4VVEJxKBHt4Fc2UpWjKGNQVe8OVlBbD2s2zMhIlx4GVViobyjtnYBXTAwAgbP8SsP8ncM6+EIa2AieonNkX+sdB6B9Xi1fm3wtZUognDQ2KiNqCMQbGNP+D6X9nDEDVfFR8V+vkw0h9tSbdoL62vNpI+5qvmjLafFStrz2GKfmq1NfmV5HFUD7dsrr1da4FmBH5jF8rY9dU91oxteE10ZVFI5+R+tpzVDPDa67bRkW+yXPUu4ZGzlGtk2/sHNXGf3f+HNXG7xswBk4kgMRJDHt32xrvz34TWqC4SAE7e5o8JkzTIJW6xMRE9OjRA40aNcLUqVMRFBQEa2tryOVy3Lx5Ezt37sSzzz6Lc+fOITg4+GmL26CxdnaHQCyBWmE6omRVBGIJrJ3dAVi2HUHftiFIzCvFntR8FN6udMdUqxkKS8qRV6xASZkS8uJi2NvaonNjdyw+nIxSpRpqTgD7xL1gykxwQs1trVaUoeR+Ct+OytYeAjtnwDcGIo/GwLo5qOj+obp9mlfqBJ5hsP8oAQJXP0suFVEFsqT8d2GMQa1iUKvVmv91/1Yb+66GSqX531S+3t8VZVQqNaTtAnH7cnq18qjVDI1l3tiz7qL+gNjsAW01A2Ij6ZWDO+ODSO010g5ojQ/aa1Iqqgw4WdXBZeWAWL9+lXMwMlA2GBBXO2ivaUBc5ZxrZUBc9fpXrV/1+utcE92yOgoJQdQlAiGHLq80g7udGIGtax5r3EjOQWp6IYaMkEEofPT9fol/NxwztS9APWbkyJEICAjAp59+ajRfqVRi8uTJUCgU+PXXX+tYurqnoKAATk5OyM/Ph6OjY623X5SWirK8LBy58hD/t+48CkuUEHCAmoH/38FGhDkjmqN9lDeE9q7Yn8rM2o5gXI9wePk441RqPm5nG669YmoVFA8SEaW6g2iWguaiFLgExULQ9/8AAF/tu4lWpz9GeNFVSHKTIHZ1h9jVQ1OXMRQl3QLUGhdPkaw3bMYvBSfQKH0la94F5+gFUWi8JiqlDa3lqm0YY5gxZJ3ZlpRPNw5/akqdMUVExSsQxpUKw+9qqJTV5xtVcpRq02WrKjK8PNUrSaaUoOraNqZ4qZTmlq9MZ9X81rWJxEEMsY35rvaK4nKUyo1PLhEEQdQlrV+IgZ2LDTiBee88N3c7DBoa90TekU96HEnUDQ1SqYuKisKVK1eqvbGVSiWaN2+OCxcu1KFkT4e6eBh/P52CoZ/vAwCjM5van2JQ2xAcvZpm9nYEn+y/gwcFlfvGMWUZfIruIIYlI6wsEaGKO7BWFoGp1VCXlUJVWgImsYdk5il+r8Ki+W2hTr8FABA6usOm+3hwvrFAozgUr3oLqqsHwLn6warZAEien1ebl4Uwg4QjyWZZ6+LaBsDZw84sJUhVoxJkQsmpRiFpeD3hfxvtTLe1ndjsOqVFCvz983moVfRjE0RDh+M0/3CcxjMEHMCBq0jXTBaC46ApVpGvU1bAcYb1K9rQq6/5alBWv36VfGjra75rknTyBYBNY1fAAqubjY0V3p3WESJR7VvqSKn7d9Ag3S/FYnGNMxUiUYM8tXpJafZ9LPplC6R25VpvRZMkJmRDpLQGYK+Xbmo7AqmvA5zTziCw6AaCim8hVH0XYqjA1Gq97QNK0+5BVVwEABCI84D8B4BzI3AcB2FoK16pUylKwXV9h18HJxn0EbiR9hC4+D7+hSCqpaRIgbSUPDxMyeP/f5iSh4fJuWbVv3g89QlLSPybUKsYigrKAKHArJlupmYoLih7bIVOO3jjB2w6g0h+8MZxFQM+/UFkZVmd+jqDSP36MDLg5PjBpUAAg0FkZf2KASWMDFj1BpxV6+sMWPUGxIaymBzQ6p6LQF9mg3Opcs4Gsgg44wNinXMxrI9KuQVV8mvjHFG1vulzrLwHjJ9jtYN+3fZh/ByNtm/sHuXlM3WPGrmHwRmRr0p9Xj7D39XkM2DqHjb2DAiM/e7617ChwhjDLz+ewoMHhWbXcXGRQChs2OdNPFkapOYjFotx5MgRdOjQwWSZw4cPQyikgAuPCytIB/frMPwZZP6aOoVADNmFYchmThjeMRR924eiQM1hcJw3hBWDL+3C5dYBTpDu2wLf8gdQlRShvCAfRaUlYCol7IKbVL78rG14pU6tUICVl0HbtYkiOkOd+wCi0FYQhsTrmRKFPk1q5ToQGspKypGWmoeHyZVKm0aBy0VepqF1Vuse5+hpZ1b75B5nGo4DBEIBBAIOAiEHgUCg+V9Y8b+AM55v5LtQJDBd3qCuAEKh+W1ry1Uew3i+oGqb/HmYOh/974wBG7ZcRrqR+84UEokIvxx/FSIrYTUDbsDYgLahDyIJoqGiGzxG+13rzm9sfZlSqYZardYrr/lDu2ZUZ21lRcPWEisDC5harUZhoYI/MNP5h7Eq3yvkE1sJ4egkMZApL7cYZQoVv54TAGRNffHgwQ2zr0OXbmHUDxHV0iCVusmTJ6N37954//330b9/f4SFhcHGxgbFxcVITEzE9u3bsWDBAnz77bdPW9QGjzrtOspSbhj3uTQFx+Hz51whjuuGh0lXUXR+M8JKE5Gb5ApBzxk4cOU+bpw9iued7yHi+UnIDZIBtx5ArVBAWZjPN8OsncGFtQHnGwtRcRHKV07WNO/qD1ZaxJezajEQVi0G1tYp/+cpK1UiPbWKxS05Fw9T8pCbUVRzAxUIhBzajYy1yD2uvFSJa3vuQMBxNSoNuulCU4pNdYqIUKBRWEwoDQbHNNVeNfIJLVRUeAXKSNv0MteHMQY3d1uLZrpdXW3g6GJTa9ey6mDTmPKnXZdYEZKlMpAHTA80rayEsBIbTkoWFpbpBUrRH2zqBDSp+EcgAJxdDCPryQvLUFys0CuruxJDN9iJ9rubuy0kEv31i+UKFR5W7DFqOHBmOudVeb3s7MTw9jF077qbmoeSYoXBtdDKyJj+dzCGJhGesKoSLTc3pxh3U/MM5Nf9rk3Tyuzj6wjfRk4GMp09nQqVqjLIS/XnxyAWi9AyPsCgnTuJWbh3N0+/vE79Cun4ewMA4pr6wsND3+OlSF6Go4eT+EJVlRb+/HSCynh5OxiV6diRO8jKLDK8NgYKT+W9+lzfaNjY6t8DqSm5OHEsqRqFqfL8tMFqYqU+kDZtZCDT2lXnUFamMjg/U0hsRBjxYnOD9H/O3cPli6bX8xuja4/GCAxy1UsrkiuwZcMFi9pp5OeEns9GGKSfOpGCB/f19+NljEFsJYCiXF1ju76+DggNc7NIFuK/R4NU6kaNGoWEhATMmTMHc+fONVpm8uTJGDt2bN0K9i+EFedbptABAGNonrYRnpkrYM00gxCO41Caaou5S1Zh+u1Z6AklAEDVtA1cwpqDJf6FfJfGkGSm8c2oZUMhaj8aACAqLYSNlQ2EofEQOPvU2vn9VylXKJGWmq9R2pLzNNa3CgUu+6H5g+TqcHa3g0qpRlmZ0uxBtJunPRbueJEUmAaCXF6mWZOo+9GuW1RrAqao1RXBXdQMIpEAAYEuBu3cTc1DVqa8Sls6ax4NPmq0iA9Al25hWL3qH7Pl5cCw9rfzegNNf38XdOwSalB29x/XkJFeaKAYVP5tyIgXm0FSJXDLncRsHDl0x2wZAaBpcz/ImhkOerduvMArGeZgayfGsBeaGqRfuZyGq5fTjNQwTfde4fAPcNZLKypSYP+emxa14x/obFSpu3ThAdLTLOt7gkPdDJS6nJxinDtz16J2BALOqFJ37Uo6lMqaB9xabGytjCpQWVlFuJ2YbZFMjcM9DNKUSjUe3M83Uto01tbGh3kF+WXIsWAPUQBQG7nxlUo1iovKLWpHpTJ+TdXa7QnMxUTRqq+Pqm1q3y+6kV3LSpVQlqv4LXXUaga5XAGlSl0xQVJhva+op1RVaq3Ciok57bmlpxfySq2Liw3/G6jVDOXlal5wKyshnJwkyMyq+XcgKx1hDg1SqQOAr776Cj179sT333+P06dPIzc3F87OzoiPj8fEiRPxzDPP1Kk8GRkZ+Pbbb9GiRQtERkbCz88PYrEY6enpOHHiBJo0aQKpVKpX56+//sLChQuRlpYGW1tbDB06FJMnT/5XrAf0zLkBplKiqLQYYhd3WDk6Q6IqRmygB6xuK/lyhdePw7nPu+AmtoeHSAL5nOYQeDeGKKQVhCGt+HKcxAFWzQc8hTNpuJQrVMi4l6+/vi0lD2nJuch6WGixrm4MFw87eAc6wyfIGT6BzvAJdIF3oBO8A5whtBJi4YJDKCkwf+CQX6CASsUgEv17Xl7a0Or6io9xRUWtZhBbi+DsbGPQzt3UXJQUl5tQcirr635atw0ycCm6m5qLSxce6ildGsVLrfdd99OshR9ipYbrUjetS7DoPnJwsDaq1N27m4vrVzPMbwhAaYkSoWFu8PV1MMtaJ7bSDLzKSpV66eXlKqPlVRXbLFiC0dK1eitzpo5iAtNlq+7vqpuu+5tqB6sAg0KhgrJcBca067Yqy6mqBBvSve+USjV/vNIS/eufnV0ERZkKRUUKlJer9JQ0hULFKxJCAaeXV1amRFJSDqzFIjg6SuDpVWnVKilR8pYhkUgAsY7Vs7i4nJfTyqoyT61S48KFh7zy3sjPiT8/tZqhiFdcGKwlIoirDP4BoLhEiazMIrh7aNzNCwtKce7cfdy/l4+8/FLY2YphZaW5LuVKNYrkCv4XcrAX89dMoVDh5IlUXL6cDsYYOnYKgYODNTiOQ1mZEnKtLEyzzkr7G5WUKlGk3TqIaSzTWivb1SvpuHTxIW+hdHGudBGUyxUoLtGsmecEHDx09k0rKCxDSYkSYMC2LZcxclQzPu/A/kRcvZyOgoJSiEQCvXo5uSUoLdU8W2IrAdx18s6dvY/Dh5MBBgQGuWDgoBhNBgekZxRVKD6AjY0Ibq6VfeHDNDmvZNvZWcHHpzJi9VdfHEJRkeZ6Bgfr9zF371X2D46OYjhXuEcyBty7r8lbu+YCej7TBG3aBmp+y2IFflpyiq/n6iKBvb3G60SpVONhWqXXirubDWwrLJjFxeVYsvgknzdyVFOENXYHwEGhUCFDx13cy9MWEomwRmsdWekIc2nQ2kOvXr3Qq1evpy0GACAzMxMff/yx0bwmTZrg/Pnzemk//fQTZsyYgU2bNqFLly64e/cunn/+eezatQs7d+6EtXXD3mCyPC8H2gGFqrQEQu9QCPzi0CooEHeP+sNfoZlJFWQng7OqfLnY/995mo2yAGW5Cpn3C3SCkuQhLUXjKpn5oLBWQss7udvCJ9AZ3gEViluQM7wrvttU41rJGIOLiw1KSh59IbiBMlTx0QzGDLuvtIcF1VqOjLUTGe1t0E7irUw8uFcANauiLOkoY4y3QGnyO3QOhZeX/rYYOdlF2L7lstnnDwBBwa7o0r2xQfqFf+4j0wL3VwBo2SrAQKkrLVFabBExtR2FQMAZVXxMKQYqNUNBfinKypRQVVju3N3tIKgIilRWpqyYrde470p0rAxFxeWa7RKgqadWq8FxnNnWOk7AobhYCTu7SktaVnYxioqVyM4pQVS0F2JiNfeCSqnGrVvZFa5ggL2dFT9oU6uZ3sy6o4MYNhXWucL8UqxZ9Q/vLtitexgqwkKgvFyFLO22LQxwdZXwM/hlZUpk55RCO70fHFq5vcvtxGxs33YFYJqBpqeHLa/cFBWXIze3hL/WPt72/O9dKFfg7r0CfPThPjAA097vxLtP3rmdrTfQDfCvtJzl55ehoFCjGHAc4O/nyMu896+bOHvmHgDAwdEaL49vydfLzStDcbFG2RCJBPD1qVSycnJLUVqhTMurWHV2bruKlJQ8AIBEIoSnR+X62+ycEr0Bvq7SkJ1dgk3rLwEAZM180X9AtEbminrae9bBXgxra2HF+XCVvwEAZ2dr2NpaQSDgoFYz7Nh2lc/r2asJJNZWKBeqoFKq+cE/AHh7iWBrZwWAQ7lCpZeXni7nlTq5XIFDByuttG6utnBwtAbHafIePpTzeT4+DrC3EwMckJdXims6kxwtW/nDwcEaQpEAtnbWSM+ovP8aN3GDRKK5j9LS5MjUURpiGjnxLpzZ2cW4fi2Tz+vXP0Jz/3FA0p1c5ORq1s0LhVyFAqFZU3rzRhby8soq2tfvN/JyS5BdYe0Ti4WIiPLirWTnzz+AXK7pr+zsxYiJq/SwOX/+AfLzSiuuUWX069g4X2RkFqOsTJPm5CRBsxZ+/DrXPX/d5O8HN3c7NG1eub+btt8ANJNHEREefOCYexsu8fdDQIALYuO8wXEcVGo11q+9WHlCOn1W1XFIeJQXmjRxBweNortlU2W/HiP1QUiIGzhO4yJ9+bLhBFXLeH94eNpj545rfFqb9sHw9nHA3dQ8/LHzukEdLWSlI8ylQSp1u3fvxuzZs2Fvb49Vq1bBz+/pbxJdXFyMyMhIODg44ObNm8jPz4e7uzv69euHjz/+GHZ2lS+qpKQkTJ48Gd9++y26dOkCAPD398eGDRvQuHFjfPzxx5g/f/7TOpVaQWltB1GZ5oVVwDnBa8JWcByHJozh9rNTIHG3h8iIKyV1XIaolGpkPiiosLJVWNsq3CUz7uXXSnh2BxebCktbpdKmtbrZ2j/aBANjQJt2gdi80QKlhjGsXnGOtzyZsgI1b+mPOJmh5Wj3H9ctct+xt7c2qtRlZRThdmKW2e0AgFJhaPGp6X42Zi1RKtXIyyup2JNODWcnG1iJhRBwAqhUapSXqysX91uLeIWpvFzj6qr1ErSzs+IHMvfu5uPmjUyo1Qw5OUW8SzQAFJeUawbjFe5CugPnQrkCRUXl+PvgHfxz/gHGvlw5iN+35xZS7xaAMc1A0Me7chCfnVOC4mLNIN7KSsDnMTXD7zuu4dYtzbX193fCuFda8a5N+fllKK1QpOzsrODuZsfnZWQW84qBq6sNr9SHhrlBKDSuXOpSVqaCt481IiM9+UiAf+2+heLiYmRnF8PDs1J+Bo1yoyUk1BVhYZpBW1mZCrt3VbocNopyRnCwK2+5unev0j2uuLgc/v5OiG8TiNy8Euzbk8jnhUd6wdfXEeCAjHQ5Duy/zed56Cg2SqUKhTrbvjRvFQBXFxuA0yhnR4+k8HltOwTDwUHzvF6/moETJyrXhOkOWN09HXDzZqU74DPPRfCRJE+dSMU//zwAoFHO+vSPBjjA0VECXNJx2WSAvYM1+g+KBQfgr903ceO6RmlwcLTG80Pi+EH19m1XcOd2DgBNHV10nxFvb0cMGyHlLWTLl55FeprmPRIQ6IJBg2P5vP8tPoHcnEolWUtwqBskNiLeJTAq1hvPPBvO5380fz9UFdaeOFkjdOmqcb1VVXGzZIxhyAgZAKC4SIEFnx/i81rEB6B5C824IyenGN99c0yvXuXJ6TWJNu2D0biJOwAgOSkHt2+f4/PadQhBQKAzAODG9UzcuZOrI4zmPzs7MWTNGiEpqTKvc9cwOFVY9s+cvovk5Dw+r0u3MN4duGpPJGvqx0eNVatv4e5dzX0rFArQsUsYX65QrsD9irVgXJVWdH87Gxsx2rQL4r8nJ+fxk1D2dmI9t9SrulZ5ncsVJ/PFyROpKKh49pycbfTW3h36+w5vMXVxsUVklJdJWXT7dYHgMt8XurrZokmEJwAjv7mOMFWvl5ubLYKCNWvucnOKq+TZ8a7JaVWWL2hvB1c3OxToPMfac/DycoCnpz2OH0upvJ91ICsdYQkNUqkbO3YsMjI0ncKZM2fqhVJXUlKCF198ETNnzqyx7Mcff4zy8nKMGDFCLz04OBhdunTBggULMGXKFDg5Gfr4NxQu2jVFePl5XLeJgNq/FbRdr4Dj0LjXi09VtvqISqVG1sNCpOkFJ6lQ3O7nQ2XGQuqasHeS6Chs+u6Sdo6G0brMkbmoSAF5YRmK5ArI5WWQF5ZV/K9AUZFmvZW5C8HFVpogIcbc4XSVEAAoLVWisFDTvkgogF2FW4xAwGlcryosRUKhvsuWxvVKk2dlJaiYbddw7GiyJmqaSo2S4nK9Y2tnsRkD7GxFvGVGrWbIyioGA7Bj+1V07R6G8IoBQ15eCVYsO6eZiWaAi6sEthX1FAoV0tIrrW4e7rawsdF0x/n5pVi08CifN258S/gHOIMTcChTqJCVVfni9/a2g1gghFDIoaRUzcsJAO4etvwg5eHDAhw5nMTntWjhC7FYoxDeu5ev12Z4pAeEQiEEAg43b2QhNzcbCoWKt8JoUShUvMIgkYjQvWcTCAQcOAGHQwfv4OZNjeJmZ2+NgUPiKgLSCLBze6U1RFUx0GoZH4CW8QFYsewskisGrJ5eDvygGgB+WnISDyvcLD29HODlrbGKchwHG1sx5IX6AyZjeHk7IL5NIP99757ESiskMz2ga9TIibcKFBcp9JQ6P39nfoKh6mAP0AxMnZxtkPawEPuQqFPPCY2baNZNVQ1A4uBY6XJWdWLAz9+JtwjLq0SKbeTnxLvupqfL9fJ0VV7tvabF29uRH+Db6SpdHKen7FZ10xQKBXB11UwC6K7dEgg4XtEAoPcMGkx06HzlBJzemsRK109NPd3gMaYmTDQh8/XlNHG4ahUwvVrVzM1UN23DVYT9142uqkUoFEBsLeRD/Ovs4AORSNOnaUP9czp5YrEQzi42FXnQ287DxsYKHp52etsDaHFwtIZvI0d+OwGmI7uLqw0Cg1zAAQZrFD097REW5gZwgK2tvmeGbyNHvr92cNRX1gODXPh7wsVV3528cRN3zX3DwSAYTEysNwICXcBx4J9xLc1b+qGkuBwcx8HHVz+vXfsgKMpV4DjN86pLt+5hUFe8Q/z8KvMEAg69+2iCmnAcBz//yjyxWIh+A6L46Le69ezsxBg0JJbPa6ST5+wiwfAXZPxv7etbaQX38nbAqDHN+N/F08uOP3b37o2xcYOO1bACstIRltAglTpPT09s3rwZBQUFePbZZ02WO3DgALp27VonMsnlcnh5edVYrry8HJs3b0ZISIjRDR5btWqFffv2YevWrQ060ItI2hs7fRbimShvBLgarg/6L6JWM2SnFRoobWkpuUi/WwClibU9lmDnaM0rbd4BlWvdvANd4OBsmeKmVKpRJNcEujEWQe+PHVeQXcMCb47jYGdnBUVezQPuqoMQXcuMxFoIT51tEY4fS8GuPzWhoCOjPDF0uGa9qkCgca/i113YWsHNrfL+y8kt5Qfx9vZiOOssvfj74G0oK5TP8Ah3ODlJwAk0eyXpuqq5u9vCz89J43qornTLysgoQqGuYsE0CpqWkFA3BAW5QCAQID+/lJcfAKRNfREU7AKBgENOdgmuXKmcydbK26VbGPwDXbB54yU+r2//GPg20vQjly+l6eU9+1wkPwjTHRxr2moM2wrX2eNHk/Vm9+NbB0FY4cInLypHYkWAB1UVF0yB7n5JHOCvs1bO1l6sm6W3RlDXvbaqW6dQZ2SrrhJMQS9PrZ/n5Ghdca/CACuxEA4OYggEAtjb6Q88vbwdoFKqwXH6FiSO0yhPmrE4pzdgFQoFCA5xrczTqWclFmpctCqut26exEaE6Bitexqndzx7ezFkTX35Pb/s7CsVG2dnG7Ro6cfv02Wjo/S4e9ihTdtAXmmw1nFJ9m3kiI6dgnlrma4bblCQC7p1D4N2DzRdmjRx59cOVd0TKzbWG15e9uA4w8F/i5Z+CK2wZlYNztGufRCkMl9wHHhXQS3dezRGSUl5hXKur9z27RcFhUIzUK+aN3R4XMVvZ1hv7MstNK7nVa4XALwxuS2guVx67r0CAYcp0zry/ZBY5/xsbKwwfWYX/vcR6lxLZxcbfDC3m87+a5XH8vZ2wOx53WEM/wBnzJhlfHwSGuaGqe91MpoXEemJiEhPo3kxsd68C3FVpDJfSI14NwBAs+Z+aNbc+OR4y1b+aNnK32hefOsAxLc2DAwDgF+bZoy2OhY9g7z21eRVU69NO9PHa21CFk7AmTw3kZUQTY0EKwIAsbXI5HWWSKwQHmEY5AbQ3EchocatbpHRngbrg8lKR1hKg1Tq3nzzTSxevBg///xzteWmTp1qsJbtSZGdnW2WUnfx4kXk5eUZBE3REhio6XxOnjzZoJW61o290F4W/LTFqHPUaobcDHmVfdxyNZEmU/NQXvb4ipuNnbhKcJIK61uQRnEzd1avXKHSWNV4C5ui0tImL+MDGvg2ckKv3oYhmu3srHmlrqSkHKVlKn6QpatIlVQJjGAKsViE6BjvCkWKw6mTd3mlzt5RgtbtgiCssATt35eI/AovN91Iar16R2Dt6gTk5mosT/4BzujdJ4LfNuB/35/gFa+ISE881zeSrysUCKCEpi13d3t076lZ18YYQ0JCOl8urLEHOnTS3NtlpUqcOF4ZaU9XSRFUGRD7+DrxLkGZmfpWFFc3OzTyc644H/3roj0/iY2VwQBV112oquKmq4SJRAKIrAQQCjTXQTeKnZ29GB4edpotGAQCPeuFu7stmjRx57dn0CUw0AVMzSAQ6isTABAT4w1PT3sIhZyBFapN2yDExvkYzevdJwLl5Sqjbb44RhOgQWvx02X8hHgk3soyurZu6LC4ikAFhox/tZXRdIFQgJdfMZ5nLRFh9FjDMOqAxp13xItNjeY5O9tg8NA4o3lu7nboPzDaaJ6nl73efaqLj48jfIxEkgQ01oqqFgstfv7O8PN3NprnH+BsEOWyNvJMoWvlqIqPr/FzA2CwflUXd3fT+2K6uBifZOQ4zsA1VDfPWmJ8uMRxHG0ITTw2xtYHk5WOsJQGqdSNHz8eISEhGDZsGBo3boxnnnkG7dq1g719pRlfqVQiK8uyNTGPQ05ODi5cuIAff/wRhYWFuH37Ntzc3PDyyy/jjTfe4DdCv3pV43rk7m58kOHpqZmBu3btmtF84unDGENuRpHeNgC6a90UpeYpMdVhbWulr7BVKG0+gc5wdK15ny2ti2HVgX5ZmRJ//XkN8kIFyspMy8kYg0rFIBRyKKpYyH7lchoSzj9AfkWgi7Y6M6MlpSreFUwo5BDa2B0ODtawsxfjQsJDXL1Sc2RDW1sxWum4xt24noXMTI2Loo2Nld76iaOHk/m/ddcUenja60W6E4oEcNBxLdUdfBmzPGk3+Na9vBzHwbXC2iwQCiDRcV0TigS8hU0oEMBJZ9NZsVgIWTNfPk83+pudnRhduobyipTWDQcAXN1sMHBQDL9fne7gtVEjR4wb35LfDNzNtbLNxk3cMWVaR75N3etQ3Sx9dXmxcT6IjfMxmhcZ5YnIKOMWg9AwN5MzzLouTlVxdTO0CGsxFZpd95g0000QRENF04c54sGDAvj6OlLfRVhMg1Tq3njjDQBAQEAALly4gMWLF0OlUsHV1RUODpoBUH5+PvLy8upMpitXrqCwsBA///wzvL29oVar8csvv+CNN97Anj17sHXrVohEImRmahaSm4puKZFoBoXVyV5WVsZHhwKAgoICk2WJR4MxhvzsYj2FTfPRWN3Kii3bl8cY1jYieAdUKm3eOuvcnD1sq1XcGGMoLVXqWdmKdKxs8sIyNGvhj6gYfRcRsViInOxiqFQMSqUaSpUaEp1gG0XF5cjLK+XXSvk1coC8wgWzIL+Md8UDNINzN3db2Ntb4/q1TBz6WxPlTaViiG8TyA/CMzOKq1XqbGxEaBLuoacQAUB0rBd8fB0gEArgXMV1tF2HIMiKFBAKBXCsspajT78oKJUqCAQCPTc2ABg7rgUAjXImruI+Nu29TnrrU3SZ/HZ7o+kikQBjXmphNE8iseIj8lXF1laMjp1DTObFSY0rUhIbK5NWDysroYFL3H8JmukmCKIhw3EcuvUIw47tl9GtB/VdhOU0SKVuyZIlRtOzs7ORnV056KyrB0Iul+O3335DZmYmH+VSIBDg1VdfxbVr1/DNN9/gk08+wZw5c1BcrHFXM7UXnVisWctQVGQ6dPmnn36KDz/80CA9NTWVV2prC+usLJieOzdNVlYWylJSai74FGGMoShfgaz7cmQ+kCPrfhGy7suR9aAIWQ/kKCt+fIubSCyAm48dPBrZw72RPdx97eDeyB4ejezh6GbMVVKFgpIsFKTqpxYWluP+3WKUlqhQWqpCaYkK6mpij6jVDNeu3UdaeiaK5OUICXWEvYNGwVGqVLh/v/L+8vayg1gshEAASCQCvSiCgcG28PSyQUpKChTl+i6DmZkZcHG1RpmiGJygBEIhB3t7K9jZi3DnTgpsbTX3uJuHCoOGBCEvrwz79z40kLV9Ry808tM8Nyk694yzC+DsolXKyvXyrCWajwYFUlL0I45xAk2gA7kckMvrzmJPPF1EVgxu7tbIziqDm7s1RFZypKRYtg0EQRDE00IoAno96wmhSI6UFHnNFWqJwkLLtrkh6icNUqmztbXF0aNHIZVKTSpu+fn5CA8PN5pX29jb2yMhIUFv2wItL774Ir755ht8/fXXmDlzJm+JUyqNKwzadBsb08FFZsyYgXfffZf/XlBQAH9/fwQEBBgNvvI4KIuDYf7W0ZW4NwqGKND0wuW6pDC3pHIbAD44icbqVlyoqLmBGhBZCeEV4KQTUdIZ3hWukq5e9gYukIBG6SouUhhdz9a+Uwjsq2wjcP9eHs6cuGHQRlFROZQqNVQqNeztxHwQAqVSjcuXcviyjZv4ITBQ4yoXEqrQU+qatvBDXJwPrCUiPHxYiJ91NlwNCPRBk/CKCH3Whbh1o0gTzc9JgqAgfzhXrE/x92fo2Cm6RuvitStyA/e4Nm0jaUaSqDV6P+eAHdsvo/dz0QgKIvclgiAaFikpKXx8hbqCPL7+HTRIpS4sLAwymazaMk5OTvDxMe7C9CRo0qSJ0XStYpmXl4fr16/D2dkZAPTcJ3UpLdVEy3NxcTGaD2hcN+tqc3KBV2NAJAaUFig/IrGmXh1SVFCqs/l2pavkw5Q8FOWbEXmxBoRWAnj5OekEJancjNvNx8EgiISWnOwiZGUVQV5YqcAVyctQVKQwGqmPMYac7CJeqVOr1PjzzxvIzirCw4dy2DuI4aATWTA3rzK6oq2tGG7utrCzt4bEWoS09Mp9r3SjMLZuG4gjOmvSAPBhxF2cbdC0mS+cnCRwcraBt05IaW8fB4yfEG/0PI0prlUh9ziiLggJdcPAQUEIDCSFjiAIgvjv0CCVur1795pV7sSJE09YEg2pqalo27YtoqOjsXv37iqbYFZa3AoLCxEZqYliZiqIi3bNXV1ZGWtC4OoHxRsHUJSWhlsZcuy8nIZSJQMH8PvcMAASEYe+sd5o7GEPex9vCFxrf+/AYnlZFaUtDw+TNWvcCnMNN+20FKFIAM9GjvAOrLKXW5AL3H0c9MJYK5Uq3rp262YmlOVqxBgJKHHzRiauXamMnKhWa9aygYPemq6MzGKUl2v2/Tp2NAUBgZpNTgVCAS5fSkNZRfAVkUiAoBBX2Ntbw97BGls3X+H3CQpr7I5eFZvsMsZw+HAyFBUbYuvuMWZjY4VneofD0VECZ2cJv88UoAkb3s/EOrDagBaCEwRBEARB1D4NUqnz8DC+B0hVhg8fjm3btj1ZYQBs2bIF9+/fx/3795GTkwM3t8qBqq5J28fHBx4eHrC2tsbdu3eNNYXUVM1iqtatWz9Zoc2kXKHE9JcPIz+7ZifMHzdoNtZ1drfFDwfCYCW2/PYqKVLwSpuu8paWkmeWDDXBCThecatU2jT7uHn4OkBUoWiVK1QolJehqLAMOQUlSH2QbzTcvxaRSIDoWG/I5Qrk5hQjP79Usy+WjhtlekYRyiq2NLCRiODhUalMqVRqfi1bSYl+EBYnJwkySjW+9W7u9ujSrdIK+veBO8jJKYaTk0Qv5DbHcXhxdDPY2Ynh6GjNn5c2z9TeQk8aWghOEARBEARR+zRIpc4c8vPzceTIkTo5lnYd3KBBg/QUOqByC4PQ0FAEBQUBAPr06YMtW7YgLy+Pd8fUcubMGVhbW6N///5PXG5zEFkJ4e7jgIKcYqPuglXhOMDN20FPiahKWUm53vo23TVueZm1oLhxgLuvI6+waTff9g5wgqefE0RWAijKNHu0CQQcXFwNQ8Fs33JJfyNpHRQKFcoUmj3ZGAAXZwmUSjXKypTY9cd1XLuqifTo6WWPZ3uH8zKJrYS8UmclFqJ9xxDYO4hhb2+N33dew80bGuttebl+BBQfHweIRJpw+QFVIh+OG98SYmuhUeWour2hnibkHkcQBEEQBFG7NFilbs2aNfjpp59w8eJF5Gt3IX5KdO3aFb6+vti0aZNB3tq1awEAs2fP5tM++OADbNu2DevWrcNrr73Gp2dlZeHAgQOYPHmyyX3s6hqO4/D8G63w47wDZtd5/o1WUJSpkJ5axeKWrFnjlpvx+NHoOA5w83HQKGwB2uAkmu0APP0coFKj0rJWEYjk6s1MnD5/D3J5GZQVilNQsCu6dG8MtUoNTsDxypFKzZCTUwKlikGtVsPL047PKyoqR2HFnmwcBzg7WUMkEqC4qByOOmH58/NL0aiRE4aMkMHWVoy/dt/A6ZMaC62iXIXG4ZUW59Awd9jaieHkJDHYOHfA8zEmr4OpDXEJgiAIgiCI/w4NckT46aefYtasWXB2dkbjxo1ha2toacnMzKyzDbybNWuGfv36Ydq0aZg/fz5sbGygVquxdOlSLFmyBG+//TbGjBnDl5fJZPjoo48wa9YstGjRAi1atEBRURHGjRuHli1b4qOPPqoTuc1BpVLj9oM8tB8VZ3adfy4/xFeTf9fbFPpRcfWy1wtOolXiPPycYGOrvweZXF6GPbuuQ35IAZVK39qlXcsmEgn4oB4lpUqcO3cfCRfSUFhQiqnvdYKtnSYIiUrNIC+qdIMUCDg4OdnAzkEMG1sxblRY1RgDBgyOg4uLZkNw3b3WykqVUKsZ74IZGekJF2cbODlL4OQkAWOMVxRbxfs/9rUiCIIgCIIg/ps0SKVu8eLFePfdd/Hxxx+bjALJGKvTkLA//PADvv/+e3Ts2BHl5eWQy+UICQnBli1b0K9fP4Py06dPR0hICF5//XUoFAqoVCr0798fc+bMqbPIluYgEHCwshKhwMwIkkzNUJRXapFC5+JhZ6C0OXvbwdZRgrJyFYrkZXz0yNQsOa6l5KBdh2CENdFYutRqhsLCMmRnFeHB/UJYWwshqghqUlqqRGZWpeuol5cdrMUa11DGNFsCABrlLS+/lFfqQkPdcOtm5Z6HvXpHwsdXs13EtasZuHEji3eJ5FC5J2JkpCe8vR3g5CQxWMsWFOyKoGBXs68LQRAEQRAEQZhDg1TqxGIxvvzyy2rLcByn59r4pOE4DpMnT8bkyZPNrjN06FAMHTr0CUr1+KhUDHfu5KCkxPyNuFUKFTgBB6auVOyc3G31XCU1wUk03wsKy3DjWjofTfL63Ryw1By9NhljKC1VQqliUCnVSE3N45W6rKwi/O/7ykin7m42vFInEHB6awFdXW0RFOwCe3trKBQqbN92lc/LzyuFb4XiFhjkCjt7jTukk5NEb8uCsDA3TH2/E2xtrQzWsjm72PB7txEEQRAEQRBEXdAglbq4OPNcAWfOnPmEJfn3IxRycHGxQUlJYc2FKxCLBBg0KR4u3vawdZJAZC1EqUIFeWEZevQKN1gHlpZeiNuJ2WCMobBQAaVKDaWSwdZWBPsKyxljQGZW5bYFD3U2sNZ1eQQAd097SKU+sLO3hpWVAD/+T3czbRe0aq2x4JaWlOPixbSKPdkkcHOvdOP19nHA1Pc6GT0/K7EQVmLTgWAIgiAIgiAIoi5pkErdsGHD8O233+LNN9+stlyrVq1w+vTpOpLq34mxDaNrwtXTDsVWHIqzi6DOlIMxxlu6CuVl2L8/EelphcjPL0WTcA+0bOnHH6ugUAF1hYVPJOIAO00wEgcHawiFcj7sv65SZW0tgsRGxG8z4OgkQUSUF5/ftl0g7B2s4ews4V0oAc2G26PHNn/EK0MQBEEQBEEQ9YN6rdRp92yrSrt27TBx4kScPHkSL730EkJDQyES6Z9KVlYWbt++XRdi/uvRbBjtgAcParbWia0EkEiEyMouQUlJORgDJBIRPCv2ZCsqLMP9u/l48ECzf19eTgnsHTQbadvbi5GbV4rCQk1kSVc3OwweEgs7ezEEAgF+/OEk0tIKIRQJDIKk9OsfBWtrkWYtWxXLXY9eTWrjMhAEQRAEQRBEvaReK3VBQUHVbk7MGMP69evrUKL/JpZY65ycJOA4Dowxfi2bSqWGo5ME9vZiWImFcHKW8Epdfn4pbGysMGS4DABQUHgBqam5cHKSwLeRIxwcKxW0wcNiYW0tgp2tGJxA/76I1LHMEQRBEARBEMR/iXqt1AGa7QJiYkzv02WKhw8fYu/evU9Aov8m5ljr7OysIGvqAwdHCa5dy+Q34eY4Ds8PieMVdF9fR5SWKA3WsQHAkGFx/JYDVXFzszOaThAEQRAEQRD/Zeq1Uufj44NTp05BIBDUXNgIjRs3rmWJ/ruYY6179rkIRMd4AwCsJVZwdJTwQUjAAFToau07BqN9x2CjbZhS6AiCIAiCIAiCME69VuoGDx78yAodACxcuLAWpSGqs9Z5eNohIsKD/94k3ANNwj0MyhEEQRAEQRAEUbvUa6Xuiy++QFZWFuRyOQoLCyGXyyGXyxEUFGSWFa5v3751IOV/h+qsdT17NYFQRGH+CYIgCIIgCKKuqddKna1t5XorjuMQFxeHtm3bYtSoUU9Rqv82xqx1vr4OCA1ze4pSEQRBEARBEMR/l3qt1LGK8Injxo3DzJkzERIS8pQlIoxZ67p0C6s2SilBEARBEARBEE+OR1+wVkd8/vnn+OWXXx5Jobty5coTkIjQWOs0m3j7+jqSlY4gCIIgCIIgniL1WqlzcXHBlClTHrk+uWk+GTiOQ7ceYXByFqNbD7LSEQRBEARBEMTTpF67X3p4eDxW9Mvy8vJalIbQJSTUDQMHBSEwkKx0BEEQBEEQBPE0qddK3c2bNzFw4EC4uLhYXDc3NxfXrl17AlIRBEEQBEEQBEHUH+q1UgcAO3bs4AOmmAvHcWCMkVsgQRAEQRAEQRD/euq9UtezZ094e3tbXK+goADbt29/AhLVP7RKb0FBQZ0et7CwsM6PSfw7oHuHeJLQ/UUQREPlafRf2uNZakQh6hf1WqkLCwvDrl27Hrl+dHR0LUpTfyks1OwZ5+/v/5QlIQiCIAiCIBoihYWFcHJyetpiEI9IvVbqMjMzoVQqIRI9mphisbiWJaqf+Pr64u7du3BwcKgzl9OCggL4+/vj7t27cHR0rJNjEv8O6N4hniR0fxEE0VB5Wv0XYwyFhYXw9fWts2MStU+9Vury8/Mxb948fPTRR49Uf/ny5bUrUD1FIBDAz8/vqRzb0dGRBk7EI0H3DvEkofuLIIiGytPov8hC1/Cp1/vUAcCnn36KF154ATdu3LC4rlQqfQISEQRBEARBEARB1B/qvVLHGMO6desQFRWFqKgojB8/HseOHXvaYhEEQRAEQRAEQdQL6rX7ZVlZGfLz8/lIQNr/3d3dn7Zo/3msra0xd+5cWFtbP21RiAYG3TvEk4TuL4IgGirUfxGPA8cofilBEARBEARBEESDpd67XxIEQRAEQRAEQRCmIaWOIAiCIAiCIAiiAUNKHUEQBEEQBEEQRAOGlDqCIJ46J06cwNChQxEdHY127drh/fffR0FBwdMWi6iHpKen46233kLz5s0RHh6ODh06YPHixVCpVE9bNIIgiBpRKpVYvHgx2rVrB5lMhh49emDDhg1PWyziXwApdcQjc/XqVTz33HP48MMPn7YoRD3E3Pvj448/xoABA/DCCy/g4sWL+Ouvv7Bp0ya0atWKFDtCj4yMDPTp0we9evXC2bNncfXqVUyePBlTp07FoEGDoFar9cqXlZXhu+++Q5cuXSCVStGsWTO89957uH///lM6A4Ig/svk5OSgQ4cO2LZtG1asWIGEhAS88847GDZsGGbMmFFj/SlTpmDevHlPXlCiQUJKHWERZ86cwcyZM9G+fXvExsbizz//BAVQJbRYen8sW7YMH3zwATZu3IgBAwZAKBRCrVYjLS0NN27cwMaNG+tQeqK+89FHHyE2Nha9e/cGx3EQCoUYOnQoxo8fj+3bt+O3337jy2ZmZqJbt26wtbXFn3/+iQsXLmDr1q04d+4cYmJiaL9TgiDqFLVajUGDBiE/Px+///47wsLCAAAPHz4EAHz11VcoLS01Wf/EiRP45ptv6kJUooFCSh1hEbm5uRCLxejevTukUunTFoeoZ1hyf2RnZ+Odd97BM888g44dO/LpiYmJKC4uBgByqSP0OHz4MFauXIlz587ppbdv3x4A8Pvvv/Npr7/+OqZMmYKXX34ZNjY2AIDAwECsXbsWpaWlGD58OMrLy+tOeIIg/tMsXboUf//9t8E+dBcuXOD/ViqVRuuWlpbipZdeMvBGIAhd6vXm40T9o2fPnujZsycAoF27dvzfBAFYdn8sWbIE+fn5GDp0qF56s2bN8MEHHyAnJwejRo16ovISDQs7OzuoVCocOnQIzZs359Pd3NwAgJ8MKCsrw7Zt2zB+/HiDNjw9PREeHo4LFy7g8OHD6NatW90ITxDEf5rPP/8c1tbW6N+/v176lClTkJWVhd69e8Pe3t5o3dmzZ8PV1bUuxCQaMKTUEY+MlZXV0xaBqMfUdH9s3boVAPSsdFr+7//+74nIRDRsFi1ahPXr12PMmDF66Tk5OQCAFi1aAADy8/OhUqnw7LPPYvz48fj555+NtpeZmflkBSYIggBw+fJlJCYmon379pBIJHp5gYGBWLNmjcm6p06dQkJCAl555RWcOHHiSYtKNGDI/ZIgiDonPT0d58+fh0gkQmho6NMWh2ggtGjRAgsWLOAtc1qOHz+O0NBQTJo0CYDGGhcZGQkAOH/+vF7Z/Px8XLlyBQD4MgRBEE+SP//8EwAQHh5uUb2ysjJMmjQJP/74IziOexKiEf8iSKkjCKLOuXPnDhhjcHFxAQBs2bIF/fv3R2RkJKRSKebMmQO5XP6UpSTqO0qlEhs2bEBRURGOHTsGd3d3Pu/PP//EnDlzsHTpUr06K1asgFKp5CNiEgRBPGlu374NAHB1dUVhYSHmzJmDLl26IDg4GN27d8e2bduM1pszZw5GjRqFkJCQOpSWaKiQUkcQRJ2Tnp4OALCxscGkSZOQlJSEDRs24OLFi5gyZQo+//xzdOrUiRQ7wiijR4+Gn58ffHx8MGLECKSmpiIxMVGvTFBQED788EM9xS03NxcfffQR7Ozs8O2339a12ARB/EfRvvNycnLw/PPPo3fv3jh48CDOnTsHNzc3DBw4EJ988olendOnT+PUqVO8BwJB1AQpdQRB1DklJSUAgNTUVBQUFGDKlCmwtraGlZUVRo8ejUmTJuH8+fO0to4wytKlS5GamorMzEzcvHkTJSUl6Ny5c7Ub+KrVaowdOxb5+flYt24dYmJi6lBigiD+y2jfeb/++itmzJiB1q1bA9BY7latWgUfHx/Mnj2bdw0vKyvDG2+8gZ9++gkCAQ3VCfOgO4UgiDpH103u1VdfNch/7rnnAID2qSOMIhKJ+IFOaGgor8y99tprKCoqMlrn/fffx/79+7Ft2zb06dOnzmQlCILQvvNCQ0PRtWtXvTztNkBqtRqbN28GAMybNw/Dhw9HkyZN6lxWouFCSh1BEHWOn58f/7exQCna/Hv37tWZTET9RqVSYeHChVi7dq1Bnre3N8LDw5Gbm4ujR48a5P/vf//D6tWrcejQITz77LN1IS5BEASP9p1mKjCY7jvv7NmzOHLkCN555506k4/4d0BbGhAEUedERkbC29sbaWlpRjcYVygUAMAHUiGIdevWYcqUKRAIBHjmmWcM7g3td+32Blp27NiBJUuW4OTJkwgICODTT58+jaSkJAwbNuzJC08QxH+aLl264IsvvjD6vgP033l///03MjIy9PbiBCr7tiVLlvCBVRISEp6YzETDgyx1BEE8FQYOHAgASE5ONsi7e/cuAKBt27Z1KRJRj7l//z4AzYSAo6OjQX5ubi4AzZ5PWs6fP49Fixbh77//1lPoAGD79u3IyMh4ghITBEFo6NSpE1xdXY2+7wD9d97UqVNx8+ZNJCQk6H3mz58PQONmrk0jCF1IqSMI4qkwc+ZMSCQSrFq1yiBv8+bN4DgO77777lOQjKiPNG/eHNbW1jh69CiEQqFe3v3793H9+nWEh4cjPj4egMaNafDgwfjxxx8NrHqFhYVYs2aNwX53BEEQTwIbGxvMmDEDt2/fNthAXC6XY8+ePQgPD6f1vsRjQUod8cg8fPgQQOUMOUHoUtP94efnh6VLl2LlypV6AVF27tyJVatW4ZNPPkGHDh3qRFai/tO1a1c8++yz+Oyzz1BaWsqn3759G8OGDYO7uzs2bNgAoVAIuVyOPn36ICkpCY0bN4arqytCQkIQFRWFmJgY+Pn5ITk5mZQ6giDqjLfeegv9+vXDa6+9htTUVABAaWkpJk+eDCsrK2zcuNFgwkoXrWdBZmZmnchLNDw4xhh72kIQDYfk5GQMGDAAarUaN2/eRFlZGQAgPDwcEokEQ4YMwaxZs56ylMTT4lHuj8OHD+Pjjz/m19e5u7tj2rRpfARMgtCiUqnwww8/YOPGjSgrK0NmZibEYjH69u2LqVOnwsvLCwDwzjvv4JtvvqmxvdOnT6Nly5ZPWGqCIAgNCoUC33//PVauXAmO41BaWop27dph7ty58Pf3N1rns88+w+rVq3H9+nUolUoAQFhYGGbOnImXXnqpLsUn6jmk1BEEQRAEQRAEQTRgyP2SIAiCIAiCIAiiAUNKHUEQBEEQBEEQRAOGlDqCIAiCIAiCIIgGDCl1BEEQBEEQBEEQDRhS6giCIAiCIAiCIBowpNQRBEEQBEEQBEE0YEipIwiCIAiCIAiCaMCQUkcQBEEQBEEQBNGAIaWOIAiCIAiCIAiiAUNKHUEQBMETHx+P0NBQcBzHf9zc3BAXF4fo6Gh4e3vD09MTffv2xd69e5+2uDyDBw+Gu7s7L3NtoVKp8M0336BZs2aIjo5GREQEOnbsiPXr1wMAnn/+eXz22Wd6dS5dugRvb29MmDCh1uQgCIIgiOogpY4gCILgOXXqFG7fvo3XXnsNAODi4oIHDx7g4sWLuHLlCtLS0vD777/j0qVL6NmzJxYsWPCUJdawadMmpKamwtfXt9baVKlUGDBgAI4dO4a//voLV65cwfXr17Fw4UJ8+eWXaNOmDbZu3WpQ76+//kJ6ejpWr15da7IQBEEQRHWQUkcQBEEY4OXlBQBwdHSEtbW1Xl6rVq2waNEiAMDMmTORmJj42MfbunUr5s2b91ht2NraonHjxo8ti5bFixcjMTERq1evhoeHB5/eokULHDp0CCqVymi94cOHo1OnTpg9e3atyUIQBEEQ1UFKHUEQBGExnTp1AgAolUrs2rXrsdtLSkp67DZqm2XLlqFnz54Qi8UGeba2tlixYgWEQqFBnp+fH/7++2+8//77dSEmQRAEQZBSRxAEQViOnZ0d/7cpi5W5MMawatWqxxWp1rl+/TqKi4tN5kdGRqJPnz51KBFBEARBGIeUOoIgCMJiHj58yP/dokWLR25HoVBg5syZSEhIqAWpahcrKyts2LABV65cMVlmyJAhdSgRQRAEQRiHlDqCIAjCYrZt2wYAGDBgANq3b6+XV15ejp9//hldu3ZF27Zt4ePjg9atW2Pz5s165dRqNbp3746NGzcCAJYsWQKZTAaZTIaRI0fqlS0pKcGHH36IiIgIxMTEoFmzZvj666+hVquNyqdSqbB48WL06dMHPj4+CA0NxS+//GLRObZt2xYFBQVo1aoVJk2ahL/++guFhYV6ZUaOHInp06cDALKzsyGVSuHo6Gg0CmdmZiafHhQUxJ9rcHAwOI6DjY2NgQwrV65E8+bNERcXh/DwcEyePBnZ2dkWnQdBEATxH4ARBEEQRBXmzp3LALDAwEC99LKyMrZq1Srm5ubG3nzzTaZQKPTylUol69WrFxs6dCgrKipijDGWnZ3NunTpwgCwbdu2GRzr4MGDDACbO3euUVkKCgpYy5YtWUREBEtOTmaMMZaZmclcXFzYzJkz9cp26tSJAWADBgxga9euZYwxVl5ezoYNG8YAsCNHjph9DU6fPs1sbGwYAP4jFApZixYt2OzZs9nVq1eN1nvw4AGztrZmVV+xN2/eZADYL7/8opf+zDPPMADsyy+/1EufNm0ac3Bw4GXOz89nPXv2ZLGxsSw3N9fs8yAIgiD+/ZCljiAIgjDJgwcPeIuSTCaDp6cnRo8ejeHDh2PSpEmwsrLSK79v3z4+pL+trS0AwNXVld/L7VHWzk2ZMgVnzpzBl19+icDAQADAnTt3kJubi59++slonfDwcAwfPhwAIBKJ8M033wCAyfLGaNmyJY4ePYoePXrwVjeVSoWzZ8/i//7v/xAdHY2xY8eiqKhIr56Pjw+8vb0N2svLy0Pjxo3x8ssv82k//fQTdu/ejXbt2uGdd97h0/fv348FCxZg1qxZvCXU0dERK1aswK1btwz2xiMIgiD+25BSRxAEQZjE19cXCQkJ/Cc3NxfXrl1DcnIywsPDMXr0aD2XRK0id+3aNb12PD09AQBZWVkWHT8/Px/Lly+Hr68vevfuzacrlUpwHIfQ0FCj9V566SW9797e3vDw8MDFixctOn6zZs2wZ88epKam4qeffsLw4cP57R4YY1ixYoXBsUxRXFysF1glOTkZU6dOha2tLZYvXw6BoPKVvHjxYgDAwIEDDc4jIiICP/74o0nXU4IgCOK/Byl1BEEQhNlwHIfw8HBs374dcXFxWLVqFQYPHsznd+jQAUePHsWRI0cAAHK5HH///TfWrFnzSMc7c+YMysvL0aRJE701am3btkViYiL2799vtJ4xZc/W1hb5+flmHTchIQEDBgzgv/v5+eGVV17B2rVr8fDhQ5w8eRLDhg0DAGzcuBE3b96ssc1OnTph4cKFADQK4bhx41BYWIjPPvsMYWFhemWPHz8OALxlUotSqURBQQHy8vJw+/Zts86FIAiC+PdDSh1BEARhMUKhEK+88goAYM+ePThz5gyf17ZtW1y5cgU9evRAp06d8PvvvxtsYG4uGRkZADQWw6qEhIToba2gi0gkMprOGDP72EePHoVSqTRI5zgO8fHxWLduHSZPngwAFlsAv/32Wxw8eBCdO3fGpEmTDPK1wVDi4+P13F9jYmJQVFQELy8vFBQUWHRMgiAI4t+L8bceQRAEQdRAcHAw//ft27fRsmVLyOVyDBo0CBcvXsTGjRv59WBJSUmYOnWq2W2XlJSgtLQUEokEAFBWVla7wptBdnY2du7caeACqcv48ePx3XffGd2E3BQ3b97EjBkzYG9vj2XLlvEWyIsXLyI0NBR2dnZwdHRETk4OTp069cgKMUEQBPHfgSx1BEEQxCORlpbG/x0QEAAAmDZtGvbs2YNFixbpbXWQlJRkUduHDh3CL7/8gri4OACGa/S0JCcnP9G1ZbNnz65WoSwtLQWgWXtnDiqVCmPGjEFJSQm+/PJLBAUF8XlvvvkmcnNzAWiCtADA3bt3jbYjl8vNOh5BEATx34CUOoIgCOKR+P333wEAMpkMbdq0AQAcPnwYABATE6NXVrumzpj7o9aFsqSkhE9LTExEkyZNEBYWhg4dOuDq1asGG5SXlJRgyJAhT1Spu3LlCsaPHw+VSmU0f+nSpRg4cKDB2jdTLFiwACdPnkSPHj0wYcIEPj0zMxPHjx+Ho6MjAGDixIkAKvcD1KW8vBz9+/fHvXv3LDwbgiAI4t8KKXUEQRCEAdqIlrm5uVAoFHp5crkcH3zwAbZu3YqmTZvi999/510IW7RoAaBSGVGpVPjss8+QmJgIZ2dnJCcnQ6VSobi4mG8vKioKbm5u2L17N0pLS5Gbm4vt27ejZ8+eAIBff/0Vnp6eeOGFF/jgIEVFRRgzZgxee+01fv0cY4xfg1d1g+6ysjLk5+dDLpebVNCM0bdvXyQlJaFXr1566+YKCgrw9ttv49ixY/j555/16pSWlvLH1133dvnyZcydOxeOjo749ddf9a7nq6++CqVSCQcHB/64EydOxLx587B161a+7N27dzFkyBBMnDgRfn5+Zp8HQRAE8e+GY5asGicIgiD+1cTHx6OwsBDXr1/nrWo+Pj78lgSlpaVQKBRo2rQphgwZgqFDh+qF4s/NzcWUKVOwa9cuODk5QSKRYMiQIXjvvfewa9cuvPHGG/D09MTYsWPx5ptv8vUOHjyIt956C3l5eYiIiMCXX37Ju14CGmVm3rx52LNnD9zc3CCRSPDaa69h7NixAIAlS5bgk08+4d0VPT09ER8fjx07dmDixInYtGkTr/B5enpi4MCBWLJkicnroI1+mZCQAHt7e6xYsQLLly9HdnY2OI6DQCDA4MGDMWXKFNjb2/P1evfujXPnzukdKzQ0FMePH8f48ePx66+/ws7Ojt/HjjGGu3fvory8HA4ODgbBT5YvX47vvvsOOTk58PX1RaNGjfDee+/xyjNBEARBAKTUEQRBEARBEARBNGjI/ZIgCIIgCIIgCKIBQ0odQRAEQRAEQRBEA4aUOoIgCIIgCIIgiAYMKXUEQRAEQRAEQRANGFLqCIIgCIIgCIIgGjCk1BEEQRAEQRAEQTRgSKkjCIJ4gsTHxyMkJAQcx4HjOAiFQsTExGDw4MF8ma1bt0Imk8HFxYUv5+rqCplMhk2bNj0VuYcNGwZfX19enuTk5KciR30hIyMDL730EsLCwhAREYF27drh8OHDj9TW+vXrIZPJ0KhRI/76ikQipKWlVVsvMzMTVlZWfB0PDw/IZDJ8++23jyRHVQ4ePIiYmBiIxWJwHMfvAWgpq1evRlRUFIRC4WO1QxAEQZgPKXUEQRBPkFOnTuHOnTuIjIwEALzyyiu4fPmynrI2cOBAJCQkYM+ePXzarl27kJCQoKf81SXr16/HvXv30KlTp6dy/PpEYWEh2rdvj9u3b+PChQu4fv06WrZsiWeffRa3b9+2uL1hw4YhISEBycnJcHZ2Rnx8PFQqFdavX19tva1bt6Jly5b891u3biEhIUFvE/fHoUuXLrh8+TJ27979WO2MHDkSV69exeLFi2tFLoIgCKJmSKkjCIKoAzw9PQEA3t7eJsu4u7vzf3t5eT1xmWpCIBAgKCjoaYvx1Pnll19w69YtvPXWW7CzswMATJ8+HcXFxY+lAFlZWcHJyQkjR44EoLFwVcemTZv0lHxnZ+dHPnZ1hISE1Eo7ERERtdIOQRAEUTOk1BEEQdQTOI572iIQRrh27RoAQCKR8Gla5c7a2vqx2x82bBiEQiHOnDmDmzdvGi2Tk5ODlJQUNGvW7LGPRxAEQfz7IKWOIAiCIKqhUaNGAIDz58/zaYcOHYK9vT2ee+65x27f09MT3bt3BwCsWbPGaJlt27ahf//+j30sgiAI4t8JKXUEQRAEUQ19+vQBAGzcuBEAcOfOHUyZMgU//fQTfHx8auUYNblgbtq0CYMGDaqVYxEEQRD/PkipIwiCaEDcuHEDo0ePRrdu3dC4cWMEBwdjwoQJSE9P1ys3f/58vaibaWlpSE9PR58+feDj44N+/fqhvLycL19aWooZM2YgKCgIzZs3x3PPPYerV68aHL+kpATe3t58u35+fti0aRNWrVoFJycnPt3HxwfLli0DADz77LMQCATgOA52dnZ6st67dw+TJk1Cly5dEBUVhYCAAIwYMcIgAMkvv/yCiIgIvv2TJ0+iqKgII0eOhL+/P9q3b4/c3Fy+vEqlwjfffIPY2FjExcUhIiICs2fPRlFRkcXXvHnz5mjTpg0uXbqEcePGYfz48Vi9ejVGjBhhcVumGDhwIGxsbJCYmIjTp0/r5eXn5+PmzZto1apVje2oVCosWrQIcXFxkEqliIiIwKuvvoqHDx8aLX/8+HF06tQJISEhaNOmDT799FMwxqptv7auK0EQBFGLMIIgCOKJ06lTJwaAzZ0712SZpKQkBoABYElJSQb5+/btY3Z2duzEiRN82saNG5lQKGQtWrRgKpXKoE7fvn0ZAPbw4UPWq1cvdvLkSdarVy8GgO3YsYMxxphSqWTdu3dn/v7+7Pbt24wxxu7du8c6duzIunbtaiBPYWEhc3NzYwBYeno6n56VlcW8vLwYAHbjxg09OSZNmsRiY2NZTk4On3bp0iXm4uLCNm3axKcdPnyY2dnZscDAQFZQUGBwPpMnT2YA2IkTJ9iYMWPY1q1b2YQJExgA9u233zLGGFOr1Wzo0KHM19eXXb16lTHG2IMHD1jTpk1Z165dWVlZmcnfoCrl5eVs/vz5zMHBgQFgwcHBTKlUMsYYS09PZ9HR0czb25t5eXnxn/j4eLPbDwwM5P8eNmwYA8DefPNNvTIrV65kb7/9NmOMsYMHD/L3SFXUajUbPHgw8/LyYpcuXWKMMVZSUsJefPFF5uvryxITE/XK79mzh1lZWbEPPviAqdVqxhhjixYtYkOGDGEA2JgxYwzat+S6amWt2g5BEARR+5CljiAIog5ZsmQJZDKZ0U/v3r2rrfvBBx+gqKgIpaWlfNrgwYPRs2dPnD171qhlTSaTAQB2796NDh06ID4+Hjk5OQAqg30sXrwY+/btw+zZs/nIh40aNcLs2bNx4MABgzbt7e3x4osvAoDeNgxubm788fbv369XJzk5GXPmzIGLiwuf9vHHHyM3NxeFhYV8WocOHTB69GikpKTg0KFDJs/n2rVrsLa2xoABAwzOZ+nSpdiwYQMWLlzIbyXh4+ODpUuX4sCBA1i6dKlBu8YoLCxEz549sX37dvzzzz9o0qQJkpKS8NNPPwHQrIW7fPky9uzZg4KCAlhbW2Pv3r04efKkWe1X5YUXXgAArFu3DiqVik+vGvXSFD/99BM2bdqEzz//HDExMQA0wV1+/PFHlJaWYvTo0XzZ0tJSjBkzBt7e3pg3bx4fpOfNN9/EgwcPjLZfW9eVIAiCeAI8ba2SIAjiv0BtWOq0VrMffvhBL33MmDEMADt48KBBnblz5zIArGvXriwzM5MxxtitW7fY9u3b+TJRUVEMgIElhzHGgoODjcpz8eJFBoB16dKFT9Na6gQCAWvRogWfnp+fzzw9PVlJSYleG+PGjWMA2HvvvWdU5mXLlhnIs2zZMgaAderUiZ0/f54xprEWrV+/nregNW3alAmFQlZcXGxQ38XFhUmlUoN0Y4wYMYK5urry123r1q0MAHN2dmZpaWl6ZUNDQ9m2bdvMalcXXUudQqFgrq6uDADbvXs3Y0xjFQ0JCeEtadVZ6mJiYhgAlpuba5Cntb6dO3eOMcbYhg0bGAD24osvGpRdvny5UQubpdeVLHUEQRB1B1nqCIIgGggbNmzAH3/8gVdeeQUAcPPmTWzYsMGoha4qJSUl/D54YWFh6NevHwCgqKiIr6+N8qhLWFiY0fZiY2PRsmVL/P3330hKSgKgsSgNGTIE3bt3x9mzZ3Hx4kUAwPbt29GrVy+9LQEA4LvvvsPOnTsxd+5cAEBKSgq2bt2KU6dO1Xg+t27dQtOmTQForEVDhw6FUChESUkJEhIS4OHhARsbG706crkcCoUCly5dQllZWbXtX7t2DevWrcPQoUP56zZgwAB06dIFeXl5mDRpEl/27t27cHJy4q/po2JlZcVb5LQBU3bu3Ilnn322xu0uioqKcOXKFbi7uxvdv06736DWinjmzBkAxn/zxo0bG6TV1nUlCIIgngyk1BEEQTQQtO6NM2bMQEREBGbNmoV79+7xbofV0aZNG6PpeXl5/N9isdggX7tpujFefvllMMb4gChr167F8OHD8fLLLwMA7463fv16DB8+3KC+ra0t2rVrh6+++goxMTGYOHEibty4AXt7+xrPp3Xr1kbTc3JywBhDdna2gXtr06ZNYW9vDw8PD+Tn51fb/tGjR8EYg4ODg176d999BysrK2zatAk//vgjAE1QmtmzZ9fKPoPaKJhbt25FcXGx2a6XeXl5YIwZKFxatPvpaX9vbVAZc3/z2rquBEEQxJNB9LQFIAiCIMxjy5YtGDt2LEaOHImzZ8/yys+FCxdqrKu11FRFV2kpLi42UKh017tVZcSIEXjnnXewYsUKvPrqq0hKSkLbtm1RXl4ONzc3/Pbbb5gxYwbOnTuHHj16GNQ/evQoBg0ahHbt2uHgwYPw8PAAAN5y9zjn4+bmhoSEhBrbMUV2djYAGESijI6Oxvz58zFjxgy89dZbyMvLQ0pKCgYMGMCXOXbsGOLj4yESWf6K7dChA/z9/XH37l2sXbsW58+fR4cOHWqs5+TkBEDzGxpDLpcDAG911F4nY+WN/ea1dV0JgiCIJwNZ6giCIBoAd+/exYgRIxAQEIAffvhBT/nSuj9WR1WLkxZHR0deQUpOTjbIv3z5ssk2HR0dMXjwYKSmpmLChAkYPHgwOI6DWCzGyJEjkZ2djZdeegl9+vSBlZWVXt2ioiIMHDgQ5eXlWLNmDa/Q1cb5hIeHIzMzUy+gjC7VKapatC6IR44cQWJiol7ee++9h65du6KsrAzTp0/HrFmzDPLNRaVS6QVF4TiO3yph2rRp6NmzJ4RCYY3t2NvbIzo6GtnZ2XpbO2i5efMmAKBly5YAAKlUCsD837y2ritBEATxZCCljiAIogFw8uRJKBQKREVF6bn5JSYm8uujWDX7i1WHNirivn379NJPnDjBD/pNta11tfzzzz/1XCy16bt27TLqenn16lVkZWUhLCxMb61dTk4Odu/e/Vjn88Ybb0ClUuH33383yMvPz8ezzz5b475qzz77LLy8vKBWqw2UNIFAgI8++oj//uKLL/KROo8ePYrCwkKzrHQqlQoZGRkG0Sa1UTBzc3PNcr3UMnHiRADAjh079NJzc3Nx6NAhtGrVil+HOGDAADg4OODw4cNQKBR65desWQPA8PrXxnUlCIIgngyk1BEEQTxhGGPIysoCAGRmZposp7tBdNXNoqVSKUQiEY4dO8a3de3aNbzwwgvo2LEjAOD27dtQKBR6lh/tGqfqjvv+++8jNjYWn376KW7cuAEASE1NxWeffYbx48cDMO3i2alTJ4SFhSE4OJi3AgFAXFwcmjdvDi8vL3Tu3NmgXpMmTeDo6IgrV67wlrD79+9jyJAhiI+P589HrVbrWYbMOZ9JkyahX79+mDRpEo4cOcKnX7t2DYMHD8bnn39e4zpEW1tbrFy5EtbW1ti6dStmzJjBKz+nTp3C9OnTsXz5cgQEBODevXvo3Lkz/Pz80LlzZ7z22mvVtq1l0aJFUCgUmD59OpRKJZ8ulUoRHR0NNzc3dOnSRa+O1i0UgIFF7rXXXsOAAQMwffp0XLlyBYDGIvrSSy/B2dkZq1at4ss6OTnh+++/R2ZmJt5//32o1WowxrBgwQLeVfby5ctQq9WPfF3v378PgCx4BEEQdcJTirpJEATxn6BVq1b8tgAAGMdxLDIykg0aNIgvs2XLFiaVSpm9vT1fzs7OjsXFxbGNGzfy5bZu3cpkMhnz9PRkcXFx7LnnnmPnz59nxcXFbODAgczV1ZUNGjSIpaamsoULF7Lo6GgmEAgYACYWi1lMTIzecXXJyspiL7/8MvP09GTx8fFs1KhRLC0tjX3zzTd8/djYWKMbgn/yySds+vTpBuk//PADmzRpkslrc+jQIda2bVvm4eHBYmNjWefOndn+/fuZSqViEyZMYE5OTuy5555jFy5cYOvWrWOxsbHMysqKAWACgYBFRUWxNm3aGG27vLycffXVVywyMpKFhYWxdu3asTFjxrCbN2+alMcY//zzDxswYABzcXFh3t7erE+fPmzu3LksPz+fMcZYZmYmGz9+PHN2dmaurq7VblmhZfXq1fzm7dqPs7Mzmz17Nl/mk08+YePGjeO/jx07lsXGxjKJRMLXcXV1ZVKplC1atEjvvBcsWMCioqJYXFwci46OZpMnTzbYgkGL9t4LCgpi3bp1YytXrmSMMebs7MwAMD8/P/bFF19YdF3PnDnDpFIps7W15WVt0qQJW7hwoXkXnSAIgrAYjrFH9G8hCIIgCIIgCIIgnjrkfkkQBEEQBEEQBNGAIaWOIAiCIAiCIAiiAUNKHUEQBEEQBEEQRAOGlDqCIAiCIAiCIIgGDCl1BEEQBEEQBEEQDRhS6giCIAiCIAiCIBowpNQRBEEQBEEQBEE0YEipIwiCIAiCIAiCaMCQUveEOHv2LEaNGoXg4GDExMSgWbNmePvtt5GWloby8nKEhoYiNTVVr87EiRMRExMDoVAIjuPAcRxCQkIgk8mQl5cHALh79y5kMhn8/f35MhKJBFKpFNOnT39suRljWLx4Mdq0aQOpVIqePXtix44d1dY5ffo0Bg4ciLi4OLRo0QLz5s1DcXGxWcc7fvw4ZDIZAgMD+fMRCASIjo6GTCZDRkaGybrffvstZDIZ3Nzc+Lo2NjaQyWTo16+fReddEyNHjkRcXBzs7Oz4Y/Xp06fGegsXLoRAIODrNGnSBDKZDMnJydXW69q1K1asWFFL0tceN2/eRFZWFtRqdY1ljd3Ptra2iI6ORmxsLAICAuDi4oJ27dphyZIlZrVJaIiPj0dISAh/XYVCIWJiYjB48GC+zNatWyGTyeDi4sKXc3V1hUwmw6ZNmx5bhoKCAkybNg1NmzaFVCrFCy+8gEuXLlVbZ+3atejUqROkUik6deqE5cuXm328x3neR48eDalUColEwtf18PCATCbD/PnzzZahJkpKSiCTyRAdHa1333/55Zc11u3Xrx/fV4jFYsTGxqJ79+7V1ikqKoKTkxOSkpJqRf7bt2/j5ZdfRtOmTdGkSRN0794da9eufeT2kpKSMGHCBEilUsTExKB79+5YtmwZGGN65eLj4xEaGspfL47j4Obmhri4OERHR8Pb2xuenp7o27cv9u7d+7inSZhg2rRpkEqlcHZ25n+HmJiYGutt2bJF7z0XHBwMmUyG48ePY9++fQZjFqFQiKioKMhkMhQWFj6WzB9++CF+++03JCQkIC8vDyqVChkZGfj7779Njl1u3LiBkSNHQiqVomnTpnj33XeRnZ1t1vG+/vpryGQyeHh46PWrCoWi2nrnz5/Xu0aNGjUy6Is//vhjuLq6Yt++feZfgHrAwYMHERsbC7FYDI7j0LlzZ4vbuHjxotn3AvUX1cDqOVsS9jG/2d3Y1gv7nrYoZqFWq9nMmTOZtbU1W7BgASsuLmaMMaZUKtlvv/3GQkJC2NixYxkAdvHiRaNtvP766wwAi4iIMHkcpVLJHBwcGAD22WefmSx38OBBNnz4cNaiRQsWERHBBg0axPbu3Wuy/MiRI5lMJmNJSUmMMcaOHDnC3Nzc2OzZs42W/+OPP5idnR1bv349Y4yxrKws1rt3byaVSllOTo7J4xgjKiqKAWBvv/22RfUyMjIYAAaAbdu2zaK6lrJhwwbWunVrBoCJRCKWmZlZbfm2bduyNm3aMACsf//+Zh3jzp07jOM41qlTp8cXmDH24MEDNmPGDNa6dWsWFRXF2rVrxxYuXMhKSkosbqtVq1b8tTb12bx5s16ddevW8XmnT5/Wy7t37x7r1q0bA8D69evHVCrVY53rf43IyEgGgE2YMMFkmdOnT/PX/+TJk9W2p1Ao2KJFi5irq2u15fLy8lhUVBQbNWoUKygoYCqViv3vf/9jEomE7dq1y2idmTNnsoCAAJaQkMAYY+zy5cssJCSEjRkzhqnV6hrOtJLHed43bNjA183Ly7OorqW88cYbLD4+ngFgMpms2rIFBQUsNDSUBQQEMADs66+/NusYy5YtYwDY3LlzH1vea9eusRYtWrBjx44xxhgrKytj3333HeM4jk2aNMni9k6ePMnCwsLYjh07WHl5OVOr1ez8+fMsLi6ODR482Ohv/tprrzEAzMXFhZWWlurlnTp1igUGBjIA7Isvvni0kyTM4vTp00wmkzFra2sGgH9mTTFixAj+PSeVSk2Wk0qlDACbPHmyyTLnzp1j48aNY61atWIRERGsd+/ebOPGjSbLu7u7G30P2draGpX73LlzzMHBgS1atIgplUoml8vZuHHjmL+/P0tOTq72PHXJyMhg/v7+zNfX16y+aMaMGfw1cnNzY0ql0qBMdHQ0A8AmTpxothz1iV27djEAFo9dioqKGMdx1Y4rhEIhy8jI0KtH/YUh9Vqpyy8uZJ4zOjJMjmFeMzux/OLCpy1SjYwaNYoBYOvWrTOaf+LECSYWixkAduTIEaNl5s6da9aDoR0ALFu2zGj+e++9x8aNG8d3VCUlJeyLL75gANi0adMMyv/222+M4zh27do1vfSVK1cyAGzfPn3FOi8vj7m5ubHp06cbpLu4uLBRo0ZVK39VOnXq9MgDFO2Df/DgQYvrWsLBgwfZmDFjWLNmzRgAtnjxYpNl7927x6RSKRszZgwDwMaMGWPWMWbPns2cnZ0Zx3Hs9u3bjyXvsWPHWPv27dm+ffv4gdXRo0dZYGAgi4qKMugka8LFxYXZ29uz8PBwg09oaCgLDQ1l5eXlenUOHjzI/z7ayQJdMjIymJWVVbX3cl1y7969py2C2ZjzzNy5c6fa669UKtmiRYvYqFGjmKenJ1+2OsaPH88CAwNZWVmZXvq4ceOYq6urwX119OhRBoDt3r1bL/3w4cMMAPv111+rP9EqPOrzrnsvPmnmzp3LvvzyS/7evnLlismyq1evZpMnT+YHIeY+B3379mUAWFBQkEWKsam2PvzwQ4P0Pn36MADs0KFDZrdVXl7OQkJC2PLlyw3yLl68aHTyh7HKd19gYKDRdrdt28ZPqN26dctseeqawsJSlpkpN/sjLyytudE6JCkpiXXq1Ik9//zzJscLWkpLS1lQUBCbNWtWjeOWmvqr7777jg0cOJBduXKFqdVqplAo2IoVK5hYLGbDhg0zOukXEBDAunbtyry8vJhQKGR2dnbsmWeeYefOnTMoq1QqWUREBBs+fLheenl5OQsPD2cdO3a06DkKDAxk7777LgPAhgwZUm3ZyMhIfvxl6v5etWoVa926NTt//rzZMhhj4cKFT+VdmpSU9EhK3YULFxgA5unpaXRs4ePjY3T89G/pL2qTeu1++cEf3yGrKA8AkCnPxew/v3+6AtXAsmXLsGrVKnTp0gXDhg0zWqZ169aYOnUqACA/P/+xjsdxnMm833//HdevX8evv/6KwMBAAIBEIsG0adMwcOBALFiwALt27dKrM2/ePDRr1gwRERF66UOHDoWdnR1mz56tl/7dd98hOzsbI0eO1Et3cnLCoEGDsGrVKty4ceNxTrHe8sILLwAAVq9ebbLM5s2b8fzzz1vUrlqtxrVr1zBx4kQwxh7LBVOhUODFF1/Exo0b0a1bN4hEInAch3bt2uHbb7/F1atXMWnSJLPby87OhlKpxO3bt3H9+nWDz9SpU/Hhhx9CJBJZJKeHhweioqIAADt37rSobm2iVCqxadMmfP3119i0aROUSuVTk6U2qa6fAACVSoWcnByEhIRg6NChEAqF1ZZPSUnBsmXLMHjwYIjFYr28cePGIScnB19//bVe+ty5c+Hu7o6ePXvqpXfo0AFhYWGYM2fOv9L91s3NDb169QJQfV+xadMmPddZc7h58yaioqLQrl07JCcn4++//34cUXH48GEsWLAA9+7d00tv3749AM07xVyOHTuGO3fuoEWLFgZ5sbGxcHZ2xsGDBy2WsVOnTgA0z2rV91d9QaVSY+e2y9i51YLPtitQqerf/a99z61du9bk8/nXX3+hS5cuFvf7Vbl48SJWrFiBjRs3IioqChzHwcrKCqNHj8bEiROxfv16/Pjjjwb1IiMjsX//fqSlpUGpVEIul2PXrl1o1qyZQdm1a9fi+vXrBmMWkUiEUaNG4fDhwxa762mv0c6dO1FQUGDy3Ly9veHh4VFtWy+++CJOnDiBpk2bWiRDVWrLHbuuuHXrFtq1a4f79+8bHVt0794dc+fOtbjdhtBf1Db1Vqk7k3IZ3x9eCzXTdCRqpsZ3h9bgTMrlpyyZcUpLS/Huu+8CAF577bVqy06ZMgXW1taPrdRVx7p16+Di4oLS0lKDvI4dOwIA1qxZw6edOXMGiYmJkMlkBuWtra0hlUpx4sQJvc5i7dq1sLa2RmRkpEGdVq1a8WX+jYwYMQICgQDHjx832YE+ykBtz5496N69O8aMGQMAWLlypcH6E3M5fPgw5HK5UV9/7T2wefNmlJWVmdXerVu30KNHD3h6ehrklZSUYM2aNRgxYsQjyWpnZwdAo2A8DQoKCvDDDz/g1KlTAIBTp07hhx9+MPmS/jchFosxb948zJs3D9999x3i4+OrLb9hwwaoVCqjfUXz5s0hFAr1+pb09HQcPHgQUqnUqILZqlUr3L9/H4cPH37sc6mPaAeQa9asMfosFxUVISEhgVeezGXp0qUYO3Ys31dYsj7RGHZ2dpDL5Th9+rReupubGwCYvU4aAB4+fAgAuHr1qtF8xhicnZ0fSUYtT6uvqAmBgIOdnbVFdWztxBAIqp98eRr06dMHTk5OuHfvnsnn81Hec8bYsGEDXFxcUFRUZJBnbMwCaO7JmhQlXbTjEWN9l3bMUvUYNdG8eXNERESgtLQUW7ZsMVqmtq6ROZSUlGDjxo11cqza4tatWxg2bJjRiYGEhARYWVkhODjY4nYbQn9R29RLpU6pUmLcmjkQCPTFEwgEeHntHChV9W8Gffv27Xwwk3bt2lVb1tXVFf369XuiSl1OTg5WrFiB4OBgZGVlGS2TmZnJ/63tsP38/IyW1Vr7tIPe7OxsXL16Fd7e3kZn9rXlT548+egnUY/x9fXlFwMbewmkpaUhJyeHt0CZy9q1azF8+HA0btwYbdq0QXJy8iPNaAOaeyAzMxPBwcFYtWqV0TIqlQq5ublmtXfr1i20bdvWaN7ixYsxZMgQg2fWXLSDQGMz+0+a5ORkfPXVV7h37x4/6GaM4d69e1i4cCFSUlLqXKaniZWVVbX51fUVEokEnp6eSElJQVpaGgDg6NGjUKvVNfYt/9a+ol+/frC3t0dycjKOHz9ukP/HH3+gV69eFj07KpUKt2/fRkREBIYOHQqJRIJNmzY9VtCJ5cuXY+bMmejdu7deek5ODgDLnk3tbzpt2jRcvHhRL+/w4cMoKirCiy++aLGM2n7CUnnqEo7j0LyF8XvdFM1b+NVoUX8aWFtbY9CgQQCMW5rLy8tx+PDhGgP6mENOTg727t0Lf39/XLt2zWgZ3TELoBmHeHl5mX2Mo0ePQiAQwNfX1yDvcfqhmjx3tm7dioEDB1rcrqXI5XJMmDCB73sbCtWNLWbPno233377kdptCP1FbVMvlbpvD63GlYe3oFLra9YqtQqXHtzCd4ctm0mpC7SuKWKxGI0aNaqx/IABA56oUqc1O6elpend2AD4gYWuhU07o+ru7m60Pa11RtvZWlq+vnLjxg2MHj0a3bp1Q+PGjREcHIwJEyYgPT29xrrVdeSP0olnZ2fDysoKTk5OAPDYM/Bt2rSBWCyGWq1GQkKCXp72HnB1dTVqeTNG//798frrrxukFxcX4/vvv8fYsWMfSc4LFy4gKSkJAQEBePPNNx+pjUfl5MmT+OGHH1BcXGzgXqRWq1FUVITFixfzkxnEf7ev2Lt3L/r06YPOnTujUaNGiIyMxGeffYby8vJq69na2mLAgAEAjPcVmzdvtngW/88//8QzzzwDQOPuPmDAABQXFz/WDH2PHj3w8ccfQyKR6KUfP34crVq14vs7c4iPj0dUVBRSUlLQtGlTDB48GHv27MHhw4cxevRoLF++HOHh4RbLuG3bNgCa96ells26xNfPCW7udqhJT+M4wM3dDr5+TnUj2COg/d03bdpk4NWxb98+dOjQwcAN+1HQjlkKCgqQmJiol2dszAJoFMGUlBSMHj0aXbp0QXh4OEJCQjB16lSDycq7d++ioKAALi4uRidQtP1QYmKixa732mt04MABg/HWtWvX4OzsDB8fH5P1ly1bhsjISD46prF36T///IOePXsiLi4OUVFReP3117Fw4ULMmDEDgMYjokePHrwb9pw5cyCTySCTyTBt2jQAwPz58/WiJqelpSE9PR19+vSBj48P+vXrp9ef5eTkYNasWejcuTOkUikaNWqEPn364J9//rHo+tTEp59+atTl9OzZs8jLy0NsbOwjtdtQ+ova5PGcoCvILynEpQe3aqMppBVkYcbORajO4Wz6jm8Q4OwDL0e3WjlmrG9jONk4PFYb2tl8V1dXs8pb8oJ8FKZOnQpbW1vY29vrPRAZGRnYuXMnrKys9NZTaWfArK2Nu41oX/Raa6Sl5esj+/fvR//+/bFv3z60bt0agObFNXz4cJw/fx6nTp2qdvZ80KBBmDhxIq5du4Z//vlHr1PatGkTFi5caJE8q1at0vP1Hz58ON5++21s3rwZixcvhoODZfeov78/9u7diwMHDhisnfvll18AAG+99ZbZFgJHR0ej6cuXL0d8fLzF8qnVapw8eRJjx45Fr169sGzZMpPHMEZubq7e/aXrnpGdnc27TgoEAn4WFtDcu3K5HFlZWTWG9meaYFLYuHEjbGxs+HOUSCR6L+kHDx7wAx4bGxt4e3vzeffu3eNflM7OznBxcTH7HOsj/8W+4uOPP8bKlStx8OBB+Pr6QqlU4v3338eMGTOQkZFR47M+cuRI/Pbbb9iwYQMWLVrEW0NLS0tx+vRpi12+1q9fj//973/897Fjx2LdunVYvnw5xo0bZ/kJGqGsrAzLly9HYGAgVq1aZdHAXSAQYNOmTejatSvS0tKwefNmbN68GQDwwQcfWPz+UygU2LBhA+bPn48333zTrC0iHge5vAxF8upD1FfFyUkCiY3md9Va6/bsrn5NOWNASKgbMtLlfJqVWAhXV1uDsnm5xSgrM+5CZmcvhr29ZS6f5tKlSxf4+vriwYMH+PPPP/UmK2vTrXDYsGEoLS1Fbm4unnvuOT5doVDwnibvvPOOXp0rV64gKSkJP/74I5o3bw5As55z0KBB2LZtGw4dOsRPspvbD6lUKhQWFlrUT4eGhiI+Ph6nTp3CunXr9OQ05xq99NJLeOmll7Bw4UJMmTLFID89PR2jRo3Ctm3bEBYWBrVajUWLFuHdd9/FhAkTAABeXl44ceIEli9fjpdeegnz5883UA7nzJmDOXPmoF+/fvz69TFjxuDDDz/E3LlzsXPnTuzevRt9+/bFw4cP0bp1a7z11ls4cOAABAIBrl69iu7du6Nr1664cOECAgICzL5G1WFqYvmLL754pLFyXfcX9YlaUeouPbiFDovG1EZTZqFQlWPwsndrrb0jb61A+1DDRbWWoLXs1MaMlZazZ88a9f3W8uDBA5N5QqEQkydPNkifNWsWSktLMWfOHISGhvLp2vUSphY7a89L6+9uafn6yAcffICioiK9dYeDBw9Gz549sWvXLly9erXaPXqcnZ3Ru3dvbN26FatXr+aVuqysLNy/fx9SqdQief7++2+89dZb/HcnJyf0798f69evx4YNG/Dyyy9beIaatQja9Qhajh49im3btiEyMtLoC8QSGGNYtGgR5syZY1b53r178/eG9jp1794dH3zwQbUzmcY4ffo0v6hdKBTi888/5/OOHTvGuwna2dnhww8/5PMOHjzIrxviOM6sNYv29vY4ceIEbt3STF6FhITgjTfe4PM3b97MT+xERUXpDazXrl3L9w89evTgA2fUJkuWLOFnJatS0/5JlvJf6ysKCwvx4Ycfwt7eHjY2NgA05/LFF1/gp59+wsqVK2tU6rp37w5PT09kZGTgr7/+4ve43LVrF7p3715jcBpd0tPT9SYYtO37+vriyJEjuH37tl7fbildunTB7du3UVBQgOLiYvTt2xepqamIjo62qJ3IyEicOXMGnTp1wp07d/j0jz76CCdOnMCWLVtMTuI8ePBA792XnJyMgoICvPHGG5g0aVKNLsKPy60bmUg4f9+iOp26hCIkrNIa7evnBBdXG+TmlFRb78wp/f1qvX0c8GwfQ7f9s6fv4m5qntE2ZM0aoWlzy1w+zUUgEGDYsGH4+uuvsXr1al6pUyqVOHDgABYvXlxrx9J6p+iyYMECpKWlYfTo0Qbvsm+++QafffYZr9ABmuUvP/74IwYMGIBRo0bhwIEDAMzvhwBNX2Tp5NsLL7yAU6dOYfXq1XpK3ZYtW8wOAGYsuAugmYTt2bMnwsLCAGh+k3feeQc3b97k3aMtQSaT8Qpchw4dEB8fz7ejXYf27bffIjU1FQUFBfzEb1RUFN5++228//772LFjh0WB1iwlJSUFW7ZsMQi6ZYyn3V/UJ+ql+2VDRGuhM2W2VygUkMlkiIqKgre3N/+JiIjgTeNVadGiBRISEkx+jPmFV8emTZvwyy+/YOTIkZg3b55ennaWypT82nTtoMbS8vURW1vNbGhVty/trJGptYi6aC1rutHBtm7dyrtbmcuZM2fQrFkzg3UVtRUEQUtWVhZGjRoFX19f/PHHH3oLiR+Fv/76Czdv3kS3bt3MKv/nn3/y9++9e/eQnp6OZs2aoVOnTmjdujWvNNUV1tbWNVoqBQIBZDJZvVzzouW1114z2U/8+eeftXqs/1pfIRAIIJFIkJubq+daJRQK4ebmZtamxSKRCEOHDgWg74K5adMmfs2SuaxcuRKjRo3SSxMKhfwatcftK/bs2YOUlBTk5eXh9OnTuHHjBuLj43HkyBGL2lm3bh2aN2+Ozp07Y//+/Rg/fjz/G+/fv7/adTK+vr5693Bubi6uXbuG5ORkhIeHY/To0Y+9afWThuM4xEote0fXV7Tvud9//51fNnLw4EHEx8cbuOvWJsePH8f8+fPRpUsX/PTTTwb5q1evNvru6du3L5ycnHDw4EGcO3cOgPn9EPBofdGwYcMgFApx7tw5XL9+HYDGlVMikZhcT2wu9+/fx+7duw3WFL7zzjtmr4nXRfvOW7VqFW/pW7NmDbZv346uXbsCqJ3x0ePwv//9D2FhYWYtZ/o39Be1BSl1tYT2oTX1gInFYiQkJODq1avo378/0tPTERUVhWvXrmHBggVPXL4zZ85gzJgxeOWVV7By5UqDAao2EpmpSIhaa5Z29srS8rXJyZMnDSK0mcvq1av5QdiGDRvwxx9/4JVXXgGgCRG+YcMGkxHbjKGNDvbgwQPel/1RXFKWL1+OdevW8T7w2s/06dMhFotx9OhRg3UGllJWVoaBAwdCJBLh8OHDjxRNqipLliyBj4+PnruhJXh6euLzzz/H66+/jlOnTqFTp05mDZJrC+2aw+pQq9UWW13/zTSkvkL3ebeURYsWAdDMXJ89exZHjx5FVFQUlEolzp49ixUrVlgUHVXrRrR9+3bI5XKUlZXh2LFjZk+IaFmzZg3efPNNg75ix44dAIAVK1Y81vYQVlZW/PtBJpNh+fLlKCoq4vtJc/jzzz/xwgsvYObMmfj111/RtWtX/Pzzz0hJScGkSZPAcRx+++03s9eVcxyH8PBwbN++HXFxcVi1alWdRRN8HLx9Hm9ZR32hefPmCA8PR1lZGe9G+6QjOiYlJWHgwIHo0aMH/vjjD6Nuk40bNzY62SYQCHir1okTJwCY3w8JBAKLlgFo8fLy4p9lrTv1xo0bLZ60MUbnzp1x7do1BAQE4JlnnsHMmTOxdetWeHp6Ys+ePY/cbklJCb/WOSwsDP369ePzZsyYgT/++AM//PADAI2HwB9//IH9+/c/3smYgUKhwNKlS01aLmuiofYXtUGtuF/G+jbGkbcefT8tXdILsvHCyvehUJlefC4WWmHN6M9rdU3d49KtWzds2rQJJSUlyMzMrDbMrtbNLCAgoE5m/5OSktCvXz/MnDkTs2bNMlpGuwC5pkiZ2sXtlpavTdatW4f4+Hg+BLElLFiwgJ+JcnNzg0wmw4wZM7Bz507ExsaiTZs2FlmvrK2t8fzzz2PZsmW8C2ZSUpJFkZa094wpZXLKlClYuHAhli9fjo8++kgvb/To0XoK7sCBA/Hpp58atMEYw5gxY6BWq3HixAmTQSuq7lH46aefmgz4ou3kq7rEPAqvv/46Fi9ejIcPH2Lp0qUmrde6tGrVCk2aNDGa165dO34taVVLXJcuXdCyZUsAGgvH0qVLIZfLDdrQYm9vj8DAQPTt25d/8VednR40aJDemjpdRowYobemrqETGRmJ+/fvN4i+Qvd5t4Tc3FwsWbKEd4du0qQJCgsL8eKLL+LcuXNo3749mjdvbpFbT5s2bRASEoI7d+5g69atcHZ2RufOnS1q4/jx4xgyZAhmzpxpNL958+Y4f/48Dhw4YBCRsLpnu7i4GF999RVatmzJB2DRbdPe3h43btzAjRs3EB4ejtOnT2P06NF65fbv38/Pqv/f//0fwsLCDAIfeXh44LvvvoNYLMbChQtx+/ZtiwZuQqEQr7zyCiZNmoQ9e/bgzJkz/LNcmzQO94BvI8uClzg5GVqsJBIrtIwPMHCxBICW8QHw8LQ3SLcSG3fFbdHK36Tlz86+9pZ9mOKFF17A3LlzsXr1aowZMwZ79uwxyzXuUcjJyUHv3r0xaNAgfPfdd0bdk9VqNbp06YKUlBScOHHCwH1f2w9rLTTBwcG8xV2lUhm0qe2HQkJCHtldb+TIkdizZw9Wr16N+fPnY/PmzbWyvcDQoUNx8eJFLFy4EH/99Rf++usvAJoJp0WLFj3S0gxA0yeZQiQSoXPnzvj555+xcuVKODs7o2PHjo/k3VNTf1GVnTt3IjMz0+h2WZZQV/1FfaJWlDonG4fHXpOmy6e5DzBlm+mFjZ/1exuDmvaotePVBsOGDcPbb7+NsrIynDx5En379jVZtrbXuFRHTk4O+vfvj6+++spgwem7777LrwXRBgq5e/eu0XZSU1P1yjVq1Ah+fn54+PAhlEqlgZ961fK1yd69e9Gjh+W/f3p6Oi5dusTPwm3ZsgVjx47FyJEjcfbsWdjba16wFy5csKjdF154AcuWLcPmzZvRokULvdkuc9i0aVO1IaGHDBmChQsXYuXKlZg/f76ekpKamqq3wXvVyFta3nvvPahUKuzfv19PIfn111/Rpk0bfuuFqpvFVzeTvmHDBiiVSovdgI2hazW8ffu2WXVcXFxMWnfc3Nz4/bWq4uHhoTfpIpPJcPz4caPWDa3rpUAgqHbNX3XX4HFdb+obrVu3xr59+4z2FQqFAmlpafD39+df2Np978ztW2qLqs+7Jezbt4/vDwBg5syZWLBgAf73v/9hxYoV/IDQ2ARKdYwYMQIff/wxVq9eDS8vLwwZMsSi+kuXLsV7771nMn/IkCE4f/48li1bZtCnVPdsf/3115gzZw6cnZ0NvE04joOzszPkcjm/7qa4uNigPd2oeRcvXsRzzz1nctJyxIgRFgeS0lK1r3gSgzR7e+taCTwiFAoQHeuNO7ezkZNdBMY0ES9d3ewQHett0aSus4th8JS6RKvU/f3331i7di2aN2/Ou+jVJmVlZRgwYADGjRtnMLmnO2a5ePEiv276+PHjBhYxrRVd228LhUK0aNECR48exYMHD+Dv769Xvjb6oYEDB+K1117DnTt3sHbtWnAcVyseMYBmLer777+PQ4cO4fjx4zhx4gSOHTuGCRMmoFu3bggKCjJZV6vYVg1mVl2da9euoW/fvvD29saWLVv4YGPLli0zugl8ddTUX1RFa+l8EmOLf7tSVy/dL9/sNBIxPo0hFOjPpAgFQsT6Nsbkjk82cuSj4OLiws+e/vrrr9WWrXpzPykUCgVGjhyJhQsXGih0t27dwqFDh/jvnTt3hpeXl9FQtSqVCv/88w+aN2+utwB/2LBhUCgURi1MZ86cAQB+HUltce7cOVy9evWRBmq//fYbOI6DnZ0d7t69ixEjRiAgIAA//PCD3gDO1GbigOZaVN3EsmvXrvDx8UF+fj5mzZplsbvFsmXLqlUEW7dujcDAQNy9e9fA9eHvv//mIzQyxoyup1myZAkKCwuxfv16AwvT0qVL9c5Hty3GWLXbFPzxxx8ATEeusgTdfXVqK6KWuUilUpPuauR6aciwYcMAwGhfkZCQAKVSqffch4WFoXnz5rhw4YLRoDRnzpyBl5cXH9K8ttB93i1l5cqVfB+zfv16fPrpp3jllVcwfvx4XqFTKBTVBqsy1ldo1ybt27cPBw4csGhySi6X48KFCyat00Blf7t161YD19Dqnu379zVBQYwNaBljfGRS7cCuc+fOBu3pDhDt7e2rDeBQWloKGxubR5qJf5p9xaOgjYSpvfUZq7/70mkxdu+GhYWhVatWUKvVePPNN2vFrbAqjDGMHz8er7zyioFCJ5fLsW7dOv67dg1cdHS0Qbj68vJyJCYmQiAQoEuXLnx6dX2XdsyiLVMTxq6Rg4MDP6E/ceJEPP/882a1VRPt27dHYmIiHBwc0KdPH3zyySc4ePAgDh8+DJVKVeNylNWrV2P37t0G6aYiVjPGMHjwYNy5cwebNm3Six5d3fjIFDX1F7oolUreEtnQxxZPg3qp1ImEIix9Yb7hvlFMjaUv/B9EwloxMNY6s2bNQqdOnbB9+3Y+4lJVEhMTceXKlWpfzLXF+PHj0a5dO6NWoCVLluhZMoRCIWbNmoV//vnHYGHsH3/8wUeA0+Xdd9+Fvb29QThuhUKBrVu3YvDgwY+8v4gx1Go139FbqtSlp6fj888/5zuxkydPQqFQICoqSu/lmpiYyHfuxgagDx8+NBjIaaODARp3CEtm+q5cucJv4l4dWn9wS4Mg7NmzBz/++CO+/vprAzfECxcu4MSJEyYtWjWhfTGau41HdWj3ebSzszMaAe1JEhgYiLffftvkR/eFRgAxMTF4/vnnsWnTJgOvg3Xr1sHe3h5Tp07VS587dy6ys7P5l7WWS5cu4dq1a5g9e7bJqHSPQtXn3RIOHDiAP/74g+9jtNaAqpFwtZZqwPy+IjIyEjKZDCqVCh07djQZXt0YK1euREhISLVlQkJC0Lx5c5SUlGD9+vVmt928eXMEBAQYjaB6+vRpyOVydOvWzeyZ88GDB+PMmTPIyMgwmr9hwwa9wCmWoO0rZDJZte5j9QntvnVA/d+XDjB+7wKV60JLSkr4CK61yZw5c2BjY6O3tY+WZcuW6U2+xsXFwd3dHVu2bDHYgHz79u0oLi7G6NGj9frvcePGwd/f3+gWIuvXr0fLli31tlOojocPHyIrK8vA4qS9Rrm5ubW2jsve3h4ffPCBQXrr1q3h5OSkd/7aSaySksqoq4mJiRaNObOysnD16lW4u7vrjU0UCgW/ptKcqNGPwq1bt/hIyLU5tmhI/cVjweoxkzd+wgRvxjFMjmGCN+PYm5s+fdoi1UhpaSl78cUXmYODA1u1ahVTKpV83tGjR1l8fDw7e/Ysmz59OhszZozRNt544w0GgMXExDC1Wm3yOI6OjgwA++STTwzy58+fzwAwAEwikTA/Pz8WHh7OoqOjWUBAAAPAhg8frldHqVSy3r17sxYtWrD09HTGGGNJSUksNDSUTZs2zagcq1evZhKJhO3atYsxxphCoWCvvfYaCw8PZ9nZ2TVeLy3l5eUsNDSUAWCTJ082yE9MTGR9+vThz+nOnTt83p07d/j0zZs3G9Q9fPgwi4iIYABYQEAAY4yxGzduMJFIxHx9fVlmZiZjjLGrV6+yli1bsp49ezIA7Oeff2ZlZWX8b5ibm8vat2/PhEIh27Fjh94xzpw5wwCwN9980+D4Wrn79eunl15YWMg6d+7MBAIBO3LkSLXX5/vvv+d/yytXrlRbVsvly5f5e0QgEDBPT08WGhrKoqKiWEREBBOLxQwAKy0tNau9qmjr//jjj9WW27FjB//7nDx5Ui9PpVKxVatWMUdHR+bl5cUOHDjwSLL8F1Gr1Sw6OpoBYG+88YbJcsePH+ev//Hjx6ttU6VS8c9KTk6OyXIPHjxgQUFBbPz48aysrIwxxtjevXuZnZ0d27Ztm9E6EyZMYMHBwSwxMZExxlhmZiZr1aoVGzp0qMl+zhiP8rxrWbp0KV+3av9UVlbGVq5cyRwcHBgANnr0aL06vXv3ZuXl5Ywxxnbu3Mni4uJY06ZNGQB269YtVlRUxLd148YN5urqynx8fNjt27f1jrNgwQIGgG3ZssXg+G5ubgwAW7hwoV7erVu3mLe3N/P392dpaWnVXp/BgwczACwiIoLJ5fJqy2opKSlh8fHx7Ntvv+XPkTHGzp07xyIjI1njxo3Z3bt3zWqLMcZycnJYXFwc69ixI/97M8ZYUVERmzdvHmvXrh0rLCw0qPfuu+8yAMzR0ZG/r7QUFhayWbNmMQCsadOm7N69e2bLUx+4fy+Pbd6QwO7fy3vaolRLSUkJGzJkCAPAFi9erJeXlpbGhEKhwbuMMcYmTZrEADCpVGqy7ZiYGAaATZo0ySBv5cqV/LMpFouZr68va9KkCYuKimIhISGM4zjWunVrvTpr1qxhPXv2ZA8ePODTjh07xry8vFj79u2N3v8HDx5kEomE/frrr4wxTT/60UcfMS8vL4Nn1RRKpZK9/fbbDAB7//339fqvsrIy5urqyuLi4gzqffnllwwAc3NzYwqFwiD/t99+YwDYwIED9dK1v8fUqVP550alUrEFCxawjh076h0/JSWFicVi9swzzzCVSsVSUlLYs88+q9eeVvYvvvjC5DkGBgYyjuPYsWPHGGOa8c+QIUNYv379GAA2cuRIxhhjxcXFfJ2jR48yAKxZs2Ym260J3ffVjRs3qi37b+4vHpV6rdTlFxcyzxkdGSbHMK+ZnVh+seFLoL6yd+9eNmTIENa4cWP+5T9u3DiWlJTEGNN0PFWVujfeeINFRUUxgUDA39QBAQFMKpWy3NxcxhhjqampTCqVMi8vL76MUChkUVFR7P3332eMMfbPP/8wjuP4fFMfYwNBhULB/u///o9FRUUxqVTKmjVrxpYtW1btue7bt4916NCBxcTEsKioKPb666/z8tbE4cOHWWhoKHN1ddWTzd/fn4WGhrLQ0FDm7e1tIHtWVhZbsGABCw0NZTY2Nny6lZUVCw4O5us6Ozvr1YuJieGPvXXrViaTyZinpyeLi4tjzz33HDt//jwrLi5mAwcOZK6urmzQoEEsNTWVDRw4kEkkEr22AgMD2fnz5/n2mjRpwg4fPqz3O2kVVe0nJCSESaVS9vPPPzN7e3s+XSAQsMaNG7Pdu3frXZ9Fixaxxo0b6/2eIpHIoJM2hkwmq/EesLW1Net3MsbAgQOZv78/S0lJMZr/xhtvsNjYWL3fx9HRkcXFxTGpVMqioqJYUFAQ69KlC/v6669ZQUHBI8vyX6NVq1YsODiYv64cx7HIyEg2aNAgvsyWLVuYVCrVu8/s7OxYXFwc27hxo15777//PpNKpczf358v6+TkxKRSKZNKpSwrK8tAhvT0dPbyyy+z8PBwFhcXx7p27coPAIyhVqvZ4sWLWVxcHP9ZsGABU6lUZp3z4zzvgwcPZkFBQUwoFPJ5Dg4OfL3g4GC9dnUHntpBX3BwMPP392exsbHslVdeYWlpaezWrVtMJpOxoKAg9tprr7GCggIWGBiodxyRSMQiIyP587h37x5zcHDgB0Pa30m3TxeJRCwqKop169aNjRs3jolEIr1JuqioKIPf5MUXX2SNGjXSOwd7e3s2b948s65vcXExmz9/Pmvbti1r0aIFCwgIYHFxcezDDz98pGezqKiIzZ8/n8XGxrKQkBAWHR3NmjVrxj7//HODiaRWrVqxyMhIvX7Ox8eHv//Cw8NZcHAwe/7559natWvNvmcIy5g8eTKzs7PTu4d8fHzYzp07+TI9e/ZkK1euZIxplBupVMpPoui+v6VSKTt27Bjbu3cvk0qlev2VQCDgxxgFBQUsIyODnySs7tO7d28Dmf/66y/WuXNnJpPJWEREBGvevDn75ptvDAb5upw7d44988wzLCoqikVFRbEXXnjB7EH/559/zpycnPTk8vDw0JvcfPXVV9n8+fP1rll0dLRev+Dl5cWkUinbuHEjO3PmDIuLi2NWVlZ8fkREBPv0U40hY/z48ez7779nS5YsYa1bt2ZNmzZlrVq1YjNmzDCquK5fv56FhoaykJAQ1rdvX/4dvXDhQhYdHc2PMcViMYuJidF7b2i5ePEi69GjB3N3d2exsbGsdevWbMOGDYwxxubNm8ccHR1Zt27d2IEDB9j9+/eZVCrVuy7BwcFs6tSpZl1TXfLy8lhwcDDr0qWLyeec+gvTcIw9IRtqLbH1wn68uflTfDd4BgbEWRb6mSAIgiAIgiAI4t9OvVfqCIIgCIIgCIIgCNPUy0ApBEEQBEEQBEEQhHmQUkcQBEEQBEEQBNGAIaWOIAiCIAiCIAiiAUNKHUEQBEEQBEEQRAOGlDqCIAiCIAiCIIgGDCl1BEEQBEEQBEEQDRhS6p4QZ8+exahRoxAcHIyYmBg0a9YMb7/9NtLS0lBeXo7Q0FCkpqbq1Zk4cSJiYmIgFArBcRw4jkNISAhkMhny8vIAAHfv3oVMJoO/vz9fRiKRQCqVYvr06Y8tN2MMixcvRps2bSCVStGzZ0/s2LGj2jqnT5/GwIEDERcXhxYtWmDevHkoLi4263jTpk2DVCqFs7Mzfz4xMTE11tuyZQsEAgFfJzg4GDKZDMePH+fLTJgwAd7e3rh06ZJZstQXVq9ejaioKP4+GDt2rEX1lUolLl++bNZvkJ2dbXA/cRwHb29vxMXFITIyEh4eHmjUqBGGDRuGM2fOPOJZEXXF/Pnz8dJLLz2x9v/66y/06tULUqkUbdq0wddffw2lUmmy/MOHDzFhwgRIpVLIZDK88sorBn2fKRQKBWQyGaKioow+73/++afJusePH4dMJkNgYCBfTyAQIDo6GjKZDBkZGRafuym+/vpryGQyeHh48MdydXWFQqGott758+f1zqtRo0aQyWTYtGlTtfWe9G/8qNy/fx/37t1DeXl5jWWXLVsGmUwGOzs7/vyFQiGaNGmCuLg4hIWFwdnZGTExMZg5cyb/DiSeHE/ifbxv3z6Dd4xQKERUVBRkMhkKCwsfS+YPP/wQv/32GxISEpCXlweVSoWMjAz8/fffJscuN27cwMiRIyGVStG0aVO8++67yM7ONut4ycnJkMlkaNy4sd47Mzw8HDKZDAkJCSbrbtq0CTKZDD4+Pnw9KysrfuxUmzzJsZUxxo0bhw8//LBWZFcoFFiwYAHatm2L6OhoNG3aFDNmzEBubu4jt/f111+jbdu2iI2NRbNmzTBt2jSDd8DHH38MqVQKa2tr/vzFYjEiIyMRFxeH4OBgODs7o3nz5vj8889RWlpaG6dbuzzVrc/N4GLWJfb/7J13XFRH9/8/y9J7UVQQEFDp7CoIGgugqBErlqioaIg+lqgxxhJ7icZC1KiPsUYURSzYYywo2CAoEnshoFhQEJEmHXbP7w9+94Z1C7uAis/3vl+vfSnT7swtZ87MnDnz0/XldDf73qeuilKIxWKaO3cuaWlpUWhoKBUXFxMRUWVlJe3du5fs7OxozJgxBIDu3Lkjs4yJEycSAHJ0dJR7ncrKSjIwMCAAtHLlSrnpYmNjadiwYeTp6UmOjo40aNAgio6Olpt+xIgRJBQKKS0tjYiIrly5QmZmZrRgwQKZ6U+dOkV6enp04MABIiLKzs6mgIAAEggElJOTI/c673P9+nUSCoWkpaVFAOjWrVsK0w8fPpw6dOhAAEggEMhMo6enRwAoNDRU6Xo0JDZv3kwAaPTo0Srle/DgAQFQ+DMwMJDK9+WXXxIAcnFxIbFYLBF39uxZMjY2Jj6fT5GRkXVpFscHRCwWk62tLenp6dG7d++Uznf//n0KCAigxYsXK0y3detWMjU1pZiYGCIiev78OXl6elL37t2ptLRUKv2zZ8+oWbNmNGvWLCotLaWysjKaP38+GRsbU1JSkkptmzRpEgEgoVCoUj4iImdnZwJA06ZNUzmvKmRlZZGVlRVZWFgQADp27JjC9HPmzGHlmJmZGVVWVtZ4jdo+Y3mUlpbShg0byNfXl9zd3alNmzY0c+ZMSk9PV7msWbNm1Sh7pkyZIpEnMzOTjVu9erVEXFFREf3www8EgOzt7SkzM7NObeVQjg/RHxMRCQQCme9AdZKSkigkJIS8vLzI0dGRAgIC6NChQ3LTN2rUSOZ7pqurK7PeSUlJZGBgQOvXr6fKykoqLCykkJAQsrKyoqdPnyps5/sEBAQQABowYIBK+crLy8nIyIgA0K+//qpSXlX5UM+yOu/evSN9fX2ytbWV0h1qQ58+fWjt2rVUUlJCRFXPrEWLFmRvb0+vX79WqazS0lLy9fWlH374gXJzc4mIKCcnh6ZMmULm5uaUmpoqlSchIYF9jw4ePCgRl5OTQ0FBQQSAvLy8qLCwsHaN/EA06EFdSUUJLb62lGZcnUWLry2lkoqST12lGhk1ahQBoP3798uM/+uvv0hTU5MA0JUrV2SmWbRoEQEgHx8fhdeytrYmABQWFiYzftasWRQSEsIKqpKSElq9ejUBoJkzZ0ql37t3L/F4PHr48KFEeHh4OAGg8+fPS4Tn5eWRmZkZ/fjjj1LhJiYmNGrUKIX1r05aWhr5+PjQwIED5daPobS0lFq0aEHz5s1TeJ9Wr15NXbp0oWfPnildD1lMnTqVYmNj61RGbYiNja3VoO748eMEgCwtLcnBwUHq16hRI1q0aJFUvtGjRyu8n7/++isBIENDQ8rLy1O9QRwfnPPnz5OJiYlCucBw/fp1mjNnDnXs2JHU1NQIgMz3guHJkyekqalJW7ZskQrn8/kyJ366d+9OHTp0kArv2rUrtWrVSuZAUB7KykVZ+Pj41Ni++sLGxoamT59OAGjIkCEK0zo5ObEy2cbGRqnyVXnGNZGVlUUdO3akHTt2sBOQT58+pa5du5KxsTFdvXpVpfICAwNJXV2dWrVqJVP26Orq0j///COVj1Gg5LWnTZs2tZKFn4q8vBJ69TJf6V9+XsPSbT5Ef0xU83e4ceNGCgwMpPv375NYLKby8nLavXs3aWpq0tChQ0kkEknlsba2pq5du1KTJk2Iz+eTnp4effnllzInjSorK8nR0ZGGDRsmEV5RUUEODg7UpUsXlQYlTJ9Zm/fSxsamXr7hmvhQz7I6O3bsYGVSXXWlw4cPk729vdSzjoqKIgD09ddfq1TewoULydfXVypcLBaTh4cH9e3bVyouLS2NlUmy2lNWVkbm5uYfrU9RhQZtfnnm+VkUVRQBAIoqinD2+blPXCPFhIWFYc+ePfDz88PQoUNlpmnfvj1mzJgBAMjPz6/T9Xg8nty4P/74A48ePcLvv/8OGxsbAIC2tjZmzpyJwMBAhIaG4vTp0xJ5Fi9ejLZt28LR0VEi/KuvvoKenh4WLFggEb5x40a8ffsWI0aMkAg3MjLCoEGDsGfPHiQnJ6vUpqCgIABAZGQkxGKxzDRnz56Fn58f1NXVFZY1c+ZMXLp0CdbW1irV4X3S0tLqlP9jk5KSgqFDhyI9PR2PHj2S+nl7e2P69Okql+vj4wMAKCgowOXLl+u72p+U0vJK7LuYgmGrL6DHglMYtvoC9l1MQWm5fLPChsi+ffuwdetWAFXySBG5ubnQ1NSEv78/BAJBjWUvX74cFRUVGD58uES4ra0t/Pz8EBoaKiHTrl69iujoaPabrk5ISAhSUlKwe/duZZr12cG0+eTJkygoKJCZ5s6dO2jatCkaN26sUtmqPOOamDhxIn744Qd888030NHRAQDY2NggMjISpaWlGDZsmFKmlAwpKSk4efIk/vnnHym5c/jwYYwaNQqtWrVSuZ5dunQBUHU/GzqVlWJs33IN21T4bd96DZWVsvu7T0l99sc1cefOHezevRuHDh2Cs7Mza5oYHByMb7/9FgcOHGDf++o4OTnhwoULyMzMRGVlJQoLC3H69Gm0bdtWKm1kZCQePXokpbOoq6tj1KhRuHz5MqKjo+vUjobKh3yWZ86cwc8//wyg7jLp8uXLePz4MTZu3CgR3qlTJwBVuq0qhIeHyzRt5fF46Ny5M2JjY1Wuo6amJjp06ACg4cmkBjuoe/HuBeIy4kEgAACBcDUjDi/evfjENZNNaWkpqyhPmDBBYdoffvgBWlpadR7UKWL//v0wMTGRafPLdJD79u1jwxITE5GamgqhUCiVXktLCwKBAH/99ZfEACcyMhJaWlpwcnKSyuPl5cWmUYU+ffrAyMgI6enpcgcOUVFRGDx4sErl1paMjIzPTsinpKRIdVoMx48fR7t27WBoaKhyuXp6euz/RSJRrevX0Pjj+jPYfhOJbzZcxslrT3HlfiZOXnuKbzZchu03kTiVqNz+r09NXl4eiAiDBg1C8+bNceXKFTx58kRu+h49emDx4sVYvHgxVq1apbDsiooKHD58GHZ2djLfHS8vL5SWluLo0aNsGPPty5IpjHyoLoP+l/Dw8ICjoyNKS0tx5MgRmWlqI8dUfcaKKCsrw7Fjx9jBXHXMzc3h4OCgUA6/DxEhPz8fPXv2lBm/aNEizJo1q1Z1ZWTP5yB3+HwejIy0AflzrpLwAENDbfD5ymb4eHzM/vjgwYMwMTFBUVGRVJwsnQUAiouLVZoU+b8skz7Us3z06BFatWqFoKAg6Ojo4PDhwygsLKx1PZlv/cKFCxLhZmZmAKC0vwaGjIwMPHjwQGYcEcHY2Fj1SqLhyqQGOagTkQgHU6PAe08q8sDDwdQoiKhh3USgSllmNnJ37NhRYVpTU1P069fvgw7qcnJysHv3btja2iI7O1tmmjdv3rD/Zz7y5s2by0zLrPZdu3YNQJWDjQcPHqBp06bg8/ly0yckJKhUby0tLQwaNAhAlcOQ96moqMDly5fh7++vUrm1ITs7G2PGjGmYm2EVkJKSws4iVYeIsHz5ckyaNKlW5WZkZAAA+Hw+2rRpU6c6NhT+uP4MX606j/ziKocW4qo5JPbf/OJyDFkZjT+uP/tENVSeiIgIDB8+HGpqahg1ahSICLt27VIqr4aGhsL4O3fuIC8vr0b5UP17VyRTmPSJiYlyZ40/d5iZcVlyDACOHj2KwMBAlcqsyzN+n/z8fIhEIvTq1Qvjxo2Tm656P6GI9PR0CAQCmRYkjIMlOzu7WtWVkT317UziQ8Dj8eDXzR7/fz66Zgjw62av0PLmU/Ex++OcnBxER0fDysoKDx8+lJnm/Xfx7du3aNKkidLXuHr1KtTU1GBhYSEVV1ud5XPhQz3LnTt3YsyYMTA0NMSAAQNQVFSEgwcP1rqe06ZNww8//IDFixdLhOfk5ABQXQbY2Njgzz//xMaNGyX6moqKCpw5c6bWDqcaqkxqkIO6q6/ikFmcya7SMRAImcWZiHul2AvPp4BZEtbU1ISlpWWN6QcMGPBBB3WMqVxmZib78jEwXoyqr7AxMxmNGjWSWZ65uTkAsMJW1fSqwChDUVFRKCsrk4g7f/48OnfuDE1NTbn5ly9fjpYtW7Lei94XDkDVLFDnzp0hEAjg6uqKOXPmYPbs2ax5x927d9GrVy/cvn0bADB27FgIhUIIhUKsW7cOQNWKbPPmzVkPpADwzz//wM/PD+bm5lKKUnp6OiZPngw/Pz84OzvD2toaw4cPx+PHj1W+R4rYu3evzOdy+PBhODg4qGzuxXDs2DEAwJQpU9gO8HOmtLwS4zZWDTxIjgLGhI/beLnBm2JeuHAB3bp1AwCMHj0aQJXpCclrnAqo+r2LRCLW9FpWHk1NTRgZGaG4uBjPnjXcAXNOTg7mzZsHX19fCAQCWFpaok+fPrh582aNeRk5FhMTIyWDHz58CGNjYzRr1kyl+tTnMzY3N2f7gL///lsiLj8/H/fv3wcAmZYYsmjSpIlcc9olS5Zg4sSJKtcRqLKCOXPmDLS0tFgTr4aOfUszWFgYoqZxGo8HWFgYwr6l2cepWC2oa3+sLNXN+1NTUyXiZOksQNX3+ezZMwQHB8PPzw8ODg6ws7PDjBkzpDwlvnjxAgUFBTAxMYGamrTqy8iw1NRUhd58PzV10SPq+1lWVlYiLS0NrVu3BvCvTKrtRBMANG7cGL/88ouU+Wx8fDx0dXVVlgEhISEAgKlTp8LV1RW//fYbHj9+jMGDB8PR0VFqW5EyZGVlIT4+HsbGxrXK/yGpmxH0e+SW5SKvLE+lPI11GkNfQ//fMkpzcebZWYV5/nx2GsZaRjDQNGDDtPnaaKYn3UG+Ln6N4krZy7XGWsYw0TJRqb7yYBQTU1NTpdLL2mdSn8yYMQO6urrQ19eHm5sbG56VlYWTJ09CQ0MDkydPZsOZGTAtLS2Z5TGDFmY1UtX0quDn5wcLCwu8evUKf/75p8RstjLmAfPmzcO8efMwdepUKbtsoGrA9uOPP+LkyZNo2rQpysrKMH/+fPzyyy9YsWIFAMDNzQ2JiYlYvHgxlixZgh07dsDX11einC1btkAkEqFdu3Z48OABysrK8PXXXyM8PBy9e/fGjh07MHXqVLi5ueHevXvo0qULtm/fjv/+978AgCtXrqBXr17466+/cPfuXRgYGLxf1VohT1FcvXp1rVwOFxcXY9u2bQgLC8NPP/2EefPm1bWKdSK/qBz3nufUuZzom+nIK1Lsch6oGtjlFZVj1eFb8BfKXqlSFVdrUxjp1V0RYrh9+zbc3NxYZcXBwQHt27dHQkICYmNj0bVr1zqVr+r3np+fz+7FUpQnPz+/wbqqz8jIQPv27fHdd98hJiYGampqePDgAfz9/dG1a1fcvn1b4X5de3t7eHt749q1a9i/fz++//57Nq42Zk4f4hn/+eefCAsLw8CBAyXCd+/ejcrKSvj5+Sm13xKoGqjL6v/u37+Pmzdvws/PT+X6PXv2DBMnToSRkREOHz7Mmsh9aPLzSpCfz1ho8GBtY8zG5eYU4927KoVYTY2H5lb/xr19W4SiwiqZ4i5silevZO+nZKD/v0r3JqsIpaX//3vRVkeTJv/2BZmZ71BeVjXI0NHRQGPzf/WljFcFqKgQwchIG0bG0ma09UFd+2NlGTp0KEpLS5Gbm4vevXuz4eXl5dizZw8ASHxDQNW7lZaWhq1bt8LDwwMAEBcXh0GDBuHYsWO4dOkSO8murAwTiUR49+4dTEzqRzesT+qqR9T3s/zjjz8QEBDA/t29e3dYWlriypUrePz4Mezt7VVsoTREhKSkJERFReHy5cvsc1aWH374AYmJiTh8+DAePnyIb7/9FgDg7u6OmJiYGq1U3uf+/fsICQmBQCBAeHh4g5vgrtdBXeLrG4h+cV6lPEGth6NNYyGAqod35MlRiEmxOY6IRNiTLLl8bGdoh4lu46XS/vn0NB7kyl4t6m7ljx7W3VWqrzxev34NAPUyY8Vw48YNmbbfDK9evZIbx+fzMWXKFKnwefPmobS0FAsXLpT44Bg7ZXkbZJl2MfbuqqZXBTU1NQwdOhTr1q1DREQEK3gqKysRExODTZs2KVWOrI3SALBhwwaMGjUKTZs2BVAl5ENDQ3Hv3j2Vz0Hh8/lwdXXFgwcPEBYWhkmTJsHe3h45OTng8XjQ1dUFULV6mJubK3EmT+fOnREcHIzNmzfj0qVL6NOnj0rXVoW4uDjcv3+fneVXxPvvXUpKCioqKvDjjz/i66+//uRmQvee58B/3qmPft2Vh25j5aHb9VLW+eW90dGpab2UBVSZwEybNk0ibPTo0UhISEBYWFidB3W1lQ+q5GlobNiwAc+fP0dBQQE7kHJ2dsa0adMwe/ZsnDhxQmJiTBZBQUG4du0aIiIiJBTSI0eOqLzB/kM84xYtWkhN9OTm5mLZsmXQ09PDhg0bVC7zfX799VcEBATIXB15n4ULF+LXX38FAJSUlCAlJQW2trZYtWqVyspcXbj59ytculi1V5HP52H+on9N0q5fe4GEv6r22erqamDmj75sXNyVp7j5d1W/bGyiDQsLQ2RkFMi0BODxgGbNqlbpIsJv4vHjqnPSbFqYYEzIvyZdp048RHp6lVVPa4dGGD7iX9P3o4fv4c2bIvj42sG3a90VaFnUV3+sDMxKT3VCQ0ORmZmJ4OBgdm8dw6+//oqVK1dKvBsdO3bE1q1bMWDAAIwaNQoxMTEAlJdhQJVMaoiDurrqEfX9LA8ePIht27ZJlD9y5EisWrUKu3btwk8//aRiC/9ly5YtWLp0KdTU1PDy5Uu4ubnh7t27KssBdXV1HDp0CBMnTpRwtHPnzh04OjoiKiqKXSWWxdixY6GvXzWRkp+fj6dPn6Jt27asRVhDo0GZX2aVZOFRbjLE+Pz2WDAzlPKW7asfotu0aVP25+joiJkzZ8rM4+npiVu3bsn9ybILV0RUVBR27NiBESNGSJkkMrNU8urPhDOb6lVNryqMo48//viDNVONjY2Ft7c3e+3a8vLlSxw5ckRqM+/333/P2m2rAqOs/PHHH/jqq68AAOfOncP58+fZgTMzuHvfHJUx+ZC377G+2Lhxo9KmFe+/dwUFBUhISMD58+fRokUL/PDDDyp5xOP4sJSVleHVq1ewtbWVCB82bBi0tLRw5MgRuR4YlaW28kGVPA2N+vhmhw4dCj6fj6SkJDx69AhAlXmXtra23P2JsvgYzxgAxGIxxowZg/z8fOzfv1+pw4oVkZubi4iICKUmk4CqQ9UZuZOcnIyCggLMnz8f48aNg729vcLD5hsazN46RabdDXUv3ft8yP5YEfHx8Vi6dCn8/PwkBg8M8t6tvn37wsjICLGxsUhKSgKgvAwD/rdlUn09y4yMDBgYGLADHobqZuF12S89fvx4PH36FOnp6cjLy0Pnzp3x9ddfY+rUqSqV8/TpU/j6+iI+Ph4nTpxAaGgou7c3OzsbgYGBCmXnjh07WJmUlpaG3NxcDB8+HIGBgXB1dcX169dr3cYPQYMa1JnrmMPJxBFqDataSsF00PJWejQ1NXHr1i08ePAA/fv3x+vXr+Hs7IyHDx8iNDT0g9cvMTERo0ePxrhx4xAeHi7VkTAegN63s2ZgnIUws1eqplcVDw8PODg4oKysDIcPHwZQf6Yevr6+rFlG//79sWTJEpw+fRqdOnXC9u3ba1VmeXk59PX12aV8oVAoMXO+ceNGnDx5EosWLQJQZVZ09OhR1vHMhyQrKwtHjhyRu3JZE3w+H23btsWZM2fQuHFjrF27tsYVCo6Px9GjR5GYmMju+WR+vr6+0NHRQXFxcZ02rgOqf++GhoasjPlQMkIeb968UdnrLkNCQgLbSc+ZMwenTp3Cb7/9BqDKGuPUqVNSXtkU0aRJE1bpZLzqHTp0iHVYoCwf4xkDwOzZs3HhwgUcO3asXiwHdu/ejZKSklrLHn19fXz99dfYvn070tPT0b9/f1y5cqXO9fpYKNpb19D30lXnQ/bH8khLS0NgYCC6d++OU6dOyTSbbNWqlcxBsZqaGruK8tdffwFQXoapqanVyju0Iv755x+cOXOmVnlPnz6NlJQUAPWjR9TXs9y9ezdiY2OlZNLw4cOhq6uL58+fs6uktYHH47GT0EZGRvjvf/8LV1dXbNy4kX2mNVFSUgI/Pz+IRCIkJCSgb9++mDFjBlJSUrBnzx40adKEnXhSFmNjY8yYMQM//fQTHj16hG7duuGff/6pVRs/BPVqftmuiSdaGau2HNlY51+nDTweD4H2A7A66ReFJph8Hh9BrYdJ7amTRUCLXvBtLntp1VjLWKW6KqJbt26IiopCSUkJ3rx5o9AZBbPnydra+qPM0qWlpaFfv36YO3eu3P1QzAbkmjxlOjg41Cp9bQgKCsKiRYsQERGB0aNH49y5c6yTkrrw/fffIzU1FWFhYThx4gROnDgBoMpl7q5du2qlzBCRQq+nurq66NixI9asWYMDBw6gRYsW6NSpk9QslzIcPXoUc+bMkQhjVgFksWfPHlRUVCjt8EAehoaGGDFiBH755Rds374dS5cuVcnzWH3ham2K88t715ywBqJvpmNVlPLmlD8OEdTrnrr6IioqCsnJyTKVnpMnT6Jfv37YtWsXxo4dW+trqPq9a2pqwt7eHqmpqcjOzpZ6zysqKpCXlwctLa1635MQFxeHixcvSp2npwz79++Ht7c3vLy8oK6uDl9fX2zfvh3h4eEwNjZGly5dJI72UIYRI0bg3LlziIiIwNKlS3H48GEcOnRIpTJq+4z/+9//sntvAMDS0lLuoHTz5s2IiIjApUuX5Jo4BQcHS8xMBwYGsvuQZfH7779DQ0OjzntrBg8ejEaNGiE7OxsrV65E586d61ReTbRpawE7e+Ybleyjvbyt4ORctTKipiYZ17FzCwjbVFnQqKursat1EXukHetUX6Xr8WVriT111endz0liT111Age5snvqPjQfqj+WRU5ODgICAjBo0CBs3LhRpodtsVgMPz8/PHv2DH/99ZfUXnJmtY0xVbS1tYW2tjZyc3MhEomkymRkmJ2dncr7rGrizz//RElJCb788kuV827duhWzZ89Gq1at6k2PqI9nGRcXJ3cws3HjRkydOhW7du2S8qY5Z84ciaNvvLy8EB4ezv595MgRJCcnY+bMmRKmsjweDz4+Prh37x5OnDjBevju1q0bXr58yaabPHkyO+kcHh6Op0+fYu/evewqJ/CvmaiLiwvatWtXK4d+EyZMwMyZM1FYWIj169fXqxlyXajXQZ2JlkmdHY+YaJngS5ue+OOp/D0zATa94N7IXanymuh+HKVz6NChmDZtGsrKytgZAXmUl9fsnKG+yMnJQf/+/bFmzRop5yzTp0/H2rVrAVQdig5UeYiSxfPnzyXSWVpaonnz5sjIyEBlZaWUnfr76WsDI3guXryIyMhIeHh4SHyYtUVDQwPbtm3DihUrcPHiRcTHxyM+Ph7Xr1/HyJEjkZ6erlBI5uTkQFdXV8pUoUWLFnLzXL16FYMGDULHjh0RGxvLDvqZGTdVyM/PV+lQd2aFQFVzXVkw5l9EhLS0tE8yqDPS06yX/Wge9o2w9fRD5BeXyzWRAqr2vhjpamL2ICG0NetVZNaZ58+fQ0dHR+7m/x49esDIyAhxcXFISUmp1cHPQNXKs5aWltLygfl/amoqXrx4IfVtpKeng4jQrl07mQpbXYiOjq71THt0dDS6d6/aZ/3w4UP07dsXTZs2xZEjR9jBZ1hYmMxDkOURGBiICRMm4MmTJ4iMjASPx5Myo1REXZ5xdna2hKyQdzzLiRMnsGXLFiQkJEg4f7l+/TrS0tIwdOhQti7Vy3vfq2d17t69i3v37qF58+b18oyZ43nq21uwLIyMdeQ6HjEx1YWJqex+yMxMD2ZmkoN+ZrWO2VtXfS8dg3kT+f1N06byHV80s6jfFSVFfKj++H3KysowYMAAhISESG1Nqa6z3Llzhz02JT4+Xmr1mzGpYwZ7fD4fnp6euHr1Kl69egUrKyuJ9PWhs8gjOjpawqGIslRUVODSpUtYvnw5gPrTI+r6LK9cuSLhgO99Bg0ahGnTprFm4dXlcUZGhoQMYXwbAFX655AhQyAWi+Hs7Iz+/ftLlMtYdVTfJvP48WMJD8rVJx7v3LkDAHKPYGrTpg0cHR0VtlUe+vr6aNy4Md68efNRZJKyNEg7x04WHdFUt6nMc+qa6jZFR4svPlHN5GNiYoK5c+cCqJqdVIQqCnldKC8vx4gRI7B27VqpAV1KSgouXbrE/u3r64smTZrIdNUtEolw8+ZNeHh4SMy4Dh06FOXl5TIPdmTOJWL2mNWESCSSOsSxZcuW8PLyglgsxtSpU1U2WZKHg4MD8vPzYWZmhkGDBmHNmjX466+/sG/fPuTn58s9qJJh9erVuHv3rlS4PK9TRUVFCAwMREVFBfbt2yexilv9MHdlGTNmDIhI4iePzMxM1l05Y3dfFzIzM9n/K/L89zmgramOHVOrVvHlLZgz4Tum+jS4AR1QNcBQtLKspaWFfv36Aaibm2k9PT306dMHaWlpMr1VJiYmQktLS6ITZgYCsmQKIx+YNPVFaWkpDh06VKtBXVJSEh48eABDQ0MQEQYPHownT54gKipKYjVR0TcrS44ZGBiwk3zffvutlKfJmqjLM168eLGEnHj69KlU/r///hvr16/HxYsXpb7p48ePIysri/374sWLEuUpeqdOnaqamK0PuQP8K3s+N7nz/t66z2Ev3cfsj6tDRBg7dizGjRsnNaArLCzE/v372b+ZPXAuLi7o1KmTRNqKigqkpqZCTU1Nwuvqp5BJGRkZOH/+fK1k0okTJ5CXlwdDQ8Na6xEf4lnu3LlTasBVHQsLC3Ts2BElJSU4cOCARNyuXbskZMjFixfZuIyMDIjFYhgaGsq0LGK2N1WXx0+fPpUor7q/CGZyXpGvhNLS0lqZh1dUVLDlNiSZ1CAHdXweH1+1HCx1Th1A+KrlEPB59TuzW1/MmzcPPj4+OH78uFxb4tTUVNy/f5891+NDMnbsWHTs2FHmYZJbtmyBmdm/M4V8Ph/z5s3DzZs3pZaiT506hXfv3kl5SZs+fTr09fXZlSCG8vJyHD16FIMHD1Y4m1OdjIwMmd48mcFoSUlJvXmH5PF4Mk2GevbsCQASq0+MqVVJSQkb9uTJE5W8Hj148ADZ2dlo2bKlxOpeTk4Oa2dfH2eJyaJ656XscRvyEIvFOH36NACgf//+9bLy96np3c4aB2f7w0i3ynafsaZi/jXS1cShH7ujd7uGI7QZysvLsWPHDri7K7ZaYCZW6rpxff78+VBTU5NQrICqmdGYmBhMmTJF4ky6gIAAeHp6SskHoMrM0crKqk4mobJYsWIF3rx5o7ICJRaLWSXS0NAQ2dnZePDgARo1aiQxk1xeXs7uQ5H1zWZkZCA7O1vKkRAjx3Jzc1Xau/Khn3F6ejoGDx6MrVu3Su1tfPfuHfbt2yfRT6gCI3vqKneAquMc0tPTAQCTJk2qc3kfG2a1Dvg89tJ9zP64OgsXLoSOjg7rzKM6YWFhEhY07u7uaNSoEY4cOSJlMXL8+HEUFxcjODhYYgAQEhICKysrmTLpwIEDaNeuncRxCvXBjz/+iPLycpVlUnFxMebPnw+gSibVVo+o72eZnZ2NgwcPKi2TVJlMdHR0hK6uLg4cOCClIxMRYmNjoampiWHDhilVHjNYZc6Rfp+kpCSUlJRgyJAhSteR4fTp06wZ7/jx0p73PxnUgDn6+BjNvDqbZlydRTOvzqZjj49/6irVSGlpKY0cOZIMDAxoz549VFlZycZdvXqVvL296caNG/Tjjz/S6NGjZZYxadIkAkCurq4kFovlXsfQ0JAA0M8//ywVv3TpUgJAAEhbW5uaN29ODg4O5OLiQtbW1gSAhg0bJpGnsrKSAgICyNPTk16/fk1ERGlpaWRvb08zZ86UWY+IiAjS1tam06dPExFReXk5TZgwgRwcHOjt27c13i8iopKSEhoyZAgBoE2bNknEZWZmEp/Pp379+knlmzx5MgEggUAgs9xly5YRAPr+++8lwtu1a0dqamoUGhpKZWVlRERUVlZG06ZNo5EjR0qk/euvvwgA/ec//yEiops3b1JQUJBEmgEDBhAAOnjwoMx65OXlkaGhIenq6lJKSgoREaWnp1PXrl2pT58+BIDmzZtHIpGISkpK2Hx79+4lADRw4ECZ5SrDvn37CADxeDwqLS1VmHbgwIEEgBwdHaXi3rx5Q9988w0BIH9/f8rPz691nRoiJWUVtO9iCg1ddZ56zP+Dhq46T/suplBJWcWnrppMRCIRzZo1iwDQ8uXLFaa9d+8eKwt+//13mWmY92Tq1KkKy1qxYgWZmppSYmIiEREVFhZS3759qVOnTjLfr/v375OpqSktXryYRCIRERHt3r2b9PX16dq1a8o0lSU4OJgAkLu7u1Rcbm4uzZkzh3g8HgGgnTt3snEVFRVkb29PAGjKlClSeVNTU9nvEAA9efKEiIhsbGyIx+NRXFwce40hQ4ZQv379CACNGDGCiIiKi4uJqEp+Tps2jQDQ7NmzJWR3WVkZmZqayqz7L7/8QgDIzMyMysvL2fD6fsbv8+7dOxIIBGw+ExMTsrW1JScnJ3JxcWH7lzNnzihV3vv06NGDANDw4cMVpisoKGDrsHLlSqn4uLg4cnJyIi0tLVq7dm2t6tIQeJyaTf/dEEePU7M/dVUU8qH6YyIiV1dXAkCTJ0+WigsPD2ffA01NTbKwsKDWrVuTs7Mz2dnZEY/Ho/bt20vk2bdvH/Xo0YNevXrFhsXFxVGTJk2oU6dOVFhYKHWd2NhY0tbWZr8TsVhMy5YtoyZNmtDjx48V3pvqiMVi8vHxIQDUt29fqfiMjAwKCQlh2xQTE8PGFRQUkL6+PgGgNWvWSOW9desWdejQge27RSJRrfSI+n6WZWVlFBQURAAoIiJC4f35448/2LafP39eYdrqrFu3jnr27EkZGRlsWH5+Po0bN440NDQoPDxc6bKIiObPn0/GxsZS+tmZM2fIxcWFLl++LJXnzp07bN33798vFX/q1CmysLAgQ0NDioyMVKk+H5oGPagrqSihxdeW0oyrs2jxtaVUUlFSc6YGQnR0NA0ZMoRatWpF7u7u1KZNGwoJCaG0tDQiqhI87w/qJk2aRM7OzqSmpsa+UNbW1iQQCCg3N5eIiJ4/f04CgYCaNGnCpuHz+eTs7EyzZ88moqqBB6PcKPpNmjRJqt7l5eX0008/kbOzMwkEAmrbti2FhYUpbOv58+epc+fO5OrqSs7OzjRx4kS2vjUxZcoU0tPTk6hXs2bN6OTJk2yaHj16sB9yZWUlCQQCcnR0lMhjZWVFAoGA4uLi6Pjx4+Ti4sLeRzU1NXJ1daXdu3ez5UVFRdGKFSvI09OT2rRpQ97e3rR69WoJpYphw4YN1Lx5c3J0dKThw4dTTk4OERHNmDGDHBwc2Dro6uqSu7u7TMXx0qVL9MUXX1Djxo3Jzc2NfH196cKFCyQSiWj8+PFkZGREvXv3ptu3b1NiYiIJBALS1dVly27dunWtFJrU1FQyNzenUaNGyYzPzs4mgUBArVq1krifNjY2JBAI2Dh7e3saOXIknTp1SuU6cNQvt2/fpsaNG0s8L0tLS1q2bJlEuri4OHJ2diZtbW2JtPb29vT69WtKS0sjgUBAbm5upKWlxcY7ODiQQCCQKo/hwIED5OnpSe7u7uTi4kJz585VOGHw+PFjGjx4MDk4OJCrqyv17duX7t+/r1Rby8rKyN7eniwtLSXa0LhxY7K3tyd7e3uytrYmdXV1ifioqCi6fPky2dvbk6mpqZSsYPI2bdpUSi5mZ1cp3Xfu3KHu3btTo0aNyM3Njdq3b88qBosXLyZDQ0Pq1q0bxcTE0KpVq8jIyEiqjlu3bmXb8p///IeWLl3K/t2jRw9ycXEhPp/P5mnSpAkJBAJasmRJvTxjRTAD0Jp+169fV+pZvc/atWvJxMSEjh+XPRm7c+dOEggE1KhRI/ZaGhoa5OrqSgKBgFxdXcnW1pbatm1Lc+bMYQfbHB+OD9EfR0dHk0AgIFtbWzZeTU2N1TEKCgooKyuLNDU1a3wXAwICpOp89uxZ8vX1JaFQSI6OjuTh4UG//vorO2Eri6SkJPryyy/J2dmZnJ2dKSgoiNLT05W6R48fPyZ7e3syNzeXuk+MXLG0tJTSwW7cuEH79u0je3t7MjAwkLgXNjY2bN7q3wMA0tfXZ6+tih5R389y2bJlZGxsLBHXokULiQk0IqJDhw6Ro6OjhEzm8Xjk4uKi1P0lqhoQ9urVi7y9vcnBwYGsra1pxIgRdOvWLaXLeL+8nj17kpWVFbm6upKDgwONHj2aHRwzLFu2jAQCATuhBYB0dHTIzc2NBAIBubi4UIsWLahDhw60bNmyGmXsp4BH9IHsvuqJu2/v4fiTExhg1x+uZi6fujocHBwcHBwcHBwcHBwNigY/qOPg4ODg4ODg4ODg4OCQT4N0lMLBwcHBwcHBwcHBwcGhHNygjoODg4ODg4ODg4OD4zOGG9RxcHBwcHBwcHBwcHB8xnCDOg4ODg4ODg4ODg4Ojs8YblDHwcHBwcHBwcHBwcHxGcMN6jg4ODg4ODg4ODg4OD5juEEdBwcHBwcHBwcHBwfHZ0yDH9RdeXkDQ09Nw9WXSZ+6Kipx48YNjBo1Cra2tnB1dUXbtm0xbdo0ZGZmoqKiAvb29nj+/LlEnm+//Raurq7g8/ng8Xjg8Xiws7ODUChEXl4eAODFixcQCoWwsrJi02hra0MgEODHH3+sc72JCJs2bUKHDh0gEAjQo0cPnDhxQmGe69evIzAwEO7u7vD09MTixYtRXFys1PXi4+MhFAphY2PDtkdNTQ0uLi4QCoXIysqSm3fDhg0QCoUwMzNj8+ro6EAoFKJfv34qtbsmRowYAXd3d+jp6bHX6tOnT4351q5dCzU1NTZP69atIRQK8fTpU4X5unbtit27d9dL3QsKCrBgwQJ4eXnByckJ3t7eWLFiBUpKSmpV3rt377BkyRK0a9cObm5u8Pb2xtKlS/Hu3TuJdLLeZ11dXbi4uMDNzQ3W1tYwMTFBx44dsWXLFojF4vpo7v95li5diq+//vqDlX/27Fn07NkTAoEAHTp0wLp161BZWSk3fUZGBsaPHw+BQAChUIhx48ZJyT55HDhwAEKhEJaWluw7pK6ujszMTIX53rx5Aw0NDTZP48aNIRQKsWHDBjZNeHg4jIyMEB4erlzDGwjJyckQCATQ1dUFj8dDixYtVC7j/v37yMvLgzLH1AYGBsLJyYm9lzweD0ZGRnB1dYWrqyssLS1hZmaGbt264cCBA7VoEUdDYebMmRAIBDA2Nmaftaura435jhw5ItHP2draQigUIj4+HufPn5fSWfh8PpydnSEUCqX6jcePH+Obb75BmzZt0Lp1a/j7+yMyMlLh9SMjI+Hj4wOBQAAfHx/s2rVLYfrk5GSMGDECAoEAbdq0wfTp0/H27VuJNL/88gsMDQ0l3vvmzZtDKBSivLwcADBs2DDo6OhIpLG1tWXjZVEXvSU4OBgCgQDa2tpSsm3p0qUK86pCSUkJhEIhXFxcJPrvX375pca8/fr1Y98FTU1NuLm5wd/fX2GeoqIiGBkZIS0trb6aUG/cuXNH6h2Vh7e3N+zt7SXeBzMzM7i7u8PFxQVNmzaFubk5+vbti+jo6A9TYWrAFJYXU+CJb8nv0CgaeOJbKiwv/tRVqhGxWExz584lLS0tCg0NpeLiqjpXVlbS3r17yc7OjsaMGUMA6M6dOzLLmDhxIgEgR0dHudeprKwkAwMDAkArV66Umy42NpaGDRtGnp6e5OjoSIMGDaLo6Gi56UeMGEFCoZDS0tKIiOjKlStkZmZGCxYskJn+1KlTpKenRwcOHCAiouzsbAoICCCBQEA5OTlyryMLZ2dnAkDTpk1TKV9WVhYBIAB07NgxlfKqysGDB6l9+/YEgNTV1enNmzcK03/xxRfUoUMHAkD9+/dX6hpPnjwhHo9HPj4+da5vSUkJdezYkcLDw6miooLEYjGdP3+ezMzMyNvbm4qKilQq7+3bt+Tq6kqhoaFs3pcvX9KQIUOodevWlJ2dLZVn//797PO5fv26RFx6ejp169aNAFC/fv1IJBLVvrEcJBaLydbWlvT09Ojdu3dK57t//z4FBATQ4sWLFabbunUrmZqaUkxMDBERPX/+nDw9Pal79+5UWloqlf7Zs2fUrFkzmjVrFpWWllJZWRnNnz+fjI2NKSkpSen6lZeXk7GxMXl7exMA+vXXX2usJ/PdAaDc3FypNL179yYA1Lt3b6Xr0ZB4+PAhASAbGxuV85qbm7P3Rt7v/eezcuVKNi4rK0si7tGjRyQUCgkAffvtt3Vp1v8EhRnP6O3DJKV/hRnPPnWVJbh+/ToJhULS0tIiAHTr1i2F6YcPH85+bwKBQG46gUBAAGjKlCky4x8+fEienp4UFxdHRERlZWW0ceNG4vF4NHnyZJl55s6dS9bW1mwd7927R3Z2djR69GgSi8VS6ZOSksjAwIDWr19PlZWVVFhYSCEhIWRlZUVPnz6VSFtYWEidO3cmAKStrS2zv3z16hWpq6tT48aN6erVq3Lb/j510VsOHjzI5s3Ly1Mpr6pMmjSJlbtCoVBh2oKCArK3tydra2sCQOvWrVPqGmFhYQSAFi1aVPcKU9UzDgkJIS8vL3J0dKSAgAA6dOiQyuUUFRURj8dTKCf5fL6UPJwwYQIBIBMTE6l+8dq1a2RjY0MAaPXq1XVqpywa9KBuw81w6nYomPwOjaJuh4Jp4809n7pKNTJq1CgCQPv375cZ/9dff5GmpiYBoCtXrshMs2jRIgJQo1LPfDhhYWEy42fNmkUhISGsoCopKaHVq1cTAJo5c6ZU+r179xKPx6OHDx9KhIeHhxMAOn/+vER4Xl4emZmZ0Y8//igVbmJiQqNGjVJY//fx8fGp9YfNfGCxsbEq51WF2NhYGj16NLVt25YA0KZNm+SmTU9PJ4FAQKNHjyYANHr0aKWusWDBAjI2NiYej0ePHz+uU33XrFlDfn5+UuG//PILAaAlS5aoVF5wcDCNGTNGKrykpIQsLS1ldtaxsbHs82EmC6qTlZVFGhoaCt/lD015pYiuPcujbQkv6NfLT2lbwgu69iyPyis/r0Hm+fPnycTERKl7ef36dZozZw517NiR1NTUavz2njx5QpqamrRlyxapcD6fL3Pip3v37tShQwep8K5du1KrVq1kDgTlYWNjQxs2bCAA1K5dO4Vpu3fvTmvWrGHfO1lER0eTl5cXnT17Vuk6yOLIkSP1poyoSm0Gdfn5+azC4eDgIPWztramLl26SOVjFC959/PWrVsfTQ43ZAozntH+Tnq0z4uv9G9/J70GNbBLS0sjHx8fGjhwoFx9gaG0tJRatGhB8+bNq1FvqamP79u3r8w+qU+fPgSALl26JBF+9epVAkBnzpyRCL98+TIBoN9//10ivLKykhwdHWnYsGES4RUVFeTg4EBdunSRGgg+f/6cnUCXJeMePXpEPB6PnehShdp+L9X71A/NokWL6JdffmH76Pv378tNGxERQVOmTGEHLcr253379iUA1KJFC5kDcVXYuHEjBQYG0v3790ksFlN5eTnt3r2bNDU1aejQoSpNHN++fZsAkLm5uUxZ2axZM5l6HaPDy5PNx44dYxcGUlJSatlS2TRY88tHOU9wNDUaYlSZh4hBOJJ6Do9ynnzimsknLCwMe/bsgZ+fH4YOHSozTfv27TFjxgwAQH5+fp2ux+Px5Mb98ccfePToEX7//XfY2NgAALS1tTFz5kwEBgYiNDQUp0+flsizePFitG3bFo6OjhLhX331FfT09LBgwQKJ8I0bN+Lt27cYMWKERLiRkREGDRqEPXv2IDk5uS5NbLAEBQUBACIiIuSmOXz4MAYOHKhSuWKxGA8fPsS3334LIqqzCebly5cRGxuL48ePS4R36tQJQNV7oixlZWU4ePAgPD09peK0tbXRrl07xMbGqlzHxo0bw9nZGQBw8uRJlfPXlTsZ7zD3dArCk17hzqt3SMkuxp1X7xCe9ApzT6fgboZyphcNgX379mHr1q0AquSRInJzc6GpqQl/f38IBIIay16+fDkqKiowfPhwiXBbW1v4+fkhNDRUQqZdvXoV0dHR7LdSnZCQEKSkpKj8fg8dOhR8Ph+JiYn4559/ZKbJycnBs2fP0LZtW4Vl+fv749q1a+jRo4dKdXifhmgypIiUlBTY2dnhxYsXePTokdRv+PDhWL58ucrlCgQCGBkZAfg033FDoSwvG+LyUpXyiMtLUZaX/YFqVHuYbzcyMlKuefzZs2fh5+cHdXX1Ol/v8uXLCA0NRXp6ukS4vP5q0aJFaNSokdQ33LlzZ7Rs2RILFy6UqHdkZCQePXokpbOoq6tj1KhRuHz5spRZnJWVFVatWgUAWLlyJe7duycRP2PGDEycOBF+fn61aPHngZmZGXr27AlAsc4TFRWFwYMHq1T2P//8A2dnZ3Ts2BFPnz7FxYsXa13PO3fuYPfu3Th06BCcnZ3B4/GgoaGB4OBgfPvttzhw4ADbPypDSkoKOnbsiJcvX8qUlf7+/li0aJHK9fTx8QEAVFZWSunhdaVBDupEYhFCb+yAGk+yemo8Nfxy43eIxKJPVDP5lJaWYvr06QCACRMmKEz7ww8/QEtLq86DOkXs378fJiYmKC2V7ly6dOkCoEoBZEhMTERqaiqEQqFUei0tLQgEAvz1118SCkxkZCS0tLTg5OQklcfLy4tN87/I8OHDoaamhvj4eLlKXW0E3Llz5+Dv74/Ro0cDqNr3Q0rse5GHnp4eAODChQsS4WZmZgCg9N5HoGoQUFpaigcPHsiMJyIYGxvXqZ4i0cf9tu9kvMP2hHSUVFR1/MydZv4tqRBjW0I67nwGAztmj9SgQYPQvHlzXLlyBU+eyJ8E69GjBxYvXozFixezSos8KioqcPjwYdjZ2cHQ0FAq3svLC6WlpTh69Cgbxnz7smQKIx+qyyBlMDc3Z/dnyMt77Ngx9O/fX6VyawsRYc+ePR/lWvVFSkoKBgwYwH5z1cnMzMS9e/dYJVpVPtV3zPFh6NOnD4yMjJCeno7Lly/LTFObfk4eenp6KCwsxPXr1yXCZfVXr1+/RmxsLAQCgcwJbi8vL7x8+VKi3rWVSRMmTICPjw8qKiowbtw4dqB47Ngx3Lp1CytXrlSxpZ8fzEB43759MnWSoqIi3Lp1S2XZsXPnTowZM4bVeWraD6mIgwcPwsTEBEVFRVJxsvTemkhJScHQoUNlTljcunULGhoasLW1Vbme1WVvfcvKBjmoO5J6DmkF6RCT5MyQmMR4UvACR1I/0AbDOnD8+HHWmUnHjh0VpjU1NUW/fv0+6KAuJycHu3fvhq2tLbKzZc8Avnnzhv0/I/iaN28uMy2z2nft2jUAwNu3b/HgwQM0bdoUfD5fbvqEhITaN6IBY2FhAV9fXwCyhURmZiZycnLYFShliYyMxLBhw9CqVSt06NABT58+rdXqF8OSJUvw/fff4/vvv5cIz8nJAQCZq27yMDc3h7a2NrZv346oqCiJuPz8fFy+fLnWDjoyMjJUrk9dqRCJsSfpFWoaMhOAPUmvUCFq2I5cIiIi2MmGUaNGgYiU7iA1NDQUxt+5cwd5eXk1yofq37simcKkT0xMVNlBDqNcyJsxjoqKwqBBg1QqszaUl5dj7ty5uHXr1ge/Vn2SkpKCL774QmbcsmXLMH78+FqVW1FRwfY1H/M75vhwaGlpsd+SrO+toqICly9frtERhrLs2rULc+fORUBAgES4rP7q6tWrEIvFKsmkq1evQk1NDRYWFkqlZ+DxeNixYwd0dHSQkJCATZs2oaioCN999x1+++03GBgYqNjSz49+/fpBX18fT58+RXx8vFT8qVOn0LNnT6ipKT+sEIlEePz4MRwdHfHVV19BW1sbUVFRSjsmeZ+cnBxER0fDysoKDx8+lJmmut5bE4pk5YIFCzBt2rTaVJPVd4D6l5X1Oqh7XZyNu9nJuJudjHvZkqYxrwqz2LgHb1Ml4tLfZbJx8S//xu/3JBXG9/n93iG8Ls5GWn46m+9J/guJNI/znrNxTwteSsT9k/sUd7OT8bq4/swdGLMATU1NWFpa1ph+wIABH3RQxyzvZmZmSrxAANgPsvoKG7P60qhRI5nlmZubAwD7oaiavqGSnJyM4OBgdOvWDa1atYKtrS3Gjx+P169f15hXkQnm0aNHERgYqFJd3r59Cw0NDdaEqT5mrlq2bIm1a9dKzSbFx8ejcePGmDdvntJlqampYcyYMaioqMCQIUPg7e2N8PBwPHr0CAEBAQgKCkJISIjKdbx9+zbS0tJgbW2NqVOnKp0vp7gCj7OLVfq9K/vXS+PNl+/YFbqaKKkQ42xyNlvOy3zZ5lUZBWUKr59TXKF0+1TlwoUL6NatGwDU20ovg6rfu0gkYk2vZeXR1NSEkZERiouL8ezZM5XqEhgYCB0dHaSmpkrN6Ofn5+Off/5hZ91lcfbsWbi6urLeMZnJmeo8efIEgYGBEAgEcHZ2RlBQEHbu3IlRo0YBqDKT9vf3x6FDhwAAW7ZsgVAohFAoZAedO3bsgKOjI+sFLSEhAUVFRRgxYgSsrKzQqVMn5ObmstcsLi5GaGgofH194enpCQsLC/j5+dVpUkcW3377Lfr27SsV/vLlS5w7d04pr76yOH36NMrLy+Hp6Sllovu5UF6Yjze3rtbpl/vPrVpdO/efW3W+dnlh/esUTD8XFRWFsrIyibjz58+jc+fO0NTUrJdrde/eHcuXL4e2trZEeHx8PLy8vCRMuVWVSS9evEBBQQFMTExkDjyY9KmpqTK9+bZs2ZL1MDl37lxMmDAB7du3l/ktNWSio6PRp08f+Pr6wtLSEk5OTli5ciUqKhT3Tbq6uhgwYAAA2TrP4cOHVV6x/fPPP/Hll18CqNq2M2DAABQXF7NyVVUYvbegoACpqZLjDFl6b02sWLECbdq0kQq/ceMG8vLy4ObmVqt6Hjt2DEDVOKC2VhHyqLsRdDVOp11G+MNjAAANNXWcHbiTjTv2OBpRKWcBAEaaBjjabxMbtz/5FP58egkAoKWmCREpXo4UkQi//r0bleJKJGXdBwAIGjline9cNs26v8PwIOcxAKBDszZY3vHflYoViVvxrOAlgp0GYIyLanue5MEoJqampkqll7XPpD6ZMWMGdHV1oa+vL/HiZWVl4eTJk9DQ0MDkyZPZcGb2QktLS2Z5jJBlViNVTd8QuXDhAvr374/z58+jffv2AKo6rmHDhuHvv//GtWvXFM46DRo0CN9++y0ePnyImzdvSnz8UVFRWLt2rUr12bNnj4St/7BhwzBt2jQcPnwYmzZtqpfZQLFYjAsXLuDmzZuIj49Hy5YtVcofGhqKu3fvIi4uDtevX2eV6h49emD16tUq1yUhIQFjxoxBz549ERYWJtO0Tx5/PcvD6UeqTcyM8bSAp1XVoPl2xjvwgBpX6hjOJL/FmeQqt9ctG+liWmcbqTTH72fhXmah3DJ6OTZCb6fGKtVZGW7fvg03Nzf2fXVwcED79u2RkJCA2NhYdO3atU7lq/q95+fns0qCojz5+fkqywh9fX3069cPBw4cQEREhMQA7sSJE+jbt6/C/cY9e/ZEz549ceTIEZkreqWlpRgwYAB+//13tGvXDkDVCvqYMWPYfTNqamq4fPkyLl68CD8/P0yYMAGLFy+WKGfs2LEYO3Yspk6dio0bNwKoGlANGTIEBgYG2Lp1K/bu3YspU6agqKgInTp1gp+fH6Kjo6GhoYEXL16gV69e6NmzJ+Lj4+ttRldeH7V+/XoEBgYqvHeyqKysxLlz5zBx4kQMHz4cW7dulWm98TmQn3oX58f7fpJrX1/+nzqX4b/1IhoL61dJ9PPzg4WFBV69eoU///xTYrKyPk0vZVFWVoZdu3bBxsYGe/bskRg8fiidRSQS4d27dzAxMZFK8/333+PgwYNITEzEoUOHVJ6Q+tQsX74c4eHhiI2NhYWFBSorKzF79mzMmTMHWVlZNeosI0aMwN69e3Hw4EGsX7+etfAoLS3F9evXVTanP3DgADZv3sz+PWbMGOzfvx+7du2q1QTx0KFDUVpaitzcXPTu3ZsNLy8vZ83k37daUgQz0H+f1atX10qHLy8vx8GDB7F06VJMnTpVqSMiVKXBmV+WicshIsWz5yIS41rmbZSKyhSm+5gwKzv1NWMFVM0GMLO/sn6vXr2Sm5fP52PKlClS5nDz5s1DaWkp5syZA3t7ezacsVWXt9mZaRdjq6xq+obI/PnzUVRUJLHvcPDgwejRowdu3Lghd+8Yg7GxMWsmUn3mKjs7Gy9fvlTK+UR1Ll68KLFqYGRkhP79+6O4uBgHDx5Uqaz3mTdvHiwtLWFpaYkePXogNTW1Vquo+vr6iImJkZrNP3fuHFxcXHD//n2F+QMCAtj319raGh07doSNjQ3mz5+PZs2aqVyfulBcLlJ6QNfQYfYlVIdZravJYYoy1FY+qJJHFZgOdf/+/RJ7ElRRMuU5Ujl8+DBatmzJDuiAqj20S5culVhZUxZm/87Dhw+hpaWFAQMGsOZkzN6KvXv34tatW8jJyWEVJSsrKyxcuBAVFRXYv3+/ytdVhaKiImzfvl3p8z2r90MWFhbo3bs3unTpgpkzZ/6fMEX7v4Samhrr+K16P1dZWYmYmBjWgUZ94ufnB2trazRp0gRTpkxBenq61NmWH0pnqZ7nffh8PrZv3w6gasBZ36voHxLmfNk3b95AR0cHQNW9WL16NfT19ZU6r9Pf3x/m5uZ4+/Ytzp49y4afPn0a/v7+Kk3mvH79Gjo6OhLywt/fHxYWFrhy5QoeP36sQuv+ZfTo0Zg2bZrEhHxoaCgyMzMRHBzM7q2rLc+ePcORI0eUkpWvXr2SkJXm5uYIDg7GsGHDMHny5Bq3PdSGBjeo0+Jrgs9TXC0+Tw3tmwqhzZc94/IpYGY/5R3CW15eDqFQCGdnZzRt2pT9OTo6YubMmTLzeHp64tatW3J/suzCFREVFYUdO3ZgxIgRUrPKzCyVvPoz4YwwUDV9Q0RXVxeAtIkoMzsjby9idZiVterewY4ePcqaKShLYmIi2rZtKzVLXh8mmADw008/4dmzZ8jIyEBGRgaaNm2Kfv36Yc2aNSqVc+vWLXh6eiIvLw9nz57FwoUL0bRpUwDA06dPERgYqHDj759//sm+v+np6Xj9+jXatm0LHx8ftG/fHikpKXVqpyroavKh2ppEw6SsrAyvXr2SMrEdNmwYtLS0cOTIERQUFNTpGrWVD6rkUYVevXrB1NQUWVlZOH/+PACgsLAQ9+7dk7sHQllevnyJ+Ph4KaViwoQJMh1P1QSjXOzevZt1orV+/XocOHCA/b7rQxbVhT179qCyshLe3t5Kpa/eD2VlZeH58+fQ0dFB27ZtERAQoJT5OsfnA9PP/fHHH+y2kdjYWHh7e0uZStYH586dw7Nnz5CXl4fr168jOTkZ3t7euHLlCpvmQ+ks1fPI4uLFi+xkzNSpU6UOLW+oqKmpQVtbG7m5uRJbcvh8PszMzJRqh7q6Or766isAkgP82uxjDg8PZ83Zq9dl5MiRAOqu8zDEx8dj6dKl8PPzw7Zt2+pc3ubNm9GyZUultllZWFhIyMrc3Fw8fPgQT58+hYODA4KDg2u9f1Ae9Wp+2cu2CzyauAAAeO+pSwPsu6OzZZX5CJ8nOZof5tAbPVtUmQwUlhdhScImhat1fB4f37UNRnFFKQorqmZU9DR0JdJ83/ZrFFeWAAAMNPUl4ua0G48yURnMdc1UbaJcmM268mZyNTU12Q3148ePx7Zt2+Dn54cLFy6obO5SGxITEzF69GiMGzcOW7Zskbom47XwfZt5BkaZYUwSVE1fnyQkJEBNTU3hvhl5RERE4Msvv4SZmRkOHjwo4dL8n3/+wa1bt2pcoasO4x3s1atXuHjxIrp27YqoqCiVXYLv2rULsbGxOHLkiEQ4EUFTUxNXr15FamqqyuaSDGpqaqxy2bRpU+zbtw+Wlpb48ccfMWTIEFhbW9dYRkZGBnx9fdG9e3fs378ffD4fPXr0wLx587BlyxbMnz8fKSkpOHfuHHr16qVUvczNzbFq1SoUFRVh06ZN8PHxwd27d1lvZ4roYGMMx8bSHvwUXs/g39lYQTMD3H6lvED90sEMTuZVskRbQ/bEU38Xc3RvJb/uJrr1PzN39OhRJCYmyvTopqOjg7y8PBw8eBBjx46t9TVU/d4NDQ3B4/FARCgrK5M5I1kXGaGhoYHBgwdj27ZtiIiIQM+ePXHy5En06tWrzvLUx8cHs2fPhqOjIzp27AhPT094enrCz88Pt2/frnW5KSkprIl2s2bNWOUIAEaNGoVmzZqxx8nk5uYiMTGx3t1dy2PLli1wc3OrtVt6Kysr7Ny5E1lZWTh16hT8/f2RlJRUr5YrHwOjlm7w33qxTmUUPP+nVqaUXvO2wdC6dZ2ubdSydnt8asLDwwMODg5ITk7G4cOHERIS8kFNL6vLC6FQiF27dqFdu3YYN24cHj16BODD6SxqampytwE8e/YMP/30E65evYqvvvoKKSkp+O6777B3717VGqgi1fUWVVm/fj2+++476Onp4caNG3jz5g2cnZ1RWVmJW7du4f79+ypN+gUFBeG///0vjh8/jsLCQmhoaCAuLk7lQdi+fftk7s1jns/u3buxZMkSlRyvvE9aWhoCAwPRvXt3HDp0SK7prbKUl5dj586dtXYMxOPx4ODggOPHj8PDwwN79uzB69evJVY960q9Duqa6DZCE13Zm1Yt9M1hoS/bPrW5QVM0N2jK/v2N62BsviPfFf43rkPkXofB3li+ktrapIXCvLWhW7duiIqKQklJCd68eYPGjeXvm2HMzKytrT/KgC4tLQ39+vXD3Llz5TrGYDaP1uQp08HBoVbp65P9+/fD29u7VoO60NBQdn+RmZkZhEIh5syZg5MnT8LNzQ0dOnSQ6epbHlpaWhg4cCDCwsIQERGBNm3aIC0tTaX9L8w7I28w+cMPP2Dt2rXYtWsXli1bJhEXHBws4SwiMDAQK1asYP/esWMHSktLJfZPMvVu3749Tp06hdOnT7Me794/o3DFihXsHooNGzYgPz8f69atkzCz0NTUxNSpU2Fra4t+/frh4cOHSg/qGCZOnIhNmzYhIyMDO3fulLt6XR1TXQ2Y1mGQ1MbSAIfuqCnlLEVHQw09HRpBg6+4g2lm+PGtB6KiopCcnCyzwzp58iT69euHXbt21WlQp+r3rqmpCXt7e6SmpiI7Oxv6+pITaxUVFcjLy4OWlhbrdU5VRowYgW3btuHo0aMoLi5GVFQUpkyZUquyquPt7Y1NmzZh3rx5uHTpEi5dqtrvraGhgQULFkid16kszL5defj6+mLPnj3YsWMHiAh+fn7sCp4qvHz5knWYwxAeHi5XXiYlJeH27du12sPyPhMnTsSpU6dw7949HD9+HEOGDKlzmR8TTX2jOu9J42ur/swAwKS1EKaOis9W/JQEBQVh0aJFiIiIwOjRo3Hu3DmsW7eu3sovLi7GmjVr0K5dO9Z5BoOHhwf09fWRnJyM5ORkODg4qCyTbG1t2ZUqkUgkZSrIpLezs5NrFjd+/Hj88MMPEAqF2LZtG7p27cp6Ha6+h6u+qa63qEJubi62bNmC7777DgDQunVrvHv3DiNHjkRSUhI6deoEDw8PlcwAO3ToADs7Ozx58gRHjx6FsbExfH19VSojPj4eQ4YMwdy5c2XGe3h44O+//0ZMTIzUAEqRjlKdnJwcBAQEYNCgQdi4caNM09Dr168jODhYIuzChQtyV+FOnjyJN2/eqORsRRZ8Ph/jxo3D5MmTce7cOSQmJkqY+9eFBmd+CQADW/aArWFzmefU2RlaYWDL7p+oZvIZOnQoq1TV5Ma/vLz8Y1QJQNWL3b9/f6xZs0ZqQMecqwf8q3C8eCHpRZSBsWdn0llaWqJ58+bIyMiQac7wfvr6JDo6WiWHGgyvX7/G3bt32bxHjhyBo6MjCgsLcePGDRw6dAjTp09XatWqOsz+nsOHD2P//v1K70thiIqKUjjzwyhG4eHhUu7fnz9/znZ0ycnJEmYVcXFxGDduHKZMmSJzhYGZwWT29wCQKCs5OVnCQ+udO3fQuHFjuS6k+/TpU+v9NNVNB2trS68qGnw1BHtY1GiCyQMQ7GFR44DuU8CYvcmbgezRoweMjIwQFxdXJ9NWoVAILS0tpeVD9f/LypOeng4iQrt27WrtVKNz586wsrJCYWEhIiMj8ffff6Nz5861Kut9Jk2ahIyMDERHR2Px4sX48ssvoa6ujoULF+Lq1asK85aUlMi02GjRooXcPJmZmWjfvj1CQ0OxZcsWxMfHY/ny5bWaEa6oqJD6jhWdR8k4N1DVnF8Wn+I75vg4MP3cxYsXERkZCQ8Pj1pNOshj3bp1WLhwoUzPqTwej11pY/orxlRYWZnE5/Ph6ekJsVgs0x9BTTrL7t27kZWVxU44+vr64ptvvgFQZZpd32Z0DO/rLapw/vx5iQm1uXPnon379vD19cW9e/ewfft2TJgwQWUTWuYZRURE1GrFdufOnQrzMDqPrP3ginQUhrKyMgwYMAAhISH47bffJPqY6npvcXGxVHmKvIB+DrKy4WkpAPhqfMz0HCt1Th0RYabnN+CrNTzPWiYmJuysw++//64wLePq+0NTXl6OESNGYO3atVKeelJSUtgZaKBKQDVp0gQ3b96UKkckEuHmzZvw8PCQcK4ydOhQlJeXy1xhSkxMBAAJE6P6ICkpCQ8ePKiVgNu7dy94PB709PTw4sULDB8+HNbW1vjtt98kBJ+8w8SBqnvx/p6xrl27olmzZsjPz8e8efNUti0PCwtTOBBs3749bGxs8OLFC6lDxC9evAgiYn/VTSBevqw6ysPCwgJWVlZS5TKKZ/WVkuplEZGE8w19fX0UFBTI3TMnEolQUVEh1wGFIjIzM9n/qzqorgtuzQwwrn1z6Px/c0pmgMf8q6Ohhv+0bw63Zg3T+UNYWJhCF/RaWlrsu1WXPQp6enro06cP0tLSZHqrTExMhJaWlsSh34xzBVkyhZEPTBpleP/b4/F4rHIxc+ZM9OjRo168LgYFBSEmJgba2trw9/fHokWLcPr0ady9exd6enoyz2iqzqVLl7Bjxw6pcEUTHl9//TWSkpKwa9cuCW/FimSRPFq0aCH1Hcs6toHh1KlTAOR7elOFT/Udc9Qvsvq5li1bwsvLC2KxGFOnTq33syCZ/krWoIqIWLnD9FctW7aEh4cHbt++LfPYlsTERDRp0oR1cw/UXiZlZWVhxowZ2LFjh4SJcmhoKJo1a4b09HTMmjVL2aaqRHW9RVXCw8NZXenAgQNYsWIFxo0bh7Fjx7Kysry8XKHTPVnvArPH8vz584iJiUH37sovtBQWFuL27dto3Vq+qTGjNx49elTKNFSRjsLEjx07FuPGjZOy+CksLJRwOuXr6ytVnrzJt8rKStZMsiHLygY5qAMAR1M7BLbsDrX/r16pgYfAlt3hYGr3iWsmn3nz5sHHxwfHjx9HTEyMzDSpqam4f/++whe6vhg7diw6duwoc7Z3y5YtEvbZfD4f8+bNw82bN6U26586dYr1nFSd6dOnQ19fX8qNbXl5OY4ePYrBgwfX+hwPWYjFYvYjVXVQ9/r1a6xatYpVrBISElBeXg5nZ2cJE9jU1FRWuMvqKDIyMqQEYHXvYHp6eiqtTt6/f589xF0RzKyWKoo543jlwoULUm7MS0pK8Ndff8HU1FRps5HBgwejrKwM0dHRMuNPnDgBBwcHiU5UWZhzHvX09FjnER8L92YG+LlXKwR7WMDdwgCtGunC3cIAwR4W+LlXqwY7oCsvL8eOHTvg7u6uMB3TQcpa6VWF+fPnQ01NTcoTY3Z2NmJiYjBlyhSJM6MCAgLg6ekp0831/v37YWVlpbRJqEgkQlZWltS3x0xW5ebm1tv+HkNDQyxYsEDqXtnb26Nly5Zo0qQJG8YoWiUlJWxYamqqyvKdOajd1dVVIjwysmobQn2cNSiL4uJi/PNP1Zmyyh7HowjmO27WrJnKzqL+V9AybgQ1TdVWPtQ0taFlrHhLycdEVj8H/Pu9lZSU1Po8Q3l4eHjA2tqaPcOrOtevX0dhYSG6desmsUqyaNEiKU+MAHD37l08fPgQCxYskBiEhYSEwMrKSqZMOnDgANq1ayezP/zmm2/g7u4uNWFpbGyM//73vwCArVu3SkyU1wfv6y2qEBMTg1OnTrG6kjwZc/DgQdbaSlmdx8nJCUKhECKRCF26dFFpr1p4eDjs7BTr8XZ2dvDw8EBJSQkOHDigdNkAsHDhQujo6EgcD8UQFhYmtRVAWVJSUlivqPUpK4VCITp06FDn8lioAVNYXkyBJ74lv0OjaOCJb6mwvPhTV6lGSktLaeTIkWRgYEB79uyhyspKNu7q1avk7e1NN27coB9//JFGjx4ts4xJkyYRAHJ1dSWxWCz3OoaGhgSAfv75Z6n4pUuXEgED2uQAAGNISURBVKqO4CJtbW1q3rw5OTg4kIuLC1lbWxMAGjZsmESeyspKCggIIE9PT3r9+jUREaWlpZG9vT3NnDlTZj0iIiJIW1ubTp8+TURE5eXlNGHCBHJwcKC3b9/WeL8YKioqyN7engDQlClTpOJTU1OpT58+bJuePHnCxj158oQNP3z4sFTey5cvk6OjIwEga2trIiJKTk4mdXV1srCwoDdv3hAR0YMHD6hdu3bUo0cPAkDbt2+nsrIy9hnm5uZSp06diM/n04kTJySukZiYSABo6tSpUtdn6t2vXz+J8Hfv3pGvry+pqanRlStXFN6f//73v+yzvH//vsK01fnuu+8oODiY8vLy2LCMjAzq378/6evrU3R0tNJlEREFBweTlZUVXbhwgQ0Ti8W0b98+cnJyogcPHkjlOXHiBPt8EhISJOJEIhHt2bOHDA0NqUmTJhQTE6NSff6vIhKJaNasWQSAli9frjDtvXv32Pv/+++/y0yzb98+ue9vdVasWEGmpqaUmJhIRESFhYXUt29f6tSpE5WWlkqlv3//PpmamtLixYtJJBIREdHu3btJX1+frl27pkxTiYhozZo1BICCgoKooqJCIs7FxYXMzMykwqOioth25+TkSJV59epVAkBt2rSRCJ85cyYBoJEjR7KygYgoMjKSnJycqKioiA0rLCwkMzMzcnd3p5KSEsrJySF/f38qLv63r/r1118JAE2aNElu+7p06UIAKCIigoiISkpKaMqUKRQQEEDq6urUsWNHIiKJa6enpxMAatSoEXtvVeXVq1fsPTp79qzCtBs2bGDTZmZmSsSVlZXRr7/+Surq6mRvb093796tVX3+VyjMeEZvHyYp/SvMePapq8xSUlJCQ4YMIQC0adMmibjMzEzi8/lSfRkR0eTJkwkACQQCuWW7uroSAJo8ebLM63p7e9OGDRskvuWkpCRycnKiVq1a0YsXL6TyjR8/nmxtbSk1NZWIiN68eUNeXl701VdfydSfYmNjSVtbm5WFYrGYli1bRk2aNKHHjx9LpM3Ly6Ovv/6aAFCnTp3k6mNWVlYEgFq2bEnZ2dly21+d2ugtDDt37mTzvq9nlZWVUXh4OBkYGBAACg4OlsgTEBDA3t+TJ0+Su7s7tWnThgBQSkqKhIxJTk4mU1NTatasmdS9CQ0NJQB05MgRqeubmZkRAFq7dq1EXEpKCjVt2pSsrKykZMj7DB48mACQo6MjFRYWKkzLEB4ezt4XTU1NsrCwoNatW5OzszPZ2dkRj8ej9u3bK1XW+8THx7NlJycnK0w7ffp0AkCGhoZUVlYmEffu3TuaN28e2/ekp6fXqj7yaNCDOiKiy+mJ9NUf39GV9BufuioqER0dTUOGDKFWrVqxH01ISAilpaUREVFcXJzUoG7SpEnk7OxMampq7MtjbW1NAoGAcnNziYjo+fPnJBAIqEmTJmwaPp9Pzs7ONHv2bCIiunnzJvF4PDZe3k+WklFeXk4//fQTOTs7k0AgoLZt21JYWJjCtp4/f546d+5Mrq6u5OzsTBMnTmTrWxOXL18me3t7MjU1laiblZUV2dvbk729PTVt2lSq7tnZ2RQaGkr29vako6PDhmtoaJCtrS2b19jYWCKfq6sre+2jR4+SUCgkc3Nzcnd3p969e9Pff/9NxcXFFBgYSKampjRo0CB6/vw5BQYGkra2tkRZNjY29Pfff7PltW7dmi5fvizxnJiBKvOzs7MjgUBA27dvJ319fTZcTU2NWrVqRWfOnJG4P+vXr6dWrVpJPE91dXXq1auXUveXqErQde3aldq3b0/29vZkZ2dH48ePlxLSqpTXuXNnsra2JldXV3JycqLJkydTRkaGRLpJkyaRm5ubxPMxNDQkd3d3EggE5OzsTC1atCA/Pz9at24dFRQU1Ko+/9e4ffs2NW7cWOK9srS0pGXLlkmki4uLI2dnZ6n31t7enl6/fk1paWkkEAjIzc2NtLS02HgHBwcSCARS5TEcOHCAPD09yd3dnVxcXGju3LkyB3QMjx8/psGDB5ODgwO5urpS3759lZ6YiIiIYBUE5mdsbEwLFixg0/z8888UEhLC/j1mzBhyc3OTaLepqSkJBAJav349vXz5kgQCAenq6kp8l8xk0rJly2j27Nl08OBB6ty5M7Vp04a8vLxowoQJEoM8hpiYGHJzcyMrKyvq3r073b59m4iI9u/fT25ubqShocF+487OztShQwepMp49e0YDBw6kxo0bk7OzM7Vt25Y2b95MYrGYtm3bRmZmZvTFF1/Q/v37iYhIIBBIvAOWlpYUFBSk1D2tjkgkIk9PT3J1dZX7/Q0YMIBcXV3ZdjADSYFAQAKBgBwdHalFixbUq1cv2rZtm5QSw/H5MGXKFNLT05P43po1a0YnT55k0/To0YPCw8OJqGoimHkH3u+/BQIBxcXFUXR0NAkEArK1tZXo7xgdo/p7V1xcTEuXLqUvvviCPD09ydramtzd3WnJkiVy30+xWEybNm0id3d39hcaGqpwoiMpKYm+/PJLcnZ2JmdnZwoKCpJSrletWiXRdzHf2YoVK9g0o0aNkurjjYyMaNWqVXKvXRe9ZfDgwdSiRQvi8/lsnIGBAZvP1tZWqs7MAJoZvNra2pKVlRW5ubnRuHHjKDMzk1JSUkgoFFKLFi1owoQJVFBQQDY2NhLXUVdXJycnJ7Yd6enpZGBgwE5gHTlyREo3VVdXJ2dnZ+rWrRuFhISQuro6G6etrU3Ozs5Sg+CRI0eSpaWlRBv09fVp8eLFcu8pEVFWVhZpamrWqPcGBAQoLEceeXl5ZGtrS35+fnLfLS8vL3JycpLQ15o1a8bKSgcHB7K1taWBAwdSZGRkrSfjFMEj+kB2HRwcHBwcHBwcHBwcHBwfnAa7p46Dg4ODg4ODg4ODg4OjZrhBHQcHBwcHBwcHBwcHx2cMN6jj4ODg4ODg4ODg4OD4jOEGdRwcHBwcHBwcHBwcHJ8x3KCOg4ODg4ODg4ODg4PjM4Yb1HFwcHBwcHBwcHBwcHzGcIM6Dg4ODg4ODg4ODg6OzxhuUFdPeHt7w87ODjweDzweD3w+H66urhg8eDCb5ujRoxAKhTAxMWHTmZqaQigUIioqqs51KCgowMyZM9GmTRsIBAIEBQXh7t27CvNERkbCx8cHAoEAPj4+2LVrl9LX27BhA4RCIczMzNj26OjoQCgUol+/fgrzBgcHQyAQQFtbm83buHFjCIVCLF26VOk61ERJSQmEQiFcXFzA5/PZa/3yyy815u3Xrx/U1NTA4/GgqakJNzc3+Pv7K8xTVFQEIyMjpKWl1VcT6o07d+7g3bt3SqX19vaGvb09e794PB7MzMzg7u4OFxcXNG3aFObm5ujbty+io6M/cM05VGHp0qX4+uuvP1j5Z8+eRc+ePSEQCNChQwesW7cOlZWVctNnZGRg/PjxEAgEEAqFGDduHJ4/f67UtcrLyyEUCuHs7Mx+izweD7a2thAKhfjzzz/l5o2Pj4dQKISNjQ2bT01NDS4uLhAKhcjKylK57fJYt24dhEIhGjduLCHby8vLFeb7+++/JdplaWmpVH9Qn89YLBZj+/bt8PHxgZubG1xdXTFlyhSkp6fXqjwiQlhYGPz8/ODm5gaBQIBJkybh8ePHEunCwsIgFAqhp6cn0W+2bt0a7u7uaNmyJYyNjeHq6oq5c+ciLy+vHlrLoYiZM2dCIBDA2NiYfSaurq415jty5IjM7zM+Ph7nz5+HUCiElZWVxHN2dnaGUCiU6pMeP36Mb775Bm3atEHr1q3h7++PyMhIhddXVY9JTk7GiBEjIBAI0KZNG0yfPh1v376VSPPLL7/A0NBQog9s3rw5hEIh+10PGzYMOjo6EmlsbW0VfvfMd6GlpcXmmTx5ssL6AsDUqVPZe1z9/jHXKi4uhoeHBzw8PFBSUlJjeQ2J77//Hra2tuz9UEUPBYDs7GykpaWhrKysxrRnz56V0sN5PB7s7e3h7u6O1q1bw8TEBK1bt8bUqVPx8uXLWrbqE1Hvx5n/H8fJyYkA0Pjx4+WmuX79OnvafEJCgsLyysvLaf369WRqaqowXV5eHjk7O9OoUaOooKCARCIRbd68mbS1ten06dMy88ydO5esra3p1q1bRER07949srOzo9GjR5NYLK6hpf+SlZXFtufYsWNK5yMiOnjwIJs3Ly9PpbyqMmnSJPL29iYAJBQKFaYtKCgge3t7sra2JgC0bt06pa4RFhZGAGjRokV1rzARJSUlUUhICHl5eZGjoyMFBATQoUOHVC6nqKiIeDwee69l/fh8PmVlZUnkmzBhAgEgExMTKi0tlYi7du0a2djYEABavXp1ndrJUT+IxWKytbUlPT09evfundL57t+/TwEBAbR48WKF6bZu3UqmpqYUExNDRETPnz8nT09P6t69u9T7QUT07NkzatasGc2aNYtKS0uprKyM5s+fT8bGxpSUlKRS2yZNmqTUtysLZ2dnAkDTpk1TOa8qZGVlkZWVFVlYWCglD+fMmUMdOnQgAGRmZkaVlZU1XqO2z1geEyZMoB9//JGVv6mpqdSmTRtq1KgRPXr0SKWyxGIxBQUF0ciRI+nVq1dERFRYWEg///wz6enp0V9//SWVJzMzk5VB78uRoqIi+uGHHwgA2dvbU2ZmZi1byaEK169fJ6FQSFpaWgSA1RHkMXz4cPY9FggEctMJBAICQFOmTJEZ//DhQ/L09KS4uDgiIiorK6ONGzcSj8ejyZMny8yjqh6TlJREBgYGtH79eqqsrKTCwkIKCQkhKysrevr0qUTawsJC6ty5MwEgbW1tKioqkirv1atXpK6uTo0bN6arV6/Kbfv7rF69mtVHGjVqRBUVFXLTisVisre3p7Zt2xIA+u6776TSJCYmst9RYmKi0vVoSAwdOpQAUFhYmEr5fvvtN4W6DQDq27evRJ6SkhIyNjYmADRp0iSJuPLyclq7di37bB48eFDXpn00PotB3f379z91FZTGx8enRqX+yZMn7IuWlpYmFV9ZWUnr16+nUaNGkbm5OZtWEWPHjiUbGxsqKyuTCA8JCSFTU1MpZf3q1asEgM6cOSMRfvnyZQJAv//+u+KGvgdTx9jYWJXyxcbGKtW++mDRokX0yy+/kIaGBgFQ+F5FRETQlClT2EGLskKmb9++BIBatGih0sBYFhs3bqTAwEC6f/8+icViKi8vp927d5OmpiYNHTqURCKR0mXdvn2bAJC5uTk5ODhI/Zo1a0ajR4+Wyrdo0SICQDY2NjLLPXbsGAEgdXV1SklJqWVLOeqL8+fPk4mJiVLv7PXr12nOnDnUsWNHUlNTU0puaWpq0pYtW6TC+Xw+LViwQCpP9+7dqUOHDlLhXbt2pVatWskcCMqDeRd9fHyUzsOgjFyuL2xsbGj69OkEgIYMGaIwrZOTE61evVrhN/Y+qjzjmrhx4wbp6elRcXGxVDgA8vPzU6m8nTt3UsuWLWUqqAMHDiQ3NzeZ+Zg+QF572rRpQwBkyqiGiDg/k8SZj5T/5TeswWpaWhr5+PjQwIEDCQDNnDlTbtrS0lJq0aIFzZs3r8bvs6bvsG/fvrRkyRKp8D59+hAAunTpkkS4qnpMZWUlOTo60rBhwyTCKyoqyMHBgbp06SLVbz9//pwMDAwIgEwZ9+jRI+LxeOxEl7KEhYXR/PnzWR3v1KlTctPGxcVR3759Fd6/yspKCgoKomHDhikcICqDu7t7nfLXFkbGqyrXvv/+e1JTUyM7OzuZ+o2urq5M3ZTR7+S9jwMGDKh1n/OpaNDml+Xl5ViwYAEGDBiAhQsX1mjK8rnA4/EUxotEIuTk5MDOzg5fffUV+Hy+wvTPnj1DWFgYBg8eDE1NTYm4kJAQ5OTkYN26dRLhixYtQqNGjdCjRw+J8M6dO6Nly5ZYuHAhxGKxCq36PDAzM0PPnj0BABEREXLTRUVFSZjOKsM///wDZ2dndOzYEU+fPsXFixdrXc87d+5g9+7dOHToEJydncHj8aChoYHg4GB8++23OHDgALZu3ap0eSkpKejYsSNevnyJR48eSf38/f2xaNEilevp4+MDAKisrMTp06dVzt9QKK8UI/rRGyz+MxnTj9zH4j+TEf3oDcorP69vYN++fex7ERYWpjBtbm4uNDU14e/vD4FAUGPZy5cvR0VFBYYPHy4RbmtrCz8/P4SGhiI/P58Nv3r1KqKjoxEUFCRVVkhICFJSUrB7925lmvXZwbT55MmTKCgokJnmzp07aNq0KRo3bqxS2ao845q4cuUKioqKMHfuXInwtm3bQldXFxcvXkRhYaHS5YWHh0MoFEJdXV0qrkuXLrh7966UmZsydOnSBUDV/WzoUMFrUFgQKGKs8r+wIFDB609ddSmY9zgyMlKuPnD27Fn4+fnJfOaqcvnyZYSGhkqZ/nbq1AkA8Mcff0iEq6rHREZG4tGjRxgxYoREenV1dYwaNQqXL1+W2k5gZWWFVatWAQBWrlyJe/fuScTPmDEDEydOhJ+fn8rt5fP5+OqrrwDUXR/h8/mIiIhAZGRknZ/F06dP65T/Y5OSkoJNmzbh8ePHUrrNlStX0LNnT/j6+qpcLqPfXL58Wa4cb2g02EFdVlYWRowYgYMHDwIADhw4gBEjRtTrPoiGiqamJhYvXozFixdj48aN8Pb2Vpj+4MGDEIlEEAqFUnEeHh7g8/nYt28fG/b69WvExsZCIBDIHGB6eXnh5cuXuHz5cp3b0hBhBPq+fftARFLxRUVFuHXrFtuRKMvOnTsxZswYjB49GgBUtguvzsGDB2FiYoKioiKpOEbBqf5MayIlJQVDhw6VKexv3boFDQ0N2NraqlxPPT099v8ikUjl/A2B+Cc5GLLzBlZGp+LqkxzcflmAq09ysDI6FUN23kB8Ws6nrqJS5OXlgYgwaNAgNG/eHFeuXMGTJ0/kpu/RowcrZxilRR4VFRU4fPgw7OzsYGhoKBXv5eWF0tJSHD16lA1j9sHIkkteXl4AVHuHPyc8PDzg6OiI0tJSHDlyRGaa2kwcqfqMa4L5fi9cuCARzuPxYGJiAiJCaWmp0uVlZGTg4cOHMuUqEYHP50NfX7/W9fwsZExJHiBScQJaVF6Vr4HRp08fGBkZIT09Xa4+UJv3WB56enooLCzE9evXJcLNzMwAVO0bY6iNHlNbmTRhwgT4+PigoqIC48aNYweKx44dw61bt7By5UoVW/ovjD5y7Ngxmf09UDWZUZOfgvri6NGjn80AhuHJkydSk40MP//8M7777rtalcvIHSL6bBY5GuSg7ubNm+jXrx/u3bvHdg5EhHv37qF///64devWp63gR0ZDQ0NhPCO0mjdvLhWnra0Nc3NzPHv2DJmZmQCqZtDFYrHM9ABgY2MDAEhISKhLtRss/fr1g76+Pp4+fYr4+Hip+FOnTqFnz55QU1P+8xCJRHj8+DEcHR3x1VdfQVtbG1FRUUo7JnmfnJwcREdHw8rKCg8fPpSZ5s2bN0qXl5KSgi+++EJm3IIFCzBt2rTaVBMZGRns/z09PWtVxqck/kkOFp5KRlFZlbLI6KLMv0VlIiz8IxnxTxr+wC4iIgLDhw+HmpoaRo0aBSJSemKhJhlz584d5OXlqSQzFMklJn1iYuJn01mqCrPKIW8G/ujRowgMDFSpzLo8Y1mMGDECc+bMkbLkAKpWcm1sbNCoUSOly7OxscH9+/cxZ84cKcuakydPIigoCFpaWirXk5Ezn6OM+ZzR0tLCoEGDAMh+jysqKnD58uUaHYgpy65duzB37lwEBARIhOfkVMnf6s+/NnrM1atXoaamBgsLC6XSM/B4POzYsQM6OjpISEjApk2bUFRUhO+++w6//fYbDAwMVGzpv7Rv3x729vYoLi7GsWPHpOKvX7/OOg360Ny5cwfTp0//4NepT0QiEbS1tWFkZCQVl56ejsTERHbFTVUYuWNvb/9R7n990OAGdQcOHEBQUBDy8vKkZuVEIhFyc3MRFBTEruBxAA8ePAAAuZ2vubk5ALCDA1XTN1Sio6PRp08f+Pr6wtLSEk5OTli5ciUqKioU5tPV1cWAAQMAyO6oDh8+rPLM459//okvv/wSAGBkZIQBAwaguLgYhw4dUqkcBkYIFRQUIDU1VSKOGYg6OTkpXd6KFSvQpk0bqfAbN24gLy8Pbm5utaon0wkNGDBA5ZXNT015pRirzlfdW+l1BUiErzqf2uBNMS9cuIBu3boBALtaHB4eLnPVRFVUlRkikQjJycly82hqasLIyAjFxcV49uxZnev3ocjJycG8efPg6+sLgUAAS0tL9OnTBzdv3qwxLzOoi4mJkZj8AKruk7GxMZo1a6ZSfer7Gevq6uLnn39my2S4desWysrKsGbNGpXKCwkJAQCsWrUKrVq1wqpVq/D48WOMHz8excXF2LRpk8p1LC0txZkzZ6ClpYWff/5Z5fwcdYN5j6OioqS8C54/fx6dO3eW2vZRW7p3747ly5dDW1tbIjw+Ph5eXl4SptyqyqQXL16goKAAJiYmMidsmfSpqakyvfm2bNmS9cw9d+5cTJgwAe3bt0ffvn1VbaYUzCpTbfWRwMBANG3alPXkKGvrx8aNG+Hh4QE3Nze0bdsW27Ztg7+/Pyun9+zZg9GjR7OTxUKhkP1duXIFQNWgmvGMyug7J0+ehKenJ0xNTfH7779LXDMxMRGDBw9Gt27d0KJFC7Rq1QqzZ8+u9WS3LHg8ntytHytXrqy1l2AiwvHjx6GmpobQ0NC6VPGjUncjaADv3r1jX4y68Pz5cyxYsEBhGrFYDLFYjPnz50NdXR3W1tZ1vq6Dg0OdZlo+NcxHKG8GlBGQjEtoVdM3RJYvX47w8HDExsbCwsIClZWVmD17NubMmYOsrCysXbtWYf4RI0Zg7969OHjwINavX8+uVJSWluL69esqm4UdOHAAmzdvZv8eM2YM9u/fj127drGKjioMHToUpaWlyM3NRe/evdnw8vJy7NmzB0CVG2BlYTqs91m9erXMPU81UV5ejoMHD2Lp0qWYOnWqUkdE1Dev35Uh612VksED4Grxr1ngq/xSvC2qWingq/Hg3PTf7zs9rwS5xRVIfJaHwrKazbkIQGGZCFG3MuBmUVWOniYfdo3+NT19/KYIxRVVZRloq6OFqS4b909WIcr+/4DQ3EALTQxUX6moidu3b8PNzY1VVhwcHNC+fXskJCQgNjYWXbt2rVP5qsqM/Px8dnJFUZ78/PwGK2cyMjLQvn17fPfdd4iJiYGamhoePHgAf39/dO3aFbdv31bY/9jb28Pb2xvXrl3D/v37Jb7X2pisfehnzJCcnIy1a9fizJkzKq/ADB06FAkJCfj111/x/Plz/Pjjj/jxxx/RvHlzXL58WeV+9tmzZ5g4cSKMjIxw+PBh1kTuQ0MFr4F3Ku5xM7ECT9ek9tfMSgEqywBNPfAa20vHv00DSuUowwZNwDNsUutrK8LPzw8WFhZ49eoV/vzzT4nV5fo0vZRFWVkZdu3aBRsbG+zZs0di8Pih9B6RSIR3797BxET6WX7//fc4ePAgEhMTcejQoXqbkBoxYgSWLVuG6OhoZGVlSfTXx48fR1xcnML8R48eRWVlJby9vfH3339LxW/ZsgVJSUmIj4+HlpYWMjMzMWrUKFy4cAG5ubkAgFGjRmHUqFHw9fXFpUuXZFrE3bhxA5mZmazce/jwITZs2IB9+/bByckJs2bNwjfffAOgapD4ww8/4MqVK3BwcAARYf369fj++++RkpIi1yxdVdTU1GTqN9nZ2YiIiMCyZctULjMrKwuzZs1CVlYWjh49+tFMX+uDehnUJScn10oxrCs//vhjvZSzb9++ejfr2LJli8yldAD17vCFsTOXtzmWEYSMvbaq6Rsa7969w5IlS6Cvrw8dHR0AVW1ZvXo1tm3bhvDw8BoHdf7+/jA3N0dWVhbOnj2LPn36AABOnz4Nf3//Gp3TVOf169fQ0dGRUFj8/f1hYWGBK1eu4PHjx7C3l+6ka4KZia9OaGgoMjMzERwczO6tqy3Pnj3DkSNHZJpevc+rV68k9iE8ffoUBQUFmDRpEiZPnlyj+d6H4MyDLIRfr9pQr6HGw5lv27Nxx+5k4vCtqtURI211HBnXjo3bn/QKpx+otjeXxwMO33qF3/+qmsEVWBpi7UAXNn7dxSd4mFnlUKKDrQmW9XFk41ZGp+JZTtW5QcFezTHa20qlayvDzp07pUxoR48ejYSEBISFhdVZ4a+tjFElT0Njw4YNeP78OQoKCtiBlLOzM6ZNm4bZs2fjxIkTNZ4vFRQUhGvXriEiIkJiUHfkyBGVnX58yGf8xx9/4D//+Q80NDSQnp6OFi1aQCAQoGvXriqZoQNVZ/Y1btwY8+bNY8PS09Ph5uaGnTt3so4hZLFw4UL8+uuvAKrOGE1JSYGtrS1WrVoFDw+PWrWtNtC9U0CCak5oeAGLAMc6mCFGr6qyDGguBO+rjdJ1urIVeCJHuW//NXhfqD55qAxqamoYOnQo1q1bh4iICHZQV1lZiZiYmFqtvtaEn58fHj9+jIKCAhQXF6Nv3754/vw5XFz+lbkfSu9h8sga1PH5fGzfvh1CoRBlZWWIjY3FsGHDatFCSRwdHdGmTRvcvHkTBw8eZOXKzZs3YWVlxe4pVIS6ujrc3NxkDurWrFmDw4cPswPapk2b4tChQ3BycmIHdcrStGlTNG3aFEDV5PqOHTtQVFQEsVgsscd+1qxZyMvLY+UHj8fDtGnTsG3bNhw/fhwFBQUy92fXF1u3bmVXFmuiur5eUVGBR48ewczMDCtXrqy3ybKPRYMzv/xfYcKECbh165bMn6IDc2sDM8Mk7wBgJpwZAKmavqGhpqYGbW1t5ObmSpg18fl8mJmZKeVdTV1dXabXqaioKHYPgbKEh4dj1KhREmF8Ph8jR44EUDeHKdWJj4/H0qVL4efnh23bttW5vM2bN6Nly5awtLSsMa2FhYXEO5ybm4uHDx/i6dOncHBwQHBwcL2aVDQ0iACRuO5mjB+CsrIyvHr1SsrRzbBhw6ClpYUjR47UeeN7bWWMKnkaGrq6Vaut75uhM7PC2dnZNZYxdOhQ8Pl8JCUl4dGjRwCqzLu0tbXl7gWSxYd+xn369EFaWhqePXuGd+/eISQkBDNmzMDAgQNV2vP49u1bDBw4ENu3b0dkZCQ2b94Md3d3AFWK8siRI6UOIa/O0qVLWRmTnJyMgoICzJ8/H+PGjYO9vX29950cysE48/jjjz9YD7exsbHw9vaWMpWsD86dO4dnz54hLy8P169fR3JyMry9vVkzQODD6T3V88ji4sWL7OBl6tSptfLmKgvmHtdVH5HFy5cvsXfvXolv2djYGF9//TW7X1EV1NTUkJ+fj/LyctjY2MDZ2Rl//vknzp49y6bR1dVFRUWF1PYRc3NziMXiWl1XWUQiETZv3ixlVi6P6vr6/fv3UVRUhO3bt2PhwoWwsbGpNx3uY8AN6v4HYGYi3rd3Z2C8lzEzT6qmr08iIiJqLQTXr18PoMoj0Y0bN3D16lU4OzujsrISN27cwO7du1VSbJjV5ePHj6OwsBBlZWWIi4tTWhAw7Nu3D1OnTpWwQRcKhThx4gQAYPfu3XV2BpGWlobAwEB0794dp06dqpWzgeqUl5dj586daNu2ba3y83g8ODg44Pjx43B3d8eePXs+qBnOp4bHqzLjbIgcPXoUiYmJUu+fr68vdHR0UFxcXOc9yKrKDENDQ9Yj3ceWM2/evGG93KlKQkIC63lvzpw5OHXqFH777TcAVSvyp06dkvIUqYgmTZqw8oQx6T506JDKitrHeMaMTNHV1cW8efPQu3dvHD9+HAcOHFAqPxGhd+/euH//Pq5fv45hw4ZhwoQJuH37Nv744w/Y29ujoqJCpQkpfX19fP3119i+fTvS09PRv39/CcWe4+Pg4eEBBwcHlJWV4fDhwwA+rOmlhoYGKz+EQiF27dqFoqIijBs3jk3zofQeNTU1uStIz549w08//YSrV6+iVatWePPmTa09K77PsGHDoKamhoSEBHbi49ixYyo7U5KFr68vQkNDYWNjg5EjR2LNmjWIj4/HsmXLpI53UJbExESJYxx69eolsc//0qVLiI6ORq9evSAWi3H37l3s27dP6riKD8HJkyfx8uXLWus32tra6N+/P44cOYK8vDx8/fXXn42n5noxv3RwcKi3BovFYkyaNEmhcm5kZIRNmzapbBYiDwcHh3op51Ph5OSEly9fyp05ZmzJmXYyH56y6euT0NDQWi1n5+bmYsuWLawAbd26Nd69e4eRI0ciKSkJnTp1goeHh0pmgB06dICdnR2ePHmCo0ePwtjYGL6+viqVER8fjyFDhkid88Tg4eGBv//+GzExMVL7UxwdHSX+XrFihUwBnpOTg4CAAAwaNAgbN26UaRp6/fp1BAcHS4RduHBB7ircyZMn8ebNG5WcrciCz+dj3LhxmDx5Ms6dO4fExES0a9eu5oz1wJfO5mhrVeXx6v3h1gD3puhsb1pVx/cGY8M8LNDTqTESn+Uh4sZLpa5FBAwSWkjsqavO9752EnvqqvNj95YSe+rqm6ioKCQnJ8sc6DOusHft2oWxY8fW+hqqygxNTU3Y29sjNTUV2dnZUm7sKyoqkJeXBy0tLdbrXH0RFxeHixcvynVxrYj9+/fD29sbXl5eUFdXh6+vL7Zv347w8HAYGxujS5cuEiZGyjBixAicO3cOERERWLp0KQ4fPqyyA6XaPuP//ve/+O9//8v+bWlpKTEojY2NxcWLFzFjxgyp/W6+vr44deoUTpw4wd7L4OBgCXfzgYGBWLFiBYCq1ZVr165h7969Umfv9e7dGwKBAK6urrVywDV48GA0atQI2dnZWLlyJTp37qxyGarAc+0N2Ki4JcOkjmbV3WeDZ2oNaMp+v3idxwPt5GxzMfgw++mqExQUhEWLFiEiIgKjR4/GuXPnlDLdV5bi4mKsWbMG7dq1Y51wMHh4eEBfXx/JyclITk6Gg4ODyjLJ1taWtfARiURS/SiT3s7OTq4OMH78ePzwww8QCoXYtm0bunbtynqkrb73vTZYWlrCx8cHsbGx2LdvHwYMGIDGjRujSZO6P9vt27djxIgRuHTpEiIiItjVQGdnZ5w4caJW20NEIpFC52jNmzdHSUkJJk6ciJiYGHh5ecHLy6tWK7tz5syROC7Hy8sL4eHhctMzDlvqqt94eXmhbdu2uHHjBpYvX/5JtpmpSr0M6gwMDOp1T1r//v2xb98+mWfS8Pl89O/f/6NtmP4caN++Pc6fP48XL15IxZWXlyMzMxNWVlasgs+ceycrPVDlsIYptz55/fo17t69Wys76vPnz0sohnPnzkVoaCg2b96M3bt3swKaUTCUZfjw4Vi+fDkiIiLQpEkTDBkyRKX8O3fuxKxZs+TGDxkyBH///TfCwsKkBnXvOxeqfnAzQ1lZGQYMGICQkBDMnDlTIm769Ons3sHi4mKp8hR5AWUmYWS5dlaV6iZhjx8//miDuiYKnI5YGGnDwkh259HcWAfNjXXgYK6P43czUVQmkuv9EqgaMOpp8TFY2Aya6rInkuwby1f0W5urfi6Xsjx//hw6OjpyV2579OgBIyMjxMXFISUlBa1atarVdYRCIbS0tFSSGe3bt0dqaipevHiBFi1aSKRPT08HEaFdu3Yq7V9Vhujo6Frv1YiOjkb37t0BVJld9u3bF02bNsWRI0fYwWdYWBh7+LcyBAYGYsKECXjy5AkiIyPB4/FUOhOyLs84OztbQi5UP3OurKwM/fr1Q2FhIUxNTaVWHJgVjupmUs+fP5cor7r5+507dwBAppddoErJq4uHXFtbW2RnZys036wveIZNgA/keETuNc1bgddE/kQqz0z1c0TrE2ZQd/HiRURGRsLDw4M1Ua4P1q1bh4ULF8LY2FhqnxePx4OxsTEKCwvZ91FVPYbP58PT0xNXr17Fq1evYGVlpTD9++zevRtZWVlsP+zr64tvvvkGO3bswIQJE/DgwYM6O9wLCgpCbGwsIiIiUFlZWW8roZaWlrh48SKePHmCixcvIiEhAZcuXcKDBw8wfvx4nD9/XmH+V69eydQV3pfr1dm0aRO+//57LFiwAHfv3mX3LEZFRalc/4yMDAm5w+zpk0VOTg7OnDkDHo+nMJ2y2Nra4saNGx9F7tQHDdL8slevXnIPGRWJROjVq9dHrlHDZujQoQAg0832rVu3UFlZKbE5vWXLlvDw8MDt27dlusJOTExEkyZNan22hzz27t0LHo+n8kw3ULVvjVHUDhw4gBUrVmDcuHEYO3YsqxSWl5fj1atXcssQiURS7xVjenD+/HnExMSwCp0yFBYW4vbt22jdurXcNMx9l3WgJxFJ/MaMGSMVP3bsWIwbN05qQFdYWIj9+/ezf/v6+kqVJ0/gVlZWsrbv8rxiqgJz/iGAevFG+7HQVFfD7O4tAUiv9DEw4bO7t5Q7oPuUhIWFsU5+ZKGlpcV67qrLvgA9PT1235Usb5WJiYnQ0tJC//792TBFcikxMVEiTX1RWlqKQ4cO1WpQl5SUhAcPHsDQ0BBEhMGDB+PJkyeIioqSWE1MS0uTW4YsGWNgYMC6Pf/2228xcOBAlepVl2e8ePFiCZnw9OlTNi4/Px+FhYXQ1NSUORBjFOvqbb948aJEedWvx0y6KdorU1paWmuTKEbOfE4y5nNF1nvcsmVLeHl5QSwWY+rUqfWy16s6L19WWU3IGlQRESt3mPexNnpMbWVSVlYWZsyYgR07dkg4WgkNDUWzZs2Qnp6ucHJXFrLu8eDBg6GlpYXk5GRs2rRJZVkhi3/++Yd1qmZnZ4eQkBBs27YNycnJmDhxosyzet+H8Q/wPvIGsQkJCZg8eTL8/f2xYMECCSc0iuSnPHbt2iUhd2Qd2cBw7tw5VFZWwsTEpF4cuH1ucqfhaSkA2rZti6NHj8r9yZsJ/L+Kq6srBg4ciKioKCnPmvv374e+vj5mzJghEb5o0SK8fftWYmMrANy9excPHz7EggUL5HqJqg2vX7/GqlWrajWTFRMTg1OnTrGKGnOosaurq0S6gwcPspudZQn5jIwMqUGfk5MThEIhRCIRunTpotJetfDwcNjZ2SlMY2dnBw8PD5SUlCi9N4Vh4cKF0NHRkWnzHhYWJmXSpiwpKSmsRzBTU9NalVGdP/74A0DVak6HDh3qXN7H5AtbUyzt7QA9raqJgf+/jYP9V0+Lj6V9HPCFbd3vU31TXl6OHTt2sI4o5MFMLISHh9dpb+f8+fOhpqYmMZkAVK0GxcTEYMqUKRJnRgUEBMDT01Omaf7+/fthZWVVJ5NQWaxYsQJv3rxReVAnFovZiRNDQ0NkZ2fjwYMHaNSokcRsb3l5ObunSJ6Myc7OllolZ8x2cnNzVZp9/5DP2NzcHFZWVli/fr1MT7qMmeb7Zt3y6NOnD7S0tFh58D7Pnz/HvXv3WJfnqnD79m12L86kSZNUzs+hGrL6SuDf97ikpEThRENt8PDwgLW1tdwDuAsLC9GtWzeJFSNV9ZiQkBBYWVnJlEkHDhxAu3btZJpRfvPNN3B3d5eakDA2NmbNm7du3YpLly4p3V5Z99jY2JhdtHBwcKgXSxpDQ0NcuXIFZ86ckYrr0aOHlHknM+leUlLlsZmIVNYFmX2v7+toV69eZVdW6+P8VFkwA/b60G1evXrFehP9bOQOcdQbYrGYXFxcCABNmjRJbrr4+HhC1fFXFB8fr7BMkUhEjo6OBIBycnLkpnv16hW1aNGCxo4dS2VlZUREFB0dTXp6enTs2DGZecaPH0+2traUmppKRERv3rwhLy8v+uqrr0gsFtfUXJYnT56w7Tl8+LBU/OXLl9k2WFtbS8Tt3LmTzfv27VuJuLKyMgoPDycDAwMCQMHBwRJ5AgICqKKigoiITp48Se7u7tSmTRsCQCkpKVRUVMSWlZycTKamptSsWTN6/PixxHVCQ0MJAB05ckTq+mZmZgSA1q5dKxGXkpJCTZs2JSsrK8rMzFR4fwYPHkwAyNHRkQoLCxWmZQgPD2fvi6amJllYWFDr1q3J2dmZ7OzsiMfjUfv27ZUq632qv3/JyckK006fPp0AkKGhIfteMbx7947mzZtHAKhNmzaUnp5eq/o0BMoqRHTuYRYtOvWIvj98jxadekTnHmZRWYXoU1dNJiKRiGbNmkUAaPny5QrT3rt3j33ev//+u8w0+/btIwA0depUhWWtWLGCTE1NKTExkYiICgsLqW/fvtSpUycqLS2VSn///n0yNTWlxYsXk0hUdS93795N+vr6dO3aNWWayhIcHEwAyN3dXSouNzeX5syZQzwejwDQzp072biKigqyt7cnADRlyhSpvKmpqdSnTx/2Hj158oSIiGxsbIjH41FcXBx7jSFDhlC/fv0IAI0YMYKIiIqLi4mIqLKykqZNm0YAaPbs2RIytKysjExNTWXW/ZdffiEAZGZmRuXl5Wx4fT9jWURFRZGnp6eETCwtLaWFCxcSj8ejFStWKF0WEdG2bdtIW1ubNm/eTJWVlWx4QkICtW3blg4cOCCVp6CggK37ypUrpeLj4uLIycmJtLS0pORwQ0Scn0miX7uSaE0n5X+/diVxvuJ+5GNRUlJCQ4YMIQC0adMmibjMzEzi8/nUr18/qXyTJ08mACQQCOSW7erqSgBo8uTJMq/r7e1NGzZsYPt1IqKkpCRycnKiVq1a0YsXL6TyqarHxMbGkra2NvudiMViWrZsGTVp0kRKN8jLy6Ovv/6aAFCnTp3k6kVWVlYEgFq2bEnZ2dly28/w6tUrat26tUw5eOjQIZk6h1gsJjc3N4Vy2t/fnwDQ8ePH2bCioiICQI0aNaKTJ0+y4W/evKEuXbrQjh07JMpYsWIFAaCIiAgiItq8eTOtX7+eja+oqKDGjRsTAMrKypJZj5iYGAJAQqGQ1cPi4+PJ3d2dunTpQgAoOjqalZ0MY8eOJQC0YcMGmeUqw3/+8x8CQB06dFCYrrKykszNzQkATZgwQSr+3r179MUXX5Camhr98MMPta7Px4Yb1NUTXl5eZGtry3ZOPB6PnJycaNCgQWyaI0eOkEAgIH19fTadnp4eubu706FDhyTKmz17NgkEAlZYACAjIyMSCAQkEAhkCo7Xr1/TN998Qw4ODuTu7k5du3ZlFRJZiMVi2rRpE7m7u7O/0NBQVvmqidDQULK3tycdHR22jhoaGmRra0v29vZkb29PxsbGbBwAcnV1JaKqgU6LFi2Iz+ezcQYGBmw+W1tbiXKrdwSMELa1tSUrKytyc3OjcePGUWZmJqWkpJBQKKQWLVrQhAkTqKCggGxsbCSuo66uTk5OTmw70tPTycDAgBUwzHNq0qSJRB5nZ2fq1q0bhYSEkLq6Ohunra1Nzs7OUs9k5MiRZGlpKdEGfX19Wrx4scL7mpWVRZqamhL5ZP0CAgKUek7vk5eXR7a2tuTn5yf3WXt5eZGTkxOrJAOgZs2ase+fg4MD2dra0sCBAykyMlLpd4aj7ty+fZvtVJmfpaUlLVu2TCJdXFwcOTs7k7a2tkRae3t7ev36NaWlpZFAICA3NzfS0tJi4x0cHEggEEiVx3DgwAHy9PQkd3d3cnFxoblz58oc0DE8fvyYBg8eTA4ODuTq6kp9+/al+/fvK9XWsrIysre3l/qOGjduzMoKa2trie8RAEVFRdHly5fJ3t6eTE1NJeKsrKzYvE2bNpX6rpjv+M6dO9S9e3dq1KgRubm5Ufv27engwYNERLR48WIyNDSkbt26UUxMDK1atYqMjIyk6rh161a2Lf/5z39o6dKl7N89evQgFxcXCdnUpEkTEggEtGTJknp5xsoQHx9PgYGB5O3tTc7OzmRpaUkDBgygS5cuKZX/fa5evUqBgYFkbW1Nzs7O1Lp1axo8eDAlJSVJpNu5cycJBAJq1KiRRP/h6upKAoGAXF1dydbWltq2bUtz5sxhB9ufA+L8TBJnPlL+10AGdFOmTCE9PT2Jd6lZs2YSg4EePXpQeHg4EVUpxgKBgJ20rf6NCQQCiouLo+joaBIIBBL6kZqaGjk7O5NAIKCCggK27OLiYlq6dCl98cUX5OnpSdbW1uTu7k5LliyRSFed2ugxSUlJ9OWXX5KzszM5OztTUFCQ1KTkqlWrpHQQS0tLiYmOUaNGsRNG1fW0VatWyb22h4cHaWhoSOiK1b/XkpISMjIyomfPnhFR1YTI+7ogj8dj5XRZWRktWLCA7Ozs2HhdXV0SCASsnLW0tKSEhAQaP348tW3bljw8PKhLly4Sgz+GkpISGjduHDVu3Jjatm1L8+bNYwezvr6+ErK4cePGJBAIaPfu3VLlbN26lRwdHalZs2bk5uZGQ4cOpdTUVMrKyiIfHx9q1qwZjRw5kvLz82nz5s3k4uLC6hsaGhrk7u5Oly9flnsf5XHo0CEyMjKi3377TWb8mTNnSCAQULNmzaT0dYFAQO7u7mRnZ0eurq40bdo0unPnjsp1+JTwiD7QGigHBwcHBwcHBwcHBwfHB6dB7qnj4ODg4ODg4ODg4ODgUA5uUMfBwcHBwcHBwcHBwfEZww3qODg4ODg4ODg4ODg4PmO4QR0HBwcHBwcHBwcHB8dnDDeo4+Dg4ODg4ODg4ODg+IzhBnUcHBwcHBwcHBwcHByfMdygjoODg4ODg4ODg4OD4zOGG9RxcHBwcHBwcHBwcHB8xnCDunrC29sbdnZ24PF44PF44PP5cHV1xeDBg9k0R48ehVAohImJCZvO1NQUQqEQUVFRda5DQUEBZs6ciTZt2kAgECAoKAh3795VmCcyMhI+Pj4QCATw8fHBrl27lL6en58f3NzcoKWlxbZn8uTJNeabOnUq1NTU2Pvk7OwMoVCI8vJyAEBxcTE8PDzg4eGBkpISpevTEPj+++9ha2vL3g9V7icAZGdnIy0tDWVlZTWmPXv2rNT7xOPxYG9vD3d3d7Ru3RomJiZo3bo1pk6dipcvX9ayVRwNiZkzZ0IgEMDY2Jh95q6urjXmO3LkCPvd8Xg82NraQigUIj4+HufPn4dQKISVlZWEDGO+zXfv3tWpzkuWLMHevXtx69Yt5OXlQSQSISsrCxcvXsSJEydk5klOTsaIESMgEAjQpk0bTJ8+HW/fvlXqek+fPoVQKESrVq0kvg0HBwcIhULcunVLbt6oqCgIhUI0a9aMzaehoQF3d3d4enrWpvly+RDPUhEhISFYsmRJfVW/3khLS8Pr169RWVlZY9rly5dDIBBI9DuamppwcnKCu7s7bG1tYWxsDA8PD6xatQqlpaUfoQX/GzQE2fL48WN88803aNOmDVq3bg1/f39ERkYqvL6qeowysuWXX36BoaGhhPxo3ry5hK4ybNgw6OjoSKSxtbVl42WxYcMGCIVCmJmZsXl0dHQgFArRr18/hfUODg6GQCCAtrY2m7dx48YQCoVYunSpwryqUFJSAqFQCBcXF/D5fPZav/zyS415+/Xrx74LmpqacHNzg7+/v8I8RUVFMDIyQlpaWr3UvzbvkCLS0tIwfvx4CAQCuLq6wt/fH2FhYSAiiXTe3t6wt7eXeB/MzMzg7u4OFxcXNG3aFObm5ujbty+io6Pr2kzZ0GdAVlbWp66C0jg5OREAGj9+vNw0169fJwAEgBISEhSWV15eTuvXrydTU1OF6fLy8sjZ2ZlGjRpFBQUFJBKJaPPmzaStrU2nT5+WmWfu3LlkbW1Nt27dIiKie/fukZ2dHY0ePZrEYnENLf2X1atXk7e3NwGgRo0aUUVFhdy0YrGY7O3tqW3btgSAvvvuO6k0iYmJ7P1JTExUuh4NiaFDhxIACgsLUynfb7/9xrZd3q9v374SeUpKSsjY2JgA0KRJkyTiysvLae3ateyzefDgQV2b9j/Dm1cF9Pjea6V/2RkFn7rKEly/fp2EQiFpaWkRAPY7lsfw4cOpQ4cOBIAEAoHcdAKBgADQlClT5KZJSkqikJAQ8vLyIkdHRwoICKBDhw7JTd+oUSOZ77Kurq7MeiclJZGBgQGtX7+eKisrqbCwkEJCQsjKyoqePn2qsJ3vExAQQABowIABKuUrLy8nIyMjAkC//vqrSnlV5UM9y+q8e/eO9PX1ydbWViX5Lo/8/Hxavnw5dezYkVxdXcnLy4uWLFlCubm5Kpf11Vdf1Sj31qxZI5EnISGBjTt48KBEXE5ODgUFBREA8vLyosLCwro0VWVEb19Q5bNbSv9Eb1981PrVxKeSLQ8fPiRPT0+Ki4sjIqKysjLauHEj8Xg8mjx5ssw8quoxqsiWwsJC6ty5MwEgbW1t+n/tnXdcFNfax3+7IAKiYEEpoaN0Ft2IokbAFq/Re20xihETolfMa0tiSbNeTTTcxBgvlmgsKBYQxVhjAUElRMQoloCISIKIqNhA2u4+7x/cmTBsYXdZFXLP9/PZP/a0OTNz5pnnOec5z5SXlyu1V1RURMbGxmRtbU1nzpxRe+71KSkp4cdvYmKi1vWIiOLi4vi6jx490qmurrz//vu8fhcQEKCx7JMnT8jNzY0cHR0JAK1cuVKrY2zevJkA0MKFCxvdX33GkCbS09PJ3d2dfvzxR6qpqSGFQkEXLlwgf39/Gj16tMoxFhkZSQCobdu2VFlZKcj75ZdfyMnJiQDQV199pd9JaqBJG3UymYxOnTpFa9asoVOnTpFMJnvZXWqQ4ODgBgfnzZs3+QcyPz9fKV8mk9GqVatowoQJ1LFjR76sJiZNmkROTk5UVVUlSI+IiKB27dopGcZnzpwhAHT06FFBempqKgGgH374QfOJ1mHz5s30+eef8309dOiQ2rJnz56lYcOGabxOMpmMwsLCaOzYsRoNRG3w9/dvVH19WbhwoV5G3QcffEBisZhcXV3Jw8ND6Wdubk7JyclK9TghoW7cDR8+nABQcHCwzufyV6S6qobe67WeRnus1Po3qfd6qq5q3Hg0JPn5+RQcHEwjR44kADRnzhy1ZSsrK8nZ2Zk+++yzBsdBQzJs9erVNGLECLp69SopFAqqrq6mrVu3komJCb311lskl8uV6jg6OlK/fv2oU6dOZGRkRK1ataLBgwdTZmamUlmZTEaenp40duxYQXpNTQ15eHhQ3759dTJKJk6cSABo4sSJWtfh4J4rXZ9jXXle97IuGzdupLZt2xIAlTJEF3Jycqhnz56UkJDAv3MuX75MEomE7O3t6fr16zq117VrV2rZsqVKmefh4UFt27al0tJSQZ38/Hz+3ajqfKqqqvh3kiGURW2RP/iDHk+3o8dT22v/m27XpAy7lyVbhg0bRosXL1ZKHzp0KAGglJQUQbqueow+suX333+n1q1bEwCaP3++Ut+ys7NJJBJRUlKS2vNWh6bxq4nk5GSt9EJDsHDhQvr3v/9NLVq0IAB09epVtWVjY2Np+vTpOsvNYcOGEQBydnZu9ISTrmNIEzU1NeTq6kpbtmxRysvKyiIAlJCQoJTH6X9OTk4q201MTCQAZGxsTLm5uVr3RxuarPtleXk5EhMTce3aNQDAtWvXkJiYiPLy8pfcs8YjEok05svlcpSWlsLV1RVjxoyBkZGRxvIFBQXYvHkzRo8eDRMTE0FeREQESktLsXLlSkH6woUL0aFDBwwaNEiQ/tprr8Hd3R0LFiyAQqHQ+pyMjIwwZswYAEBsbKzacnv27BG4pKprKzY2Fjt37oSxsbHWfVDFrVu3GlX/RZObm4vo6Gjk5eUhOztb8Dt9+jRef/11hISE6NxucHAwACA1NRVPnjwxcK+bH8YtjNDBtjUaeBR5RCKgvU1rGLfQ/Cy+DMLCwgDUuiCpe2Z/+uknhIaGNvp5ysrKwtatWxEfHw9vb2/eNTE8PBz/93//h927d2P9+vVK9by8vHDy5EkUFxdDJpOhrKwMR44cQbdu3ZTK7ty5E9nZ2Rg/frwg3djYGBMmTEBqaurzc115yTzPe3n06FF88cUXAIDNmzc3up9r1qzByJEj+XeOr68vYmJicPv2bbz99ts6tXfz5k1cuHBBSeZlZ2fj22+/xUcffYS2bdvq1KaJiQmCgoIAAAcOHNCpbmOgsgeArGH3eQGyqtp6TYwXKVuA2vdTVFQUCgsLBel9+vQBABw8eFCQrqseo49scXBwwIoVKwAAy5cvx5UrVwT5s2fPxtSpUxEaGqrHGTcP2rdvj9dffx1A4/W7+ly/fh3e3t7o3bs3bt26hVOnTjWmqzqPIU2cPXsWN2/eVOl27+fnBysrKyQnJ+vcR04fk8lkOHLkiM71NdEkjbri4mLExcXh3r17gvR79+4hPj4excXFL6lnLwYTExMsWrQIixYtwurVq9GjRw+N5ePi4iCXyxEQEKCUJ5VKYWRkhB07dvBpd+/eRXJyMiQSiUoDMzAwELdv30ZqaqpO/eYEpSbj+8CBAw36jRuKffv2NTsD5ubNmxg3bpzKvC+++AIzZ87Uq91WrVoBAIhIJ2P9r4pIJMLYmUGo5xKvFiJg7MygBidkXgZDhw6FpaUlCgsL1T6z+rxsVREXF4e2bduqfL779u0LAAJZA9TukbW2ttb6GNzeB1XyLDAwUOUx/io8r3uZnZ2Nzp07IywsDGZmZkhISEBZWZlefbxx4wYuXryIFi1aKOX5+/vDysoK586dQ15enlbtFRcXw83NDd7e3kp5RISvvvoKM2bM0KuvnNyTy+V61f9f50XKFqD2fpWVleHcuXOC9Pbt2wOolSUc+ugx+sqWyMhIBAcHo6amBpMnT+bfoYmJibh48SKWL1+u45k2Pzj9bseOHUp7yYDahZiLFy/yxpO2bNq0Ce+88w4mTpwIADrHIaiPLmOoIe7cuQMA/OJSfYgIVlZWevWRw9CyqckZddyKXFVVldLAISJUVlYKVvD+F1D18qwLJ7ReeeUVpTxTU1N07NgRBQUFvDF85swZKBQKleUBwMnJCQCQnp6uUz979uwJNzc3PHv2DImJiUr5586dg7u7u14Pga5kZWXhww8/fO7HMSRyuRympqawtLRUyissLERGRgY/w6MrnHByc3N7Ide/OSDp4wQ3304QizUbamKxCG6+nSDp4/SCeqYbLVu2xKhRowConkWtqalBampqg5vVtaG0tBTHjx+Hg4MDfvvtN5Vl6k/GPXjwAJ06ddL6GGfOnIFYLIadnZ1Snr6yqbnwvO4lpzi1adMGw4cPR3l5OeLi4vTqY2lpKeRyOfz8/LBs2TKlfO69XX8cqCM3Nxe9evVSmZeQkICuXbuidevWevWVk3uGDnDzv8KLlC1ArUL/6aefYsiQIYL00tJSAML7qI8eo69sEYlE2LhxI8zMzJCeno7o6GiUl5dj5syZWLNmjd7jsznx97//HRYWFrh165bKgEyHDh3C66+/DrFYe7NCLpcjLy8Pnp6eGDNmDExNTbFnz55GBebSZQw1BDcm5syZg6ysLEFeamoqysvLdfZKAP6US7r2RxsMatQ9ffoUd+7c0elXN7rhgwcPkJKSAqrd66fyGFxeSkoKsrOz+XbURUUrLS1Ve+zGRnRrKnAGbocOHVTmd+zYEQB4JUzX8rrArTKpegEkJCQ0OKM3YsQI2NjY8JGDVC3Fr169GlKpFH5+fujWrRu+//57DBgwADk5OQCAbdu2YeLEibxSERAQwP9Onz4NoPZB4iJ8DR48GEDtKuKrr76Kdu3a4YcffhAcMyMjA6NHj0b//v3h7OyMzp07Y968eQYdQyKRSO1S/PLly/Huu+/q1S4RYf/+/RCLxYiKimpMF5sE5U+r8Fvm7Ub/si8UodcbXaBQaF6uUygIvd7oguwLRQY57m+Zt1H+VEf3rAbg3KT27NmjFDn1xIkTeO2115Rcs/WBm1R48uQJbty4IcjjXvReXl6C9NLSUhQUFCA8PByhoaHw8PCAq6srZs+ejYcPHwrK/vHHH3jy5Anatm2rUjngZNONGze0ipT4sigsLMS0adMQGhoKb29vODo6Yty4cVqtXhn6XspkMuTn56NLly4A0OgZcR8fH37W+8KFC4K8a9eu4fHjxxCLxfzxGkIqlao1DpcsWYKpU6fq1c+SkhKkpaXBysoK8+fP16muorQQshvptb+8X4R592/9mZd/XpAnL8mD/A/NEafVIf/jMmQ30iG/LZywlhde4Y8nv5MjzPv9EmQ30qEoFbqaGZIXJVsAYODAgVi2bBlMTU0F6WlpaQgMDOT7AuiuxzRWtri7u/MRJj/99FNERkaiZ8+eGDZsmK6n+VI5fvw4hg4dipCQENjb28PLywvLly9HTU2Nxnrm5uYYPnw4AP31u/ocPnyY178sLS0xfPhwPHv2DPHx8Tq1UxddxlBD9OjRA97e3igoKEDXrl0xevRoHDt2DKmpqQgPD8eWLVvg4eGhcx+5RY/hw4frvLLZEI13gq5DdnY2zp8/33DBOgwYMACdO3cGALRr1w5mZmZah7Gv68tqZ2eHf/zjH0pl0tPTUVBQoLL+q6++iu7du+vU36YIZ7y0bNlSZT43uB89eqRXeV0YP348li5diuPHj6OkpIQXlACwf/9+nD17VmP9ffv2QSaToUePHkoKAwCsW7cOmZmZSEtLQ8uWLVFcXIwJEybg5MmTvII4YcIETJgwASEhIUhJSVEZvvz8+fMoLi6Go6MjgFrB/91332HHjh3w8vLC3Llz8d577wGoNRI/+ugjnD59Gh4eHiAirFq1Ch988AFyc3Oxd+9ena+TKsRiseB6cdy/fx+xsbFYunSpzm2WlJRg7ty5KCkpwb59+16Y6+vz5Pfr97FgvP5CXx+2rTht0PaWxL4JL6m9wdoLDQ2FnZ0dioqKcPjwYYwYMYLPM6R71FtvvYXKyko8fPgQb7zxBp9eXV2Nbdu2Aaj9rEddrl69ivz8fKxfvx5SqRRA7V6FUaNGITExESkpKbC3r70W2somuVyOp0+f6rzP6kVw5coV9O3bFxs2bMB//vMfAMDp06fxt7/9DT///DMuX76scWbf0Pfy4MGDglnrgQMHwt7eHqdPn0ZeXh7c3Nx0aq9Vq1ZISkrCnj17EBERIcjbuHEjgFrDsV27dlq1Z25urjL9yJEjMDMzg7u7u079A2rHXEREBCQSCWJiYvgZd22pTotF9eH/ToAZm6DNd0V/5p3aiOqkdQAAkUV7tP7qT0Or+th3qElTv+dIE5WxswAARp17odUHf37mo3LnbMj/azwa+70O86l/tl+x9X0o7uTAZMgcmA6dp9dxG+JFyRZVVFVVYcuWLXBycsK2bdsExuPz0ns0yZYPPvgAcXFxyMjIQHx8vFrdsqmybNkyxMTEIDk5GXZ2dpDJZJg3bx4++eQTlJSU4JtvvtFYf/z48di+fTvi4uKwatUq3oussrIS586d09ktfvfu3Vi7di3//5133sGuXbuwZcsWJdmiL5rGUEOIxWLs2bMH/fr1Q3FxMRISEpCQkAAA+Pzzz3UyEIHa92RcXByWLFmCGTNmaPWJCF1pUu6XIpEI7u7uTXLfiq6sW7dOsEJU91d/WbixcD7C6jYqc4OY2weja3ld8PT0RNeuXSGTyQTuPb/++iscHBz4GV5NGBsbw8/PT2Xe119/jQ8//JAXzDY2NoiPj4eNjY3SrH9D2NjYwMbGBkCtsNu4cSNkMhkUCoXA53nu3Ll49OgRP7snEokwa9YseHl5Yf/+/c9939769ev5lcWGqDvufHx8YGtri8OHD2Px4sXo16/fc+0n4+UhFovx1ltvARDOospkMiQlJfGb3A3BxIkTMWvWLMFsd1RUFIqLixEeHs7vreP49ttvsXz5ct6gA4DevXtj/fr1yMvLw4QJE/h0bWUToJ98ehEsW7YMDx8+FKziv/baawgPD0dBQQFSUlI01jf0vYyLi8Obb74paJ9zGdJ3tc7f3x9LliyBs7Mzn5aXl4e1a9fCxsZG5cqbrqxcuVLrSahJkybxcs/FxQW+vr6QyWRYvHixXkYh409epGzhCA0NhaOjIzp16oTp06ejsLAQv//+u6DM89J76tapj5GRETZs2ACg1ljQJ0jGy+Lp06dYvHgx7t27BzMzMwC11+Krr76ChYUFYmJiGmxjwIAB6NixIx48eICffvqJTz9y5AgGDBjQYFC/uty9exdmZmaCCa4BAwbAzs6On3BqDNqMIW3w8vJCRkYGXF1dBelLly7FwIEDNep/RUVFAt2/Y8eOCA8Px9ixYzFt2rQGt1bpQ5My6oDaPT/qXC+bE5GRkbh48aLK3+HDhw16LG6GSZ07EpfOPci6ltcVbkNt3RfAnj17eN/8xnD79m1s375dEOzDysoK7777Lu8zrQtisRiPHz9GdXU1nJyc4O3tjcOHDwsElrm5OWpqapTczTp27AiFQqHXcbVFLpdj7dq16N+/v1bl6467q1evory8HBs2bMCCBQvg5OTU6E3IjKYL99wdPHgQjx8/BlDrzdCjRw8lVxRDkpaWhiVLliA0NBTff/+9Un5sbKzK8Tts2DBYWloiOTkZmZmZALSXTYD+8ul5w6081Xdf51bh79+/32AbhrqXd+7cQevWrWFhYSFI51wwY2JiDBI4qbKyEuPGjYOJiQkOHDgAW1vbRrWXnZ2NEydOaC33Nm7cyMu9/Px8PHz4EOPGjcOIESPg6+urFDSBoRsvWrYcO3YMBQUFePToEc6dO4ecnBz06NGD3z4BPD+9p24dVZw6dYqf9J0xY4barT9NDbFYDFNTUzx8+FCwp8vIyAjt27fX6jyMjY1VRjnXR7+LiYkRTOhxfWnshBOHNmNIG3bt2gWpVIqQkBCcPHkSkyZN4sfHyZMnMWvWLLV17ezsBLr/w4cP8dtvv+HWrVvw8PBAeHi4wbeBGdT90tPTU+2mVXXUX32wsbGBqakpKisr1dZp2bIlBg8eLFjRU7ek2rNnT3Tt2lVlXv0XXXPFysoK5eXlSv7uHNy15NwJuGuubXldGTt2LObOnYv09HTevScxMRFJSUl6tVeXkJAQREVFYefOnQgODkbXrl0RFBSEpUuX6rRBty4ZGRkIDw/n///tb38T5HP7NwcMGACFQoGrV6/i8uXLSiFznwcHDhzA7du3VYZ+1wZTU1P84x//gK2tLYKCgvDuu+/CxMREZ7eBpoRjlw5YEvtmwwV1IDerWKWL5YR5r6Gzv41BjwXUnoOhkUql8PDwQE5ODhISEhAREfHc3aPy8/MxYsQIDBw4EPHx8Spdmzj3+vqIxWK4u7sjMzMTP//8M6RSqdaySSwWo02bNoY5if9y/fp13Lx5k9/joQtHjhyBu7s7OnfujNWrV2PEiBH8ynhBQQEuXLiAX375pYFW/sRQ93Lr1q1ITk5WGe3P3Nwcv//+O5KSkhoV6IKIMHHiRBQUFODkyZMG2fi/bt06iMViSCQSvepbWVlh9uzZAGqDHPTv3x+ZmZla7/Mz6TUexp7/DUpVz3PIJGQSjAOG1v4xEqpQJoNmwMilO+9KqQum47+FuJM7RGbCcW067t+gytpIpaJWwney2cQ1oOoKiNvppnfpyouWLXVXMAICArBlyxZ0794dkydPRnZ2NgDd9RhDyJaCggL861//wpkzZzBmzBjk5uZi5syZ2L59u24nqCOxsbEYPHiwVp5O9Vm1ahVmzpyJVq1a4fz587h37x68vb0hk8n4yV9dvI3CwsLwn//8B/v370dZWRlatGiBs2fP6myE7dixQ+XePO7+bN26FYsXL9Zbr9NmDDXE4cOHERYWhpUrV/KRx/v164cvvvgCS5YsQXR0NLZv346VK1eqDHBXH5FIBA8PD+zfvx9SqRTbtm3D3bt3BYsIjcWgRl3r1q0bHQVIJBKhc+fOuHLlisoVO5FIhC5duqiMXqQKbf36mzNeXl64ffu22hlgzpec29DJBTLQtryu2NvbIzg4GMnJydixYweGDx8Oa2trnSLgqWPDhg0YP348UlJSEBsbywsFb29v/PjjjzrvDwFqV8M0bVZ95ZVXUFFRgalTpyIpKQmBgYEIDAzUa4byk08+wb59+/j/gYGBGt0euIAt9YNP6EpgYCC6deuG8+fPY9myZc3aqGvVuqVB96MBgGc3O6Qduo78ayVQKAhisQgu3h0x7J1uzcodPCwsDAsXLkRsbCwmTpyIY8eOKX2j0lCUlpZiyJAhGDVqFFavXq3S9UahUCA0NBQFBQX4+eeflVZwuBlPbrbSxcWFn02Wy+VKbXKyydXV1eCuK4cPH0ZFRYVeRt369esxb948dO7cGebm5ujduze+/vpr7N69G87OzujTp4/Ok4iGuJdnz57F9evXVeatXr0aM2bMwJYtW5SMOl3k1Mcff4ysrCykp6fDxcVFZZn+/fvj9u3b/P9p06Zh2rRpKsty+zOdnZ0bvRobGRmJOXPmoKysDKtWrUJ0dLRW9cTtXlFrKIk7OEPcwVllnlFHN6BSv09FGDn4wchR2Yg1esVXfR0V5Z8Xz1u2PHv2DF9//TW6d++u9AxKpVJYWFggJycHOTk58PDw0FmPMYRsmTJlCj766CMEBATg+++/R79+/RAbG4tx48YJ9hgbmqioKL22Tzx8+BDr1q3jDZIuXbrg6dOnePvtt5GZmYk+ffpAKpXqJEuDgoLg6uqKmzdvYt++fbCyskJISIhObaSlpeHNN9/Ep59+qjJfKpXiwoULKiecPD09Bf+//PJLfp+nrmPo3Llzggl9oHb1jdvj/a9//Qvu7u5Kn1SxtrbG6tWrYWJigm+++QZ5eXk6TbwbGRlh8uTJmDZtGo4dO4aMjAyDxfdocu6XgGYXTCLSS3H/K9OzZ08AtdGd6lNdXY3i4mI4ODjwA5X77p2q8gB4v2OuXX3gjIbY2FiDzujZ29vj1KlTyMvLww8//IDJkyejS5cuuHbtGqZMmdJg/aKiIpXpdfeG1Cc6Oho+Pj6ws7PD5cuXsW3bNkyfPl2vWbM7d+7wQiUnJ0ejj3dpaSmOHj0KkUjE7/1rDJzC1Vhf9b8i3HfruEiYCgU12e/SaYJ77k6dOoWdO3dCKpWqDUTRGKqqqjB8+HBERERgzZo1AgWp7qdEsrKykJqaioKCApVhsLkZYs7YMzIywquvvgqFQqHyWTWEbFLH8ePH9Vr9q6mpQUpKCl/3zJkz8PT0xK+//ork5GQcPHgQH3/8scrvsGmisffy9OnTavcmA8CoUaMgFouxd+9epZl6beVUdHQ00tPTkZaWJjDoDh48KNhvlJeXJ2hPkwvqTz/9hNLSUq0nbjVhYWHBfyORyb3G8bxly8qVK7FgwQKV32kViUT8Shu33UFXPaaxsmXr1q0oKSnBnDlzANR6DXHB1CIjI59bNPW7d+/i8uXLesmmEydOCCaTPv30U/Ts2RMhISG4cuUKNmzYgMjISJ0nqOtGOddHv9u0aZPGOtwe4M2bNyvl1ZUjOTk5vDswoPsYevbsmVJ7daOAZmVlISAgQK0eoO6bwtpQV14aUjY1SaPOxsYGo0ePVvszhIL7V4LbxPzrr78q5V28eBEymYz3gwZqQ/NKpVJcunRJpfGckZGBTp06af1NNLlcrvQBxdGjR6Nly5bIyclBdHQ0Ro4cqcspqeT69et8EAZXV1dERETg+++/R05ODqZOnapSaayPum+KqFthTk9Px7Rp0zBgwADMnz9f4Oabn5+v8zls2bKF/ywHEan8ZAPHsWPHIJPJ0LZtW4OsSnDfKeQifjKEcN+tA9Ckv0vHoeq5c3d3R2BgIBQKBWbMmGGQfaz1ISJMmjQJkydP5hUcjrKyMuzatYv/z+1T8fHxUVoN5/apisVihIaG8uma5FlGRoagjKG4c+cOTpw4oZfi9OOPP+LRo0do06YNysvLMWLECNTU1GDHjh2Cj65rkhfP415u2rRJZURoDjs7O/Tu3RsVFRXYvXu3IE8bOXXo0CGcOHECx44dU3LV37lzp+Dj5rdu3RK0t2jRIrX9OnToEACojASsKzU1NbwCx+Se9rwM2cKt5KoyqoiIj2LJRTLVR4/RV7aUlJRg9uzZ2LhxoyDQSlRUFGxtbVFYWIi5c+dqe6o6sX37dohEIkHwNm2JiYnhZdru3bvx5ZdfYvLkyZg0aRI/EVddXa12shtQPRa4PZYnTpxAUlISBg4cqHWfysrKcOnSJY2u0Jy+um/fPqUJp7pyhIjwzjvv8Hm6jqGQkBCl9upO8FtYWGiMmVBZWQkzMzO9PKk4fQwwrGxqkkadSCSCtbW12l9zmz1/3vj6+mLkyJHYs2cPqqurBXm7du2ChYUFv7+AY+HChUoRjADg8uXL+O233zB//ny1UaLqc+fOHSWhYGVlxe9N8/DwMMisa5s2bXD69GkcPXpUKW/QoEFK7p2cEOQ+kUFEWp8TB7ep1tdX6AJz5swZfobweQX24V48hnAhLioq4j8R8f777ze6vb8iIpEIYR/2hr1bO4R92LvJyxlVzx3w54x6RUUFhg4davDjLliwAGZmZvyLvS6bN28WzAz7+/ujQ4cO2Lt3r9LzuX//fjx79gzh4eGCkPMRERFwcHBQGR579+7d6N69u8FdnT7++GNUV1frbNQ9e/YMn3/+OYBa+XTt2jXcv38f7u7ugtlvbtUdUC0vDH0v79+/j7i4OPj7+2ssxylPuu6HuXTpEmbOnIkNGzYo7aMsKirCgQMH9PJkAAwr944cOcK72mnjyWEIRBbtAWPVYfPVYtyytl4T4WXIFqlUCkdHR/4bXnU5d+4cysrK0L9/f4Euoaseo69see+99+Dv76/kYmdlZcV/tmT9+vUNRrbVlbt372LFihV6bWtKSkrCoUOHeJmWmpoKQFmXiYuL4yfftJVNXl5eCAgIgFwuR9++fdV+JkIVMTExSpEk6+Pq6gqpVKpywkkT+owhTYwePRoZGRkoKSlRmR8XFycInKILBw8eBFC73y8oKEjn+mohhsFQKBTk4+NDAOj9999XWy4tLY0AEABKS0vT2KZcLidPT08CQKWlpWrLFRUVkbOzM02aNImqqqqIiOj48ePUqlUrSkxMVFlnypQp5OLiQjdu3CAionv37lFgYCCNGTOGFApFQ6fLH7dLly5kYWFBv/zyiyAvPj6eANA333wjSFcoFOTn50cAaMaMGSrbHTBgAAGg/fv382nl5eUEgDp06EAHDhzg0+/du0d9+/aljRs3Ctr48ssvCQDFxsYSEdHatWtp1apVfH5NTQ1ZW1sTACopKVHZj6SkJAJAAQEBVF5eTkS198/f35/69u1LAOj48eP07NkzQb1JkyYRAPruu+9UtqsN//znPwkABQUFaSwnk8moY8eOBIAiIyOV8q9cuUK9evUisVhMH330kd79YTQdKioq6M033yQAFB0dLcgrLi4mIyMj+vvf/65Ub9q0aQSAJBKJ2rZ9fX0JAE2bNk0pLyYmhpddJiYmZGdnR126dCFvb29ydXUlkUhEPXv2FNTZsWMHDRo0iIqKivi0s2fPUqdOnahPnz5UVlamdJzk5GQyNTWlH374gYhqZcbSpUupU6dOlJeXp/Ha1EWhUFBwcDABoGHDhinl37lzhyIiIvhzSkpK4vOePHlCFhYWBIC+/vprpboXL16koKAgAkAikYjkcjk9evSI2rRpQ+bm5pSbm0tERIWFhdSvXz8aOnQoAaDPPvuM5HI5VVRUEJHh72VVVRWFhYUJZJ86Dh48yJ/7iRMnNJblKCoqoldeeYU/7w4dOpCrqyt5eXmRt7c3mZubEwDKzs7Wqr36dOnShQDQJ598orFcVlYW3/ddu3Yp5R86dIjs7OyoTZs2tHPnTr36oi/yB3+QrOCi1j/5gz9eaP808bJkS0VFBfXo0YO+++47qqmp4dMzMzPJy8uLOnfuTH/8oXyddNVjdJEtjx49onfffZcAUJ8+fdTqRQ4ODgSA3N3d6f79+2rPvy43b97kx29CQoJSfmpqKq/7OTo6CvI2bdrE133w4IEgr6qqimJiYqh169YEgMLDwwV1hgwZwl/fAwcOkL+/P3Xt2pUAUG5uLq/nEBHl5ORQu3btyNbWVunaREVFEQDau3ev0vHbt2+vUvfLzc0lGxsbcnBwoOLiYo3XZ/To0QSAPD09Vb4jVKHvGFJHaWkpr+tx44uoVhddtGgR9e7dm54+fapU78MPPyQA1KZNG14f53j69Cl99tlnBIC6du1KhYWFWvdHG5hRZyACAwPJxcWFf9BEIhF5eXnRqFGj+DJ79+4liUTCKwoAqFWrVuTv70/x8fGC9ubNm0cSiYQXFgDI0tKSJBIJSSQSlYLj7t279N5775GHhwf5+/tTv3796OzZs2r7rFAoKDo6mvz9/flfVFQUyeVyrc5ZKpVSixYtBOfs5uZGd+/eJaLaB8zS0pIKCgqIiCg9PV3pnEQiEXl4eJBEIqGqqiqaP38+ubq68vnm5uYkkUjo6tWrRERkb29P6enpNGXKFOrWrRtJpVLq27evwPjjqKiooMmTJ5O1tTV169aNPvvsM14oh4SEkL29PX8ca2trkkgktHXrVqV21q9fT56enmRra0t+fn701ltv0Y0bN6ikpISCg4PJ1taW3n77bXr8+DGtXbuWfHx8SCQSEQBq0aIF+fv7U2pqqlbXtC7x8fFkaWlJa9asUZl/9OhRkkgkZGtrqzTuJBIJ+fv7k6urK/n6+tKsWbMoKytL5z4wmh7Tp0+nVq1a8fccANna2gomOgYNGkQxMTFEVGv0SyQSXkHgfg4ODiSRSOjs2bN0/PhxkkgkAhkmFovJ29ubJBIJPXnyhEpKSsjExETQhqrfkCFDlPr8008/UUhICAUEBJCnpydJpVL69ttvlV54dcnMzKTBgweTt7c3eXt7U1hYmNYvwLy8PHJzc+MnO+peJzc3N3JzcyN7e3v+OeV+58+fpx07dpCbmxuvFHHXwsnJia/boUMHQT0LCwv+2CkpKdSrVy+ytrYmPz8/CgkJoZMnT5JcLqcpU6aQpaUlvfHGG3Tp0iWD38ulS5eSlZWVIM/Z2Zk2bdokuD7x8fHk6elJxsbGAtnh4+PT4LUdPnx4g2NA00RZQ8yaNYusra3p3LlzKvOXLl1KEomE2rRpwx/LzMyM/Pz8SCKRkI+PDzk7O1NQUBAtXbqUfx8xGuZlyRaOZ8+e0ZIlS6hXr1706quvkqOjI/n7+9PixYsF5eqijx6jjWxZsWIFmZmZCc7L3t6evvzyS77MhAkTyM3NTVDG0tKSVqxYofbYUVFR5ObmJmi7RYsW5OLiwsuX+s+wr68vEdUaOs7OzmRkZMTntW7dmq/n4uKi1GfOgOaMVxcXF3JwcCA/Pz+aPHkyFRcXU25uLgUEBJCzszNFRkbSkydPyMnJSXAcY2Nj8vLy4s+jsLCQWrduzU9oc/ptp06dBHW8vb2pf//+FBERIZA3pqam5O3traTLvv322wLdjJOvixYtUntN66LPGNJEeXk5LVmyhPz8/MjV1ZV8fHyoW7dutGLFCqqsrBSUDQwMJC8vL8F7xdbWltfbPTw8yMXFhUaOHEk7d+7UWtfWBRHRX+CjcAwGg8FgMBgMBoPxP0qT3FPHYDAYDAaDwWAwGAztYEYdg8FgMBgMBoPBYDRjmFHHYDAYDAaDwWAwGM0YZtQxGAwGg8FgMBgMRjOGGXUMBoPBYDAYDAaD0YxhRh2DwWAwGAwGg8FgNGOYUcdgMBgMBoPBYDAYzRhm1DEYDAaDwWAwGAxGM4YZdQwGg8FgMBgMBoPRjGFGHYPBYDAYDAaDwWA0Y5hRx2AwGAwGg8FgMBjNGGbUMRgMBoPBYDAYDEYzhhl1DAaDwWAwGAwGg9GMYUYdg8FgMBgMBoPBYDRjmFHHYDAYDAaDwWAwGM0YZtQxGAwGg8FgMBgMRjOGGXUMBoPBYDAYDAaD0YxhRh2DwWAwGAwGg8FgNGOYUcdgMBgMBoPBYDAYzRhm1DEYDAaDwWAwGAxGM4YZdQwGg8FgMBgMBoPRjPl/GPO01Bm5AUYAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"AMD MI300X GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "\n", + "color_dict = {\n", + " \"Nvidia A100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#4292c6\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#6baed6\"},\n", + " \n", + " \n", + " \"Nvidia GH200 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#006d2c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#41ab5d\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#74c476\"},\n", + " \n", + " \n", + " \"Nvidia H100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#252525\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#737373\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#969696\"},\n", + " \n", + " \"AMD MI300X GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#a63603\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#fd8d3c\"},\n", + " \n", + " \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#54278f\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#807dba\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#9e9ac8\"}}\n", + "\n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":\"solid\",\n", + " \"meta-llama/Meta-Llama-3-8B\":(0, (1, 1)),\n", + " \"mistralai/Mistral-7B-v0.1\":\"dashed\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\", \"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"AMD MI250 GPU\", \"AMD MI300X GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\",\n", + " \"mistralai/Mistral-7B-v0.1\",\n", + " \"meta-llama/Meta-Llama-3-8B\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[hardware][network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle = linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + "# plt.yscale('log')\n", + "# plt.xscale('log', base = 2)\n", + "# plt.grid(True, which=\"both\", ls=\"-\", color='0.85')\n", + "\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.93), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"llama.cpp: Performance of 7B Models on One GPU \\n for Input & Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 8.5\n", + "fig_plot_height = 3.2\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.4\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"llama_cpp_7B_Batch_size_across_hardware.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "33d0ca4d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dc01b817", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "239317d3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e1c19136", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "683e40b7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_14/.ipynb_checkpoints/Fig 14-checkpoint.ipynb b/Plots/Fig_14/.ipynb_checkpoints/Fig 14-checkpoint.ipynb new file mode 100644 index 0000000..9755760 --- /dev/null +++ b/Plots/Fig_14/.ipynb_checkpoints/Fig 14-checkpoint.ipynb @@ -0,0 +1,333 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 9, + "id": "942286b9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"AMD MI300X GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "\n", + "\n", + "color_dict = {\n", + " \"Nvidia A100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#4292c6\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#6baed6\"},\n", + " \n", + " \n", + " \"Nvidia GH200 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#006d2c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#41ab5d\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#74c476\"},\n", + " \n", + " \n", + " \"Nvidia H100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#252525\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#737373\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#969696\"},\n", + " \n", + " \"AMD MI300X GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#a63603\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#fd8d3c\"},\n", + " \n", + " \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#54278f\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#807dba\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#9e9ac8\"}}\n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":\"solid\",\n", + " \"meta-llama/Meta-Llama-3-8B\":(0, (1, 1)),\n", + " \"mistralai/Mistral-7B-v0.1\":\"dashed\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for batch in [64]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\", \"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"AMD MI300X GPU\", \"AMD MI250 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " batch_row = []\n", + " for numhardware in [1,2,4]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[hardware][network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1,2,4]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.95), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"llama.cpp Performance of 7B Models on GPUs for \\n Input/Output Length 1024 and Batch Size 64 (fp16)\"\n", + "x_axis_title = \"Number of GPUs\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 9\n", + "fig_plot_height = 3.2\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"llama_cpp_7B_scaling_across_hardware.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "515484bf", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_15/.ipynb_checkpoints/Fig 15-checkpoint.ipynb b/Plots/Fig_15/.ipynb_checkpoints/Fig 15-checkpoint.ipynb new file mode 100644 index 0000000..da72abb --- /dev/null +++ b/Plots/Fig_15/.ipynb_checkpoints/Fig 15-checkpoint.ipynb @@ -0,0 +1,325 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 37, + "id": "e053fb89", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":(0, (1, 1)), \n", + " \"meta-llama/Meta-Llama-3-8B\":\"dashed\", \n", + " \"mistralai/Mistral-7B-v0.1\":\"solid\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\", \"Deepspeed-MII\", \"llama.cpp\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + "# plt.yscale('log')\n", + "# y_axis_labels = [50, 100, 300, 1000, 3000, 4000]\n", + " plt.yticks(fontsize=fontsize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.9), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2.5, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"Comparison of Frameworks using ~7B Models for \\n Input & Output Length 1024 on One A100 GPU (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 8\n", + "fontsize = 14\n", + "legend_fontsize = 14\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6.6\n", + "fig_plot_height = 3.2\n", + "\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.5\n", + "\n", + "\n", + "legend_title = \"Framework & Model\"\n", + "\n", + "save_pdf = \"7B_Models_Framework_Comparison_Batch_Size.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8dfc67a6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_16_a/.ipynb_checkpoints/Fig 16 a-checkpoint.ipynb b/Plots/Fig_16_a/.ipynb_checkpoints/Fig 16 a-checkpoint.ipynb new file mode 100644 index 0000000..9517072 --- /dev/null +++ b/Plots/Fig_16_a/.ipynb_checkpoints/Fig 16 a-checkpoint.ipynb @@ -0,0 +1,378 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "e5874073", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "01ded76a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"power_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " avg_power = float(row[8])\n", + "# Throughput_per_watt_avg = float(row[9])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return float(avg_power/1000)\n", + " return None\n", + " \n", + "\n", + "symbol_dict = {\"Nvidia H100 GPU\":\"o\", \"Nvidia A100 GPU\":\"d\"} \n", + " \n", + "colors_dict = {\n", + " \"Nvidia H100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#08519c\", \"meta-llama/Llama-2-7b-hf\":\"#4292c6\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#006d2c\", \"meta-llama/Llama-2-7b-hf\":\"#41ab5d\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#252525\", \"meta-llama/Llama-2-7b-hf\":\"#737373\"},\n", + " },\n", + " \n", + " \"Nvidia A100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"meta-llama/Llama-2-7b-hf\":\"#f16913\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#54278f\", \"meta-llama/Llama-2-7b-hf\":\"#807dba\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#a50f15\", \"meta-llama/Llama-2-7b-hf\":\"#ef3b2c\"},\n", + " },\n", + "}\n", + " \n", + " \n", + " \n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " \n", + " \n", + "# H100 vLLM LLaMA-2-7B\n", + "# H100 TRT-LLM LLaMA-2-7B\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + " \n", + " \n", + "# H100 TRT-LLM LLaMA-3-8B\n", + "# H100 vLLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 DS-MII LLaMA-2-7B\n", + "# A100 DS-MII LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 vLLM LLaMA-2-7B\n", + "# A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " \n", + "# A100 vLLM LLaMA-3-8B\n", + "# A100 TRT-LLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"Power Consumption on One A100 and \\nH100 GPU for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Power (Watts)\"\n", + "\n", + "linewidth = 3.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardare Framework & Model\"\n", + "\n", + "save_pdf = \"llama_3_8b_A100_H100_power.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5a423c51", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d2108e39", + "metadata": {}, + "outputs": [], + "source": [ + "H100 vLLM LLaMA-2-7B\n", + "H100 TRT-LLM LLaMA-2-7B\n", + "\n", + "H100 TRT-LLM LLaMA-3-8B\n", + "H100 vLLM LLaMA-3-8B\n", + "\n", + "A100 DS-MII LLaMA-2-7B\n", + "A100 DS-MII LLaMA-3-8B\n", + "\n", + "A100 vLLM LLaMA-2-7B\n", + "A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "A100 vLLM LLaMA-3-8B\n", + "A100 TRT-LLM LLaMA-3-8B" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fcb8994e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 a b-checkpoint.ipynb b/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 a b-checkpoint.ipynb new file mode 100644 index 0000000..d089e62 --- /dev/null +++ b/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 a b-checkpoint.ipynb @@ -0,0 +1,457 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "bbe73258", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "a9f9ed78", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "from matplotlib.ticker import FuncFormatter\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"power_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " avg_power = float(row[8])\n", + "# Throughput_per_watt_avg = float(row[9])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return float(avg_power/1000), 1000*float(Throughput/avg_power)\n", + " return None, None\n", + " \n", + "\n", + "symbol_dict = {\"Nvidia H100 GPU\":\"o\", \"Nvidia GH200 GPU\":\"^\", \"Nvidia A100 GPU\":\"d\"} \n", + " \n", + "colors_dict = {\n", + " \"Nvidia GH200 GPU\":\n", + " {\n", + "# \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"\", \"meta-llama/Llama-2-7b-hf\":\"\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#08519c\", \"meta-llama/Llama-2-7b-hf\":\"#4292c6\"},\n", + " },\n", + " \n", + " \"Nvidia H100 GPU\":\n", + " {\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#006d2c\", \"meta-llama/Llama-2-7b-hf\":\"#41ab5d\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#252525\", \"meta-llama/Llama-2-7b-hf\":\"#737373\"},\n", + " },\n", + " \n", + " \"Nvidia A100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"meta-llama/Llama-2-7b-hf\":\"#f16913\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#54278f\", \"meta-llama/Llama-2-7b-hf\":\"#807dba\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#a50f15\", \"meta-llama/Llama-2-7b-hf\":\"#ef3b2c\"},\n", + " },\n", + "}\n", + " \n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":(0, (1, 1)), \n", + " \"meta-llama/Meta-Llama-3-8B\":\"solid\", \n", + "}\n", + "\n", + " \n", + " \n", + "def get_data_rows():\n", + " \n", + " results_data_power = []\n", + " results_data_throughput_per_watt = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " linestyle = []\n", + " \n", + "\n", + "# GH200 TRT-LLM LLaMA-2-7B\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " \n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " \n", + " \n", + " \n", + "# H100 vLLM LLaMA-2-7B\n", + "# H100 TRT-LLM LLaMA-2-7B\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " \n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " \n", + " \n", + "# H100 TRT-LLM LLaMA-3-8B\n", + "# H100 vLLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + "# A100 DS-MII LLaMA-2-7B\n", + "# A100 DS-MII LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + "# A100 vLLM LLaMA-2-7B\n", + "# A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + "\n", + " \n", + "# A100 vLLM LLaMA-3-8B\n", + "# A100 TRT-LLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row_power = []\n", + " batch_row_throughput_per_watt = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power, throughput_per_watt = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row_power.append(avg_power)\n", + " batch_row_throughput_per_watt.append(throughput_per_watt)\n", + " if all([x is None for x in batch_row_power])^ True:\n", + " results_data_power.append(batch_row_power)\n", + " results_data_throughput_per_watt.append(batch_row_throughput_per_watt)\n", + " \n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data_power, results_data_throughput_per_watt, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(ax, lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, y_axis_labels):\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " ax.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth=linewidth, markersize=markersize, linestyle=linestyle[i])\n", + " \n", + " ax.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " ax.set_title(title, fontsize=fontsize)\n", + " ax.set_xlabel(xlabel, fontsize=fontsize)\n", + " ax.set_ylabel(ylabel, fontsize=fontsize)\n", + " ax.set_xticks(x_axis_labels)\n", + " \n", + " ax.set_yscale('log')\n", + " ax.set_yticks(y_axis_labels)\n", + " \n", + " ax.tick_params(axis='both', labelsize=fontsize)\n", + "\n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " ax.yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + "\n", + "def plot_graph():\n", + " lines_data_power, lines_data_throughput_per_watt, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + " fig_plot_length = 12\n", + " fig_plot_height = 4.2\n", + "\n", + " fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + "\n", + " plot_title_1 = \"Power Consumption on Nvidia GPUs and \\n for Input/Output Length 1024 (fp16)\"\n", + " y_axis_title_1 = \"Power (Watts) \\n in log scale\"\n", + " \n", + " plot_title_2 = \"Throughput per Power on Nvidia GPUs and \\n for Input/Output Length = 1024 (fp16)\"\n", + " y_axis_title_2 = \"Throughput/Power \\n(Tokens/sec/Watt) \\n in log scale\"\n", + " \n", + " x_axis_title = \"Batch Size\"\n", + "\n", + " linewidth = 3.5\n", + " markersize = 10\n", + " fontsize = 18.5\n", + "\n", + " labelspacing = 0.2\n", + " columnspacing = 0.8\n", + " n_cols_legend = 3\n", + " \n", + "# plt.yscale('log')\n", + " \n", + " y_axis_labels = [200, 300, 400, 500, 600, 800]\n", + " plot_multiple_lines(ax1, lines_data_power, x_axis_labels, legends, colors, symbols, linestyle, \n", + " plot_title_1, x_axis_title, y_axis_title_1,\n", + " linewidth, markersize, fontsize, y_axis_labels)\n", + " \n", + " y_axis_labels = [1, 5, 10, 25]\n", + " plot_multiple_lines(ax2, lines_data_throughput_per_watt, x_axis_labels, legends, colors, symbols,linestyle,\n", + " plot_title_2, x_axis_title, y_axis_title_2,\n", + " linewidth, markersize, fontsize, y_axis_labels)\n", + "\n", + " # Create a common legend\n", + " handles, labels = ax1.get_legend_handles_labels()\n", + " fig.legend(handles, labels, title=\"Hardware Framework & Model\", loc='lower center', \n", + " bbox_to_anchor=(0.5, -0.28),\n", + " fontsize=fontsize-2, ncol=n_cols_legend,frameon = False,\n", + " labelspacing = labelspacing, columnspacing = columnspacing, title_fontsize = fontsize, handlelength = 1.5)\n", + " \n", + " \n", + "# plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + "# ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + "# handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.tight_layout()\n", + " plt.subplots_adjust(bottom=0.25) # Adjust bottom to make space for the legend\n", + "\n", + " save_pdf = \"llama_3_8b_power_perf_per_watt.pdf\"\n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + "\n", + " \n", + "plot_graph()" + ] + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"power_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " avg_power = float(row[8])\n", + "# Throughput_per_watt_avg = float(row[9])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return float(avg_power/1000)\n", + " return None\n", + " \n", + "\n", + "symbol_dict = {\"Nvidia H100 GPU\":\"o\", \"Nvidia A100 GPU\":\"d\"} \n", + " \n", + "colors_dict = {\n", + " \"Nvidia H100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#08519c\", \"meta-llama/Llama-2-7b-hf\":\"#4292c6\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#006d2c\", \"meta-llama/Llama-2-7b-hf\":\"#41ab5d\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#252525\", \"meta-llama/Llama-2-7b-hf\":\"#737373\"},\n", + " },\n", + " \n", + " \"Nvidia A100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"meta-llama/Llama-2-7b-hf\":\"#f16913\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#54278f\", \"meta-llama/Llama-2-7b-hf\":\"#807dba\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#a50f15\", \"meta-llama/Llama-2-7b-hf\":\"#ef3b2c\"},\n", + " },\n", + "}\n", + " \n", + " \n", + " \n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " \n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + " \n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"Power Consumption on One A100 and \\nH100 GPU for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Power (Watts)\"\n", + "\n", + "linewidth = 3.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardare Framework & Model\"\n", + "\n", + "save_pdf = \"llama_3_8b_A100_H100_power.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5a423c51", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d2108e39", + "metadata": {}, + "outputs": [], + "source": [ + "H100 vLLM LLaMA-2-7B\n", + "H100 TRT-LLM LLaMA-2-7B\n", + "\n", + "H100 TRT-LLM LLaMA-3-8B\n", + "H100 vLLM LLaMA-3-8B\n", + "\n", + "A100 DS-MII LLaMA-2-7B\n", + "A100 DS-MII LLaMA-3-8B\n", + "\n", + "A100 vLLM LLaMA-2-7B\n", + "A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "A100 vLLM LLaMA-3-8B\n", + "A100 TRT-LLM LLaMA-3-8B" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fcb8994e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 b-checkpoint.ipynb b/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 b-checkpoint.ipynb new file mode 100644 index 0000000..fc4d7c3 --- /dev/null +++ b/Plots/Fig_16_a_b/.ipynb_checkpoints/Fig 16 b-checkpoint.ipynb @@ -0,0 +1,363 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "ac339600", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b527b3ce", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "aa76f2ff", + "metadata": {}, + "outputs": [ + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"power_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " avg_power = float(row[8])\n", + "# Throughput_per_watt_avg = float(row[9])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return 1000*float(Throughput/avg_power)\n", + " return None\n", + " \n", + "\n", + "symbol_dict = {\"Nvidia H100 GPU\":\"o\", \"Nvidia A100 GPU\":\"d\"} \n", + " \n", + "colors_dict = {\n", + " \"Nvidia H100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#08519c\", \"meta-llama/Llama-2-7b-hf\":\"#4292c6\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#006d2c\", \"meta-llama/Llama-2-7b-hf\":\"#41ab5d\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#252525\", \"meta-llama/Llama-2-7b-hf\":\"#737373\"},\n", + " },\n", + " \n", + " \"Nvidia A100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"meta-llama/Llama-2-7b-hf\":\"#f16913\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#54278f\", \"meta-llama/Llama-2-7b-hf\":\"#807dba\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#a50f15\", \"meta-llama/Llama-2-7b-hf\":\"#ef3b2c\"},\n", + " },\n", + "}\n", + " \n", + " \n", + " \n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " \n", + " \n", + "# H100 vLLM LLaMA-2-7B\n", + "# H100 TRT-LLM LLaMA-2-7B\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + " \n", + " \n", + "# H100 TRT-LLM LLaMA-3-8B\n", + "# H100 vLLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 DS-MII LLaMA-2-7B\n", + "# A100 DS-MII LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 vLLM LLaMA-2-7B\n", + "# A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " \n", + "# A100 vLLM LLaMA-3-8B\n", + "# A100 TRT-LLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B Throughput per Power on One A100 and \\nH100 GPU for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput/Power \\n(Tokens/sec/Watt)\"\n", + "\n", + "linewidth = 3.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardare Framework & Model\"\n", + "\n", + "save_pdf = \"llama_3_8b_perf_per_watt.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "05301984", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b287bd97", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_16_b/.ipynb_checkpoints/Fig 12 b throughput_power-checkpoint.ipynb b/Plots/Fig_16_b/.ipynb_checkpoints/Fig 12 b throughput_power-checkpoint.ipynb new file mode 100644 index 0000000..fc4d7c3 --- /dev/null +++ b/Plots/Fig_16_b/.ipynb_checkpoints/Fig 12 b throughput_power-checkpoint.ipynb @@ -0,0 +1,363 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "ac339600", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b527b3ce", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "aa76f2ff", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"power_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " avg_power = float(row[8])\n", + "# Throughput_per_watt_avg = float(row[9])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return 1000*float(Throughput/avg_power)\n", + " return None\n", + " \n", + "\n", + "symbol_dict = {\"Nvidia H100 GPU\":\"o\", \"Nvidia A100 GPU\":\"d\"} \n", + " \n", + "colors_dict = {\n", + " \"Nvidia H100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#08519c\", \"meta-llama/Llama-2-7b-hf\":\"#4292c6\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#006d2c\", \"meta-llama/Llama-2-7b-hf\":\"#41ab5d\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#252525\", \"meta-llama/Llama-2-7b-hf\":\"#737373\"},\n", + " },\n", + " \n", + " \"Nvidia A100 GPU\":\n", + " {\n", + " \"Deepspeed-MII\": {\"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"meta-llama/Llama-2-7b-hf\":\"#f16913\"},\n", + " \"vLLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#54278f\", \"meta-llama/Llama-2-7b-hf\":\"#807dba\"},\n", + " \"TensorRT-LLM\": {\"meta-llama/Meta-Llama-3-8B\":\"#a50f15\", \"meta-llama/Llama-2-7b-hf\":\"#ef3b2c\"},\n", + " },\n", + "}\n", + " \n", + " \n", + " \n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " \n", + " \n", + "# H100 vLLM LLaMA-2-7B\n", + "# H100 TRT-LLM LLaMA-2-7B\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + " \n", + " \n", + "# H100 TRT-LLM LLaMA-3-8B\n", + "# H100 vLLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 DS-MII LLaMA-2-7B\n", + "# A100 DS-MII LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"Deepspeed-MII\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + " \n", + "# A100 vLLM LLaMA-2-7B\n", + "# A100 TRT-LLM LLaMA-2-7B\n", + "\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " \n", + "# A100 vLLM LLaMA-3-8B\n", + "# A100 TRT-LLM LLaMA-3-8B\n", + "\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\", \"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " avg_power = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(avg_power)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network])\n", + " colors.append(colors_dict[hardware][framework][network])\n", + " symbols.append(symbol_dict[hardware])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B Throughput per Power on One A100 and \\nH100 GPU for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput/Power \\n(Tokens/sec/Watt)\"\n", + "\n", + "linewidth = 3.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardare Framework & Model\"\n", + "\n", + "save_pdf = \"llama_3_8b_perf_per_watt.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "05301984", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b287bd97", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_17/.ipynb_checkpoints/Fig_13_a-checkpoint.ipynb b/Plots/Fig_17/.ipynb_checkpoints/Fig_13_a-checkpoint.ipynb new file mode 100644 index 0000000..80e8bb2 --- /dev/null +++ b/Plots/Fig_17/.ipynb_checkpoints/Fig_13_a-checkpoint.ipynb @@ -0,0 +1,306 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 9, + "id": "12422870", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"1\": \"o\",\n", + " \"2\": \"p\",\n", + " \"4\": \"d\",\n", + " \n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "\n", + "color_dict = {\"1\": {\"128\":\"#4292c6\", \"256\":\"#41ab5d\",\"512\":\"#f16913\",\"1024\":\"#807dba\",\"2048\":\"#ef3b2c\"},\n", + " \"4\": {\"128\":\"#08519c\", \"256\":\"#006d2c\",\"512\":\"#a63603\",\"1024\":\"#54278f\",\"2048\":\"#a50f15\"},\n", + " } \n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1, 4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + str(inp_out)) \n", + " symbols.append(symbol_dict[str(numhardware)])\n", + " colors.append(color_dict[str(numhardware)][str(inp_out)])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.74), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"vLLM Performance on MI250 of LLaMA-3-8B\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 17.5\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 5\n", + "\n", + "fig_plot_length = 6.5\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "\n", + "legend_title = \"#GPUs & Input/Output Size\"\n", + "\n", + "save_pdf = \"llama_3_batch_size_num_GPUs_input_output_size.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "499a15fa", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "178abdd4", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_17/.ipynb_checkpoints/Fig_17-checkpoint.ipynb b/Plots/Fig_17/.ipynb_checkpoints/Fig_17-checkpoint.ipynb new file mode 100644 index 0000000..30361be --- /dev/null +++ b/Plots/Fig_17/.ipynb_checkpoints/Fig_17-checkpoint.ipynb @@ -0,0 +1,321 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 10, + "id": "12422870", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"1\": \"o\",\n", + " \"2\": \"p\",\n", + " \"4\": \"d\",\n", + " \n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "\n", + "color_dict = {\"1\": {\"128\":\"#4292c6\", \"256\":\"#41ab5d\",\"512\":\"#f16913\",\"1024\":\"#807dba\",\"2048\":\"#ef3b2c\"},\n", + " \"4\": {\"128\":\"#08519c\", \"256\":\"#006d2c\",\"512\":\"#a63603\",\"1024\":\"#54278f\",\"2048\":\"#a50f15\"},\n", + " } \n", + "\n", + "\n", + "linestyle_dict = {\"1\":(0, (1, 1)), \"4\":\"solid\"}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1, 4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + str(inp_out)) \n", + " symbols.append(symbol_dict[str(numhardware)])\n", + " colors.append(color_dict[str(numhardware)][str(inp_out)])\n", + " linestyle.append(linestyle_dict[str(numhardware)])\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + "# plt.yscale('log')\n", + " \n", + "# y_axis_labels = [100, 500, 1000, 5000, 10000]\n", + "# plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " plt.yticks(fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.74), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"vLLM Performance on MI250 of LLaMA-3-8B (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 17.5\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 5\n", + "\n", + "fig_plot_length = 7\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.4\n", + "\n", + "\n", + "legend_title = \"#GPUs & Input/Output Size\"\n", + "\n", + "save_pdf = \"llama_3_batch_size_num_GPUs_input_output_size.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "499a15fa", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "178abdd4", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_18/.ipynb_checkpoints/Fig 14 a-checkpoint.ipynb b/Plots/Fig_18/.ipynb_checkpoints/Fig 14 a-checkpoint.ipynb new file mode 100644 index 0000000..765c9f2 --- /dev/null +++ b/Plots/Fig_18/.ipynb_checkpoints/Fig 14 a-checkpoint.ipynb @@ -0,0 +1,308 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "3717c11a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26c8b210", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "426c32ae", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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DBw8CkCqrr7umaUpERATs7OzQo0cPle7RDRs2VIiMI5Nz/vz5GD9+vFpyvHz5EpcuXYKFhYXKOkBZnJycEBoaCiKSexso46+//kL//v1VGuvo0aNo3bo1/Pz84OPjg549e+LGjRtK2yYmJmLw4MFwcnJC06ZNMXLkyEq/5yNHjqBly5bw8/ODl5cXhg4dyq1RVcnPz8fnn3+OoKAg+Pv7o3379tizZ49aD0EMpshXmSlTpnBPxlFRUZg4cSI8PDwQGxuL9evXq2wRmjFjBurUqQORSITNmzejb9++sLGxQUBAAKZOnYrr16+rNI5AIMD27dthYWGB6OhofPnll1U6njVr1nA/oBWRkpICQPqqVRmyh4A3FZ6uoKAAx44dQ9u2bZGeno7FixdrHJZLZj3Ky8tDenq6NsSU47vvvoNYLMatW7cQERGBrVu34pdffsG9e/cqPY+XLl3i3Ag+/fRTPHz4kPshX7NmDQ4dOgQ+n48jR45g5syZAKQ3+I0bNyIsLAzh4eG4cOECwsPDsXXrVrVfedc21FnH2lr7ZX/srKysKpVVX19f5fuADLFYjEuXLqF79+4oKSnB/Pnz8emnn1ZpDHVwdHREYmIi96Zh1apVOHr0KFcfFRWFyZMnw9bWFk+fPkWrVq0AaHYNVCenTp2SC7k4fPhwAMCmTZu0Mn5WVhZKSkoAqL6utLUOk5KSOPcPVdYhAJw4cQL16tVTqa2MR48eYciQIbhx4wb69etXrvunJhw/fhzPnz/HkSNHFAxhyjAyMlK69+zo0aMwNDSEh4dHlWW4f/8+evXqBaFQiCtXrqjt/lKee01CQgJEIpFK+z9WrlyJXr16cSGUIyMj0a1bN4SGhiqEKE1OTkbTpk2RlpaGqKgoXL16FaNGjcLAgQPLDc25atUq9O3bF19//TXu37+PiIgI8Hg8hIaGVhgy9XVGjhwJf39/3LlzB/fu3cOSJUvwzTff4N69eyqPwXgFU+SriI6ODvbu3YuxY8fKlYeHh8Pb2xv//fefSuO4uLjgypUr+PDDD6GjowNAahW4d+8eli5diiZNmqBHjx7czbsinJycsHbtWgDAn3/+qVI8WkCqWPzxxx9YsGBBpW1lln6ZrK8js7SUt1m2OlizZg0Xy9jExARr1qzBV199hcTERHzzzTcaj29iYsL9X9vWQZFIhBUrVmD69OncHgYPDw8cOHAA+vr6KinWU6dOhYGBAc6cOaNw45VIJOjRo4ecVXTZsmWYMGEC90NmZmaGjRs3IiAg4I0r8t27d0dQUJDSv8reSlUFddaxttZ+WV91bVomR48ejaCgIAiFQvj4+GDy5Mlo164d7t27p5Z1UF10dHS4h0uZxbcsYrEY06dPh5OTEwDtXAPVwa1btxAUFCS3yXrQoEEwMDDAX3/9pZCjQh3KvjlVdV297etQdj+WxUj/8MMPoaenh1OnTmH//v0wMjLS2lwyBg4ciDZt2uDLL78s902FKixfvhy9e/dWqa3segsKCoKrqyv8/f0hEonw/fffq/UgIGPAgAHQ1dVFeHi4nEK7b98+fPDBB5X2v3//PiZPnowhQ4bgo48+AiANFDBx4kS0a9cOQ4YMQWpqKtf+888/R3JyMn777TfOvz80NBSNGzdGUlKSwvjR0dH4+uuvMWrUKM6YqaenhzVr1kAikaj8m5uUlISwsDC5HDkNGzbErl27UFRUpHFwifcRpshXkdjYWLRt2xaXLl3C33//jSVLlnCvJ1NTU9GvXz9kZ2erNJa7uzv27duHZ8+eYcuWLRg+fDj3IwdIX2H17t1bpdfrAwcO5F6hV5ZQRMaYMWPw66+/qnSDlVl7yntSl5UbGhpWOpa2GDduHO7cuYPExESEhYXh/v37WLNmjdZuBGU3LWk7ckd6ejoKCgrkEiABUj/XDz74QKU3AHXq1MFHH32ExMRE7vW1jDVr1mDChAlyZUlJSdi1axdnCQSkfryff/55tbxxqApHjhzBnTt3lP6VveFrijrrWFtrv6z1s7yxZsyYAaFQiPr166NevXqoV68enJ2dERQUVO66/vPPP3Hnzh3cvXsXDx8+xJUrV7BkyRKN9oioS48ePeDm5oa//vqL8xkGpG/M9u7dK+fmo41roDrYuHGjgjuShYUFevfujfz8fK3smSnrxqjquqrJdbhv3z5OUZWtQwcHBwQGBnJuUa8jux/fuXMHDx48QHh4ODZs2KCQTEqbODk54ezZs/j111/VHiM6OhonT55Ehw4dVGovu97u3LmDmJgYZGRk4OOPP0a/fv3g7++Pa9euqSWHtbU1F+GnrFVe1Wg1a9asgUgkUhoxqXfv3sjOzuautZcvX+LgwYOoX78+GjRoINd2zJgxSsdft24dSkpK0K9fP7lyQ0NDNG3aFHv37lXprUhSUhLS09MVovs0a9YMzZs3f+O/RbURpshXgYKCArRr1w5isRhXrlxBr169MHXqVDx69Ahbt25F3bp1kZGRUe7OcxmZmZlykQfq1KmDIUOGYOPGjYiLi0N4eDjGjRsHPp+PK1eu4NSpUyrJt3LlSjRo0ACZmZkYPHhwhbvn165dC09PT7Ru3VqlsWWRB8qLbCOzWKur8KakpCj1DVQFHo+H9u3bY9++fbh48SK6dOmilcyfsgcyExMTrVuTbG1t4evri0mTJsHT0xMjR47Eb7/9htu3b2PHjh0qbYYEwEVYWLlyJVcWExODJ0+ecD8KMtq2bYudO3fC3t4eAwYMwE8//YTTp09j+PDh+O6777R3cG8x6qxjba39spsUy7M2L1q0CHfv3sXevXvx4sULvHjxAufOncOdO3dq9CFZXfh8PiZOnIiSkhK5Nyl79uxBly5d5M6Rtq4BbVJYWIi///4bffr0UXgzJPMz3rhxo8bzmJmZcRZ/VddVTa7D/v37c24PJSUlePHiBX788UeEh4dzblHvCmvWrAGfz4dQKFSrv4WFBaZOnYoffvgB0dHR6NChAx4+fKjWWLJ9GTt27AARITk5GdnZ2QrhRpUh2+Ss7K2ALLuqbBP/jRs3QERwcHBQaOvk5KTUfevSpUsAoNR1KCMjAxKJBLdu3apUzoCAAFhbW6N3794QCoUYN24c/vjjD0RHR+PSpUtKZWJUDFPkq8CWLVsQGxuLxYsXyyl2fD4fn376KY4ePQqBQKDShs979+7JveYqS0BAAFavXo0lS5YAgMrRaIyNjbFz507o6uri4sWLCundZcTHx+P333/HokWLVBoXABeqrzyZZS5A6loBL168iLNnz6rVV4bMkhkdHY0jR45oNBYA7q2GsigHsh9hVTcjKnuFvXfvXgiFQjx69AgbN27EpEmTEBISglatWpV7nl8nODgYoaGhOHfuHLdO1q1bh88++0wh/vqiRYvQr18/pKWlYd++ffj222/RoUMHNGjQQG0rUm1DnXWsrbUfGhrK/UBWtjnMzs6O+7+2Q85pY+1WxKhRo2BsbIy1a9dyD9Rr1qxRupFQG9eANtm/fz9++uknpW+GHj58CBsbG1y8eBGPHj3SaB49PT3O51nZcZaUlCAzMxP6+vrc96+tdWhsbIymTZsCqHwdGhsbc1FcqmsdAqqtRW1vlAWA4uJibN26FS4uLho/KMveHObm5uJ///ufWmP06dMHJiYmiI+Px4ULF/DXX3+p5FYDvHooU3YcsvuObP+ErK2yc8rj8ZS6Kcms7f369ZN7wPXz80N0dDTq1q2rkmutoaEhDhw4ADc3N4SHh2Pt2rX47LPP4OPjgw8++IC51qgBU+SrQHh4OACp8qSM4OBglZ6cAanbxtatWytsM3r0aABVi6HbsGFDzud94cKFSl+DXr58Gbm5uWjZsqXcBSmb7++//+bKkpOTAUhfewFQGhqruLgYz58/h6Ojo9pP02FhYRUmwFIV2Y+dplFYiIizwL1u2QakcfwB6U27MjIyMpQmXPH19eWsXqtWrcLQoUPh6OiICxcuYMaMGSrLWtYqX1JSgp07d3LRlcpiZmaG/fv3IzExEdu2bcPEiRMRFBSE+Ph4heRI7yoODg6oX78+nj17ptStQPbwJlvvZf+v6dqXuWcA8uEtlaGNN0rloY21W9n4Q4cOxYsXL7Bnzx6Eh4dDJBKhcePGCm21dQ1oi+3bt6NXr15K6wQCAadUaWPTa0XrKjExEUSExo0bc/f/itoDytduecgCAVy7dq1SJbq61qJsHQKVr0V11qEqHD9+HOnp6ZXG/FcFExMT2NjYAACePHmi1hhGRkbo06cPAOla3Ldvn8rRamRvbJRFrpOdX5mCLns4Ky/KnbJ9ILLf5wMHDsg94N6/fx/Pnz/H8+fPVUqEBgCtWrXC48ePcePGDSxbtgyDBg2Cra0tDhw4gKVLl6o0BuMVTJGvArLNjxX5cBUWFiIkJESl8RYtWlTpWIBUOS+LSCSS83N+nWnTpqFjx44Qi8X4/PPPFeoHDRqEJ0+eKFic/vzzTwBSfzpZmewGN2jQIADA7du3Fca7c+cORCIRBg4cWMkRl3+ce/fu1Yoi7+rqCkCalRGQWrZkUVuqwtmzZ/Hs2TNYWVlxDzhl8ff3BwA8fPiwwkRaAHD+/HkFF6YTJ05wP6Z+fn6YMGECNm/ejKdPn6Jnz57ca0xV+OCDD+Dg4IAdO3bgzz//RJs2bRTiNZeUlMDV1RVisRj29vb45JNPODeGRYsW4fHjx1z4ynedQYMGobi4WGliN1mUmLJrWZtrf/78+TA0NMSRI0fkfMhfp2xmWW2j6dpVhUmTJgGQPlyuXr1aYb8GoN1rQBvExMSAiCqMIy77nrdu3ap2aFAZFa0r2TqUtQGkrnF169ZV2l4sFuP27dto2LChStFNRo4cCV9fX6SmpipEMylLZmamRgnFKsLDw4OzFEdERFTYVt11WBmyUMWyiF+aUFJSwv2el93rVhFisVjBBVZmVNm1axdSUlK467UyZG9ZHj9+rFAnc/WRPUzL3IiUvZFJSEhQus9P1re8B8n8/HyVrol169Zhzpw54PF4aNiwIb7++mvs2rULT58+RaNGjWr8un8XYIp8FZBtOPn333+V1t+8eRMFBQWVJnKS8fLlSwwcOLDcV0kbNmzgXjOXJSIiAo8fPy7XB57H42HLli2oU6eOyhtvK8Pf3x8ffPAB9u3bp2Ch2bVrF0xMTDB16lS1xv7pp5+QkpKiVYv848ePuc1IVY2kk5OTg8mTJ4PH42Hjxo1K5WrTpg18fHyQl5eHVatWlTvW/v37wePx0LFjR7lyMzMz7Ny5UyHclo6ODjp06FAl65OOjg7Gjx+PgoICfPXVV0pdGHR1dfHs2TP88ccfCnVdunSBgYGBVs5/bWDy5MkwMTFRyMZaXFyMAwcOoH///ggICODKtbn2vb298b///Q9FRUXlPmASEVasWIHOnTtX8chUQ9O1qwo+Pj7o2LEjrl27hoMHD3JRNMqizWtAG6xevVrue1dGmzZtYGtri4SEBJX3LpVH9+7d0ahRI6VZgXft2gVHR0c5I4JAIMB3332H27dvK7hvHj58GDk5Ofj+++9VmtvAwADbtm2DqakpZs2aVa5FfMWKFejUqVMVjkp1TExMMGTIEADAzz//XG672NhY7NmzR+l9LSkpCR06dMC0adPUkkH2UKRqGM6KOHr0KMRiMQQCgUJUu/J49uwZ99ZbRqdOnWBjY4OsrCyFjaUVMW7cOAgEAhw6dEih7sCBAzAzM+Oy+Do7O6N169ZITU3FnTt35Npu27YNfD5fIS6/bN/e64EVZAwbNkxhLGWYmZlhxYoVCgn0jI2NERoaWuPX/TsBMarErFmzyMLCgvbs2SNXfuzYMfLz86Nz585VOkZGRgYBoGbNmlHfvn0pJCSEzp8/z9UXFhbSwoULydXVlR4/fizXNzY2lry9vQkAzZw5k0pKSsqd5++//yYA1KZNG5WObffu3QSAunfvrrQ+OTmZXFxcaPTo0VRUVERERGFhYWRsbEwHDx5U2mfo0KEEgAIDAxXqMjIyaObMmcTj8QgAbdiwQSU5fX19CQB9+eWXCnX37t3jxvP19aWmTZvKnVsiot69exMACgoKkisXiUR06NAh8vf3JxMTE4Xv+HXu3r1LDg4OJBAI6KeffqKcnByuLi8vj1auXEnBwcEUGxur0Pf+/fsEgNzc3OjixYtceVxcHPn5+dHx48dVORUcKSkpZGBgQMHBweW2sbGxIUNDQ9q8eTOJxWIiIsrJyaGBAwfSrFmzqjQfEdGlS5cIAPXu3bvKfYmIrl27RgAIAF27dq3cdp999hkBIB8fH05uTWXavn07GRgY0NGjR4mIqLi4mMaNG0deXl6Ulpam0F6dtV8Re/bsISMjIxo9ejS9ePGCK3/x4gUNGzaM5s6dS9HR0VTeLTozM5M7d7t3767y/JqsXVWR3X++/vprpfXavgaIiH788UcCQMuWLatSv6tXr5KxsTE1bNiQsrOzy20nkUiocePGBIDatm1LIpFIabv8/HwyNzcna2vrCu/R9+/fJysrK5o3bx63tjdv3kwmJiZ09epVhfYikYi6d+9OjRo14tZNTEwMubu707Rp06pyyEREFBERQa6urhQaGkrh4eFceUFBAf3yyy/UrVs3KiwsJHt7ezpz5ozSMYKCgggAjR8/vsrzZ2VlUWhoKAGgTz/9lOLi4rg6sVhMR44coYCAgHLXwpIlS7jrICUlpcrze3p6cr+lFREeHs7Ns2vXLoX6w4cPk729PZmZmdHOnTtVmvvy5cukq6tLvr6+CrJPnDiRANCtW7fkylNTUzk59u/frzDmsmXLSCAQcPcEiURCCxcuJH19ffrrr7/k2kZERJCZmRm1bNmSsrKyiIjo9OnTNHr0aAoJCSE9PT25exOR9Hzr6OjQ6tWrufWamppKw4cPpxUrVsi1TUxMJABUp04dufv24cOHCQA1bNiQIiIiuPLw8HBydXWVW4cM1WCKvBr8+++/1KVLF3J0dCR/f3/y8vKiYcOG0aNHj1Tqn5GRQebm5hQTE0MSiYT27t1LnTp1Ii8vL/Lz8yNvb2+aPHkyvXz5Uq7ftGnTSEdHh7uQAZCpqSmtW7eu3LkmTpxYqSK/efNmCgwMJAMDA25cJycnWrBggULbFy9e0KhRo8jLy4sCAwOpffv2cj/CRERFRUXk7u5ODg4OcrLa2NiQu7s7ubu7k5OTk8Kx7Nu3r1wZw8LCSCgUkru7O9deIBCQn58fCYVCysjI4Nr+9ttvZGNjQ3Z2drR48WIikv7YCYVC8vHx4RR9AOTs7ExCoZB8fX2pXr161LhxY5o9e7bCDaw8UlNTadasWdSoUSOysbEhDw8Paty4MbVu3Zp++eUXys3NVdovMTGRvLy86Pr16/Txxx9TcHAwNWrUiDp16qTw4KEqw4cPpz/++KPc+sDAQDp9+jR988031LBhQwoJCaEWLVrQ+vXrSSKRqDRHUVERCYVCEgqFZGJiwp1HV1dXEgqFNGHChErHOHbsGAmFQjI3N5dbx0KhkDZv3ix3PN7e3nLfl4ODAwmFQk6Z1kSmkydPUqtWrcjf3598fX1p/PjxcuvodVRZ+1UhISGBpk2bRoGBgeTj40MNGzak9u3b06FDh7g2DRo0kOvzv//9j4RCIdnb23PHaWBgQIGBgSQUCik+Pl7l+dVdu6oiFovJw8ODHj58qLReW9fAxYsXSSgUkr+/PwkEAgJAfD6ffH19SSgUVmog6NSpk9waMzExoYYNGyq0a9++Pdna2srds6ysrOSuuSFDhpBQKKS6devK3feEQiE1adJE6fxPnjyh/v37k5eXF/n7+1OvXr3o/v375cpbXFxMP/zwA3d8ISEhtHHjRtVOlhLy8vJo+fLl1KJFC/L09KSQkBBq0qQJLV26lHsIGTNmjJwiLzvnMkVY9ufj40NCoVCpklkeIpGIfv/9d2rfvj3Vq1ePnJ2dqWHDhtS0aVOaPHkyJSQklNs3PDyc6tWrR927d1f5HlaWr776imxsbMo1JCxYsICEQiGZmZlxx2hoaEgBAQEkFArJz8+PXFxcqHnz5rRgwQKVfjcePXpE9evXl1tz+vr61LlzZ67NpUuXyM3Njfv822+/kVAoJCsrK7nr3t/fn4YMGSI3/qFDh6h58+bk4+NDAQEB1L9/f4UHAhnh4eHUqVMnqlu3LrVu3Zq+/fZbKikpob59+xIAsrCwoIEDB8r1+fvvvyk0NJTq169PzZs3p549e9LJkyfl2giFQrKxsZG7bw8ePJiIiC5cuECtWrWiy5cvU+/evSk4OJgaN25MvXv3llPsGarDI6qG3PMMBoPBYDAYDAajWmE+8gwGg8FgMBgMRi2EKfIMBoPBYDAYDEYthCnyDAaDwWAwGAxGLYQp8gwGg8FgMBgMRi2EKfIMBoPBYDAYDEYthCnyDAaDwWAwGAxGLYQp8rUEsViM+fPnw93dHcHBwWjbti2io6NrZO5FixahXr164PF43J+LiwuCgoLkUsmfP38eQUFBMDMz49oZGxtjzpw5NSKnqhARunfvDnd3dzx79uxNi8PxxRdfIDAwUO78WVhYQCgU4uuvv37T4lUL58+fB4/Hk1tHMp49e4bp06fD398fvr6+8Pb2RosWLbB8+fIqZ+t9H7h06RKCgoLg7OzMrR8+nw8/Pz8EBQXh5cuXb1pErbJlyxZ4enpyx7pp06Y3LZJGDBo0CPb29tzxxMbGVtpn48aNCAoKgrGxMddPIBDA09MTgYGB8PDwgIWFBfz9/fHtt98iMzOz2o9DFU6ePAlfX1/w+XzweDzMmzdPa2Pfv38fgwYNQoMGDRAYGAhvb29MnDgRSUlJuHXrFkxNTRX6jB07FvXq1UNERITW5KjtpKWlYebMmQgKCkKjRo3w4Ycf4ubNm29aLIYy3nAce4aKTJgwgby9vSk5OZlycnLI1dWVOnToUGPzi0QiLkmEp6dnhW2Tk5NJX1+fnJycKCkpqYYkVJ2UlBQuUcXevXvftDgK3Lp1i5Pv5s2bb1qcauXbb78lZ2dnhfJDhw6RiYkJDRo0iBITE7nyyMhIateuHTk6OtKNGzdqUNLahSz78VdfffWmRal2vvzySwKgUVKktwWxWExt2rQhABQTE6Nyv+fPn3P3jJ9//lmuLi8vj6ZMmUIAyN3dnZ4/f65lqdVn+fLlBIDmzp2rlfFOnz5NDg4OcgmpcnNzaeHChVSvXj3y8PAgfX19hX7GxsYEgJYsWaIVOd5GcnNzae7cueTr61tp25s3b1K9evXoq6++oszMTCIi+uabb4jP59ORI0eqW1RGFWGKfC1Alqp9x44dRER04MABAkDNmzevUTnu3LnDZU189uxZhW0tLS1p27ZtNSRZ1fn666+pa9euXGrqt4mYmBjuR7kqP+ZvE7du3aJhw4ZV2i4kJITGjh0rV7Zlyxbi8/k0YMAApdka8/PzqWnTpmRoaFhu2nh1WbZs2VujEGoii0wZ1JaC9CapbC1t3LjxnVHkiYiGDRum1rUvu2eUdx6Cg4MJgErXpSoEBgZqPMaZM2e0tk4LCgrI3t5eLjt0Wfbu3ctlUX2dn3/+mVq3bk1xcXEay/E2kZmZSUuWLKEBAwaQhYUFl828Ip49e0Z169alkSNHypV/+umnBIBatmxZjRIz1IG51tQCDh8+DAAICAgAAPTs2RN79+7F7t27a1QOoVCI4OBgSCQSbNmypdx2stdvAwYMqCnRqsyyZctw9OhRmJmZvWlR3kliYmIqbfPy5Uvcvn0bXbt25cqePn2KCRMmQFdXF//73//A4/EU+hkaGuLnn39GQUEBhg4dqlV3AVXkrineJlneJOw8aIfWrVsDAP755x+tjKeK609Ncvz4cSQnJ6NXr15K6/v374+PP/5Yad20adPw33//wcnJqTpFrHGKioqQm5sLX19f9O3bV6U+U6dORWpqKubPny9XfvfuXQBSN1/G2wVT5GsBT548AQCYmJgAAHR0dNC/f384OjrWuCwjR44EIPXNLI8dO3ZgwIAB0NPTqymxGG8ZmzdvrrTN8ePHoaOjgw4dOnBls2bNQm5uLtq3bw87O7ty+7Zu3RpeXl5ISEjA0qVLtSJzQUEB9u7dq5WxNOVtkuVNo8paYlSOsbExAO0oYgcOHEB2drbG42gT2Z6x/Pz8ctt88803NSXOW4GtrS3mzZuHefPmYePGjbC3t6+wfXx8PHbu3InQ0FA4ODjI1S1fvhwDBgzAihUrqlNkhhowRb4WUNGNqaYZPHgw9PX1ER0djStXrijUSyQS7N69G5988skbkI7xphGLxVi1ahX+/vvvStseO3YMzZs35zaf5eTk4NChQwCA5s2bV9q/RYsWAIBt27aBiDSQGsjNzcXYsWPx/PlzjcbRBm+TLG+SqqwlRuXINvY3atRIo3HCw8MxefJkbYikVXR1dQEA8+bNK/d+EBQUBE9Pz5oU661Cdo7K4++//4ZEIuHe3pSlQ4cO2LNnj8brh6F9mCL/FvP3338jKCiIU266d++OoKAgfPHFF3Ltjh49itatW8PPzw8+Pj7o2bMnbty4IdemUaNGsLCwAI/H41wZ/vnnHzRq1AhWVlZYv369SjJZWVmhT58+AJRb5c+dOweBQIBWrVop7f/gwQMMHToUHTp0QIMGDeDq6oqxY8fixYsXcu3mz58PNzc3LhLD8+fP8eLFC/Ts2RN2dnbo3bs3SkpK8Mknn8hFa/Dz8+Ne+X766afQ19fn6letWoWJEyfCyclJaaSLVatWcdF56tSpAwDYt28f+vfvDx8fH9SpUweTJk1CUVGR0mM7deoUOnbsCF9fX/j5+aFjx444cuQIli1bBn9/fwiFQuTm5qp0nstj+PDhMDU1BY/HQ//+/VFSUoJFixahV69esLe3h4uLC37//Xe5Po8fP4ajoyN3zBcuXEBkZCQ++OADhISEwN3dHcuXL5f78fvll19gaWnJ9SnL999/z8nwet3HH3+MVatWAXi1foOCgtCuXTu5dkSEsLAwObeaCxcucA+tDRo0qPRcuLu7A5C+4n/48CEAqTuXgYEBeDwe2rZtK9e+W7du0NXVVah78eIFOnXqhLNnzwIA5syZw8k9bdo0AMDOnTthbW0NHo8HQ0NDiEQiHDp0CJ07d4aXlxcaNWqEY8eOyc1XXbJUJwUFBZg7dy58fHwQEBAAPz8/LFu2DCKRiGtz4MAB7hri8/nIzs7G6dOn8dFHHyEkJATm5uYYPHhwuS5PN2/eRO/eveHr6wt/f3+EhoZi586d2LRpE5o0aQJnZ2ckJCSovJbKcu3aNQwePBhBQUGwsLDA0KFDq3zNpaen47vvvkPbtm0hFArh4OCAnj174vbt23LtEhIS4OPjw0Ve+ffffxETE4MxY8agTZs2MDMzQ6tWrXDv3j2l8xQWFmLmzJlwcXFBw4YN0aNHD0RGRlZJVlUpLCzEsWPHoK+vjx9//FGhXtX78tatWzFs2DCkpKQAAPedBAUF4fz583Jtr1y5gh49enDH17t37wojrT148AAjR45E06ZNYWZmht69e1fpYVb2YP/nn3+iadOm+P3335XOFx4ezv1/4cKF8PDw4O5lr0fPmThxIng8HkxMTBAQEMAdq6GhIXg8HhYvXizXPjExESNGjICnpyd8fX3RokULlV2Z5s2bJxcZrrI/bUb6kXHkyBEAgJeXl9bHZlQjb9ZFn6EKFW1+WrFiBQkEAtq5cycREUkkEvrtt99IT0+PDh06JNf22bNnpKurS126dKHIyEjq2LEjPXjwgPh8PllZWaksz9GjRwkAmZmZUX5+vlzdmDFjaMaMGUr7nTx5koyNjeny5ctc2d69e0kgEFCjRo1ILBYr9OnVqxcBoGfPnlGXLl3oypUr1KVLFwJAf//9NxERzZgxgwBQv379lMqqp6dH586d48okEgn17t1b6caw4uJiEgqFBICmTZtGa9eu5epWrlxJAGj69OkK88jqvvzyS+44FixYQACof//+dPr0afL29uYiAFREZZtdExISSE9Pj3x9fenTTz/lzmdxcTF99NFHBICOHj2q0G/SpEkEgL777jvq06cPZWRkEJF0w5mBgQF9+eWXcu3z8vLI0dGRlN0msrKyqH79+krrZPJXtKnu2rVrBIBu3brFla1du5Y7blUiI6xevZprHxYWxpVHREQQAGrTpo1CH1lEIGV1lW2aLC4uppCQEC4yyJQpU0gkEhER0aJFi4jP59O+ffvk+lSXLJWhzmbXwsJCatmyJfn7+3ORgqKjo8nZ2Zk+/fRTubYSiYR69OhBAGjy5Mk0d+5c7lwcPHiQ+Hw+DRo0SGGOgwcPkkAgoP79+1NhYSEREW3dupUAUKNGjSgqKooaNGhADx8+JCLV1pLsXHXp0oWGDBlCOTk5RCSNfMTj8WjUqFEqn4Pk5GRycnKipUuXctfx/fv3yc7OjiwsLJRuhvz5558JAI0aNYoGDx7MXeOPHj2iunXrkrOzMxUUFMj1EYlE1LFjR3J0dKQnT54QEVFiYiK1bt2a2rdvr9XNrrGxsdStWzfy9vamS5cuKfRT574sW1/lsW3bNtLR0aGff/6Z27A+e/ZssrGxkYtkJtvs2rZtW+rZsyelpKQQEdGVK1fI0NCwypHZ+vfvz50H2Z+NjQ0NGjSIdu7cqfA9yJDdG1+/XgYPHkwBAQHcvZKI6OLFi8Tn86l+/fpy9/PHjx+TnZ0dffzxx9w8hw4dIn19ffrzzz8rlX3lypXk5eWl8t/KlSurdG6IiJydnSvc7Orp6UkA6PDhw/T48WMaM2YMNWnShFxdXWngwIF09+7dKs/JqH6YIl8LKE+Rv3fvHuno6NDw4cMV+nTp0oXMzMy4G6MMR0dH6tKlC33yyScUGxtL9+/fJwDk6OiosjxisZhT4rZu3cqVFxcXk5WVFUVERCjt16xZMwKgEGmkW7duBEBpv9mzZ3M/TgsWLCAiosaNGxMAOnXqFBFJw2pZWlqSpaUl5ebmyvXfsmULffbZZwrjzp07t1xFaejQoQSAPvzwQ4U6Nzc3sra2lvtxKyoqIlNTU9LR0ZH7oRCLxWRnZ0c6OjqUmpqq9JwoQ5WoNU5OTgRA4WYeGxtb7kPNhg0bCAAZGBhQQkKCXN3nn39OPB5PIaRjRT/Y5dWponzNnz+f6tatKxeVRvbgU/a7rYj169dz7bdv3y5XV56CXFGdKsqzbG0EBgYqRNQJCAigevXqKTzcVpcsFaGOIj9r1iwCQFeuXJErl0XJev3hcM6cOZwC/jrt2rUjgUBAaWlpcuVeXl4EgB4/fixX3rRpUwJAd+7ckSuviiKvTGHu0qULGRgYKNwXykNmFHj9vC1evFjp9UYkDXkIgAwNDenFixdydd9//z0BUDCq/O9//yMAtG7dOrnysLAwtSNWyfo5OjqSUCgkoVBInp6exOPxyM3Njfbu3UtFRUUK/dS5L1d0X3jy5Anp6+srrAvZeGXPoUyRNzU1pZcvX8q1Hzt2LAHgHnRUoaioiH744QeytbVVUOgBkL29vdxDvwzZGnr9e+/evbtc9LW8vDxq0KABAaBjx47JtW3ZsiVZW1srrLUvv/ySjI2NFX6L3wSVKfLm5uYEgGbPnk19+vSh+Ph4IiKKiooif39/MjAwUOnezKhZmGtNLWbNmjUQiURKd6P37t0b2dnZCtFl+Hw+srKyUFxcDGdnZ/j6+uLIkSM4fvy4yvPy+XwMGzYMgLx7zbFjx+Do6Ah/f3+l/YyMjAAAUVFRcuW2trYAgNTUVKVzAdJXumPHjgUg3Ux76NAhtG/fHoB0E9e4ceOQkZGBDRs2yPXfs2cPJkyYoPKxAeDcRWTHWJaAgACkpaVxr5YBICMjAzk5ObCysoKBgYGc7I6OjhCJRNyGZW1RnozOzs4wNzdXOMdl+7Rs2RL169eXq+vatSuIqMY2Fh47dgydO3eWc82RbcYDpK4AlVHW3aNs3+pEJu/AgQMV3Iq6dOmC58+f4+jRozUiizaRSCRYvXo17Ozs0LRpU7k6mSvLmjVr5Mplxz906FCF8QIDAyEWi/Ho0SO58ri4OABQ2HTn7OwMAEoTg6nKxx9/LHf9yeQoLCxUkKM81LlHyc5Dt27duHZl51c23tq1awGAu4fJ6NixI1xdXVWStTzmz5+PO3fu4M6dO3jw4AGys7Mxa9YsjBkzBu7u7pz7hAx1jrki1q5di6KiIowZM0auXCwWg8fjcS5xZenRowdsbGzkymTnrqwrTGXo6elh1qxZSEpKwunTpzFz5kw0bdoUAoEAAJCcnKzUTaoiym7Gnz59Oh49eoQxY8agS5cuXHl4eDguXLiAzp07K9yL2rVrh7y8PGzbtk3lOd8UBQUFAIAVK1Zg48aNXEANb29v7NixA4WFhRg2bBhKSkrepJiM12CKfC3m6tWrAAAPDw+FOhcXFwBQuiH1+vXrcn6m3bp1g4+PT5XmHjFiBHg8Hs6cOcP5pO/YsaPCTa579uzB4cOHuRv8w4cPsWfPHpX8QgsKCji/dQ8PD/Tu3Vuu/osvvoCenh5+/fVXLipDYmIisrOzIRQKq3RsMtzc3BTKLCwsOHlk2Nraws3NDSkpKXI/eiKRCDExMdDX11f6HWlKnTp1lGYptLCwkJPvdfz8/BTKZIrU63srqoPMzExcvXpVzj8egNwmtKysrErHSUtL4/6vik+9NnnT51BbXLlyBdeuXcPDhw+RlpbGHUNZ0tPTAUjvG8pQ9ToBgGbNmgFQVBplexx8fX2rdgBlUKYgypRUVdYTAMycOROHDx/m9pm8ePEChw8fxqlTpyrtq+p5yMvL4+55r0cGAZTfzzXBxMQEI0aMwB9//IHExET06dNHzp9dk/uyMi5evAhA0c/64MGDePjwIbp166bQRxvfXd++fXHnzh0A0shu7dq1w48//ogrV67g5cuXWL16NerVq4eioiL88ssvKo15+PBh1KtXDwBw+vRprFq1Cs7OzgqRsi5dugQAal0/bxOy39j+/fvD0tJSri4gIACOjo5ITEzE5cuX34R4jHJginwtJiMjA4A0rvbr6OvrA4DSDWdisRgtW7bUaG53d3e0atUKRIRNmzYhLy8P//77b7lxegHA2toaQUFBmDlzJry9vfHdd98hMTFRJWtqZVFM6tWrh8GDB+Pp06c4cOAAAOmmJ5kVXx1UtfLyeDxs27YN1tbWmDBhAnJzc1FSUoKZM2ciLS0NP//8M6ysrNSWQ1P5XkdZ7HzZGqqq9U0dwsLCQETo3LmzXHnLli25kKWqvMGQtbGzs6vyg6imvOlzqC127dqFJ0+ecA9FERERchsYg4KC0KFDB9StWxc6OjpKx6jKOly3bh1cXFzw1VdfISUlBRKJBCtXrsSdO3cwZcqUct/mqUJ58gFQOaqRjo4O2rZti23btqFhw4YYPHgwbty4odIxqnoeyt6TlYXofd2qry369++POnXqQCQSYdGiRVy5JvdlZbx8+RKA4lsXQ0PDch9StPHdAcCZM2eUlltZWWHcuHG4cuUKTExMuJjoqpKTk8OFXt6wYYOCAUV2/WzcuFHh+pk9ezbq1q0LiURS4Ry//fYbvL29Vf777bffqnQMqiB7U6vswapsfWJiotbnZqhP+VcP461HZu1RFp5SFqlB9oT9OjKLvSaMGDEC586dw6ZNm+Dh4YHGjRsruGyUZf/+/Rg+fDg++eQT3Lhxg4uLr8pNVRV5p06dik2bNmHp0qX44IMPcPjwYXz77bcqH48muLm5oVmzZjh69Ci8vb1hamqKwMBAXLp0ScFV4U2jzFovK5OtKRnKEjLJUMX9RYZIJEJ6ejpsbW1x7NgxNGzYUGFtmpmZoX///tixY4dK1qsLFy4AAEaNGlWhnOrKDEh/wAEo/HBX5RxWtyyaEBYWhk6dOnEPJgEBAdVqbbOzs0O7du2we/duCIVCmJmZwcPDA8eOHZNzVaiIsmtJ20RFRaFXr16oV68e9u/fz1lYN27cyLnDaErZ7y8/P5+7D8qQfc/VgaurK1JTU+UelDW5L5clOTkZ9vb2nHtTedG9qpPNmzfj66+/Lrfe2dkZnTp1qrKr41dffYW4uDhMnDiRc4cqLCxEVFQUgoODuetnxIgR+Omnn9SSPTU1tUquZdVhMGjXrh2uXbtWbq6B4uJiAFCw1jPeLMwiX4uRKYiPHz9WqJO9qm7cuLHSvtpQBgYMGABTU1PExcVh5syZFbrVyMLJOTk54ffff5f78VIlc6Mq8vr5+aFr1664cuUKZs+ejc6dO9dYUqru3btj0qRJyMnJQWJiIqKiorB79+63TokHlK+Xp0+fAlCMMS2zyslu4JWNU9Gc33//PQDgxIkT5SptP/30E8zMzBAWFsa9klbGuXPn8ODBA7i6umL69OkK9cbGxkplVtVXWsb27dsVwkoCVT+H1SmLuty8eRORkZEwMzODt7c3TExMkJCQUG57bSiYQ4cORbNmzZCXl4fk5GRER0fj33//VVmJB+TXkjYhIvTv3x9Pnz7Fvn375NwktJld1szMjDNMKMuOWl64Sm0gC+coy2Cq6X25LJ9++imA8vcFANKH3eTkZLVkV4W7d+9i+/btFbYpLCxEw4YNVR7zyJEj2LBhA9zd3eXCTV65coULjyr7ndXk+pHFv1f1rzrCT/br1w9A+Vl7ExISoKOjgyZNmmh9bob6MEW+FjNu3DgIBAIuznxZDhw4ADMzswpdXTTF2NgYAwcOBACkpKTgww8/LLftlStXUFxcDF9fXznr6ePHjznra1VeoZbHlClTAACLFy/WyK2mKqSkpODWrVtKfWTfRk6dOqXgd3rs2DHweDyMHj1arlzmsvL6j/KBAwfkfNTLIlP+y1qtHz9+DE9PT0RERCAxMVHBP16GTKEoKioqN+lMYWEhpk2bBiMjI2zdulXBoimT+9GjR3IbYgGpu1V5VCT36+zfv1+h7Pjx46hbt67C/o3qlkUdJBIJF5fezMwMurq6GDNmDJKSkpT6+MfFxaFv376VugdUxvHjx6t0nVT3eShLamoqIiMjUadOHc4vGpA+xP71118AtHOPAl5tED558qRc+eXLlzklSltzybh79y7nEiELAKDuffn174WIOPcYmQuKMoV63bp11Z7ga/z48bh586bSupiYGJw7dw6TJk1SaayMjAyMHj0afD4fGzdulHM3OnToEGeJb9asGUJCQnDixAmlb8gPHjyIuXPnqnE0NUvTpk3Ro0cPHDhwAHl5eXJ1Fy5cwMuXLzF8+HBYW1u/IQkZytCaIh8dHY2TJ09i9+7dOHz4MK5fv/5GXq29i8h8Dl+3ZPj7+2PJkiXYunUr9uzZA0B6Q/3xxx9x69YtbNy4Ue4HSSQScTeZslFXNGHEiBEAgJ49e1boUiAUCqGjo4OLFy9yrwSjoqIwePBgLovckydPUFxcLPdaT6Zwqipvx44dIRQK0bNnT87qpIykpCQAUJpmXGYJfj0ZCvDKoiX7TgCp/6WdnR38/PzQoEEDzofR398fbdq0waxZs8pNjqOMsgqyMmW5uLgYubm5yMzMVLD0FhQUICsri4tMpIxmzZrhs88+427UZ8+excaNGzF9+nSEhITItR0xYgT09PQwffp0rv29e/dw8OBB7nt7fVOcjY0NvLy8cO7cOaSnp6OoqAhr1qzBgAEDcOzYMVhYWHCbHpXxySefYN++fdi7dy+GDh0qlxQmOjoaPXv2xLNnz3DhwgWEhoYqHWPs2LFITU2Vs9zu3bsXxsbGMDY2xtOnTxVcW5o2bQo9PT0uu2F8fDwiIyOVbpY2MTHBokWLOCVn8eLFePDgAdavX68QOaW6ZXkdkUjEKWzK3mo8efIEffr04fyJZcrIggUL0KRJE3zyySeIiIjg2l+9ehVDhw7F77//zkWRKju2sutElkW07HUCSO9ZXbt2hbu7O3ed+Pn5ITQ0FF999ZXCPa6itSRDtj6UXSuy+VW5/mxsbODs7IzU1FRu82JmZiY+/fRTzrdb5pJR9sFCnfMwffp0BAQE4KeffuLcKeLj47Fo0SLuYboqri1lrb3K5Lh06RI+/vhj6OnpYdmyZVykM3Xvy7KEf7L9SGvXrkXPnj0BSCPxfP311zh06BAWL17MPfydOXMGW7duxZAhQ7hxtPXdydDT08OkSZPQpUsXrFy5Uk6pPnv2LLp27YolS5YgODhYrl95vwcTJ07Es2fP8OWXX8olOQwLC8PatWvl9srIotJ89NFH3O+VRCLBtm3bsHbtWixcuFDl46gOCgoKkJmZidzcXAWjQlnWrVsHS0tLjB07ljt/snPQqFEjLFu2rKZEZqiKJrEr79y5QyNGjKB69eoRn89X+DM0NKTOnTvTX3/9pRBzmVE5v/32G3l7e3MxcI2MjCgwMJAmTZok1+7QoUPUvHlz8vHxoYCAAOrfv79coh0iorZt25KDg4NckgyhUEibN2/WWE4vLy/av39/pe0OHDhAQUFBZGtrS4GBgdSjRw+6desW5efnU79+/cjKyoo+/PBDio+Pp2XLlpGfnx/x+XwCQHp6euTv7680tvvrjB07lk6cOKG0bvXq1Vwsa9m4gYGBFBYWRrt27eJiBKM0tnHjxo2JiGjz5s3k4uLC1ZmZmcnF/7516xYXC1vZX3lxxMsyadIkEgqFZGFhwfUzNzcnoVBIX331FRERTZ06lezs7Lh6Ozs7mjBhAte/Tp06cnVTp07lxi8bK/n06dPUvn178vLyIg8PjwqTi5w/f56aNGlCNjY21Lt3b/r1119JJBLRuHHjCAAZGxtT165d5frcuXOHmjVrRvXq1aPWrVvT6dOniYioQ4cO1L9//0rPBRFRfHw8TZ48mfz8/MjPz488PT2pWbNm9Msvv3BJfypizZo15OnpSc7OzvTRRx/RP//8Q0TEXVO2trY0e/ZsuT67d+8md3d3cnNzo169eikkAJLldDhz5gytWrWKWrRoQY6OjtS0aVM6efJkjcryOufOnSN3d3eysrKSW3uOjo7k7u5O7u7uVK9ePYW1WTbHQV5eHs2ePZvc3d3Jx8eHQkND6fPPP6fk5GS5eXx8fIjH43F5CQICAig1NZXCwsLkriFDQ0MKDAzkYus/ffqUOnfuzPV9/c/T01Mh1nl5aykpKYn8/PxIIBBw13JAQADdvn2bjh07pvQ6fz3O++uEh4dTp06dqE6dOhQQEEDNmjWjPXv2EBHRvHnzyMzMjDp06ECnT5+m/Px8CgwMJAMDAwJAPB6PfHx86NixY5SRkUH+/v6kp6fH1fn6+solpktNTaVRo0aRra0tNW3alIYMGULPnz+nX3/9Ve54srOzy5V3w4YNJBQK5a57XV1d8vf3J6FQSP7+/uTq6kohISE0c+ZMevr0qcIYVbkvyygoKKAxY8aQjY0NhYSE0HfffafwG79582Zq3LgxOTk5UePGjenjjz+WGyMgIID09fUJAPH5fPLz86PDhw9TeHg4+fr6ct+rQCAgPz8/un37doXfXZ8+fWjZsmVERPTgwQMaM2YMeXt7U0BAAHcNnT9/Xq7PoUOH5H5n+Hw++fv70+bNmykhIUHpNWRjY8OVL126VG68uLg4GjZsGDk4OFBwcDC1atWKFi1apDR+f00xZMgQEgqFVLduXYXf/yZNmijt8+LFC/riiy/I39+fgoKCyM/Pj+bNm0d5eXk1LD1DFXhEVX9/l5SUhPHjx+Pw4cMgIggEAjg5OcHCwgLGxsYoKipCbm4u4uPjkZeXBx6PBw8PD6xbtw5t2rSp6nQMhsq8fPkSvXr1wpUrV1TeAKkpYrEY8+fPx+PHjzFmzBgIhUKYm5ujuLgYDx8+xPfff4/9+/cjLS2tWqLXqMqmTZswYsQIzJ07t1r8K98Hhg8fjs2bN+PMmTNo27btmxan1rFixQr8999/GDVqFJo0aQJLS0uIRCLExcVh+fLlWLNmDW7evKnwZojBYDAYyqly1JqdO3di/PjxcHJywo8//oguXbrAz88Purq6StvHxcXh1KlT2L9/Pzp27IiJEydi2bJlcq9oGQx1OXDgALZs2YL169fDysoKCxYswNSpU2tMiQek4cjmz5+PFy9eyEXSMDAwQGBgIGbOnIlTp05pNdoIg1HbCAsLw5dffomrV6/KbZYTCATw9PTEDz/8gD/++AN2dnZvUEoGg8GoXVRJm/7pp58wd+5c7Ny5E+Hh4Zg+fTqCgoLKVeIBabinkSNH4t9//0VUVBTi4uLQrVs3pRtCGIyqsn79ehw8eBB3797F5s2b8fz5czn/2ZrAx8cHOjo6WL16tcIGoWvXruGLL77AqlWrKrxOagLZfgOZ3y6j6rBzqD5ubm4wMTHBhg0bFHz379+/j6FDh2LhwoVMkWcwGIwqoLJrzffff4/Y2FisXr1aYTNXVdm2bRt27NiB/fv3azwW4/0mLCwMw4cPByDdJDl//vw3sqb+++8/LF26FOHh4TAwMIChoSF0dHQQEBCAL7/8Uu3sstrgyZMn6NevH6Kjo7nU2h4eHtiwYYPcBi5G+ezevRtz5szhwroKBAL4+Pjg2rVrShOyMZRz9+5d/PTTT7h69Sp0dXVhbGwMPp+PBg0aYOLEiWw9MhgMRhVRSZEvKCjA33//jUGDBmlt4ps3b8LIyKjGMzIyGAwGg8FgMBjvAmptdn2de/fuYcuWLWjQoAHGjBnDlcfExOCPP/7AF198IRcGkcFgMBgMBoPBYGiGxjtOr127hqZNm+KXX37BuHHj5FIMu7q6omnTpujevTuio6M1nUpljh8/ji5dukAoFKJ58+ZYvny5QtzUCRMmwMbGBjweDzwer9xMZgwGg8FgMBgMxtuIxhb5jh074pNPPsGNGzcgFosVkoYAQHh4OObMmYODBw9qMhUiIyMxbdo0NGnSpNwsaevWrcPMmTOxb98+tGvXDgkJCfjggw9gaWmJf/75B/r6+lxbkUiEdu3a4cKFC4iJieHSZmuCRCJBcnIyTE1NazRyCoPBYDAYDEZtgoiQk5MDe3t7Fs1QXTQNRN+oUSOV2jVt2lSt8a9du0YzZ86k0NBQLmnD3LlzlbZ9+vQp6enp0Zo1axTKBQKBQsIVolcJXmJiYtSS73XKJpFgf+yP/bE/9sf+2B/7Y38V/yUkJGhFB3sfqXIc+ddJTU0FEVVofS4pKVFIva0qGRkZ0NPTQ8eOHZGfn4/bt2+X23bhwoUoKSnBxx9/LFfu6uqKdu3aYcmSJZgyZQrMzc3VkkUVZLHCExIS5NI3Vxfx8fFwcnKq9nlU4W2S5W2EnR+GurC1w2AwapKauudkZ2fD0dGR5VnRAI0V+aZNm+Lrr7/G0qVLIRAIlLaZOnUq3N3d1Rq/c+fO6Ny5MwAgNDSU+//rlJSU4K+//oKbm5tSBbpJkyY4efIkDhw4wIUrrA5kDzRmZmY1osibmprWyDyq8DbJ8jbCzg9DXdjaYTAYNUlN33OYK7L6aKzIz5s3D40bN8b+/fsxdOhQeHl5wd7eHkVFRYiKisLOnTtx+/ZtHD58WGNhK0qoEx4ejszMzHLjdTs7OwMArly5Uq2KPIPBYDAYDAaDURNorMh7e3vj4MGDGDRoEH788Ue5pyoigkAgwPLly9G1a1dNp6qQyMhIAECdOnWU1tva2gIAoqKiKhxn2LBh2LNnDwoLCwEAenp6GDNmDH777TctSvvuQUTIi38AcnJiT9YMBoPBYDAYNYDGijwAdOjQATExMdi2bRsuXbqEly9fwsDAAIGBgRg6dCgaNGigjWkqJCUlBQDkotKURZbtMzMzs8JxNm/ejC+++IKLjDN9+vRyxwSAoqIiFBUVcZ+zs7OrKHntpzD9Ja4vnoDEsweR1rYvGk//HQZWtm9aLAaDwWAwGIx3Gq0o8oDUn2r8+PEYP368toasEvn5+QAAHR3lh6SnpwcAyMvLq3CcwsJCzJ49G+vXr1fJBeenn37C999/r1AeHx9fI5s38vPzERcXV+3zKIOIkHb5MJ6smwVxofT8J577B8+unYL7Zwtg3bwHs86X4U1+V4zaDVs7DAajJqmpe05OTk61z/GuozVFPj09Hdu2bcP169dBRNi2bRtyc3Mxb948LFy4sEKrtjaQWdxfT/wkQ1ZuaGhY7hi5ubno06cPhg4dimHDhqk078yZMzF58mTus2wHtpOTU41sFImLi+P8/2uSslZ48HiALB2BRAxxQS4e/vol6t85w6zzZXhT3xWj9sPWDoPBqElq6p7zPnoxaButRN/fuHEjXFxc8NVXX2H79u04ffo0AMDExAQtW7bEBx98UK6CrS0sLCwAQM7NpSwyn3dLS0ul9RkZGejYsSPOnj1bJVcgfX19LkJNTUWqeZMQEeLC9uDfAT5IOv+PrPD1RgCApPP/4N8BPogL2wPSLO8Yg8FgMBgMBuM1NFbk//33X0yYMAGjRo3CwYMHsX79ejn3lr59+2Lw4MFYvny5plNViI+PDwBpXHtlyHzovby8lNb3798f7du3BwCMGDGCU/wZ8mQ+uotLswajJC8bJBZX2JbEYpTkZePSrMHIfHS3hiRkMBgMBoPBeD/QWJFftGgR9uzZg+XLl6N3794YMWIErK2t5doMHjxYK+EnKyIoKAj6+vpISEhQWh8fHw8AaNasmdL6H3/8ET/++CMmTZqEhw8fYtasWdUma23G3D0AOkamilb48iCCrrEZzN0DqlcwBoPBYDAYjPcMjRX5zMxM9OrVS67s9Q2OPB4Pubm5mk5VIcbGxujZsydiYmKURqa5fv069PX10adPH6X9mzZtCkCq0Lu5uWH58uW4fPlydYpcK+ELBLBv0RU8gYrbK3g81G3cHvxykoUxGAwGg8FgMNRDY0W+pKQEJSUlFbZJTU3Fy5cvNZ2qUmbNmgU+n49du3YpzH/69GlMmjSp3DjzMoyMjPDnn3+CiJiLTTnYtegGEqu454EIzy4fx731C1CSyza1MBgMBoPBYGgLjRX50NBQjBw5EgUFBUrrCwsLMXr0aHTs2FHTqfDs2TMA0o2pyggKCsKCBQvw3Xff4caNGwCk4SZHjhyJxo0bY8GCBQp90tPTAcjHl2/Xrh0+/PBDPHjwAN98843Gcr9r2DXrUqX24qICRKybh7/7eSBy6xKICioOAcpgMBgMBoPBqBweaRhOJCkpCU2aNEFJSQm6dOkCJycnbNy4ESNGjEBCQgJOnDgBALhx4wbq169f5fFjY2PRt29fSCQSPHz4kItK4+XlBQMDAwwYMADfffedXJ89e/ZgyZIlKC4uhlgsRp8+fTBnzhy5EJhLlizBn3/+iYcPHwKQhqXs0KED1q5di65du+LRo0ecNd7JyQk//vgjPvnkk0rlzc7Ohrm5ObKyst7p8JOHPwpEdkykWn31LW3hO2w6GnwwFgJ9Ay1L9vbCQggy1IWtHQaDUZPUZPjJmtSZ3kU0VuQB4MmTJxg+fDguXryoUBcSEoJt27bB29tb02lqBe+PIh+A7JioCtvw+ALYteiKzMcRyH8er1BvaOMAvxEz4dZ7JAS6etUl6lsDU8YY6sLWDoPBqEmYIl970EpCKHd3d5w/fx4RERG4dOkS0tLSYGZmhsaNG3ObSBnvDkkXDleqxAMAScTwGz4Dll4hePr3Btzf+CMKUp9x9QUpSbjx8+eI2voL/EZ+B9fuQ8AvJzMvg8FgMBgMBkMerVjkGa941y3yJXk5OPJxIPJflIb55PEQ2GcISk5v4tpYfjQTpqEfAgAsGgi5iDWiwgI8PrAWkZsXoygjRWFsU8cG8B89G06dBr2TUW6YVZWhDkSEqAth8GnZSSEiGIPBYFQHzCJfe9BKZldl7NixA59//jl++OEHvHjxorqmYdQw4WvmvFLiAXh+OA76t/+GkQ64v5Lja2Hh1ABW3iFyCrmOgSG8P/4KvfY/gnDCQuiZyWfZzUl4hMtzh+LoJ8FIOL0fJJHU2HExGG8jhekvcWHGANyd2h0XZgxAYXr1R/9iMBgMRu1BY0W+S5cu8PX1hZ2dHRo0aAAAmDBhAoYMGYJ///0Xt27dQvPmzctN1MSoPaTeu4qHe3/jPhvbOcPB0hCS3Ey5dpLcTKTv+7nccXSNTOA7bDp6HXgM/zFzoGss/xSeHROJCzMH4tiwJkg6/w/YSyPG+wYRIS5sD/4d4IOk8/8AAJLO/4N/B/ggLmwPuyYYDAaDAUALivyIESPw/Plz/O9//8PDhw8RHx+PtWvXwtzcHDdv3sSBAwewYcMGzJw5UxvyMt4QElEJrv00Ti6ja/C475F9aAVAr1nOSYKMfb+gJCWxwjH1TMwRMHoOeh14DN9h06FjaCxXn/nwDs5N7YewUS3w7MoJprww3gtkVvhLswajJC8bJBYDAEgsRkleNi7NGsys8wwGg8EAoAVFfufOndi7dy8GDhwIHo+Hs2fPgojQrl07WFtbAwDatm2LJ0+eaCws480Rte0XZD2O4D47d/kYOhEnAIlYaXsSi5G6eZZKY+ubW0E4YSF67X8Er8FfKYSkTLt/HWe/7I5T49rh5a3/1D8IBuMtRpkVHq8/vJZ+ZtZ5BoPBYABaUOSfPHmCDh06cJ9v3rwJHo+nEK2msuyvjLeXnPhHuLf+VTItPTMr+PUZhpzT28tV5CERIefUVhQ+vq3yPAZWtgj58hf0/OshGvSfAL6Orlx9yp0LODW+A05P6oLUiCtqHQuD8TYiKsxH3IndUit8bhZnhS8PEotRkiu1zmc+ultDUjIYDAbjbUPjWH+6uvLK1rVr1wAALVu25Mri4+NhZWWl6VSMNwAR4dqi8ZAUF3FlQV/8jOxdCwC+AJCIyu8sECBl3WTUX3y6StE2jGzs0WjaCvh8OgX3N/6Ip/9uklNsXlw7hbBrp2Af2h0Bn82DlXeIWsfGYNQ0osICZMdFI+tpJLJjIpH1NBJZMZHITXqqaH2vFGn70593gbmrD8xdfWHm6gMzF2+Yu/rC0MaeRblhMBiMdxyNFfmAgAAcPXoU3bp1w40bN3Dt2jXUq1cPzZo1AwAUFhZi3LhxmDFjhsbCMmqep/9swsubZ7nPdRu3R31hU8T9PrLyzmIRCiL+Q3F8JPSd/ao8t7GdM5p8uxY+Q6bh3voFiDu+Qy6STfLFI0i+eAT12/ZDwGdzYeHuX+U5GIzqQFxUiOy4B8iKiUTW0/tShf1pJPKSn2o9GlNxVhpS7lxAyp0LcuW6xmYwc/GGmasvzF28YebqA3M3XxjXcwaPX20ByxgMBoNRg2gcRz41NRUffPAB8vPzERUVBbFYjF27dqFv377YuHEjFi5ciKdPn+Ljjz/G9u3btSX3W8u7FEe+IO0Fjnzkj+LsDACAQN8A3bbfgUl9dyROb4+C+xcrtsiXIrB1hvWAaTDrNAJ8fUO15cmKicK9P+cj/uRexUoeD86dBsF/zByYOXmqPUd1wuLIv3uIi4ukCvvTSGTHlCrsMVHITXz81oZPFegbShV8F2+Yu/pwir5JfXcFdzYGg/F+wuLI1x60lhDq0qVLSEpKQosWLeDg4AAA+O6772BmZgYzMzOYm5tj8ODB2pjqreZdUuQvfjcY8Sf3cJ+FE3+E79BvAACFj28jflLDKo0nsLCFZd8vYd5jPAQmFmrLlfHwLiL++B5J5/5WqOPx+XDpNgT+o2fBxN5V7TmqA6bI117EJcXIiXuArJioVxb2mEipwl6JP3t58AQ6MHXyhLmbr/TP1Q8GVrY4Na6dymP4fzYPBS8SkR0bhayYKBRnp6slCwDwdXRh6uT5SsF38ZG66jh5KmxAZzAY7zZMka89qKzIP3r0iIsTzyifd0WRT7pwGOem9OE+WzQQosumK5zFTpSZgqdDnYCSIuUD8HgAT7kPPd/IDOY9xsGy71fQsaqntoxpkdcRsW4enl0+rji9QAfuvUfCd8RMGNd1VHsObcIU+bcfcUkxchMelbrCvFLYcxIeaaCwC2Dq2ADmrqUKu5sfzN18YeLYAAJdPYX2Rz8NQeaj8ErHtfAMQretN7jPRISijBRkxUQiOyYKWbHRUj/8mCgUpj1XS3ZA+nBsbO9War33fuWL7+wNXSMTtcdlMBhvL0yRrz2orMjz+Xy4uLiga9eu6NatG9q3bw9jY+PKO75nvAuKfEleDo58HMhlcOXx+ei04RKsfRoBkCoMzxYOQO7F/eWOwdPVh9OK68i9fBCZB1dAnJ2qtI1Zp2Gw/HAa9Ozd1ZY35e5FhK+dK+fLL4OvqwePfp/Bd9h0GNaxU3sObcAU+bcHiagEOfGPpD7ssk2nTyORE/8QJK7cXUwZPIEAJvU9FBR2UydPpQp7eYSvmYPIzYtB5UWEAsDjC+A7fAYCx36v0pjF2RnIio1Cdmw0p+hnx0Yj71mcynIpw6ieE2fBN3f15Tbavp61mcFg1C6YIl97UFmRP3/+PI4fP45jx47h9u3b0NXVRfPmzdG1a1d07doVQqGwumWtFbwLivzNZZPxcPcK7rPXx18i5Kul3Ofs09vxfMmQ8gfg8WH10UzUGfoDAEBSmIes4xuQsX8pRC/jFdvz+TBtNRBWA6dD3039dfT8xmlErJ2L1PDLCnUCfUM0GDABvkOmQd+ijtpzaAJT5GseiUiE3MTHryzsMa8UdolIvZC4PD5fqrC7+ZZap6WKu5mzFwR6+hrLnBJ+CSfHtK60Xac/z6NOQHON5irJz33lMhQTiezYaGTHRCE36YlGPv4GVnWlm2s55V7qi29gZcsi6TAYtQCmyNce1PKRT0lJwbFjx3D8+HGEhYUhNTUVdevWRefOndGtWzd06tTpvQ03WdsV+bT713BiVCgXCs/YzhnddtzlXqGXpCYhbnwAJLmZ0g58AfgGJpDkZ5WOwAPf1BJum2LANzKVG5tEJcg5uxPpe39GcXyk0vmNGnWD1aAZMPRrqdYPPhHh2ZXjiFgzF+nRNxXqdYxM4DVoErwHT65xqyFT5KsPiUiE3KQnii4xcQ/UVtjB48HEwf2VD7ubn1QxdfaqVp/xgofX8WBiM8jCS5YjHLxWXYWhZ6NqkUFcVIichEfIioni/O+zY6M1O58A9MwsYebiU6rY+3C++EZ1HZmCz2C8RTBFvvaglc2u169f5xT7q1evAgAaNmyILl26oGvXrmjWrNl7c5OuzYq8RFSCY8OayGVwbbP8H9i36AZAqiQnze6O/JuvfNKth86HwKwOXv42gSuznbQaFt3HljsPSSTIu/oP0ncvQuGDq0rbGPi2gNXAGTBu3F2tUHlEhKRz/yB83Vy545Gha2IO78Ffw2vQF9A1qZmbB1PkNUciFiMv6alCWMfs+AdyuQ6qBI8HEwc3JS4xXtAxUD/KkqoQEUSpSSiKCUdRTDgyD/wKcdbLijvxBTD0a1nlHA2aIntgkrnoZMVEITsmGtmxURAXFag9ro6RCcycveWUe3NXHxjbu4IvEGjxCBgMhiowRb72oLWoNTKysrJw4sQJHD9+HCdOnEBiYiIsLS3RqVMn7Nq1S5tTvZXUZkX+/qZFCF89i/vs3PkjtPhhG/c588havFw5nvus79kYTssuAgBiP/NDSfIj6Dp4wmXtPfAElacoICIURPyH9D2L5R4OyqLn4g+rAd/AtM1HKo2pMIdEgoTTfyHij++RHRutOL65NXyHTEODAROgY2BU5fGrAlPkVUciFiMvOabUsl5GYY+L1kxht3fl4qmbu0oVdjMX72r/7mVI8nNQFHdPqrTHRqA4JgJFsRGv3nBVEfNeE2DWdjAMvJqodX1oC5JIkPc8nttcy/nix0ajJDer8gHKga+nDzMnL+l3JouJ7+oDE0ePKu07YDAYVYMp8rUHrSvyrxMREYFjx47hxIkTCAsLq86p3gpqqyKfE/8IRz4J4pQkPTMr9Nh9DwZWtgCA4mdPETdBCCrMAwDw9Azg/Nst6Dl6AwDyrh9F0soJcPhiNYwbda3y/IWPbyN972LkXtgHKPHN1anrAqsPp8Cs80i1YtFLxGLEHd+Je3/Ol2bRfA0Dq7rwHTYdHv0+qza3CabIK0ISCXJLFfaymU6lFt5Ctcc1tnNRdIlx8YaOYc1s0CexCMVJj1AcK1XUi2IiUBwbgZLnMdUyH9/YHEZBHWAU0gnGDbtAt65LtcxTVYgIBanPkF2q1Jd11SnKSFF7XJ5AB6aOHqWWe6mCb+biDTNnrxp7KGMw3mWYIl97qDZFPj8/H5GRkahbty4cHd+O8H81QW1U5IkIpyd2kov60nT2erj1HCatF4uROKM9Cu6d5+ptPlsKy35fa12W4qRHyNi3BNknt4BExQr1AnMbWPT9EhY9J6gVi14iKkHM4S24t34BF5WnLIY2DvAb+S3ceo3QusXvfVbkpRbbODl3mKynkRq7ZBjbOUuVdE5hl7pl1FRYRCKCOONFqbIejuJYqbW9OD4SVF5o1koQWNhCnFmJa00l6Do0kCr1IV1gFNhWYb/K20BRZmqpa06UnIJfkJKk/qCyty6yTLalsfDNXXxqzIWOwXgXYIp87UFjRf6PP/5ARkYGMjIykJ6ejrVr1+Lw4cMYMmQIsrKkr1SHDBmC9evXQ/Ae+DrWRkX+yd8bcW3hGO5z3cbt0W7lcc73NmP/MqT8MZWrNwxog/qLTin4rmvzwhelJSPjwHJkHlkLKshVqOcbmkpj0ff7CjpWVQ8rKS4uwpND6xG56ScUpD5TqDe2c4H/qFlw6fYp+DracVl4HxR5mYtF2Qgx2aURUcSF+WqPa1TXkYsSI/NhN3Pxga5xzSmoksJ8FMfd55T2oth7KI6NgDhLPcsyz9AE+i4B0Hfxh75rIPRcAqDvEgCBqSWe/TIMOWd2Ks+czOdD18ELPB6v3E3jcgh0YOjTAkYNO8M4pDP0PULU2ndSUxTnZnHRc7Jio7hQmbnJMdwmfHUwtHGQ87+X+eO/qShWDMbbDFPkaw8aK/IzZszAzz//jG7duuHrr79GaGgonJyckJmZie3bt6Nz586YP38+HBwcMGXKFG3J/dZS2xT5grQXOPKRP4qzMwAAAn0DdNt+B6aOHgCAorhIxE9qyFkXeYYmcPn9LnTrKWZNrY4LX5yTgcx/V1VbLHpRYQEe71+DyM2LUZSpOL6pYwP4j5kDp44DNd509y4p8kSE/OfxcjHYs2LuIzsmCqKCPLXHNbKtX2pdf+XDXtPWVJJIUPL8aak7TDiKYu6hKDYcJcmP1VMk+XzoOXhCzzWQU9r1XQKgY+tcrkJdkpKAmJENACVvpXi6+nBZ/wi6NvVRkpKI/NthyL8VhrzbYZBkp1Uujpk1jIM7wSikE4yCO0HXpn7Vj+kNICrMR3bcg1Il/5UvvibJugBA39JGXsEv9cU3rGP33gRpYDBehynytQeNFflvv/0WIpEIP//8MwDg2LFj6N69O5o3b46LF6UbIUtKStCmTRtcunRJc4nfcmqbIn9x1ieID9vNfRZO/BG+Q78BIA0XGT85FEWPXmWPtP1iLSy6jVEYRxuyVISkMB9ZJzYg469fKoxFbzngGxi4B1V5/JL8XDzc8xuity/lHmrKYu7mh4Axc1G/bV+1rZm1UZEnIuS/TJSPEBNzH1kxURDlK74pURVDG4dSZd3nlYXd1Rd6JuZalL5yxFmpUgt7WdeY2HugIvXeHggs60mt7K7+0HMJhL5rAPQcfdTa15G6eRbSdy8CqMyekddyNJSFxGIUPbmNvFsnkH8rDAWRFwEVklvpOfly1npD/9bg1zIfc2k23selbjqRpRltozSLZARpZCtZgquysfCN6zm91W80GAxtwBT52oPGinxgYCBu3rwJXV1dAMD8+fMxb948TJkyBUuWLOHaNWrUCDdu3ChvmHeG2qTIJ188gv8m9+Y+WzQQosumK+DrSL/LtO3zkbZtHldv1KgbHOb/W66VqiYufBKVIOe/XUjfs7jiWPQDp8PQv1WVLWrFuVl4sPNXRO/4FaL8HIV6S69gBHw2F/ahPao89tusyBMRCl4mvYoQExOFrKdSC3tJXrba4xrWsZNa2GXW9VL3GD1TC+0JrwKS4iIUJ0ShuDRaTFFptBhxuqJblSrw9A2h5+QHfdeAUsVd6hqjY2GjPZnzc/B0uCskOemyWcvN0VBe//zws8i/dQJ5t06gJOlRpX14uvow9G9V6l/fGXqugbXWKs1FPiobC7/0/5q8NRIYGJWGypTPaGvi4K41NzwG403DFPnag8aKfFBQEO7cucN97tu3L/755x/s27cP/fr1AyC1yIeGhuLatWsaCVsbqC2KfEl+Lo58HIj851LrNo/PR6f1F2Ht2xgAUPj4FuK/asZZ9PgmlnBZEwEda3uty6IOJJEg79q/0lj00VeUtjHwbQGrAdNh3KRHlS1oRVlpiNq2FA/3/KbUt9varwkCxn6Pek06qqzovA2KvCyKiMzCni2Lxx4TpVGYQAPrevLuMDKFvYaTbhERRC/jFcI7Fic+ACRquF/weNC1c4e+SwD0ZEq7SwB07dzBq4E9P5mH11QpR0NFlDyPQd6tMOTfOoH8O6cgyav8+xZY1oVRSGcYl7rh6FjWVWvutwmSSJD/MlFOuZcp+8rexqkKX1cPpo4NFGLhmzp5aiXjL4NRkzBFvvagsSLfunVr/PXXX7CxsUFeXh4cHBxQUFCA58+fw9JS+iO+bNkyiEQifPPNN1oR+m2mtijyN5dNxsPdK7jPXh99gZCvlwEAJMWFiP+iMYrj7nP19b7ZBrN2g6tFFk2QxqI/h/S9i5F/45jSNnrOfrAaOB2mrQeBV/q2QVUK0l4gauvPePTXGqWv6W2CWyFw7PewDW5dqZxRF8Lg07JTjVg4iQiFac/lo8SUusSU5GSqPa6BVd3SOOx+cptP9c1rPpOzOC+rVFEP5yzsxbH3IMlX7w0C38y61H/dv1RxD4S+sx/4BjUTslIZJBaplaNBlXELH16XWutvnpAmZlMS9vV19N2COGu9gV8o+HrVl+G2piEiFKa/VBoLvzDtudrj8vh8mDi4w6zU/968NBZ+TYZDZTCqClPkaw8aK/KnTp3Ct99+iyFDhmD//v04e/YsPvvsM6xZswY5OTn48ccf8csvv2DPnj2chf5dpjYo8mn3r+HEqFBu456xnTO67bjLhexLWT8dGfteuUWZtOwPu293V6qAvmmLc+Hj28jY+zNyLuxVHove1hmWH06BeeeRVfYDzn+ZhMhNi/Dk0J9KU9TXa9IRAWO/Rx3/popypb/E9cUTkHj2IOq37YvG03/n4vNrilT5eCFVOLiwjtKIMZpYF6UbAF9FiJEp7W8iwgeJSlCc+KBUUX/lFqN0r4QK8HT0oOfk+8rC7ip1jRFY1nsr3Ug0zdGgCuLcTOTfPY38m8eRd/MERC/jKu3D0zeEYUBbqbU+pDP0nHzeyvOnDYqy0pEdGyWf0TY2mnujqS7Gds6vQmXKfPFdfGr8TRaD8TpMka89aCWO/L1797BixQokJSWhbdu2mDx5MgQCAby9vcHj8WBmZgYrKyscPXpUGzK/1bztirxEVIJjw5og63EEV9Zm+T+wb9ENAFBw/yISprXmlHyBhS2cV0eo5Pv7phV5GcXJj6Wx6MM2lx+Lvs8XsOg1scqx6POexeHehoWIObxZaaQM+5Y9EPDZPFh5BYOIEH9yL64vGg9RQS5ILAZPIICOoQkaz1gNp44DqqT4FKa/lAvrKLO2F2enV965HPQt6nAuMVzGUzc/GFhqz9dbVYgIorTkUmVdGt6xKCYcxQlRgJKHJ1XQsXV+ZWUv9WPXc2hQ5Tczb5oadVsjQknyY+TdPI78W2HIDz+jNATs6+jUqc9Z642CO0JgZl0D0r5ZSvJzkR0XzYVYzY6RJr3KS34KUuENR3kY1rHjoueYl1H09S1t3tmHJcbbBVPkaw/Vntn1feNtV+QjNy/G3d+/4z47d/4ILX7YBgCQFOQibmIwSp494ert5x6ESbPeCuNoQ5bqRpT+TBqL/vCaCmLRj4Vlv6+rHIs+J+Ex7v35A2KP71AaktA+tDvExYV4cf00wOPJtyn9XJ51vjAjpYwPexS3AVVZeExV0TOzepXltIxLjLbeDFQVSUGuVFGPjSjdgCr9/6uNnVWDb2RWqqi/Cu+o5+IPgXHNRsGpLt7ktUUlxSiIuly6aTYMRY9vVh6Gk8eDfoNGUmt9wy4w9G5W6x6eNEFcVIjs+Ifc5louVGb8Q6Vv9FRFz8yKi57zKpKOD4xs6zMFn6FVmCJfe6gxRX7v3r0YMGBATUyF4uJirFq1Cnv37kVOTg50dXXRoUMHTJs2Dba2tkhLS0ObNm3w6NEjFBcXo02bNjh79qxW5n6bFfmchMc4+kkQxEWFAKQ/Cj123+OUuRerJiLr39Vce7OOw1BvysZqkaUmkcai/x2Zh1YoTd7D09GTxqLvPw169h5VGjvraSQi/pyPhFP7qiwXjy+AQN9AGqNez6DUNzdSo9T1emaW8kmTSpV2A6u6b+SHnsRilDx7LHWHkSVRiglHyfOn6g0o0IFefS/Oyq4ni8lu4/hOKzJv07UlzkpF3u2T0k2zt8IgSqs8Eyvf0BSGwnYwbtgZRiGdpZuF3+HvqzwkohLkJj4pDZH5ykUnOzZaowzHOkamMHf1hhmXyVZqzTe2c9E4/wXj/YQp8rWHGlPkvb29ER0dXe3zFBUVoWvXrmjYsCFmzZoFCwsLZGRkYO7cudi9ezcuXboEd3dp4qAHDx7A29v7vVDkiQhnPu+MFzfOcGVNZ6+HW89hAIC8W2FI+q4LV6dj4wjn1eFVsmi+TcqGMl7Fol+q3AeYz4dpywHSWPQewVUaO+PhHUSs+x5J5//RkrQVo2tqUbppzveVD7ubHwys35yftyjzZWks9ld+7MVx90HFhWqNp2PtoODHruvgBf57GAHkbb22iAjF8ZGctb4g4j+QCgqpbj1XaUKqkC4wCmr/zrw5URdpRuS4V2/hShX97NhojcK/CvQNYOrkxW2uNXf1hZmrD0wdPbgwwwyGMpgiX3vQiiKfkpKC3bt3IyoqCgUFijfxly9f4ujRoxBrkH1PVebOnYtz587hzJkzcuVEhMaNG8Pe3h5///03V87j8d4LRf7pP5twdcFo7nPdRu3Q7rcT4PF4EOdmIm58IESpiVy9w48nYBzcsVpkedOQqAQ553ZLY9GXicxTFqNGXWE1YDoMA1pXSTFOjbiMk2PbapRpsiy6xmackm7m+kphf5NZJyVFBSiOj1QI8SjOfKnWeDwD49Kwjv7QK43Jru8aAIFpzUfCeVupLdeWpLgQBfcvcNb6oqd3K+/EF8DAu6nUtz6kMww8G2klMs+7ABGhICWZi54jVfKjpHtjsirP4lsePIEOTB0byGWyNXf1hqmTF3QMqp68jPHuwRT52oPGd8tz586hT58+yM7ORkXPBDWldGzZsgX9+/dXOn+rVq3w559/1ogcbxMFaS9we8U07rNA3wCNZ6zmvpOUNV/JKfHmvSZUWYmvTfB0dGHW/lOYth2MvGuHkb5nEQqjLsu1yb9xDPk3jsHApzmsBk6HcZOeKsWirxPQHI7tPkDC6f2gKsQt1zEyfc2H3Qfmrn4wtHV4Ywo7SSQoeR4jtbCXsbKXJD9SKVShAnw+dO0bvLKwl4Z41K3rwjJlviPw9QxgHNxRev8YJd2nkn/7JBe/XunDnkSMwshLKIy8hLRt88A3sYCRsAOXbVa37tv/AFNd8Hg8GNk6wMjWAXZNO8nVFWaklImFH42sWKk1vyAludJxSSwqjcIT9fqEMHFwe+V/7/IqJr6uceVJyBgMRs2jsSL/9ddfw97eHitWrEBgYCAsLCwU2iQnJ6Nz586aTqUSz549Q2Sk8oyfRKRUvnedW8sny4Ui9B81G6aOUl/w3EsHkX1qC1ena+8Bm5GLa1zGNwGPz4dJs14wbtoTBffOI33PYuTfkI+sVBh1Gcnf95XGoh/wDUzbfFTppj27Ft0Qf3KvynIEf/ULvD768o36DItz0jk/ds41Ju4eqFC9DJgCC9tXm09lmU+dfMHXZ9a+9wkdKzuYdRgCsw5DQBIJimLCOWt9wb3zSqNKSXIzkXvxL+Re/AsAoOvgyfnWGwW2Bd/QpKYP463EwNIGBpY2CjksinOz5JJcyVx18pJjKh+UCLmJT5Cb+ATJFw7LVRnZ1i+Nhe9TamiQ+uPrm7/70YkYjLcZjV1rrKys8ODBA9jYVByurnnz5rh8+XKFbbSBl5cXHj58iBUrVmDixIngl1r6SkpKEBAQgIEDB2L+/Plc+3fdtSb54hH8N/lV1BmLBkJ02XQFfB1diDJTEDc+4JWVjM+H45JzMPRtUS2y1AYKn9yRxqI/v0ftWPQFaS9wsLuDynP2O5pcY9FjJMVFKEmMlrOwF8dEqLRhURk8PQPoOftxVna90syn70IG0LeJd+Haeh1JYR4KIs4h79YJ5N88IQ0zWhk6ujD0DeVi1+u7B7O3OSoiKshDdtyDV4muShX83MTHGrkC6lvaSjfalkl0Ze7q+0b36zA0h7nW1B40VuQ7deqEsLAwbcmjMYsXL8aMGTMAAD4+Pvj888/RpUsXTJ48GTweD3v37oWu7iuLallFPjk5GaGhoYiNjeXqLS0tceDAAbRp00al+d8mRb4kPxdHPg7kkpbw+Hx0Wn8R1r6NQUR4tnAAci/u59pb9p8Gm1HqW+PfJWWjOPkxMv76BdknNlUci77nBAhMFZO3HP00BJmPwiudx8IzCN223tCKzGUhIohSEuTDO8aEozjxASAWqTWmbj230igx/pwfu66dB3gsKka18y5dW+VRkpKA/FthUsX+9kmVQpEKzOqUbprtBKPgTtCto/oDNEOKuLgIuYmPkVU2Fn5sFHLiHkBSonjvUxVdUwsueo7MVcfc1RdGdR3Zw1ctgCnytQeNFfmvvvoKM2bMQL169Spst3nzZgwbNkyTqVRCJBLho48+wl9//SVXHhgYiNOnT8PaWv41oDKL/KRJk/D3339j48aNaN++fZXmf5sU+VvLJ+PBrhXcZ6+PvkDI18ukcp7ejudLhnB1es5+cFpxQ6OIIO+isiGNRf8rsg6vgaQgR6GeZ2gCi+6lseit7bny8DVzELllcYWWLp5AAN9hMxA49nuNZBTnZZfxYw9HsSwme16WWuPxTa0ULOz6Lv7MpeEN8i5eWxVBYjGKHt9C3i1pUqqCqMsqPYDqufhz1npD/9bMlUsDJCIR8pJjOBcdqS9+FLLjoiEqUM/lDgAEBkYwLw2T+SqSjjdM7N3A12GbnN8WmCJfe9BYkU9NTcWECRMwb948+Pr6ltvOy8sLDx480GQqlSEijB8/HmvXrpUrr1OnDvbt2ydnXX9dkb916xZGjx6NAwcOqLSIi4qKUFRUxH3Ozs6Go6PjG1fk0yKvI2xUKJdd0KieE7rvDIeukQlKUpMQNz4AktxMaWOBDpx+vVrlkIuqyvIuIM7NlMaiP/i/8mPRdxwKywHfQM/eAynhl3ByTGslI8nT6c/zqBPQXCUZSCxCceLDV37spVZ2paE0VUFHF3qOPgqZT3Ws7dkr8beMd/naUgVxXjYKIs5y2WZLkh9X2oenqw9D/9bSbLMNu0DPxZ+tay1AEgnyXyQgS+Z/X0bRL8nJVHtcvq4eTJ29XmWyLVX2TR0bQPAehpx90zBFvvagsSL/+++/4+zZs9i/fz+Cg4Ph5uYGY2NjuTYvXrzAsWPHaiT8ZGxsLIYNG4aMjAwsXLgQDx48wOrVq/H0qTQBjaWlJWJjY7kFU1aRv3jxIj7//HMcOnQITk5OKs03b948fP+9okU1IiICpqbVv8s/Pz8fRkbyvtoSUQnCZ/ZFftyruP0+M/6EZUg7afr130aA7v/H1Ql6fQ2dHl9UiyzvGlRcCMmlPRCdWAekK/Er5/HBD+kGfqfPUCDhQ/zfVkgu7QNIIt+mxQAI2nwKYxcf8PjyrilEBGSngBKjIEl6AEqKBiU/AD17DChx81EJK3vwHbzBc/AGz8FL+m9dV/AELJZ0beB9uLaqAqXEQxJ1HpLI85BEXwIKFd+WKWBmA75vK/B9W4PvHQqeWZ3qF/Q9gohQkpWKgsRHyE98jILEJ8hPeoSCxCcoyVI/KzX4AhjUdYJRfQ8Y1veAkYP0X0N7NwjK2afE0Jyauufk5OQgICCAKfIaoLEiz1fR143H41W7Il9QUABfX184ODjgxIkT3CKUSCTYsWMHpk6dihcvXuD333/H+PHjObnatGmD7777Dn379oWHhwdu3Lgh50dfEW+jRT5y82Lc/f077rNTp0EIXbAdAJB5ZB1erhzH1el7NobTsotaidv8PlkNVYlFbxDQGoWRl5S6BPB09eGy/hEEppYoirtf6sf+agOqJFu9GNF8Q9MyfuwB0HeRRo4RmFioNR7j7eB9uraqColFKHxwjbPWFz68plJ4VH33YM5ab+DT4r1MNFZTFGWlySW6kmW0zX+RoNG4xnYuCrHwzVx8oGdqoR3B32OYRb72oLEir6enhx07dqBRo0blvrZMS0tD+/btkZmZqclUlbJ27VqMGzcOFy5cQGhoqEL97du30bhxY0yYMAErVkh9x3k8HmxtbWFnZwcfHx/s2rULs2fPlotsUxXetI98TsJjHP0kCOIiaTZNPTNLdN91D4bWdVH87CniJgi5kII8XX04/XYL+k4+1SLL+wBJJMi7fkQaiz7yUhV68sAzNAEV5gLqXIJ8AfTqe5XGYg/gQjzq2Dox94F3kPfx2lIXcU4G8u+cKs02ewKil/GV9uHpG8EosC2n2OvW92LXUQ1QkpeD7LjoUv/7yNKIOlHITXqq3n2xFEMb+1f+97KY+K6+MLCsOLoe4xVMka89aGyG9fLyUpqAqSzOzs4IDtbM/1oVwsOlUULKmys4OBje3t4K5QYGBjhx4gQMDQ1x8eJF/PTTT+jXr1+NyKxNiAjXF43nlHgACP5iCQyt64IkErxYNkIuLnidET9qTYl/X+Hx+TBp2hMmTXsi/955ZOxZjLzrR1ToSSAlm2eVIbCyU/Bj13P0YRZEBkMJAlNLmLbqD9NW/aXuHkkPkXdTGrs+P/yM0twIVJSPvOtHkHf9CFIA6Ng4ckq9UVAHlmW4mtA1NoW1b2NY+zaWKxcVFiAn/qFCLPyc+IcgFTY9F6QkoyAlGS+un5Yr1zO3lk90VeqL/yYT7zEYmqKxIn/3rgopuAGcOXNG06kqxcREGlUjPT29XN+uwsJChISEyJW5urrC1lYax3vdunXo1q0bRowYgevXr6vsYvM2EHN4C17ceHWe6zZqB9ee0khBmQd/RcG981ydoX9rWPT5ssZlfJcx8m8FI/9WKHxyB0nfdVG6KbYiePpG0Hfxf2VhL/0TmDNfXgZDHXg8HvTqe0Gvvhcs+0yCpLgIhdGXS631YSh6dFNpP1FKArKPb0D28Q0AjwcDz8YwCpFmmjXwblppUjiGZugYGMLSUwhLT6FcuURUgpyEx69i4Zda8HPiouUMWOVRnJWGlDsXkHLngvx8RqavKfhSa76xHcs6zXj70di1piwZGRm4desW8vLy0Lt3bxAR7t69i6CgIG1NUSHXrl1D06ZNsXr1aowbN06h/ubNm+jduzcePnzIbchVFn5y+PDh2Lx5M+bMmaN0I2tFvCnXmsL0lzg8yB/F2dLYywJ9A3Tbfgemjh4oio9C/OchoBKpLz/PwBguq8OhW8+1WmR53ylOiEbsZ+VHcHodm/ErYNyoK3TrubEfDYZS2LVVPYgyU5B/5yQXv16cllxpH76RGQyF7bkwl3r27jUgKaMiJGIx8p/HIUvmfx8TjezYSGTFREOUr9qbT2UI9A2lkXTKhMo0d/WBSX138N/xhznmWlN70Ioin5iYiG+++QZ79+6FRCJB3bp1kZycjIKCAgwbNgxt2rTBxIkTtSFvpcyePRu//fYb1q1bhwEDBnDlx48fx5QpU7B69Wq0atUKgNRyb21tjaCgINy+fZtrm56eDjs7OxARzp07h2bNmqk8/5tS5C/N/hRxJ3Zx5cIJC+E7bDpIVIL4yaEoevQq6ZDtpDWw6P5ZtcnyvkNESJzeHgX3LwKSCl4DC3Rg6NcS9RedYq91GRXCrq3qh4hQHHdfaq2/eQIF986Biiu38urWc4NRQ6m13lDYDgJj8xqQlqEKRISCl0ly1vvs2ChkPY3kjF7qwNfRhYljAzkF38zFG2bOXhDoG2jxCN4cTJGvPWisyMfHxyM0NBQSiQRNmzZFeno6Hj58iOTkV5aNkSNHYsiQIWjXrp3GAqvC4cOHsXLlSkRGRsLc3BwlJSVo1qwZZs2aBQ8PDwBAq1atEB0djdRUaVgse3t7fP/99xCJRPjll1/w5MkTAICuri4aNGiAK1euqBROsiYXJREh6kIYzPkinJvcmyu38AhEl81XwdfRRdqOH5C2dS5XZ9SoKxzmH64WxZEpG68ofHwb8ZMaAajo8uLB6bebMHAPqiGpGLUVdm3VPJKiAhTcv8Ap9sWxEZV34gtg6NO8NNtsZxg0aMQyH7+FEBGKMlJeJbqSuerERKEg9Zna4/L4fBjbu0mj55RmspUq+N7QNa7+cNTahCnytQeNFflhw4aBx+NhzZo1MDCQPon6+/vj3r17XJv09HSMGDEChw4d0kzaWkBNLcrC9Je4vngCEs8eBF/fEJKiAmkFj4fO6y/C2q8JCh/fQvxXzbjwh3wTCzivjqi2NOZM2ZDn2S/DkHNmp3KrPF8Hpu0Gw27qphqXi1H7YNfWm0eUloz82yelG2dvh6m0B4ZvYgmj4I6cG46urWr5SRhvjuKcTLlMtjJFP+9ZrEbjGtV1LFXuy/jiu/hA3/zt3EjNFPnag8abXa9du4aIiAjolEmtrKenJ9fGysoKaWnqxcVmyENEiD+5F9cXjYeoIBcAXinxABoM+BzWfk0gKS7E81+GycUwt53wW7Up8QxF6gxbgJz/dgNKQlrzBALUGbag5oViMBhqoWNtD7OOQ2HWcShIIkHR07tciMuC+xcAUYlCH0luBnLP70Xu+b0AAD1Hb85abxTYFnwDY4U+jDeLnqkF6gQ0V8i4LSrIk1ruS2Phc6EyEx9zGdQrIv9FAvJfJOD5lRNy5QZWdeUy2co22hpY1WUulwyV0FiR19HRkVPilUFESEjQLPEDQ94KDx5PaZzdvGcxKEx/iZwDS+USFZmEfgjTth/XoLQMXRtHWPWfivTdixQyu1r2nwpdm/pvTjgGg6E2PD4fBh7BMPAIhtXA6ZAU5iE//D/k35ImpSpOiFbarzghGsUJ0cg8tBLQ0YWhX8tSa30X6LsJ2Wb3txgdQ2NY+TSElU9DuXJxcRFyEh6VWu/LRNKJfwhJSeWZuAvTX6Aw/QVe3jwrV65nZvnK/76ML75RXcdqV/CJCHnxD0BOLC9JbUBj15pWrVphypQp6Nu3L1cWEhKCW7ducZ/XrVuHrVu34vz580pGeLeojtdEr1vhqYIMuTyBAAI9QzgKcmCpS+DxAIGFLZxXR0DHonqTYbDX/4pI8nPwdLgrJDmyjVU88E0t4bYpBnyj2uUzyXhzsGurdlHyMp4LcZl/+yQkuRmV9hGY28AouFNp/PrO0LGyqwFJGdWFRCRCbvLTV+45Ml/82CiIC/PVHlfH0BhmLrIY+KUZbV28YezgBr4W9mOUNRjWb9sXjaf/DgMrW43HLQ/mWqM5GivyR44cQb9+/TBmzBj069cPTk5O6NevHw4ePIj4+HgcPHgQa9euxf79+9GjRw9tyf3WUh2LMuPhHRwb0qhcK3x5+JhJYKQD2M85AJPmfbQiS0UwZUM5mYfX4OVvE7jPtpNWw6L72DcoEaO2wa6t2guJxSh8fBP5N6XW+oKoy4CkfGOMDD2XAKm1vmEXGPq1BF/fsAakZVQ3JJEg73m8nB++7P8luVlqj8vX04eZk1eZTLZSP3wTxwYQ6OpV2l+ZwZAnEEDH0ASNZ6yGU8cB1WKdZ4q85mgl/OSqVaswefJkiESKm/p4PB4WL16MKVOmaDpNraA6FqVELMZfHetUKR4un0cIsiCYdxqGelM2akWOymDKhnJILELsZ34oSX4EXQdPuKy9B55AY682xnsEu7beHcR5WSi4ewZ5t6TZZkuePam0D0/PAIb+rWHcsLM0dr2zH3N5eMcgIhSmPeei58h88bNiolGU8VLtcXkCAUzqe8iHynT1gZmzF3QMpIkzK3TbLf1cXdZ5pshrjtYSQj148ABr167F5cuXkZaWBjMzMzRu3Bjjxo2DUCisfIB3hOpalBe/+xgJZw6olJ4aIFjqAp6uDnBeHQ6BiYXW5KgIpmyUT971o0haOQEOX6yGcaOub1ocRi2DXVvvLsXJTzg3nII7pyApqNxgI7C2h3FIZ+nG2aCO1e42yXizFGWmlgmTKbXgZ8dEIf9lovqD8ngwqucMfVMLZMVEQSIqkd/L9XrzarLOM0Vec7Sa2ZVRfYvy6eEtuDp/pMrtXYwlCFx6AsbBHbUmQ2UwZaNi2PlhqAtbO+8HJCpBYfRVzlpf+PBa5e6UPB70PUK4EJeGPi3AU8GVglH7KcnNRnacVLmXbbTNjolCbnJMldxwVabUOt916w1YegZpZUimyGtOjb3fnzJlCpYuXVpT071z2DXrUqX29bsPr1ElnsFgMBiawdPRhaF/Sxj6twSGzoc4Jx35d05JFfubJyBKURL9jQhFj26i6NFNpO9eBJ6BMYwC23GbZnUdPJkbzjuKrokZrP2awNqviVy5qLAAOfEPFGLh5yQ8UvGtfjkQQdfYDObuARpKztAmGlvkX49Qo4yCggI4OTkhJaXyBBq1nep8ujz6aQgyH4VX0opgZKCPXsdTajxGMbMaVgw7Pwx1YWuHQUQoSXzAWevz754BFVUe/UTH1pmz1hsFdYDA1LIGpGW8jYhLipGb8PhVJtvYaCRfOqryJlueQAeO7T9A6IIdWpOJWeQ1R2OLfHh4OFJTU1GnTh2l9Q8ePMDw4cORnp6utJ6hOg4teyLr6f0Kw08CgGOnj1iiEQaDwXiH4PF40HP0hp6jNyz7fAFJcREKoy5x1vqiJ7eV9hO9jEPWsT+RdexPgM+HgWcTqbU+pDMMvJuyjffvEQJdPZi7+cLczReO+ABA1dx2SSyCfYtu1SkiQw00zj4hkUjw+eefK5QTEX755RcEBwfj6tWrmk7DAGDXomulSjzAg1OfMTUiD4PBYDDeDHw9fRgJ28FmxE9w/u0m3HY+R71vtsGsw1AILOsp7ySRoDD6CtJ3/ICEqa3wZGAdJP/wITIPr0Hxs6c1ewCMt4Kquu1WtT2j+tHKo/jJkyfx2WefYd26dQBeWeGvXbsGa2tr/PLLL5g7d642pnqvsfZrig6//oPk7/sCYsV04AAPdnP2w8q3iZI6BoPBYLyr6FjYwqzdYJi1GwwiQnHsPeTJYtffOwcqKVLoI8nPRu6lA8i9dAAAoGvvwVnrDQPbQWDMXB3edQyt68KiQaAKbruAhWdQtSaHYqiHxoq8paUlnj9/jgULFmDs2LHw8PDA3LlzUVhYiEGDBmHlypWoU6cODh8+rA1532v4AgHEF3bCSCABlO1d4vMhuXoA/FbVn/yJwWAwGG8nPB4P+q4B0HcNgFX/qZAUFaDg3nnk3zqOvFthKI69p7RfSfJjZCU/Rta/qwGBDgx9mpcq9l2g7xECnhYyhzLePlRx2+UJBHBo+e4n9ayNaLzZdfXq1Rg/fjwAYNq0aVi6dCns7e2xatUq9OnzSqGsyI/+XaI6N24UPr6F+EmNAVT0lfHgtPIGDDyCtTq3KrANeRXDzg9DXdjaYWgTUVryq02zt8Igzk6ttA/f1ApGwR25+PW6No41ICmjJkgJv4STY1pX2q7Tn+dRJ6C5Vudmm101R+tx5MeNGwcej4fVq1fLlQcEBCAiIkKbU72VVNeiJCIkftMOBZGXAEkF4aMEOjD0DUX9xadrPOQYUzYqhp0fhrqwtcOoLkgiQdHTO8i/KbXWF0ReBETKXDfl0XP0gVHDzlI3nIDWLMBCLUYiFiPz0V25smfPnsHOzk6uzKKBEHwtv5VhirzmqOxas2XLFpXaNWvWDPPmzcPnn3+OJk2kvtqZmZmIjo5WT0IGAKAk8QEK7p2rvKFYhIKI/1CS9BB69b2qXzAGg8Fg1Fp4fD4MPEJg4BECq0EzISnIRX74WS7bbEniA6X9ihOiUJwQhcyD/wNPRw8Gfi1h3LAzjEI6Q981EDy+xrE0GDUEXyCAlXeIXFmOYRysmPGgVqCyRZ7P5yu18BIRVy77v2zI18vFlUZcqf1Uq0V+ensU3L9YuUXeryXqLzrFLPJvGez8MNSFrR3Gm6LkRSzySl1w8u+chCQ3s9I+AgtbGAVLE1IZBXeCjlU5UXQYby01dc9hFnnNqdJm1+nTp8PLq+pW3rS0NHz77bdV7sd4BY/Hg81nyxA/qVHFDcVi2Hy2jGXyYzAYDIbG6NZ1gUW3MbDoNgYkFqPw4XXOWl8YfQWQKBroxJkvkXNmO3LObAcA6LkGctZ6Q7+W4OsZ1PRhMBjvLCor8i4uLvjxxx/Vnmjz5s1q92VIMfAIhmmHT5FzZqdyqzxfB6btBsPAPajGZWMwGAzGuw1PIIChTzMY+jSD9SdzIM7NRP7dM8i/dQL5t06g5HmM0n7FMeEojglHxr5fwNM3hGFAGy7brJ6TLzM8MRgaoLIiP2fOHI0m+t///qdRf4aUOsMWIOe/3YBEsY4nEKDOsAU1LxSDwWAw3jsEJhYwDe0H09B+ICKUPHsitdbfPIH8u6dBBbkKfaioAPk3jiH/xjEAgI61A4xKlXrj4I4QmL/70e0YDG2isiI/fPjwStsQER48eIDMzEzUqVMHrq6uEJTucG7btq26MjLKoGvjCKv+U5G+exFAZbR5Hh+W/adC16b+mxOOwWAwGO8lPB4PevYe0LP3gEXPCSBRCQqir3CKfdGjG4CSLXmitCRkh21CdtgmgMeDvkdDzlpv6NMcPF29mj8YBqMWoZXwkyUlJZg/fz5+//13ZGZmcuXW1tYYPXo05s2bBz299+NirImNG5L8HDwd7gpJTnppCQ98U0u4bYoB38i0WuZUBbYhr2LY+WGoC1s7jNqOODsN+XdOcdlmRamJlfbhGZrAKLCdNClVwy7Qtfdgbjg1BNvsWnvQOLNrcXExOnfujHPnzsHGxgaNGjWCvr4+cnNz8eTJEyxatAiXL1/GyZMnOes8QzP4RqaoM2wBXv42obSEUGf4wjeqxDMYDAaDUR4CM2uYth4I09YDQUQoTojmrPUFEWdBRQUKfaggF3lX/0He1X+QAkCnrgtnrTcK6gCBiUVNHwaD8dahsSK/ZMkSZGVl4fLly2jatKlcnUQiwcmTJ/H5559jxYoV+PrrrzWdjlGKedfRyNi/HCXJj6Dr4AnzLqPetEgMBoPBYFQKj8eDvpMP9J18YNn3S0iKi1AYeZGz1hc9vaO0n+hFLLKO/oGso38AfD4MvJpy1noDz8bgCTRWaRiMWofGrjVCoRDHjh1TyABWlpiYGPTv3x83b97UZKpaQU2+Jsq7fhRJKyfA4YvVMG7UtVrnUgX2+r9i2PlhqAtbO4z3CVHGC+TfDiuNX38C4owXlfbhG5vDKKiDdNNsw87QretS/YK+wzDXmtqDxo+vAoGgQiUeAFxdXZlfWzVg3Lgb9H84C2P2A89gMBiMdwQdy7owa/8pzNp/KnXDiQlH3q0TyL8VhoJ750ElRQp9JHlZyL24H7kX9wMAdB0aSK31IV1gFNiWuZ4y3lk0VuQLCgqQlZUFc3PzcttkZmYiJydH06kYDAaDwWC8R/B4POi7CaHvJoRV/2mQFOaj4N45TrEvjruvtF9J0iNkJT1C1j+/SzOe+7SAUcPOMA7pDH2PEPD4/Bo+EgajetBYke/atSv69OmDLVu2wMnJSaE+Li4Ow4cPR9eub971g8FgMBgMRu2Fb2AE40ZdOXfSkpRE5N8OQ/6tMOTdDoMkO02xk1iEgnvnUHDvHNI2zwLfzBrGwZ2k8euDO7GwzYxajcaK/Ny5c9GsWTO4ublBKBTCw8MDhoaGyM/Px+PHjxEeHg53d3fs379fG/IyGAwGg8FgAAB0berDvPMImHceARKLUfTk9is3nMiLgFgxC7okOw05/+1Czn+7AAB6zn6lbjidYejfGnwDo5o+DAZDbTRW5C0sLHDx4kV8/vnn2Lt3L27fvs3V8fl89O/fHytXroSlpaWmU1UJkUiEtWvXYseOHcjLy4ONjQ3GjBmDgQMHIi0tDW3atMGjR49QXFyMNm3a4OzZszUqH4PBYDAYDO3BEwhg4NkIBp6NYP3Rt5Dk5yA//Kw0zOWtMJQkPVTarzjuPorj7iPzwK/g6erD0L8Vp9jruQayPX6MtxqtxGqytrbGzp07sWLFCty4cQMZGRmwsLBA48aNYWNjo40pqkR6ejp69OgBExMTbN68GR4eHjhy5Ah69OiB27dv46effsK9e/fw4MEDeHt717h8DAaDwWAwqhe+kSlMmvWCSbNeAICS5zGlkXDCkH/nJCR5WQp9qKQI+bdPIv/2SaSunw6BZV1pJJxSNxwdy7o1fRgMRoWorMgXFRUhJycHubm53L+5ublwcXFBgwYNAAA2Njbo1q1btQmrChKJBB9++CGysrJw9uxZ6OvrAwCePXsGAFi6dCnmzp0LAwMDeHl5vUlRGQwGg8Fg1BC69Vxh0f0zWHT/DCQWofDhdS4pVeGDq4BEotBHnPECOae2IufUVgCAvlsQZ6038GsJvp5+TR8GgyGHyoq8kdErnzEej4fAwEC0aNECQ4YMqRbB1GXDhg04e/Ysdu3axSnx/2fvvsObLLs4AP/e7KR7UyizZRQKLcgUmSpLZKuoKLgn7gV+CE5coOKeOHExZCiIIlNlKEvK3hu6R3bynu+PjCZN0mZ1wbm5ejV955OQNudZ5wGAHTt2OB9bLJ5j5hhjjDF2cRCkMqgze0Gd2QsJN06HtbwYuh1/QPfvr9D+uxKW88e8nmc8vB3Gw9tRNP81CEo11B3721rrLxkMRdN2PAyH1Tq/A3nHulG33norpk6dilatWtVYoULxyiuvQKlUYuTIkW7bH330UeTn52PYsGGIjIyso9IxxhhjrL6RRsYiqvcYRPUeAyKC+fRBZ2u9budqkL7c4xwy6qH7Zzl0/ywHAMgS05yt9ZrOV0AanVDbT4NdhAIaI//KK6/g8ccfD+pGubm56NChQ1Dn+mvXrl04ePAgLrvsMqhUKrd9zZs3x7x582r0/owxxhhr2ARBgKJJayiatEbs1feBzCbo9260tdZv/Q3Gg/8C9sZNV5b8kyhdORelK+cCggBl667O1np1u54QZPI6eDbsQuf3ighxcXF49NFHg75RbQzB+eWXXwAg6LHvp0+fdq5C6/iKj4/H2rVrw1lMxhhjjDUQglwBTce+SJz0IprP2Yz0b8+h0ZPzEH3lJMgSmng/iQjG/VtQ+N1LOPl4Pxy6NhGnnh2F4mXvwXT6oHOUA2Oh8rtFPikpCZIQVkIzm81Bn+uvQ4cOAQDi4+NRVlaG1157DevXr8fRo0eRnp6O+++/H6NGjfJ5fuPGjXHkyBFMnjwZS5Yswdy5czFw4MAq72k0GmE0ViwXXVpaGpbnwhhjjLH6RxqTiOj+4xHdfzyICKbju50pLvX/rQUZ9R7niPoyaDcugXbjEgC2ibeaLoNsXzkDIY2Iqe2nwS4Qfgfy+/fvx+jRo4PKB19UVIQ9e/YEfF6gzp07B8CWfnLMmDF4/vnn8dxzz6GwsBD33HMPRo8ejRdffBFTp071eY2tW7fizz//xLp169C8efNq7zlz5kw8++yzHtuPHz+OqKio4J+Mn3Q6HY4d8z4pp7bVp7LUR/z6sGDxe4ex+iwS6DIG6DIGcrMRdHALxN3rIe5ZDzrpPfYxnz2Ckl8+RMkvHwISKYQWOZB06AtJZh8ILTpBkEhr+Tm4q62/OWVlZTV+jwudQH7270gkEgiCEHB3kOMcQRBgtVqDKqS/Bg8ejJUrVwIAVq1a5daabjKZ0KJFC5w7dw47d+50jtcXBMG5IJRjYavFixejWbNmft3TW4t806ZNUVJSgujo6DA+O++OHTvmV4WjNtSnstRH/PqwYPF7h7GGyVJ4Frptv9nz16+Etfh8tedIImOhybnCOXFWnlL7v/u19TentLQUMTExtRYzXYgCmuw6aNAgNGrUKOCblJaWYvHixQGfF6jExEQAQHp6useQGIVCgSuuuAJfffUVFixY4DHx9rfffsOoUaOQkZGB1NRUv++pVCrd0lwyxhhjjAGALL4Roi+/CdGX3wQSRRiP7IRu60rotv4G/a71IIvJ4xyxvBjlG+ajfMN8AIC8SRtEXGIfhtOpPyRqzrzHKvgdyGdkZGD58uVB36imM9YAQFpaGgBbIF/V/pMnT7pt37NnDx5//HGMGDEC3333nXNIDmOMMcZYOAgSCVTpOVCl5yD+micgGrTQ/7cO2q0roft3JUwnfAzDObUfxaf2o3jJO4BMDnX73rZsOF0GQZneGUII8xe90W5ZDuPb90L7wPuI6DokrNdm4ed3IJ+XlweLxQKZLKBGfCeFQhHUeYEYMGAAXn31VZ9DeEwmW8238jh/lUqFlStXQq1W488//8TMmTMxevRodO7cucbLzBhjjLGLj0QVgYhuQxHRbSgAwJx3Arqtv9kC+22/Qywr9DzJYoZ+5xrod64BPn8a0uhEaLpc6RyGI0toHFKZyGrB+Q8eAvKO4fz7D6LFR7kQpMHFfax2+F2NKykpwYwZM4K+0eeffx70uf7q168f4uPjcfToUa/7T5w4AQC49NJL3ba3bNkSycnJiIqKwkcffQSLxYJbbrmlVjLtMMYYY4zJk5oiZvCtaDzlO6R/ew7N3tyEhJufhzqrD+AjmLaW5qNszbc4N/tWHJ6QhqP3dELex49C+++vEL1kz6lOyYpPYD59AABgPn0AJb9+GtJzYjUvoP6YmTNn4oYbbsC+ffsCvlF2dnbA5wRKrVZjypQpOHToEP7++2+3feXl5Vi5ciXatm2L4cOH+7zGkCFDMHHiROzYsQMvvPBCTReZMcYYY8yNIJVC1bYbEq5/Gk1fW4v07/PRePpPiBl+D+SNM3yeZzq6C0UL38Cp/w3FoWvicXLqYBTOfx3GI/9Vm6zEqi1F/hf/c9uW//nTEHWcWaY+CyhrjfMkQUDbtm1x6aWX4pZbbkHv3r1rrICBMpvNGDduHI4ePYqlS5eiWbNmMBgMuOeee/Dzzz9j1apV6NixIwBbmsqEhATk5ORg27ZtzmsUFhYiNTUVRIR169ahZ8+eft+/tmdg16dsFvWpLPURvz4sWPzeYYy5Mp05DN2236D7dyV021dB1FW/ho00rhEiugyC5pJB0HS+ArLYZLf9+V/8D4XfvwyQWLFRkCB+/BQk3vx8uJ8CAM5aEw5+D3wyGo0oKSlBWVkZSktLnd8dmWLqC7lcjh9//BHvvPMORowYAUEQYDAY0Lt3b/z7779o2rQpAKBPnz7Yu3cvAGD79u1o0qQJnn32WVgsFrz++uvO8fR9+/ZF69atsXHjxlrJC88YY4wxVhVFaisoUu9C7LC7QFYLDPs2Q/vvr9Bt/Q2G/ZsBUfQ4x1p0FqWrvkTpqi8BAMr0zrax9ZcMhjSxKQrnv+4exAMAiSia/zpiht4FeVJabTw1FiC/WuT1ej3uuusuvP7660hOTq7ucL889dRTGDduHLp27RqW69UX3CJfP8pSH/Hrw4LF7x3GmL+sZUXQbV9lX212JSznj1d/kkRqD/69hIQSGaIG3IDUxz4Pd1G5RT4M/Bojr1ar8cgjj2DQoEFYs2ZNSDc8ffo0hg0bhkaNGl1wQTxjjDHGWF2SRsUhqs84pDz4EVp+fgQtPt6LpLvfQkT34RBUEd5PEq3wGsQDgGhB2aqvYDi4zft+Vqf8nuyak5ODefPm4bbbbsOECRPw33//BXSjvLw8zJgxAx07dsSYMWPw0EMPBVpWxhhjjDHmJ0EQoEhrg7iRk9Hk2SXI+KEAaa/8gfjrnoKy9SX+X0gqRd5Hj1Q7YZbVvoCSg7Zv3x4bN27EXXfdhZycHGRlZWHQoEHo1KkT0tPTERMTA41GA5PJhPLychw/fhy7d+/GqlWr8Oeff6J58+ZYunSpR/pHxhhjjDFWswS5AppO/aHp1B+Jk16CLvcvnHzssupPtFqg/28tzKf2Q5HWtuYLyvwWcJb/pKQkLFy4EAsWLMBzzz2HWbNmQRAEn8cTEeLj4zF16lQ8/vjj0Gg0IRWYMcYYY4yFTt2+F9Qd+0Gf+ycgWnwfKJVB3eEyyJu0qb3CMb8EvVzX2LFjMXbsWPzxxx/45ZdfsG7dOpw4cQKFhYWIjIx0joEfNGgQRo8ezQE8Y4wxxlg9IggCku6cjeOTq5mzaLUi6c7ZVTbcsroR8rq7AwcOxMCBA8NRFsYYY4wxVotUGZ0RdfkElK3+1nurvD1rjSo9p9bLxqoX0MqujDHGGGPswpI48QVA4j0kFKRS235WL3EgzxhjjDF2EZMnNUX8uMcAoVJYKEgQN+4xXgyqHuNAnjHGGGPsIhd/zZOQRMa6bBEgiYxF/Lgn6qpIzA8cyDPGGGOMXeQkmqhKQ2gIiZNehEQTVWdlYtXjQJ4xxhhjjCFmyO2QN24NAJA3aYOYwbfVcYlYdTiQZ4wxxhhjEKQyJN/9JpDUHMl3vwlBGnJyQ1bD+H+IMcYYY4wBACK6DYXy+TWIaN68rovC/BByi/yff/7pdfuZM2dw+eWXY8iQIXjnnXdCvQ1jjDHGGGPMRciB/OTJk71uT01NxapVq7BixQrI5XI888wzod6KMcYYY4wxZhdyIE9E1R5z1113Yfny5aHeijHGGGOMMWYX8hh5QRCq3G80GrFo0SKcOHEi1FsxxhhjjDHG7AIO5HNycnDs2DGUlpY6t0ml0mrPu+OOOwK9FWOMMcYYY8yHgAP57du3AwAWLVqERx55BAUFBbjkkkt8Hh8REYE+ffrgoYceCraMjDHGGGOMsUqCHlozevRopKenY9KkSVi9enU4y8QYY4wxxhirRkiTXTt16oRHHnkkXGVhjDHGGGOM+SnkrDUTJkzw67itW7eGeivGGGOMMcaYXciBvL/8DfgZY4wxxhhj1Qs5/eSXX35Z7TG7d+/Gvn37Qr0VY4wxxhhjzC7kQH7SpEnV5pInomqPYYH7dUMuHnjxW7z9vxswqHf7ui4OY4wxxhirRSEH8gAwefJkdO7c2W2bwWDA/v378d133+G6667D+PHjw3ErZmexWPHYa/Nx/GwxHn31R2xb8D/IZNXn82eMMcYYYxeGkAP5xo0b48033/S5/8UXX8Tjjz+OtLS0UG/FXLwz/y+UKqPQqH08Ss1mvLvgbzx43WV1XSzGWBiJhSdh2bcOytPHYTrdDLK2fSGJ57+ljDHGbEIO5JcvX17lfpVKhVdffRVTpkypMuBn/tl7tgxz/z6OLeelyOjTCyQSBImAxecIZ37KxaRezdEuJbKui8kYC4H16FYYf3kdltzfACKoBQkMJAKCAFnWICiHPgppiy51XUzGGGN1LOSsNR07dqz2GLVajc2bN4d6q7ApKChAVlYWlEolBEFA//7967pIfll/sAAPLMjFPydLnHMOBIn9uyBgy4kSPDB/F9YfLKj1sv26IReD7v4YK//cXev3ZuxCYt62DNrXh8GyexVABAAQSLTtJIIl93doXx8G87ZldVhKxhhj9UGtpJ/ctm0bjhw5Uhu38qq8vBwtWrTA0aNHAQAJCQnYtWsXdu7cWWdlCtTes2V4/tcDsIoEwNfEYQFWkfD8rwew91x5rZWt8nh9i8Vaa/dm7EJiPboV+k9vB0Sr7csb+z79p7fDepTX52CMsYtZjaafNJlM2LNnDz799FOMGTMm1FsF7fHHH8exY8c8trdt27YOShOcr/85BbK3zlWHiPDNlpN4fni7Gi6VzdxFf+Hg8TwAwMHjefj8p79x+zger89YoIzLZwEg+1dVbMcYV8yG5u6va75gjDHG6qUaTT/pCDx79+6NN954I9RbBWX16tX48MMP6+Te4XKuzIiNR4qq/Wh3EAn460gRNu05hexWyVAp5TVWttJyPWa8u9Rt2/R3luC6oV0RFaGqsfsydqERC0/CsmulczhN9SdYYdn5K8y7foM0tS0ETRygiuRUv4wxdhEJS/rJRx55BFlZWW7bBEFAREQEMjMz0b593eQ4Ly8vx2OPPYa2bdti7969dVKGcNh2osTvIN7V+Ofm4+zeA0hJiELT1Hg08/EVE6UOumyzv/gdxaV6t23FZXrM/vx3TL9veNDXZexCRfoyiPlHIOYdgXj+iPOx9WSu/0F8xdWgf+/6ih8lUgjqGAiaGCAiDoImFoImBoLG9XGs/WfH41gIEbGAQsOVAMYYa2BCDuSbN2+O1157LRxlCbsnn3wSDzzwAObOndugA3md2QoB1Xe2V9bq0u5onJWJ8vwCnM4vwP6dp1C++j+IFovbcTGRantQH2cL+Bu7B/rJ8VFeP+BPnC3CG1/8DplGjdjGjSCRyyGazSg+fRazv/gdt43rjbSUuOCf+AWEF++6eBARSFsIMe8IKM8esOcdgZh31LatPL/mbi5aQdpCkLYQyAtwXpJUXinwtwf6EXGAa9Dv+hVh/y7n3jfGGKsLIQfyv//+ezjKEXZr1qzB0aNH8e6772Lu3Ll+nXP69Gn07t3bOSkWAOLi4rBo0SL069evhkpaPY1cGlSLPACooqOgio5CYqsWAAASRehLSlGeV4DyfNtXaWEx/jtwCv8dOOX9Gko5mjaK82jJ//qPXUjvfxli05pAEATnCr5EhOKTpzDlg5X4avp1QZb8wsGLd114SBRBpedcgnT3LxjK6rqIgbOaQWV5oLK8wM+Vq7y3/DsCfXWsrTLg7CVw2SetuaF/jDF2oQs5kE9PT3c+FkURhw8fRn5+PmJjY9G2bds66arVarV4+OGHsWTJkoDOa9y4MY4cOYLJkydjyZIlmDt3LgYOHFjlOUajEUaj0flzaWlpUGWuSk5adNiuJUgk0MTFQhMXi+Q2tv870WqFrrDYGdiX5xdCV1zi7OY3GM04cOw8Dhw777xOfPOmaDPgMsQAFakwXb7HNGmMkwAmv/MrBrZLRnxMBOJjIhAXo0F8dAQ0akXYnlN9x5OBGyayWkBFpzwD9fyjEPOOAmZ9tdfwhxDTCJKklhCiU2DZ+lOgZ0M54S0IUhmgKwHpikC6EpCu2PNLWwxYjNVeMShmA6jEACo5F/i5ygjbcKCISsN9vLX8a2LtvQP2YyVcIWaMXdzCMka+uLgYzz77LL7++msUFhY6t0dFReHWW2/Fc889h8jI2luk6KmnnsK9996Lpk2bBnzu1q1b8eeff2LdunVo3rx5tcfPnDkTzz77rMf248ePIyoqKuD7e3MwTw+t1gSNRu5XxYiIYDRa0LtZBEwk4ESZGcUG0efxEqkUkUkJiExKcG6zmi3QFhRWBPd5BTCU2VJaRiYmoM2AyyAIgs/ySCQSEBF2WSPx3SuLUJ5f6LZfqZAhJlKFmEgVYqPUiI2qeBxjf+y+z/a9Jifu1oRynRHT5ix22/a/t35Cr6wURF5ElZl6y2KCpOQ0JMUnIC06AUnxSUiLTkJSdAKSktMQREv116gGCRKI0akQY9MgxqXBGtcUYqzjexNAXjFHJaK0EPJDf0Kg6lO4kiCFOf0yFDXp7X9hzAYIhjIIhlJIDKUQnF9lEAwlVe/zlQ4zVEYtyKgFFZ8O+FRSREBURYPU0SBVNEgZDVJFgdQxEFVRtm1uX1EgVQxIGQEItZJ9mbEGSafTec32F25lZQ2w97KeEcjfnIY+nD17Fr1798aRI0eQmJiI5s2bQ61WQ6/X48iRIygsLES7du2wbt06JCYmhqvcPq1btw4vvPACVq5c6dzWv39/rF27FkeOHEGLFi3cjhcEAf369cOaNWvw559/4v7778fixYvRrFkzv+7nrUW+adOmKCkpQXR0eFrSrSKh24xViE3UOMvsi+O/8/TpMphMtg9emURAXJQCMREKqJQyQCrAKBIsAf7Pk8UMfWExBKUSqqhICJLqPwhFUUTxiVPYu2pdYDfzQaWUIy5ag4TYCMRFaxAXE4EEe0t/XHQE4mM09tZ/+8+xEYiP1kCtqpugeca7S/HapyshuvyaSSQCnrh1ME8GriVk1NrGp+cfhZh32H28etHJICaYeiGVQ5LYHJKklpAktrS1sCe3hCSxBSQJzSDI/Hv/WY9uhfb1YfYc8lWVSwAkUkQ89kutrPBKRLaA29naX6nlX2v/rq94DF2x8xiQ74aEOiFIAHV0pZZ/16E/VUwKVnJmIHbhO3bsmF+NmaEqLS1FTExMWGOmi03ILfKPPvooUlJS8OOPP6JLF88PlM2bN+PBBx/Ek08+iU8//TTU21VJp9PhgQcewE8//RTwub/99htGjRqFjIwMpKam+n2eUqmEUqkM+H6BkEoE9M5IwNoDBUhM0jjHolfmCOLPn9c6g3gAsIiEvBIj8krcu9VlMgmUSimUShkUCtt3icT3B5Qgk0OTnBRQ2SUSCeKapUERoYFJqwvoXG8MRjPO5JXgTF5JQOeplHKXAF/jNtQnLrqiMuCoCMTFhF4BcEwGFisFiqJIPBk4zEhX4hGk24bBHAluuIc3Co0tME9qaf9qAUlSK1vQHtc4LMM8pC26QH3bJ7ZFoUDeF4WSSAEIUN/+aa0E8YC98UAVCUEVCcQ3CehcEkXAWO4Z9Ht8lYC0RRWPdcWAPrDf8wAKZa9oFAc+/0gicwvu4bMS4Dk8CHI1VwIYY2EVcot8s2bNsGvXriprUiUlJcjMzMTp04F3nQbioYceQuvWrXHfffe5ba+uRT45ORmpqanIzMzEd999h2nTpuG5554Lqgw1VbtcsOUkHv92JxQKKWJjVc5hNq4TTHU6M4qLDW5BfKDkcgmUSplbgB+OD554GdA8QoBSNEMwGmAyGKAv16GoVIuiEi2KSnUoKLZ9L9MaQr5fuKhVcmdLf+UKQHxMBOKjbY+dvQL2HgKVUo7b/vclvl/xD6xWW2ukLCISFq1teJJUKsH4oV3xyfM31+XTazCICFSW5xKkH7a3sNsyw5C2KDw3Ukfbg/OKIN322DaGvbaCMOvRrTAun+XMK0+CAIEIEATIOg6GcsgjtRbE1yUSrYC+1P9KgL6ilwCG2lvd2m8yhWcvgL3lH5Va/j0qAvKabTBizBW3yDccIQfyffv2xbp11Q+b6N69OzZv3hzKrarVrVs3mEwmjw/bgwcPQqvVIjMzEwqFAiNGjHAG6oIgoFmzZtiyZQvUajU6dOiAM2fOYPPmzejcuXPAZaipN2VemRE9pq9y/iyVClCr5ZBIBIgiQa83w2qt+K98Z2JniCKhUGtCYbkJRVqz7bHWhKJy+3etCWZr9f/9ttZ6W2CvVssglUpCCmiICBaLCItFBESCXCIgQi5FtFKG+Ag54tUyqGQCFAJBQlaQxQyryQSTwQCDXo+yEi2KynQoKtGisESLwhJdvasAKBUyGE228dUSuQLRbbOgTmoEfd5ZlO7bBdFsAgC8+ugYdM5shpgote0rUo2oCCUkfgxbutCQKIKKz7gF6RUt7IcBozYs9xGikiq1qreEJKkVhMQWtlbVetRiKhaehGXfehSePob4xs0ha9sHkvi0ui5Wg0BWs8fEX/ho+XcbKqQtDttE5rCSq11a/qto9XerJNiP5cxALEAcyDccIQ+t6dWrF/7880/07u17wtXOnTs9FoV68skn8corr4R6ezdbtmzxut3RIv/LL794tMgDQMuWLZGcnAwA+OijjzB06FDccsst2LJlC+Ty+vEHMClKiczGUdhz2jYxxGollJebvB7bvkk0hmVXPzyIiFButDgD/YJyI4q0ZhRpTSgotwX6Rfbg31EhMBgsSEqKCOm5CIIAuVwKubxiKIIRQJ5VRF6pEWKxwRnoWyxWmM2iy88ySIUYxGgSERevQLMIObI1CsRGyBGtkkEpBWQQAasFsJhhMZlg1Ouh1+pQUqpDYakOhcVaFJXaKgCFJVqU68KfycMRxKuSUxHTJguC1PZcVQnJUPboh5L9u2A4fwZPzFro9fWJiVQhOlJtn/yrRkyUxjYBOEqD2Cg1oiNViI3SOIP/mCiXYyPV9Ta9JVnNoMKT3tM25h8LW1YVIa6JbRhMsi1IrxgS0wKCKjyT0GuDJD4Nil7Xw3jsGBS18KF6IRGkcghRiUBU4HOzyGx0CfQrBf3aInuGIC9zBXTFgMX73+WQmfWgEj2o5Gzg5yojnGsC2BYMq9zq7y11aJxtHgFnBmKsXgs5kH/++edxyy23YNOmTbj++uvdxpeXlpZi4cKF+OGHHzBv3jzndpPJhM8++yzsgXw4DBkyBBMnTsQXX3yBF154wWtGmrpyeYcU7D9bDqvouxVdKhFweftkv64nCAKiVHJEqeRo7udn3aliPW7+art/B9v5GtPvi0QiQKGQQqGQAvCsSFmttqC+xCKioNgAS77OHuxbYbGIPuYuyhCpikdcVApiGynQViNHbIQC8REKRKmkUEgIUrJVAMhsgsVkhF6rR3m5DsWlOhSUaFFUYhsK5BgCVFUFwLUV3vX5CxIJIAiI69AZ+uRUt9Z519eruEyP4jI9jp/x+2VzE6FWeAT/rkG/ZwXA/dhQsgOR2QAx/5iXlI1HQAXHvY/7DpRECiGhmX1yqeu49Za2yaWK4Fcrrm94MbHaJ8iVEGJSgJiUgM4jIlvA7RL0u7f8V0oH6jo0SFcUnt8NbxyZgYq8rxVSJY9JwX5WAlTeFxJkjIVXyENr7rzzThw4cAAbNmyAKIqIiYlBdHQ09Ho98vNtKxg2atTIbUJoYWEhysrKYLXW0B8tF0SErKws7N69G5s3b0a3bt3cypGQkICcnBxs27bNbXtqaiqICOvWrUPPnj39vl9NdhP9e6QI17z9d7XHzX+gF7q0qLlJlE8sysU/J0r8ToXZpWkMbunRFIfztTheqMeZEgPyyk0o0ltQZrLA5MfwnkBYrWKlVnxbgO/YFgiFVILYCDliNXLERSjcvkepZJALBClZAasZor31f+dpLVYeMYIkEgiCxOcwKBJFkNXqbJ2vTxRymUtvgHvQHx2pRoxaimhoES2WIspcgGjDOURpTyGy/BiidScRIZgR8me4TFmRCcZtzHpLCPFpF8VwAYvFis5jX8DB43nIaJbEi4ldwGyZgcorVQKqyxJU4qwMhCX7UjgJEmdg7zncxz3or5wlCMoIrgTUMR5a03CEHMgHO5ZXEIQaD+QvvfRSnDp1CsePHwdgyzDTtm1b/PHHHxg1ahT27t3rrGw0btwYzz77LCwWC15//XUcOnQIACCXy9G6dWts3LjRr7zwNfmmtIqEPafdF5w6c+aMR5adzMbRkFaRfSZUe8+V477vd4JQfSpMAcC713VCuxTf6wgYLVacKzXhbJkBZ0uNOFNqxNkSA06VGHCuzIhyY/jeJ0QEq5U8gnvXr3AJZGLybV0TkKAUYTQYodPqUVKuR2m5AcVlepSU6VBSbrB9t7fUmy01XwkOhQQiYmRmREnNiJGZEC01I9rxWGZ7HC0zIUYpIDYhATFJSYhLaYzY1GaIbdoScc3aQpbQxK8Upxeyj39cjwde+t7589tPj+fFxJgHEkXAUFZ10O9tqJC2qH6uQiyRVb0QWFWTgi+g3ri6xIF8wxFyIK9UKrFp0ybk5OT4fU5JSQnatGmDc+fClBauHqntN2Vt/bJV9viP/+HfM7YPgKpSYXZNjcKr13QM6V5akwVnS40uXy4Bf6kBenP4gm/XibiOL9dhO1Y/ew80GjmSk21zCapLFarTmd32SQQgUiVDpEpmH/okQ5RahkilDFFqOaKUMqjlAqQg28JBohVktsBsNsJsMMFoMEKv06Os3FYhcAT/JWUVP+sMNTSON4yiIlT23gDXuQGe8wFcewpchwkpFQ27xb60XI/M4dNRWFKRtjU+RoO9Pz+HqAhVHZaMXUjIagHpS12G+RR7qQR4mSugKw7bBPSwkind04Gq3Vv+UTnwd60Q+Lnew4XMNsF+HQpPH0d842aQte1boxPsOZAPXchj5K+++uqAgngAiImJwZVXXhnqrVkdGt81DUs/3Fxti/P4EZkh3ytCIUN6ogzpiZ6TbIkIpYaKQP9Mqa0V/0yJPeAvM/qVmcfB20TcSjeEKBLMZhFGk8WjVV8UCQqFtMog3rGdiJCcHOG2eBcAiASU6i0o1VsABJuJRw6NQoUoVRIiI4G4NDOaQo9IsRwR5hKoDfmQafMhNWkhWM0gixlktcBitsJstsBgFqE3E7RmCUqsCpRZ5CixylFqUaDUKkepteY/8Mq0BpRpDTgZ5PkqpdwZ8DuDfPv36Cg1YiNtQX90lAqxkZqKCoH9u0alqNPu/dlf/I7iUvfsKcVlesz+/HdeTIyFjSCVQYiMByLjAz6XLKaKlJ8eC4G5t/x7TAo211CWMYsRVHoeVHo+8HMVGvdsPx5Df1x7CFzWD1DHQJCGHE7VKevRrTD+8josub8BRFALEhhItKW8zRoE5dBHL4qUtw1RyC3yzN3F0iLvOsynUGfGgTwtzhcUITkhDq2TIhCvsbWG1vQwn+qIRCjUmm3BvbMl34Bz9sD/XJkRVcwdDphcIsAiEkQ/J/g6Kj3nz9fDli0AcjIjEnrbl8SCKIVg6x3QqKBUayBXR0KmioBEIoVosYAsZphNJpgMRhj0euh1BpSV6VCq1aO0TI9ilx4CR379+komk1S0+DuC/mqyBTkzDEWpEB2hCnro4YmzRcgaMQMms311Zpc1CBRyGXKXTufFxFiDRmaDj4XAiuwVAi9zBfT24UBWc7XXr3WqSC/j/2MhqH2sHGx/DFV0nQ8hNG9b5t8idLd9Annn8DYicIt86GotkO/WrZvP9JAXkoslkPemPpXFX1aRkFduG6ZzrrQi2Hd8FWhNga/8GISB6XGIUMgAkWC1ijCYrNAarSgzWFCmN6NMb0JpuR7lBjPKjCJ01oYzdtwxVChKJbd/t32pFRLIJYBcIEiIIIhWkNUMq9kMi9EEo9EIg04PnVYPrdY2P6CkTI/ScltFwGCshx/mLgRBQLRzeFClycIew4HUiHWpKDzzzhIs/mMHSCLzWINAEC28mBi7aBERYNJ5VgD0lScIe1k/QFdcc5mBgiUItmDe5/oA3lYNdlQCIkPuNbQe3Qrt68Psr0tVn3YCIJEi4rFfwtoyz4F86MLaF1RaWoqSkhJUrhsUFRVh79694bwVY2EhlQhoFK1Co2jvY45NVtHZen+2zDYJ96xLwF9isISlHH8ccl+ZVCGIiBN0iLcUoanxHOL0pxFvKUSctRDxVIgYsQhKix6iKEIraFAONcoFDcqghlZQoxwalAtqlEEDraBy/lwuRKBcGmU7XlRARM33lrgPFQqE3P4VDSgBTZQUUSoZku2VggilFCqZALkEkEKEFKJtvoDFAovJDIvJaJ8vYIBOq0V5uR5lZVoUl9kmEtf0AmJEZJuTUB7c4kJVrUHwzbLNKCrVoWlqPCLUCkSqldCoFYjUKKFRKxGpViJCrUCExvbddbtaJeeMIKzBEgTBltVGGQHENQ7oXCICDOUuk4Ld1wfwmibUOSm4tGYyAxEB+hJbb0Og50qktmE9XhcCcx3645klCAoNBEGAcfks2AL46u5uO8a4YjY0d38dxBNlNSXkFnlRFPHyyy/j448/dmaH8aU20k3WNW6Rrx9lqS16kxVnXYbtbDhUiB2nSoBaCJABQCEaEWcpQpylEHGWQluwDy0SNDIkREciMT4OiSmNEJ3SDNKUVhCiU5zduEQEncmKMr0F5UZ7y7/BgjKDBeUGC8oMZpTpLfZtFfscx5XbfzaFMdNPTVNIJbahQSrb5GG1XAKlVIBCSvbJwyIEqwWixQKL2TZEyGS0TR7WletQXq5DSakWpfaJw2I4x2XZ+VqDAKhYk6HyCsGBEATBFuQ7An2V0hnwOwP/aioGtu9K9+NUCkilDaeniLFA2DIDlXoP+p3pQCtPELZVGGAor+vie5LKAVUUoC0M7DxBQOTz28I2AZZb5EMXciD/yCOP4M0330S7du3QsWNHaDQaj2POnTuHX3/9lQP5GlCfguf6VJbaRlYLqCwPyzfvwex99S/9mVwqING+AFZChBwJGgUSImxf8RFy+z5bRpxAW2uNFqsz4K9cASh3rQTobY8dFQBHpaDcaIE2jClGa5rrUKEIhRRKuQClFJALgEwQIYi2hcVEiwVmkwlmo71nwL7AmLZci9KSchSV6jzSiLq2wlc1bra+rkGgVsn9rhg4fnatUNj2K5zfHZUFn5PPGWsAbJmBKiYFe80Q5DFXwD4syKSr7vK1TnXT21D0uj4s1+JAPnQhD635+uuvMWfOHNx///1VHpeRkRHqrRirdSSKoPJ8UMlZiCXnQCVnbY+L7d/tP1NpHkAi2smSIGR8AhL8b5kUSMRLx54EABTJ4lEoi0eRLA6FmjQUqxqhUBaPQkSgTAw+naLZSjhjT9lZFblUcAb4rgF/fITcbbtrwK+USaGMkiIxSlnltatiFcm9EuCth6CaHoNygyWsE5d9CWyokGN4UCSggu0rEZACaKaQIlIlg0YugVImQBRFHMgz2Lraq6lMua4QrBOsKMvPh1gPJg/rDWboDWbkF4e3BVIuk7oF+RGqil4BZ6VB7TmMyKOyoFa6HadUBF5xZSxQtsxACUBkQsDnksXkZT0Az7H/pC1yqSzYegxgqfrvfXBPRgKqj2sPXMRCDuQTEhKqDeIB4H//+1+ot2L1lCPvrPL0cZhO13ze2XAgIpC2EOQWkJ9zBuZiyVnbvtLzgOj/2O4kSx4uKd+CrZFdIQrVtyJKyIpLyregfWo05DlXOVculSQ2h6Bw790yWUQU6kwo0JpRoDWhUGtCvuOxzoQCrW1faQjj9s1Wck70rYprwB+vkbu39vsI+KsilQiI0cgRowm+suI6VMhby7/rcCBvFYZye6+BqZYCYp3JCp3JS0+En4Gl43XVtO8KDQCZRIBSLoFSJoFCKkAuESCTAFIBkAoECYkQQIDVChKtsFqsEK0WWMxmWEwWmEwmmI0mGIxGGPRG6PUG6HQGmE1mkGgFWa2AWDeVBbPFiqJSHYpKw9s6KZEIzmFBkUFVDBTOyoFrRUOtlAedsYgxV4JMASE6GYhODvhcMumrbPm3Ht4C6751AV5UhKCqfnFMVntCDuQ7dOgAi8UCmazqSw0fznmPLzT1Me8s2ScOubWYF58FlZ5zPhZLbD/DUjOLIl2b/z22RV4CkAhU1TJvD6yuyf8BimseqLarUiGTVDkx18FkFVGkNSNfa3IL+F2D/QKtqVYD/niNa4DvHvDHa+SIVoXeMioIAiKUMkQoZWiE4BdMch0q5KwQVP7ZZaiQWwXBXinwGqDXMItIsBitfg5Tktq/7OsByOxfLnVHRwdCZQqpAIWsUkXBMb+ACCTaFimzWqwQLWZYzBaYzWaYjSaYTGYYDUYYDEYYDSaQaAFZbcOEHJUFEq01M6nQC1EklJYbUFoe/onPziC/UsWgYn6BwlZBqKanwb0CoeR5CMxvgkJtW+k2NtXrfrHwJMqndQ7s900QIGvbJ0wlZOEQ8hj5lStXYtWqVXjllVeqPK5Lly7YunVrKLdqEC6WMfK1nXfWkW3A1mJ+xhmoV7SiV7Sm19hCIw6CBEJ0EoSYRpDENLJ9j7V9J4kMxq8ewN9RPTGryRMgCF5b5iVkhQDCY6deQc/yTWGdPOQv14C/0B70F+g8W/tDCfj9JZcIXlr0Xcbv2ysC4Qj4a4PFKtrTh/qeMOzWY2CvIJws0ONMSQ2/fxsAiQCXigJBAluKUpA9M5FohWixwmqx9SiYTfb1C4wmGAwmt0oBWR29CY5tFRWHhkillFdZMfCcm1CpsuDSi+Ca1Ughb9gLGrHg6N6/EZbc390+x1cVpWLq0S6Y2eJfDIw7W3GwRApZ1pVhzVrDY+RD5/dv7rp13rtfVCoVcnNz0bt3b9xyyy1o1aqVR+t8QUEBDh48GFpJWb1hPbrVFsRXlXdWtAIQoP/0dkiqyTtLhnKIpecqDXOp3Jp+ruaXAxcECJGJ9gA9BYI9OK8crAtRSRAkvofNWLcvQ6/c3zHz6BP4IfE6/BvZDSRIIJDo/H5J+RZck/8DWpsOQ9ZxcJ0MRVJIJUiJViIluuqx7Y6Av0BnQkF5RbDv1tqvNYWUitMsEs6V2Rboqoq3gD9eI0dCpMI+nr9+BPwyqQQxGknAQ4XyyozoMX2V38dPG5UJqUSAwSRCb7ZCb7LCYP+uN1thcH73st9khbGeZhwSCTBaCRWdC4L9SwLnx5ajF8HebSCB714EX5zDjpwVBdvwIdFqta90bIHVbIHZbILJaIZotTgrBuSlYuDte7h7FwxGMwxGMwqKw/v3UCaTuAX+npUF78OINPYKQ+WKgWO4kkrJ6U7rM+XQR2HJXQXb7xfBQgL+d7Qzjhqi8PTRLlgfuxwygeD4HVQOeaRuC8w8+N0iL5FIfP4yOi5R3S8rZ60Jv7pokfdWg/dJkELSqiuU/e+oCMzdgvVzQC1MnBEiE2xBeExKRWBeOUCPToIgDX6MtkPlBTbyZEn4L6ITdBINNKIOHbU7kWTJQ00tsFFXzFYRhY4gv9y9dd91SE+4cu9XxRHwV27Rr28BvzdXvb4ee07bfiekUgFqtRwSiQBRJOj1Zlittr+37ZtEY9mjl4V0L6tIMJo9g3292Qq90b0yULlyYKsUiM5KgcFrRUKEzlQ7k5DrKwG2ioJQqaIgWiz2HgULrBazbYiRl56Eht67IJEIFRWCICsGHvMVNEpoVDwPIVxce9i/ON0CTxzpCkdg/1qrf3Bz6lEAAtS3fwp5zlVhvTe3yIcuoEB+1KhRyM7ODvgmZ86cwccff8yBfA2o7UA+qDF1NUkT6x6QR9sDddfW9OhkCPLgM6oEw++hRzXwh7G+cw34XVv0XYP92gz44xyt+xrfQ3tqM+CfvXw/Pl1/FFHRSmg0ttZMR/54IoJOZ0ZZqRG392mBh4e2qZUyhYKIYLaSW0+AzwqBY7uPY3QmS4PrXag1ZEt96gj4rfYUqN7mIPjVo+CxTbQNbapHNCqF14qBt54BWwXA5Ri3TEbuw5Fksosv3an16FbkLZ6FLl9rUGRRwBHIx8lM2HaTHokjHqmRBicO5EPn99Ca5s2bY+HChUHfyNfQHNawWPatq50gXhXlDMgdgbpzyItL0C4o6l/OdgCQdx4OyWO/wLh8Fiy7VgJEIEGwtcoJAmRZV0I5pGb+MNZ3cqkEKVFKpFSTrtIR8HsL8gtcsvUUB7xirMs9RML5MhPOl1U98VkmESpScFYK+B3bwxXwx8eokNIoEkBFL6frd41GDo1GjvjY4Cf01iZBsE2OVcgkiFaH3uPliyjaKwteeheqqhx43e7jGL3JCmt97V4QJCCpBJDKIMjDvGy7HZGtYUK0VtFjYA/6q+5JqLoS4S+dwQSdwYS8ovCmO1XIZYjUKLxnK/JWWfAyKTnCbfJyxTyE+tYD6CBt0QUfyMajxLoSAEEWEQmLthwlVhU+kI7E9Ivws6qh8Pt3/e677w7pRl999VVI57O6RVYzrAf+hvnvb0O7kDLCGYw7W8wdwXq0bVy6JDoFgioyPAWvQ9IWXaC55xt7es71KDx9DPGNm0PWtk+9T89ZHwQS8Bc5x+27BPs6EwrKK7L1hBLwWwIN+DXuLfqVc/FHq2SQePlA33u2DPO2na7yw96x75utp9GjVTzapTT835VwkEgEaJQyaJQ1O2nTbBU9egP0QfQueN9esb8+EgQBkMogldbsaxxcj0H4ehdMZgsKSywoLAlvulOpVFJtxcDf1ZVdt6tVoc9DOHG2CG988TsgkyPWvrK0YwXp2V/8jtvG9UZaSlyYXgkWTiFnrZkxYwaKi4vx5ptvhqlIDduFNLSG9GWw7F4F887lsOz6HdCXBH0txcj/Qdn3NkAVWW9bJGraxbzybX3gLeAv1JnsWXsqKgChBPz+kkkE57h91xb9tQcLcKRA59eYcokA9GwRh+eHt6vx8rLaJYoEo6XqYL+6CoHO1IB7F2oBEVU95KhSrwL8qTiE0LsQCkEQ7JWCilWSA60YvPXNavx9qBhRrStWlnY8v7KDuRh1SRo+feHmsJedh9aELuRq9Zw5c3DDDTdUe9yXX36JhQsXomnTpnj66afRqFGjUG/NaoBYdBqWnStg/m8FrPvWA1Zz6BcVBCi6jYOg5kUkWN2RSyVIjlIi2c8Wfl/59x2Pi/XB/25YRML5chPOlwe/loFIwF9HijDvn1NoHKNEhEKGCKUUEQopIpUyRCikUMp8Jylg9ZdEIkCtkEKtqNmx2t56F6rrLfDrmErDm+ojQRAgyBypj2pOIBmOPIYl+Tt0SRRRrjOiXGcECgJPHiGRKxDdNgsx7Vs65+MAFStIx2TmYPmxs1iz7Qj6d24Z7peIhSjkd/C4ceNw1VVXYezYsdi3bx+ysrLw4osvIj093XnM999/j0mTJqFJkyZo2rQphg0bhvXr1yMiIiLU27MQERHEU7th2bkc5p3LIR7fUfUJggRQR9ta5/3pzLHnneWhJKyh8Dfgt1hFFOnNHik5K6+8W6I3+0rSGhaf/n3c5z6pRECkQmoP8G2BfqRLwB+hkCFSKbUtpOVSAXAcH6mUQs4LEF2w5FIJ5OqanbtARDCabUG9zqOHIIjKgY9jzNb62bsgSKUQpFKg5l7ikHoXZBGRUKU0dqZUrlzxd/ysTEzG7V/uwhukxPDOqdxAUI+EPLRm06ZNuPTSS+F6mSZNmmDXrl2IiYkBAIwaNQpLly7FsmXLMHToUHz66afIy8vDU089FVrp66Ha6iayjbteh8LTxxHfuBlkbfv6HSyT1QLrwb9tLe87l4MKfAcCAAC5GrL2AyDrNBSyrCtBBcfd0iv6dmGlVwwVD625OFUV8Dsm8uaH2MJfkxRS24q5tgpBRaBfUSGwVwa89Ag49ksl/KHPapbZKsJQec0EP1OnNvTehdriaK1f9uhlaN8kPPEND60JXcgt8p9//jm6deuGZ599Fs2bN8e+ffvwzDPPYNasWXjuuecA2AIYALj00ksBADfccAOGDh16QQbyNc16dCuMv7wOS+5vABHUggQGEu2ZUAZBOfRRr0EzGcpg2b3a1vK+6zdAV1zlfYSoJMg6DrIF7+36uWeHiUqE+rZP/E6vyEE8u5jJpBIkRSqRFFl1C//Pu85h9urDtVQq/5msBJPOjCJd8BUNtVxS0SPgCPLtFQPXCoLXCoFSCrVc6nVyMGMOcqkEcqkEUTWYzMm1d6FysO9rXYVAU60aTCJM1vo72TlSJUPbVB4mW5+EHMhv2LAB69evR2xsLACgXbt26NKlC0aMGOEM5I1G22qNjtqWWq1GSUnwEycvVm65yR2LcDlm3hPBkvs7LLmroL7tE8g7D4dYfMbe6r4C1v3rAUvV43ElKRm2wL3TUEhbXlLl6qWcXpGx8OraPNaeudl/AoD3x3eERi5FudEKrckKrdGCcvt3rcm2rdxogdZohdZksR/n+NkKSy1MeNSbRejNJuQHuRipAFQMD3L0CLhUCBwBv2N/xc88X4CFjyAIUCmkUCmkiKvBkcEWq+gxMTnQhdl8HeO6P9DxGBIB6N8uiXvY6pmQA3mpVOoM4h2aNm2K8vKKvK6OYTcmkwlKpa1VShTrZ42zvrIe3WoL4qsaziJaAQjQf3IrDCkZoLP7q76oIEDaqjtknYZA1mkIpCmtAyoTp1dkLHxSopTo2TIOm44WBZS1pnVS8OkniWzZUWwVACvKTRUBv/vPnhUER4VAZ7LW+MqtBKDcaLtnsKQSwaPVv6r5Ah4VBKUUCp4vwGqBTCpBpFSCSFXNTcQlIpgsIn7YdALTF+726xyRgP6ZSTVWJhackN8lgiBg06ZN6NGjh3Pb999/77XF/ejRo2jbti0AoKws8JnVFzPj8lmwfZxV94lpa633GcTL1ZBl9rO1vHccBElU6L+Ukvg0KHpdD+OxY1DwGHDGgjahWxo2Hyv2ayK5IAi4sVtoFWZBEKCSS6GSS5EQZAsjEUFvFm2t/o6A31EZcFQQnL0DFreeA0dvgb4W8qZbRUKpwYJSgwWAMahrOOYLVJ4H4DpfoHIFgecLsPpIEAQo5VIMyU71O5AHgL7tOJCvb0IO5K+77joMGDAA1157LVJTU7Fnzx78/PPPaNy4sXPyQl5eHpKTk7Fw4UJMmTIF69atQ2JiYjjKf1EQC086h68EQ4hMtI93HwJZZn8ICk2YS8gYC4d2KZGYNrg1nv/1gC2jlJdfeYlg+xB+ZkjrerEYlCAI0Cik0ISQKtEqEnQm94Bfa7RWqhC4VAIcFQKX4UNGS81XBmpzvoDXCgHPF2BhlhSlRGbjKOw5XX3javsm0UisJpsXq30hB/IPP/wwFi9ejC+//NK5bcqUKRg4cCD69++P2NhYFBYW4o033sCGDRswfPhw/PPPP3jiiSdCvfVFw7JvnUcQn6dUYWd8IvRSKdRWKzoV5iPJaHA7Rtr+ciiHPgJpy65VjndnjNUffTISMCdKia+3nMTGI0UgwDl2XoBtOM2N3dLqRRAfLlKJgCiVDFEhDCUwW0XPgN+l1d/bfAH3nxvOfAFN5R6ByhUCH/MFHMOHeL4Ac3V5hxTsP1te5QJhUomAy9sn12KpmL9CDuSVSiXWr1+PBQsW4NixY+jZsyf69u0LAPjss8+watUqPPnkkxgyZAiuvvpq3HzzzRgzZgweeuihUG990SBDuS1/O4nYHxWDH1pk4N/EZJAgONNBCUTomn8e1x49iNZlJYAggazD5ZCl96j+BoyxeqVdSiReGN4O58qM2HayBCfP5iGtURI6p8UghVvEvJJLJYhVSxAbZE70yvMFvE0Mdhs+5GVCcW3NF3DcM1je5gu4DQPi+QIXlX7tkvDObwerPMYqEvrx+Ph6KeQ88sxdTeRENf09D4avHsDfSSl4vUNnEABR4vlHVCKKEAA8lrsNvfLOQXXT21D0uj4sZfAH50mvGr8+LFj83mkYvM0XcK8AeBk+VAfzBcLB13yByusKuE0odg4f4vkC9YlVJOw5XWp7bBFx/eOf4MTZIjRLjce8V2+DVGaLNzIbR4f9/4zzyIeuZtcmdrFs2TIMHz68tm53QZG17Yv90bF4vUNnWAUB8NElKkokABFe79AZL2/diM5t+9RaGZfvXo97vnseH4x/BkPaX1Zr92WMsfoinPMFKvcIVDVfwL2C0DDnC7hXCKqeL+AYPsTzBcJDKhGQlRbj/PmNB4fhgRe/xRsPDkN2i7g6LBnzR60F8g8//DAH8kGSxKdhfsdeIJDPIN7JPtxmfsdeuKSWUkCeLjuHKb+/AYvGgqd+n41OTVujcVRKrdybMcYuJOGeL+BMFeplvkDlDEMXwnyBih4Bz/kC7vMJeL6AN+fKjKD4JDz+xPUQ4xJxrszIw/nquZADeceiT1XZvXs3Dh+uXysWFhQUoF+/fjhw4ABMJhP69euHNWvW1HWxvDqny8cWpQCCf39sRIkEm5XA1nO5yExIh1pWM0vd7Sk8hK/2LMbGM9sR3zgScRQBQRAw4dfH0Su1M27KHIl28a1q5N6MMca8C8d8AZNVtFcAqp8v4G1CcUObL+BrITFvGYYuxPkCe8+W4astJ7HpaHHFBPtdpbYJ9i3jMOECm2B/IQl5jLxEYqvN+rqM4DIh02oN/pctEAcPHsScOXOwadMmlJWVITU1FTfccAMmTZoEqdS9y3Pfvn1o165d2AL5mhjvtfzoOrz2zydBnx+tiECyJgHJ6gTbd00CUjQVj+NVsZAKgf0hWndqC57f+B4IBJE8u3ElggQCBEzreS/6NukWdNkvFDz0iIWCx8izhsYxX6ByqlDX+QIew4dcJxAbrdCZaydmCJXrfIHKgb7PCcX1aL7A+oMFfqW8nTa4NfpkJIT13jxGPnRhGVoza9YsdO7c2W2bwWDA/v37MXfuXAwdOhQPPvhgOG5VrYULF+L999/HSy+9hDfffBNEhBUrVuCmm27Cl19+iRUrVkCtVjuPdyxQVZ/pzQYIEGxDa4JQatKi1KTFweLjXvdLBSmS1HGeQb664meNvOI121N4CM9vfA9W8v1H1hHcP7/xPbw9YNpF3TJvsVrw4IKXcaz4DB5Y8DJ2t/0JMmmtjWpjjLFa5zpfINjFh33NF/DIIHQBzBdQySU+FhKragGy0OcL7D1bhud/PVBl6kmRABDh+V8PYE6Uklvm65mQo4kWLVr4TCU5ePBgTJ48Gc888wwKCwuRnFyzOUjPnz+PJ554Atu3b0dkZMUb7aqrrsKMGTPw4IMPYsaMGXjllVdqtBzhppargg7i/WElK87q8nFWl+/zmEi5xhnoHyk56bUV3hsC4es9i/FC74fDVdwG55O/F+JAnq0SdSDvGD7duBB39b62jkvFGGP1W03PF/BeIfDMMFQb8wUMZhGGMMwXqLzSsOt8AY8KgVKGT/467nNERWVEhG+2nMTzw9sFV0hWI0IO5P/5559qj5k+fTruvfdefPjhh6HerkpLliyBWq2GXq93C+QBOHPbz5s3r8EF8l2S2wfcIk9E2H/gBKRSKZQqOVRKBVRKBZRKORSKwMdNlpt1KC/R4XDJiYDOE0nEX2e2Yc2JTWgV2wzxymhEyDUXzeSiUn05nl42x23b1KVzcMMlVyFKFVFHpWKMsYtDTcwXqDwxuKr5Ao5ttTlf4DxMNXIPkYC/jxTxBNh6JuRAPj4+vtpjpFIptmzZEuqtqlVYWIhdu3YhLS0NK1aswIABAzyOycvLq/FyhFuyOgGpqmSc0p/1KwAmIhQXl+P02QKv+yUSAUp7YK9SKaBSym0/qxT27XJIvOSpD8Vzm951KSAgJSnkggwKiQJqiQoRMjWi5BGIVkYhThmNBFUsktRxSNDEIVKpQYRCjQilGhEKNZQyRYOpCLy66jPoRQMapcRDqZDDaDKjpESLV1d9huevmlzXxWOMMVYFQRCglEmhlEmREGTbi6/5ApVXGvY9fKj+zBcgANtOlmBIJq/yWl/UykDdX3/9tVYCaEeru8lkwq5du9wC+b/++gsAkJmZWeU1Tp8+jd69e+Po0aPObXFxcVi0aBH69esX/kL7YU/eYWw9nIuU1ATnxGFfHF1kRr0RjZMTYLFabRNYRBEiEUgk23cimIxmGAxG5zbX/XKZFEqVPdh3CfSjIjVQKuWhBdICYBWssMIKAxlRai0DrACMAMrdDxVFESazBSaTBWaTGSazBWaTBRAFSCGBDHIoBTlUUhU0chUiFe5Bv+1LU+nnSvtdHqvlqrBVYtYc3Yxlp/9Aj26ZbpO+iQhLT63Clcd6om9zngjMqsYTpRlr2MI9X8A2MbiqHoGamy8gCIAuhCxBLPxqNP2kyWTCnj17sHTpUkyeXPOtjz179sTixYuRm5uL2267zW3fp59+CsCWz74qjRs3xpEjRzB58mQsWbIEc+fOxcCBA30ebzQaYTQanT+XlpaG8Ay8a5vYAgookJ9XjMSkWJ/BvCOIz88rhslkgVqlCOm+AgQQ2a5rNlig1xpgMVuQmpoY0nUDIZFInMOCqmMRDThvLofZZIGp1AyTyVYBMJnNbt/NJjPMFt9/iDS+Av4Afj6qPYVvDy9FXFyU8//K9XtcXBRmbH4bM2STOasP84knSjPGgJqZL7B6fwF+2HY6oGsQIaQFz1j4hfyJMGPGjCrTT0qlUowfPx4vvfRSqLfyy4gRIzBixAi3bd988w22bt2K/v37Y8KECdVeY+vWrfjzzz+xbt26alO+zZw5E88++6zH9uPHjyMqKiqwwleha3J7rD+1FefOFCA6NhJqtdKjlVevM6K0pBwmkyUs97QtQGWrgcskEshkCogWsdpeAY/rECH/fDEEQYBEKoFUKrF9l7g8lkohCTH9ViBBvygSzGYLTPZWfpOztb/i5zyDDqfKLDCbA3s9o6I06JLdBoIAn6+T4/9s+l9zUHxMC5lFDpVMAZVcafsuc3xXQC1XQiVTQmn/2bFPLas41rlPrnTZroBUwn9wG7Kvd/ziNlH61Z8/wY3ZQ+u4VIyxhk4JoFuCBT8CAaXSEAAkowzHjunDUo6ysrKwXOdiFpY88m+//TaysrLcLywIiIiIQJs2bcIa0Abq4MGD6NatG9LS0rB27VqvY/oFQXDmkf/zzz9x//33Y/HixWjWrFm11/fWIt+0adOw50RduGslnljxuvNnqVQClUswb9AbYbVWdJu1TmiOSGUEtCYddCY9tGYDdGY9jJbQJ8EkJsc6KxLVcVQw8vOKqz1WEARIpe7BvfvPjoBfEnLQHwgiW9Dv+HJt3TeazDCZzPbvtv05nTIQGxMZ0HyG7f8drJGyy6UyqOUqqOVKaBQq52Pv25RQK+zb5Wr7z0q3czQK9/Mrbwv33IqLWam+HC2fHYJCXYlzW7wmBkdn/MoTpRljYfG/ZXux6WiRX5NxJQLQs0VcWLPWcB750IXcIp+RkYH77rsvHGUJu8LCQgwfPhxt2rTBzz//XO3E3N9++w2jRo1CRkYGUlNT/bqHUqmEUlnzs7f7tnQffmG1itCW+64Rf33tq0iIiPPYbhGt0JsN0Jr00Jn1FUG+/WetWQ+dyRb0244x2I/R248x4LT2HKCG3+P1S0vKfR5T+XiLxQpLFcNeHDyDfnuQ73js0tofanApCAIUCv+y/Ties789FoIgIDY2EilJcdDrjSD7/AXbF5zzGRw/u++vPo+R2WqB2VqOUoN//wehUkjlLpUBlfOx78qD721qhW3eg2sFw/V4lUx5QVccXl31GYr1ttYqhVwGk9mCYn0ZT5RmjIXNhG5p2Hys2DZmphqCIODGbmk1XygWkJBb5A0GA1QqVbjKEzZGoxFXXnklEhIS8M0330Cj0fg8VhAEJCcnIzU1FZmZmfjuu+8wbdq0Ksf/+1KTtcvhX9yNvXmHqz0uMzkdS29+P6z3dpWvLcKAL25GYlIsAO9Bq+t4/Rl974dMIoPeYoTRYoTebITBbITBYoTeUv1jg+Mci9HjPv5wBP0VAX9Fy37lykBdBYaiKEIU7ZON7Y8dE5RFUfTc7nKsxSrajvER8Iu+KgEu20RflQVUbPNWqahrSvvQI1+9BWqFvUJhf+za+6BRqD0qGV6vY69QqOT+9UKFw4mis8h4bhisZEVifDQiNWqU6/TILyyFTCLFwWm/IC2uUa2UhTF2YfN3ZddnhrTGZem8smt9E3KLvCOIt1gsWLZsGTZu3Iji4mIkJiaiW7duGDZsGOTy4PK3BouIcNNNN6Fz585444033IKzmTNn4o477kBiovuETZVKhZUrV0KtVuPPP//EzJkzMXr0aI8Va+vS5ek9cSD/KKxVLMYkFSS4vFXPGi1HYkQcmkc0weEzx6sdr58e2xxjswaH5b5EBKPFZAvy7YG++2MDDGaTPfA3wGAxwWAxQG822s9zeWw22CsWtscGvREG+zFm0QySoCLIl1QM83GtDIQz6LcNFwrttbEF9+7Bvlu2Ii/7XLcHe9+KykDVlQVnZQBBVioq9VIAgNFigtFicrZc1zRVlb0Lrtu9VBJ89DB4q4A8sXg2lCo5EuLinas1RqhVUDdWorCoDFOXzsGXN9fOvCPG2IWtT0YC5kQp8fWWk9h4pAgE21h4x/eeLeJwY7c0XtG1ngq5RR4AtmzZgvHjx+Po0aNurXSCIKB58+b49ttv0aNHj1Bv47ennnoK0dHRmDp1qse+tLQ07Nmzx23cvusYeQBYsWIFhg4diuzsbGzZsiWgikhN1i63nsrFtd9Wv0LqDze8iS6N24f13pW9seFzfLDpO1hJ9DleXypIcE+P6/HQZRNrtCw1wWy1OHsDnBWGSr0FZSYtCo0lKDGUodRcjjKTFmcM55FnKqzr4gcllF4BUSSE4U9JQKoabiRWUVEIVy9FTZFKJM5W+MrD1xw/l+v0SFYkIjEiHgqpHEqZHAqZHEqZAkqZwr5NYd8md98mdRxXcY778fZ9Httsx8mlsgazjgNjLDDnyoz46M+VeHvtW3ig/0O449Ira3TxJ26RD13ILfIHDx7ElVdeiSZNmuCxxx5DixYtoFQqUV5ejv3792Pp0qUYOnQo/v33X7Rs2TIcZa7SZ599hu3bt2PZsmUe+5YuXYrz589XO/l2yJAhmDhxIr744gu88MILXrPS1IXs1Hb46aaKhZX+OrwNL/36CZ4efAd6tcpxbs9MalXjZenXshve3TgPgO/x+lYS0bdVw0ytKJfKIJfKEKUMbFLhOV0+bvjl0YBW4QWA4S0HwEpWlBm1KDNroTXrbHMXLHoYLEYYxZpZqc9VuHoFvAb9NdArIAgCbPFk3QSVvoYbBd1LIRKUSjliIitWPpbJpF4ryRFqFcqoDIdPnYRWZ6j1515RGaioLHhuU0AhlflXufBWgfD7HhUVGZmEKxmMhSJBI8VXWz5AnvYcvtz8AZ66YkhdF4lVI+QW+RtvvBHNmjXDzJkzve63WCyYPHkyTCaTM5d7Tfnjjz8wZMgQmM1myGQyJCUlITIyEnK5HGazGYcPH0ZSUhLOnDnjPKewsBAJCQnIycnBtm3b3LanpqaCiLBu3Tr07OnfcJXarl0eO3as2hSZNcEqWrHHPl7farVi3GeP4HjRGTSPS8WPt86GVGpLe5iZ1OqiS4H49J9v4O/T2/yLLwm4tHFnvNC76p4WK4nQmfUoN+ugNetQbtJBa7F/t28vN2udj7Vmnf273n6MDhaq/4t4eAb4LkE/1b9egZqiUMgRHRvhfdia3ojS4oo0s7b5EbD3FNh7C9yGMNlTybo8dq1MoNJxVV2DbA+cPR9uk65dKyku96hNtlU4XXsfZD4Df89tVfVEyLz2TlRXuXDddrH9HWQN0wcbfsA9Pzxf8fN103BX72tr7H7cIh+6kAP59u3bIzc3t8pWEIvFgksuuQQ7duwI5VbViouLQ3FxcZXHOMoLAH369MHevXuRn58PwLYY1LPPPguLxYLXX38dhw4dAgDI5XK0bt0aGzdurLY1/2IJ5Cvj1Scr7C08jPv+eBYiidVm9ZEIErw7cDraxddsLwoRwWg12QP9KgJ+Z+XAZbv9sd5S+y2/wZBCAgESCARn0Gm12oJ9q9Vqy+RjscBoMYVtrkA4qTVKvyeS63XBTQCvba4Bv8/KgK02UKnigEqVDfd9qFRpCLXSUpMkgsT3kKYqhjt536YI65CqCzn7E/Ofa8pbR6asmk55y4F86EIeWqNQKKrtypTJamclwqKiooCOX79+vc99d999d6jFuagMbd8Ha2/7uF5UKupau/hWuLnNSHy+b5HHGGcHR1Bxc9tRNR7EA7aA0LaQlBIJ6tigrmEVrdBa9Pag30dloIpKQrlZB2st9ApYIQIQbT0ijpdeansogxQySKGGEoD3DyaFRG57raRKKCRyKCRyyCUyyAQZpJDY/gkSgAQIor2iIFphtRKsVitMVrP9ywSD2QSj1TYh1/bdDJPFNiHb26R1hUJeZRDv2E5ESEyKxbkzBWFbAK4m2YZB1f8hL+HrwfBdabGSBTrRAp1R57MHo3KlBZWOCzeZROZ7+JLUV2VB5n0IlM/jgxtS1RDeNxeKV1d9hlJjOVISY52ZsgqKOOVtfReWQH79+vXo06ePz2PWrVvnHGrB2MVgQtZIJGoS8Ovx9cgt3O/8EBcEAQKArIS2GNysD4a0aji9F1KJFNGKSEQrIoGIpIDPr9wr4Nri7xwuVFVloJZ6BUyibZGvUgSXe18iSBCp1CBCrkGyPB4RcjUi5bafbd/ViFRooJaqoJQqIBdkkEvlkEGKN7bOxVlDfrXBiyOYT2/cDP1SutvXCzDDLFpgtlpgsppt20Sz+89WM0z2Y8zOYyoem+yPL1Z1Pe/CX9VVOCqO8bavqh4MKwxkhd6sB5lCH3YVDnKprIbnX8h8HF/VkCrFBTfp+3jhGbzz1zykpSa6Z8pSKfHOn9/gzl7j0DTev/V1WO0KOZCfPHkyhg0bhieffBIjR45ERkYG1Go1dDodDh48iMWLF+O1117DnDlzwlFexhoEqUSKqzL64aqMfjiny8eX2xfjqy1LcVO3q3FzzkikaBKrv8gFpjZ6BaoeLqSvlV4BkUSUmspRagquIhDIYmJa6NCmcQs0jkxGhEwNjVwFjb3ioJIGl/eeiGARrc6KgaMSYPIS+JtFM0xWi0dFwmy1bTdZzc7KhNfKhkelouJ6tvtVOka02Pfbej0uVg2qwmF74NH74G8PRsU1RBjJAINFD7IE1oPhT8UnGJWDf9/zLwLPDhXI/IvKFZlAJ30XaIsw7psHkRgf7daLLAgCJAAS4qMx9psHsfzWD70uNMnqVljSTz766KN44403fL5xJk+ejDfffDPU2zQIF+sYeaB+laU+4ten7jl6Bby19lfXK+A4tqHMFRAgQCNXI0JmC+41MluA7wj2bYG/GhEujzUy+89ytfMYlUxpG0pUz9iGqYgVlQCX3gZnJcBe8ajcQ+G7d8Ls0nvhpbLh0eNR6VyLe2XDLFpgspgDzmLFap9nD0bDnTguCEKl3gcfgb9UBhNMOGs879ecrgiFBjMHP4xhbfuFrTeCx8iHLiyD12fNmoVBgwbhnXfewebNm1FUVITY2Fj06NED9913H4YM4fRFjLG659orkKgOrmXJ0SvgbVKwtp70CgC2YEFrLws8s8P6TYAAjUzlDO4dwX6VlQCZe2VAI1dDHeYKgSAIkAlSyCRSqGt3zcGAWUWrZ6XCowfD3hvhWtlwDo3yPN51KJS3a3rv8ajoLfE27KqqxQYvdA1rHoe3Hgz33gfXieMWmGAmE8hMgLniGhJBgugojVsrvC+CIEBn1uPBZS+hZXxTtE9Or42ny/wQtlmogwcPxuDB4VnBkzHG6iu3uQJBcO0VcO0J+PPMViw7vDrMpQ0dgWzDmSz6sFQINM4AX4UIucYl2FfZKwAal0qAvfdArqmxCkFtkEqkkEqkUKHmFtYJB6tohUW0eu9xqNyDYe9tcKtseBlGZfJSkXBUIHz1eFRUNryfaxbr/wTvmlITFY5ArqeRq9A2sUVY789CE3Igv2LFCkybNg2RkZH46quvkJaWFo5yMcbYBclXr0CLmCb4+fCagIZhCBDwet8noZapoDPbgm2d2TaHwPFYZ59ToDXr3Y7RWfQoN+sh1lIrbLgqBADsPQQa30OH3HoNNG7HVPQsqBpchaCmOSocSpmirotSJZFEl+DePcCvbhiVyWryr8eDJ457NaBVD14ToZ4JOZCfNGkSzp8/DwDYsmULB/KMMRaEFE0ieqbmYNPZHX4F1xJBgp6NstE5uX3Q93T0DjiC/cqVANt3A7RmnfsxFvu2OqgQAIDOYoDOYghLhaDyfAFnsO9lvoC3eQRqmQpSrhDUKmdOftTvCkdDmDhuMBsDGurXv1X3GnzFWDBCDuSTk5OxYMEClJaWYujQoT6P++OPPzBw4MBQb8cYYxesmzJHYvPZnX4dK0DAhMyRId3PtXcgXhUb9HWICCbRbB+TXxHs2yoGOmeFwFE5cFQCHMfo7Nu0ZkOtzB9wcFQI8hHYGiSVqe1zCKqbL6CRqey9Bq7bVYiQqaGWq7lCcIERBAFyqQxyae2spROMfG0Rer5/nd/H923RtQZLw4IR8rvrgQcewLvvvouPP/64yuMee+wxbN26NdTbMcbYBatdfCtM63kvnt/4HgjktZVbIkggQMAzPe+rlcXE/CEIApRSBZRSRZgqBO7Df1yHCHnvNbDvcxlGVJsVAr3FAH2YKgS2AL/yfAGVS+VAUzH52HUbVwhYEBIj4tAuqRX25h2u9tjM5HROP1kPhRzI33777WjVqhWuu+46tG7dGkOGDEHv3r0RGVkxEcxisSA/Pz/UWzHG2AWvb5NueHvANHy1ZzE2ntkOAkGA4Pzes1E2JmSOrDdBfDi5Vwhigr4OEcEsmj0rAT7mC3jOKTA4exfqokJQEGKGU5VUaa8EqCr1CPjOLOQtKxFXCC4Ol6f3xIH8o1VmLZIKElzeqmctlor5K+RA/t577wUANGvWDDt27MC7774Lq9WK+Ph4REVFAQBKSkpQXFwc6q0YY+yi0C6+FV7s/TDO6fKx7fwenDx/CmnJTdA5OfOiXEwsULY82grEh6lCoDUbXIb/VAT77kOH9NBZDPaKgs7jGEstVggMViMMVmOYKgRql8nElYJ9+6Rj90qAfSKyyzE8ObJ+69eyG97dOK/KY6wkom+rbrVUIhaIkBeEkkj8q7ELggCrtfb+kNUVXhCqfpSlPuLXhwWL3zsNn8lqcqkQOHoEdM5gv6K3QOesEHj0GtRyhSBcVFKFM8uQ+9ChiqFC7pONPXsTImRqrhDUEKtoxR770JoF23/DSysrhko/PegOjMm5EgCQmdQq7P8HvCBU6EJukddoNNiwYQOys7N95iItKSlB27ZtQ70VY4wx1iAppAoopArEIbRgxWQ1V5lSVFtpvoCvoUNmsfZSIxqsJhisJhQYikO6jkqqqGYysZftlbIMaWQqyCT1d/JpXZBKpMhKaQ0AiL80Gov2/Y58XTGSNLG4/dKxaByVUsclZFUJ+d2ckZGBnJycKo+JiYlBampqqLdijDHGLmoKqRwKqRyxyvBVCBzDgspdUorathvsvQa+hw7VRYWgECUhXUcpVXgE+7YegcrDgrxscw4pUl9QFYI9hYfw1Z7F2HRmB+IbRyKOIiAIAm769Qn0TM3BTRfovJwLQcjvwt9++82v4/7+++9Qb8UYY4yxMAhnhUDvVgkwuPQI6FwqBHrnfAHXY3RmW2ai2qwQGK0mGMNUIXAOFZKrESHTOCsE7kOHKrZp5GqXFKT1o0Kw7tQWZ6Ysx4J0jhEWBMKmszuw+exOTOt5L/o24XHy9U3I756kpCS/jhs/fjx++umnUG/HGGOMsXrCUSGIUUaFdB1HhcAju1CVQ4Q895vqoEJQZAytQqCQyCsN//EyLMhl0TKvC5jJ1ZAHUSHYU3gIz298r8rsTI40uM9vfA9vD5jGLfP1TK1UA0tKSrB+/frauBVjjDHGGphwVQjMosVjXQGfaxJUqjDYzrOlHq3NCoFJNMNkNKPIWBrSdRwVAm/zBSqnGXVs/3bfMpCfqzITCF/vWYwXej8cUjlZeIUlkJ83bx4++ugj7Ny5EyUlodVMGWOMMcaCIZfIEKOMCluFQGdffdh9/kAV6UgtOmeFQGfRw2g1hemZVS9cFQJfRBLx95ntOKfL5zS49UjIgfzMmTPx9NNPIzY2Fq1bt4ZGo/E4Ji8vD3v27An1VowxxhhjNS5cFQKLaLEH+4ZKPQU693Skrtu89BbUZoWgKgTCtvN7MKRFn7ouCrMLOZB/99138cgjj+DFF1+EUqn0egwRcQ5kxhhjjF1UZGGsELhWBrTVDhHyvt0QYoVAgACdWR/SNVh4hRzIKxQKvP7661UeIwgC7r777lBvxRhjjDF20ZFJZIhWRCJaERnSdayi1TlheOWxDfh896KAzicQNHJ1SGVg4eXfsqxV6NSpk1/HTZ06NdRbMcYYY4yxIEklUkQrItEoIgmDW/SBAO8LefoiQEDn5MwaKh0LRsiB/HXXXYc5c+ZUe1z37t1DvRVjjDHGGAuDFE0ieqbmQCL4FwpKBAl6pebwRNd6xu+hNcePH/e6vXfv3rjvvvuwceNG3HLLLUhPT4dM5n7Z/Px8HDp0KLSSMsYYY4yxsLkpcyQ2n93p17ECBEzIHFnDJWKB8juQb9GihXOlL2+ICN9//31YCsUYY4wxxmpWu/hWmNbzXufKrqKXnPISQQIBAp7peR8vBlUPBTTZtUuXLsjKygr4JmfOnMFvv/0W8HmMMcYYY6zm9G3SDW8PmIav9izGxjPbQSAIEJzfezbKxoTMkRzE11N+B/KpqanYtGkTJJLghtW3bt06qPMYY4wxxljNaRffCi/2fhjndPnYdn4PTp4/hbTkJuicnMlj4us5vwP5cePGBR3EA8Ds2bODPpcxxhhjjNWsFE0ihrTog2PCMV7/p4HwO5B/9dVXkZ+fj/LycpSVlaG8vBzl5eVo0aKFX63tV199dUgFbSiICABQWlozSyRXVlZWVmv3qk59Kkt9xK8PCxa/dxhjtam2/uY47uGInVjg/A7kNRqN87EgCOjUqRMuvfRS3HTTTTVSsIaqrKwMANC0adM6LgljjDHGWP1XVlaGmJiYui5GgySQn9Ugx7CaW2+9FVOnTkWrVjzpwRtRFHH69GlERUVVmeUnHEpLS9G0aVOcOHEC0dHRNXqvhlSW+ohfHxYsfu8wxmpTbf7NISKUlZWhcePGIQ3fvpgFlLXmlVdeweOPPx7UjXJzc9GhQ4egzm1IJBIJ0tLSavWe0dHR9eYDvj6VpT7i14cFi987jLHaVFt/c7glPjR+V3/i4uLw6KOPBn0jHoLDGGOMMcZY+PgdyCclJYXU7WE2m4M+lzHGGGOMMebO76E1+/fvx+jRoxEXFxfwTYqKirBnz56Az2NVUyqVmD59OpRKZV0XpV6VpT7i14cFi987jLHaxH9zGpaAJrsKghBwiiDHOYIgwGq1BlVIxhhjjDHGmLuAJrsOGjQIjRo1CvgmpaWlWLx4ccDnMcYYY4wxxrzzO5DPyMjA8uXLg77RxZCxhjHGGGOMsdri9+zVvLw8WCyWoG+kUCiCPpcxxhhjjDHmzu9AvqSkBDNmzAj6Rp9//nnQ57LQnD9/Ho8++ig6d+6MrKws9OnTB2+++SZMJlPI137zzTfx2WefYcuWLSgoKIDVakVhYSE2btyIefPm+TyvoKAAU6ZMQU5ODrp27YqxY8fi33//Dbk8Nen8+fP43//+h59++gn79u2DVquF2WzGyZMn8eOPP2LHjh11XUTWwPz6668YPHgwsrOz0atXL7zxxhshNZgwxlh1avrvDhFh7ty5GDBgADp27Ijs7Gzce++9OHToUNjuwVyQnwRBIIlEQtdffz3t3bvX39NYAHJzc2nYsGE0Y8YMn8cYDAaaM2cO9e/fnzp16kSdO3emxx9/nE6ePOn1+EOHDlFGRgZ98cUXZDQaiYho//791L9/f7r00ktJr9e7HX/gwAGaPHkyde/enTIzM2ngwIH0ySefkMVi8Xr9rl27EgCPL6lUSsuXL/d6zr///kuNGjWihx56iIqLi4mI6IknniCJREK//PJLta9TXdm1a5fX5wqA2rRpQ+Xl5V7PKy8vp+nTp1P79u2rvcfq1atp/Pjx1LVrV2rXrh2NHTuWfvvtt3A/FVbD/Pld/vDDDyk+Pp7++OMPIiI6fvw4de3ala688koyGAxezwn1/WGxWKh79+60evXqgJ4PY6x+CvQzO5i/O5Vt3bqVMjIyvO4TRZFuuOEGmjBhAp0+fZqIbJ+BL730EkVERNDff/8dxLNkVQkokHd8SSQSyszMpNtuu402bNhQk+W74G3evJmmTJlCvXv3JolEQgBo+vTpXo89f/489e7dmz755BPS6XRERHT06FEaOHAgxcbGev2/6Nu3r9dg4ty5c6RSqWjWrFnObQsWLKArrriCNm/eTFarlSwWCy1btozi4uKob9++znu6uuSSS2jIkCGUlpZGcrmcVCoV9enTh37//Xevz+HMmTOUkpJCt956q9v2CRMmEAC67LLLfL5WdW3z5s2UmZlJ3bt3p9jYWBIEgZKSkui2226js2fPuh1bXFxMr732Gl1zzTUUGxtLAKh58+ZVXv+JJ56gW2+9lY4ePUpERHq9nl599VUCQI8//nhNPS0WJoH8Lh8+fJgUCgV98MEHHtulUilNmzbN45xwvD9efvllAsCBPGMXgEA/s4P5u1OZyWSiTp06+fw8++yzzygjI4PMZrPHvjFjxlDHjh39f4LML34H8iaTifLy8ujw4cO0fft2Wr9+Pf3888/cOh+iX3/9laZPn07Tp0+nzp07V/nhP3bsWFq4cKHHdkdQnpaWRiaTybn96NGjBICWLVvm9Xo5OTk0fPhw5zXS09OprKzM47i33nqLANATTzzhsW/QoEH+PE2nG2+8kaRSqUcPQseOHQkA9erVK6Dr1aa1a9fSiy++6Nex586dc/6/Tpo0qdpAfunSpTRixAiv+0aPHk0A6nVvBQvsd/m2224jQRCopKTEY98VV1xBKpXK2VtFFJ73x549e0ilUnEgz9gFIJjP7ED/7njzzDPPVPl51r9/fxo3bpzXfW+++SYBoPz8/CrvwQLj9xh5uVyOxMREtGzZEtnZ2bjsssswbNgwtG3bNrSxPRe5QYMGYcaMGZgxYwZeeeUVn8cZjUb89NNPUKvVHvuSk5PRtm1bnDx5EuvWrXNuP3PmDABg9+7dXq9JRIiNjQUALFmyBGq1Gnq93uO4vn37AoDXMe8RERG+n1wlx48fx7fffovevXujSZMmbvveeOMNXHPNNZgzZ47f16tt5eXlSElJ8evY5ORk5//r3Llz0bhx4yqP/+677xAXFweDweCxr6rXn9Uf/v4um81mLFiwAK1atUJ0dLTH/u7du8NgMGDRokXObaG+P0RRxF133YWsrKxAnhJjrJ4K9DM7mL87lW3fvh1r1qypslxnzpzBnj17vK45RESQSqWIjIys8hosMH4H8qzmyeVyn/tKSkpgtVoxdOhQ3HHHHT6Py8vLcz5u1qwZAOCll17y+OU7cuQIcnNzMWnSJABAYWEhdu3ahbS0NKxevbraazsEsvLbkiVLIIqi84+Mq8svvxw//PADunbt6vf1altBQYHfgXxlVf3fArbX/4svvkDLli2Rn5/v9Rhvrz+rn6r6/965cyeKi4uRlpbmdX/z5s0BABs3bnRuC/X9MWvWLAwcOJDTADN2gQj0MzuYvzuuzGYz7rnnHnz44YdVlqt58+bIzc3FlClTPBJqLF26FDfccAOvGBtmHMg3EMnJycjMzAQAbN261W1fSUkJcnNzAcB5DAA0btwYQ4YMQXFxMQYMGIBBgwZh4cKF2LZtG6666iq8+OKLuPzyywFU1OBNJhN27drldv2//vrL49qO+54/fx533303+vfvj44dOyItLQ133nknTp486fEcfvnlFwBosL04hYWFWLNmDa6++mr0798fTZs2RU5ODt5+++2QVy3u168fAODs2bPOnhQHX68/a5gcPWSJiYle9ycnJwMA9uzZ49wWyvtj3759mD9/PqZOnRpawRlj9Uagn9nB/N1x9dJLL2HUqFFo165dleW69dZbAQCvvPIKWrdujVdeeQWHDh3CXXfdBZ1Oh3fffbe6p8YCFNDKrqxu/fLLL5g7dy7GjBnjtv2LL76AxWLBgAEDkJ2d7bbPkQJq7969+O233/Dbb78BACZNmoRHHnnEeVzPnj2xePFi5Obm4rbbbnO7xqeffgoAePjhh9225+bm4vjx45gyZQquuOIKALY/FqNHj0aXLl2watUqdOzY0Xm8I/VUfHw8Dh06hFdeeQU7duxAXl4eunXrhqeffhqdOnUK5SWqUbm5uSgrK8PHH3+MRo0aQRRFfPLJJ7j33nuxcuVKLFq0CDJZcL9Sjz32GDQaDSIjI91es/Pnz2Pp0qWQy+W4//77w/VUWB1ytJL5apVSqVQAgOLiYue2YN8foijizjvvxPvvv19trxBjrOEI9DM7mL87Djt37sTKlSvdhu76ct1112Hjxo148803cfz4cTz11FN46qmnkJaWhnXr1iEqKsqv58cCUMdj9JmL1atXVzlBzpvCwkJKSkqiiIgI+u+//7weU1xcTN26dfNImZiTk+MzbaXD119/TQCof//+ZLVa3fZdc8019PHHH3ucs337dmdKRteZ6zExMQSApk2bRiNHjqTjx48TkW0SXlZWFqlUKlq1apXfz702lZWVkVqt9ppi8qGHHiIA9Oyzz/o8v3nz5tVmrfHm9ttvJwD0zDPPBHwuqztV/S4///zzBIBuvvlmr+euWrWKAFB6enq196nu/fH666/T1KlTnT9PnDiRJ7sydgHz9Zkd7N8ds9lMPXv2dIsv4EcWthdffNEj5oiIiKDvv/8++CfHvOKhNQ2YKIqYNGkSSkpK8N1333mdyPbHH38gJycHqampWLVqFR5++GHExMQAsE1cuemmm3xe/+DBg7j//vuRlZWFBQsWQCJxf7u8+uqrmDhxosd52dnZyMrKwv79+7F48WLndseknDlz5mDu3Llo2rQpAKBdu3aYN28eDAYDJk6cCLPZHPiLUcMiIyOxfft2r5N7J0yYAABhX1Rj/vz5+OSTT3DjjTeGtBgbq18cLV++3iuO7d4mtruq7v1x4MABfPvtt3jmmWdCKzBjrEGo6jM72L87M2fOxLBhw/yeKF9QUIAxY8bg448/xrfffov333/f2dOu1WoxYcIEXhgqzDiQb8CefPJJrFq1Cj/99BOGDx/usX/Hjh0YOnQoRo0ahcWLF2PgwIGYPXs2Tpw4genTp0Mul2P16tVex8QVFhZi+PDhaNOmDVavXo34+HiPY1q0aOGzu94xDv7vv/92bnOMzRs3bhzi4uLcju/YsSOaNm2KkydPup1Tn7Rp08brdsdzLS4uxt69e8Nyry1btmDixIm444478OWXX0IQhLBcl9U9R6Yoo9Hodb8jM03l3xFX1b0/RFHE7bffjnfffZcnljF2EajuMzuYvzu7du3CsmXL8NRTT/lVBiLCVVddhdzcXGzevBnjx4/H3XffjR07dmDZsmVIT0+H2WzGRx99FMQzZL5wIN9Avf/++/jmm2+wdu1aDB061OsxL7/8MlQqFV588UW37VFRUZgxYwZmzZoFwHNyi9FoxKhRo5CZmYnVq1f7nBwzYcIEJCUlYefOnR77HLX6srIy5zbHbPn09HSv13Ps9zZRtq4dP34caWlpGDx4sEdaLdcWDNfnG6wjR45gxIgRmDp1Kj766COPnhDWsDkmoFWXfcbXpHB/3h9z5sxB9+7d0aNHjzCVmjFWX/nzmR3o3x2LxYI77rgDH374od/za1auXIlNmzbhmWeeQVJSktu+q666CmvWrEFMTIzPCbUsOBwhNEBLlizBBx98gI0bN+KSSy5xbt+8eTO+//575887d+5E27ZtodFovF7n+uuv99hGRLjpppvQuXNnLFiwwO3cmTNnOv8IFBUV4ZtvvkF+fr5zAq2r0tJSAEBqaqpz24ABAwDAZ4YXR6qqqloi68rChQtx6tQprFy5EoWFhW77HM8VcH++wSgsLMTIkSMxa9YsPP300277XCcns4YrJycHSqUSJ06c8Lr/+PHjAGyT2Srz9/2xbt06LF++HDk5OW5fS5YsAQDcfvvtyMnJwe233x6up8UYqwP+fmYH+nfnzJkzOHnyJCZNmuTxdwQATp8+7fF3xdGo17lzZ6/3SEtLw2WXXRb6k2ZuOGtNA7N161a89dZbWLNmjUfAu3jxYjRq1Mj5c2RkJAoKCnxey9GV1qVLF+e2KVOmICcnx2uqunfffdeZGUMURQC2XPXeegQcqa4c2WwAYPTo0XjllVdw9OhRr+U5ceIEZDIZunfv7rPMdcUxfnDs2LFISEhw2+d4runp6WjRokXQ9zCZTLjxxhsxe/Zst9cNsI13Xrt2bdDXZvVHREQEhg8fjoULF6K4uNjZ5e2wZcsWKJVKjBw50m17IO+PhQsXer33pEmT8MUXX+CTTz5B//79w/J8GGN1x9/P7ED/7jRt2tRn0C8IAho3bozt27e7bXcs9FS5scuVwWDgYD7MuEW+ATl58iTGjRuHDz/80COILysrw7x589yCzHHjxjkXfvLmhx9+wNVXX+0MPj/77DNs374dTzzxhMexS5cuxfnz552poxISEtCxY0d8/PHHaN++vdux//zzDw4ePIj+/fu7/cL26NEDV111FRYtWgStVut2zoYNG3D+/HlMmjTJI1CuDwYOHIjGjRtj/vz5Hvu+/fZbAMC0adNCusftt9+O3r17ewRpAPDBBx/Uy9eFBed///sfJBIJvvvuO7ft+fn5+OOPPzB58mSP7nF+fzDGXAXymQ0E93cnEMOHD4dSqcSyZcu87j9+/Dh27drlkS6Thahuk+YwV/PmzSMA9MADD3jsKysro+zsbGcap7i4OGrZsiVlZmZShw4dKDo6mgDQihUrnOcYjUa6/PLLKSsri/7991/ndpPJRO+88w516tSJzpw5Q0S21FNyuZwAkEwmo9TUVGrdujW1b9+eWrduTVKplBo1auRWprVr11KPHj1o//79zm25ubnUtm1bat++PZ0+fdrjeZw6dYrS09PpxhtvJK1WS0REp0+fpi5dulDXrl2ptLQ0tBexBt1999302GOPkU6nIyIiq9VKH3/8MUmlUnrooYd8nqfT6SgmJoYSEhLc0nG6eu6555z/tyqVitLS0qht27bUoUMHatasGQGg8ePH18jzYuFX1e+yw8yZMyk+Pp62bNlCRETl5eV09dVX02WXXUYGg8Ht2HC9P4YOHUoA6IcffgjtCTLG6lQwn9lEgf3d8ebcuXPOGMRoNHrs/+ijj0ilUtH7779PFovFuX3jxo3UpUsXTj9ZAziQr2NHjhyh7Oxs6tixIymVSueHddu2bSk7O5teeOEFtG+sKgAAn4VJREFUIqrIVV7d1+bNm92ubzab6a233qJu3bpRixYtKCsrizp27EhTpkyhkpIS53GxsbHVXrt9+/Ye5d+8eTMNHTqUsrOzqUOHDpSVlUXPPvsslZWV+XzO586dowceeICysrIoJyeHOnToQDNmzHAG9vWVKIo0Z84c6tq1K2VnZ1N6ejpdeeWVtHjxYq/H33TTTZSdnU0pKSnO1zApKYmys7Ope/fuzuO2bdtGgiBU+/rfe++9tfVUWRD8/V129f3331PXrl2pU6dO1KFDB5o6darHh2k43h9jx46ljIwM57FSqZSysrJo586dYX8dGGM1L9jPbCL//u5UlpubS9nZ2RQfH++8fnx8PI0aNcrj2A0bNtDo0aOpWbNm1L59e2rTpg2NGzfOrUGRhY9AVCkFB2OMMcYYY6ze4zHyjDHGGGOMNUAcyDPGGGOMMdYAcSDPGGOMMcZYA8SBPGOMMcYYYw0QB/KMMcYYY4w1QBzIM8YYY4wx1gBxIM8YY4wxxlgDxIE8Y4wxxhhjDRAH8owxxhhjjDVAHMgzxgK2e/du5OTkID09HYIgOL9at26NnJwc7Nu3r66LWCMuv/xyXH/99V73LVq0CMOGDUN6ejo6duyIdu3aYeLEidi0aVMtl7JhuPnmm5GdnQ2VSuV8/yQlJSEnJwfPPfdcXRcv7Hr16oWYmBgIgoAWLVrUdXEYYxcIgYiorgvBGGu4Ro4ciSVLluDqq6/GkiVL6ro4NUar1SI+Ph4ffvghJk2a5NxeVlaGG264ARs3bsR7772HMWPGQCqVwmw24+OPP8ajjz6KO+64A7Nnz4ZMJqu7J1BP/fjjj7j22msBAMXFxYiJianjEtWcs2fPokWLFmjUqBGOHj1a18VhjF0AuEWeMRaSuLg4AEB8fHwdlyR4I0eOrDaw+uOPP2AymTB48GDnNp1Ohz59+mDlypX49ddfcc0110AqlQIA5HI57r33XsybNw9vv/02Ro4ciXC3m+Tk5IT1eqEItixJSUnOxxdCEF/Ve6lRo0Zo1KhR7RaIMXZB40CeMXbRO3LkSLXHrFixAtnZ2UhNTXVue+yxx7Bjxw7cdddd6NKli9fzRo8ejQEDBuCXX37B7Nmzw1bmwsJCFBcXh+16oahPZalr/ryXGGMsXDiQZ4xd1LZt24Zdu3ZVe9yvv/6KIUOGOH/ev38/3n//fQDAhAkTqjz3zjvvBAA888wzKCsrC6G0Fb744ouwXCcc6lNZ6pK/7yXGGAsXDuQZYxeto0eP4rbbbqt2yMvBgwdx6NAht2E1X331FQBAoVDgkksuqfL8Sy+9FIBtKM6CBQtCLDWwZs0avPDCCyFfJxzqU1nqkr/vJcYYCycO5BljNWLTpk3IyMhwZiTZtWsXtm/fjptvvhm9evVCVFQUhg0bhpMnT7qd9+CDD0Kj0UAQBFxxxRUgIrz88svo378/mjVrhuHDh7tlxdHr9WjdurXzPjNmzHDuKygoQMuWLb3u+/333zFmzBjneOZhw4YhJycHOTk5+P77793KtHz5ckRGRuKyyy5zblu5ciUAoGXLls5x8b40bdoUcrkcgK1lHwDWrVuHJk2aOMu2Zs0at/slJyd73ffqq6/ioYceQllZGU6fPu0sc05ODg4dOgQA6NGjB6RSKQRBwAsvvICSkhLcdddduPTSS9G0aVPce++9KC0tdV6zJstSkzZu3IjBgwejXbt2aNu2LUaNGuXRIn7llVdCrVZDEAQ89thj0Gq1mDp1KoYOHYqkpCRkZmZi/vz5Xq9vMBjw8ssvIycnB506dUKHDh1w9913Y+PGjbjjjjsQFxeHZ555JqD3kuu1X3zxRQwZMgSJiYnIysq6oCeLM8ZqCDHGWAgmTpxIAGjixIle9997770EgCZPnkz33HMP6fV6IiLauHEjaTQa6tGjh8c5p0+fJoVCQc2bN6cHH3yQfvjhByIi0uv1NGrUKEpISKCDBw+6nfP2228TAJo+fbrH9WbPnu1zn6P8R44c8fkchw0bRiNGjHDblpqaSgCoe/fuPs9zlZKSQgCod+/ebtvHjRtHAGj16tVu261WK40aNcrrPiKi5s2bU/PmzX3eb8GCBQSAxo8fT1dffTXl5uYSEdGJEycoIyODunXrRiaTqVbKUpXVq1cTAAr04+inn34iuVxOc+bMISIiURRp6tSpFB0dTVu3bnU7dvPmzQSABgwYQGPHjqW9e/cSEVFZWRn169ePpFIp/ffff27nmEwm6tmzJymVSvrzzz+JiKigoIC6d+9OAGjZsmV0zz330OTJk53n+PNeat68OSUlJdEVV1xBf/zxh7Mcffv2JYVCQYcOHQrodWCMXdy4RZ4xVqO6du0KAFiwYAHeeOMNqFQqALZW4+uuuw6bNm3Czp073c5JTU1Fo0aNcOLECZjNZlxzzTUAAJVKhQ8++AAlJSV45JFH3M7JysryWYbOnTsHXX6j0Yg1a9a4jY8HgLy8PACAUqn06zoKhQIAcP78ebftHTp08Hq8RCJBdnZ2oMV1cjznH374ATfddBPat28PAEhLS8PLL7+MLVu24J133qmVsoRbYWEhJk6ciMsvvxyTJ08GAGfvQ3p6Ou655x634x3vwdWrV2PSpElo27YtACAyMhLPPfccrFYrPvvsM7dzFixYgI0bN+Kaa65xDo2Kj4/Hs88+CwD45JNP8N5772HOnDkBlz8vLw9jx47FgAEDnOV45ZVXYDKZ8Pnnnwd8PcbYxYsDecZYjRIEAQAwfvx4j6C3U6dOAIA9e/Z4PU8URdxwww1u21NSUpCTk4Off/7ZIyiuCevWrYNOp3MbHw8AERERAGxDJPxhsVjczqtpjtddpVJh5MiRbvscz2Xu3Lm1UpZw+/rrr1FSUoLRo0e7bRcEAf369cOmTZuwfft2t+0AkJCQgOHDh7ud4+s9eOzYMQBA48aN3bY3b94cAEJa9Ewmk+Gmm27yWo7KlVrGGKsKB/KMsVrRqlUrj22xsbEAbOPcffHWSty8eXNYrVa3YK2mrFixAq1bt/Yof5s2bQAAJSUlfl2nsLAQANC6devwFrAarVu3dvYGOERGRiIhIQH//fcfjEZjrZYnFG+99RYA4K+//gJQEVS7crzOW7Zs8djXsmVLj22+3oM9e/YE4Bng79+/H4Dv3gt/pKSkeFToNBoNAP/fT4wxBnAgzxirJcG2REdHR3tsU6vVAID8/PyQyuSPFStWeAyrAYCBAwcCsGUrsVqtVV7j5MmTzoD58ssvD38hq+Dt9QMqXsOCgoLaLE7QioqK8MEHHwCoKPN9993nNsG2U6dOWLlyJVJSUrz2lATyHuzXrx+mTJmCX375Bd999x2ICCdOnMC0adOQmpqKl156KejnUtUKv8RZbxhjAeBAnjFWr3lrrXdsc7SmAhXDJ7zxd/iLw/nz52GxWHDy5Ens3r3bayB/yy23QBAEmEymaodDbNiwAYCtJfy6665z2xfOcp8+fdpjm6/eDsd219VUa7osofj9998RGRkJoKJy8u6772L79u3Or507d+LMmTM4e/asc+x8KAYOHIjU1FTcf//9yMjIwPDhw3H11VcjNzfX754Vx3uJMcZqAgfyjLF67eDBgx7bDh8+DEEQ3PK3O1pbTSaTx/EHDhwI6J4PPPAAioqKsHz5ciiVSvTv39/jmLZt2+KBBx4AAJ8pBh0++ugjAMDLL7/sVvkId7m9LUx16NAhj1be0tJSFBQUIDMz062VuqbLEoovv/zSGcB369YNAHDixAmvxxqNRq/PIRBbt251rtybn5+PQ4cOYceOHXjxxRcRFxfn93Uc7yXGGKsJHMgzxuq1ygsonTlzBjt27MDVV1+NlJQU5/Y2bdpAKpV6jGkmIo+MJK4cwatry3VBQQESExOxYsUK9OnTxzl+ubKZM2ciJycHc+bMwe7du70es2jRIqxevRojR47Evffe67E/MzMTgOdY7DNnzmD58uVVltu1zKWlpV4DzKKiIqxevdpt24oVKwAAd9xxR62WJVh//PEHfv75Z2cgP3HiRGg0Gvz0009ej3/yySedzzFYq1atQkxMjEfFqypVvZcYY6wmcCDPGAuJY7yyr7HWjsmH586d89h35swZAJ4pGV3t2bMHq1atAmBrab3nnnuQmJiIt99+2+246OhojB8/HkuXLnUGcRaLBc8884xzaIy3YLtPnz4AbAE3YAtyO3XqBKvVilWrVnkdVuOgVquxdu1a9O3bFwMHDsRPP/0EURQBAGazGR9++CFuuOEGPPDAA1iwYIHXoStXXnklWrVqhVmzZuHw4cMAbK/l1KlTcf3111dZ7vPnzzsnfr700kuYOHGix3FZWVl46aWXnIsVnTx5Ek8//TQuu+wyj+EnNV0Wb44cOeJ87HivOJhMJnz11VcYNWoUiMgZyKempuLTTz/FihUrMGPGDGfru1arxVNPPQW5XI4RI0Z4XNfb+8zxHnSkE3XIysrCunXrkJSUhHbt2qFdu3bIzMxETk4ORo4cie+++87r6wB4vpcc/+8GgwHFxcUoKSnxGG7jKFtxcXFVLxdjjLmr0yz2jLEGKTc3l7Kzs6lNmzbOxXwAUJs2bSg7O5v27t1LBw8epKysLJLJZASAZDIZZWVl0c6dOyk3N5cyMzNJIpG47XNd5Kl58+YEgHQ6HT3wwAPUvXt3SklJoVGjRvlcNEen09FDDz1EjRs3puzsbLr99tspNzeXzp496yxjq1ataPHixc5zRFGkKVOmUEpKCnXq1InuvvtuMhgMtH79egJAu3btqvb1EEWRvv/+exo8eDBlZGRQhw4dqHXr1jRhwgT6+++/qz3/+PHjNHLkSEpISKB+/frRk08+SYWFhfTdd98RAJJKpdShQwc6deqU85yCggIaN24cJSYmUvfu3Z0LIzkcOXKEAFC/fv3o6NGjNGbMGMrJyaHGjRvTgw8+SOXl5bVWFm/GjRtHLVq0IKlU6vy/iYqKovT0dEpPT6eWLVuSWq12e3/df//9btfYsGEDDRo0iJo0aUI9evSgK6+80rl4mMMNN9xACQkJzms0a9aMXnjhBSIiGjNmDMXExDj3NW/enGbPnu0894033qDk5GS3Mrh+zZ071+1evt5LRETTpk1zLgoGgNLS0uiuu+4iIqKRI0dSXFyc275nn3222teQMcYEIp4izxirf1q0aIFjx45xFo8gHT16FC1btkS/fv2wZs2aui5Og3Po0CE8+eST6Ny5M8aMGYMWLVpAoVCgtLQUf/31F+68805ccsklWLJkSV0XlTF2EfOdA4sxxhi7SN18882IiYnB008/7bY9Li4OV111FUaPHs2VTMZYneMx8oyxesdisUCr1QKoGMPMAuNYWOjs2bMccAahU6dO+Oeff7B27Vq37TqdDp9++ik2bNjgEeQzxlht46E1jLF65fHHH8e3336LU6dOAbDlXh8xYgS++eabOi5Zw9G/f39s377dGcw3atQITzzxBB5++OE6LlnDYbFY8Oabb+L7779HXl4eoqKiIJFIEBMTgyFDhmDy5MmIioqq62Iyxi5yHMgzxhhjjDHWAPHQGsYYY4wxxhogDuQZY4wxxhhrgDiQZ4wxxhhjrAHiQJ4xxhhjjLEGiAN5xhhjjDHGGiAO5BljjDHGGGuAOJBnjDHGGGOsAeJAnjHGGGOMsQaIA3nGGGOMMcYaIA7kGWM1rkePHmjVqhUEQYAgCJBKpcjKysK4ceOcxyxatAg5OTmIi4tzHhcfH4+cnBzMnz+/Tsp93XXXoXHjxs7yHD16tE7KUV+cP38et9xyCzIyMtCuXTv07t0b69atC+pa33//PXJyctCkSRPn6yuTyXD27Nkqz8vLy4NcLneek5SUhJycHMyZMyeoclS2evVqZGVlQaFQQBAETJo0KajrfPPNN2jfvj2kUmlI12GMsSoRY4zVkszMTAJAd911l89jNm/eTAAIAG3cuLEWS+ed1Wqlfv36EQA6cuRIXRenzpSWllLr1q2pT58+VF5eTkREDz74IGk0Gjp48GDQ1zWZTBQbG0s9evQgAPTmm29WefyHH35IvXr1cr5HioqKgr53VVatWkUAaOLEiSFd5/333w/LdRhjzBtukWeM1Zrk5GQAQKNGjXwek5iY6HyckpJS42WqjkQiQYsWLeq6GHXuk08+wYEDB/Dggw8iIiICAPDUU09Bp9NhxYoVQV9XLpcjJiYGN954IwBbS3ZV5s+f79aTExsbG/S9q9KqVauwXKddu3ZhuQ5jjHnDgTxjrF4RBKGui8C82LNnDwBApVI5tzkCeqVSGfL1r7vuOkilUmzZsgX79+/3ekxhYSGOHTuGLl26hHw/xhi7EHAgzxhjrFpNmjQBAGzdutW5be3atYiMjMRVV10V8vWTk5NxxRVXAADmzZvn9ZiffvoJI0eODPlejDF2oeBAnjHGWLWGDx8OAPjxxx8BAIcPH8ajjz6Kjz76CKmpqWG5R3XDa+bPn4+xY8eG5V6MMXYh4ECeMdbg7Nu3DzfffDMuv/xytG7dGi1btsRdd92Fc+fOuR333HPPuWXLOXv2LM6dO4fhw4cjNTUVI0aMgNlsdh5vMBgwZcoUtGjRApdccgmuuuoq7N692+P+er0ejRo1cl43LS0N8+fPx1dffYWYmBjn9tTUVMydOxcAMHToUEgkEgiCgIiICLeynjx5Evfffz8GDBiA9u3bo1mzZrj++utx6NAht/t+8sknaNeunfP6GzduhFarxY033oimTZvisssuQ1FRkfN4q9WKN998Ex07dkSnTp3Qrl07TJs2DVqtNuDX/JJLLkGvXr3w33//4dZbb8Xtt9+Ob775Btdff33A1/Jl9OjRUKvVOHjwIDZv3uy2r6SkBPv370f37t2rvY7VasVbb72FTp06ITs7G+3atcOdd96JM2fOeD3+r7/+Qr9+/dCqVSv06tULM2fOBBFVef1wva6MMRaSup5tyxi7eDiyv0yfPt3nMUeOHHFmJPGWJeb333+niIgI+vvvv53bfvzxR5JKpdS1a1eyWq0e51x99dUEgM6cOUODBw+mjRs30uDBgwkALVmyhIiILBYLXXHFFdS0aVM6dOgQERGdPHmS+vbtSwMHDvQoT1lZGSUkJBAAOnfunHN7fn4+paSkEADat2+fWznuv/9+6tixIxUWFjq3/ffffxQXF0fz5893blu3bh1FRERQ8+bNqbS01OP5TJ48mQDQ33//TRMnTqRFixbRXXfdRQBozpw5REQkiiJde+211LhxY9q9ezcREZ0+fZo6d+5MAwcOJKPR6PP/oDKz2UzPPfccRUVFEQBq2bIlWSwWIiI6d+4cdejQgRo1akQpKSnOrx49evh9/ebNmzsfX3fddQSAHnjgAbdjvvzyS3rooYeIiGj16tXO90hloijSuHHjKCUlhf777z8iItLr9TRhwgRq3LixR4adlStXklwup//9738kiiIREb311lt0zTXXeM02E+jr6igrZ61hjNUEDuQZY7XGEcinpKRQdna21y9HikpfgXzPnj0JAK1evdpt+9ChQwmAM3hzNW3aNAJAc+fOpRdeeIGIiLp160YAaNWqVURkC94A0EcffeR27m+//eazPA8++CABoK+++sptu6OS8N5777ltHz58OP34449u28aPH+8sm6t77rmHANDSpUs9ns+nn35KAOizzz6jO++8k4jIGXh++umnRET0ySefEAD67rvv3M7dtm0bAaD333/f47relJaW0oABA+iSSy6hgwcPUps2bbw+t507d5JaraZmzZrRzp07/bq2g2sgv3jxYgJAycnJzsoCEdGIESNow4YNRFR1IP/BBx8QAPr888/dtmu1WoqPj6dLL73UuU2v11Nqaio1bdrU7V5ERL179/YagAf6unIgzxirSRzIM8ZqTTha5B2t45UDyYkTJ3oN8ImIpk+fTgBo4MCBlJeXR0REBw4coMWLFzuPad++PQHwmhO9ZcuWXsuzc+dOAkADBgxwbnO0yEskEuratatze0lJCSUnJ5Ner3e7xq233koA6IknnvBa5soBPhHR3LlzCQD169ePtm7dSkS2VuHvv//eGZB27tyZpFIp6XQ6j/Pj4uIoOzvbY7s3119/PcXHxztft0WLFhEAio2NpbNnz7odm56eTj/99JNf13XlGsibTCaKj48nALRixQoisvV+tGrVytliXlUgn5WV5TO/vKOy8++//xIR0Q8//EAAaMKECR7Hfv75514D8EBfVw7kGWM1icfIM8YalB9++AE///wz7rjjDgDA/v378cMPP3gdy16ZXq935qnPyMjAiBEjAABardZ5viM7i6uMjAyv1+vYsSO6deuGNWvW4MiRIwBsEzKvueYaXHHFFfjnn3+wc+dOAMDixYsxePBgt/SNAPD2229j6dKlmD59OgDg2LFjWLRoETZt2lTt8zlw4AA6d+4MAEhNTcW1114LqVQKvV6P7du3IykpCWq12u2c8vJymEwm/PfffzAajVVef8+ePfjuu+9w7bXXOl+3UaNGYcCAASguLsb999/vPPbEiROIiYlxvqbBksvlzjzxjkmvS5cuxdChQ6tNTarVapGbm4vExESv+eUd6wFs3LgRALBlyxYA3v/PW7du7bEtXK8rY4yFCwfyjLEGJSEhATk5OZgyZQratWuHp59+GidPnnTmNK9Kr169vG4vLi52PlYoFB77HQtZeXPbbbeBiJyTWr/99luMHz8et912GwDgs88+AwB8//33GD9+vMf5Go0GvXv3xqxZs5CVlYX77rsP+/btQ2RkZLXPp2fPnl63FxYWgohQUFCAnJwct6/OnTsjMjISSUlJKCkpqfL6GzZsABEhKirKbfvbb78NuVyO+fPn48MPPwRgm1g8bdq0sKwD4Mhes2jRIuh0Oo9FoHwpLi4GEXkE2Q6OfPeO/2/HxGB//8/D9boyxli4yOq6AIwxFoiFCxdi0qRJuPHGG/HPP/84A94dO3ZUe66vFVpdA1WdTucRRJeVlfm85vXXX4+HH34YX3zxBe68804cOXIEl156KcxmMxISEvD1119jypQp+Pfff3HllVd6nL9hwwaMHTsWvXv3xurVq5GUlAQAzhb6UJ5PQkICtm/fXu11fCkoKAAAjwwyHTp0wHPPPYcpU6bgwQcfRHFxMY4dO4ZRo0Y5j/nzzz/Ro0cPyGSBf8z06dMHTZs2xYkTJ/Dtt99i69at6NOnT7XnxcTEALD9H3pTXl4OoGL1YMfr5O14b//n4XpdGWMsXLhFnjHWYJw4cQLXX389mjVrhvfee88t4HYMbalK5ZZlh+joaGdQfPToUY/9u3bt8nnN6OhojBs3DsePH8ddd92FcePGQRAEKBQK3HjjjSgoKMAtt9yC4cOHQy6Xu52r1WoxevRomM1mzJs3zxnEh+P5tG3bFnl5eTAYDF6Pqapy4uAYXrJ+/XocPHjQbd8TTzyBgQMHwmg04qmnnsLTTz/tsd9fVqsVVqvV+bMgCM60lo8//jgGDRoEqVRa7XUiIyPRoUMHFBQUuKXhdHCsGNutWzcAQHZ2NgD//8/D9boyxli4cCDPGGswNm7cCJPJhPbt27sN4Th48KBzvDNVkf+7KjfffDMA4Pfff3fb/vfffzsDPV/Xdgyj+eWXX9yGzzi2L1++3Ouwmt27dyM/Px8ZGRluY+cLCwuxYsWKkJ7PvffeC6vVimXLlnnsKykpwdChQ6vNez506FCkpKRAFEWPwFwikeCFF15w/jxhwgSsXbsWgK2XoayszK/WeKvVivPnz+P06dNu22+44QYAtuEv/gyrcbjvvvsAAEuWLHHbXlRUhLVr16J79+7OeQWjRo1CVFQU1q1bB5PJ5Ha8Y3XZyq9/OF5XxhgLmzqbZssYu6iIokgdOnQgAHTvvff6PO6vv/5yZiT566+/3Pbt27ePZDIZNW7c2JlFZffu3dStWzcaNGgQAaCPP/6YjEajWzrBhx56iADQq6++6vO+Wq2WOnbsSMnJybR3714iIjp27BiNGDGC7rzzTgJAixYt8nl+RkYGtWzZ0mP7JZdcQikpKR7pDYmIiouLKTo6mjQaDR04cICIbLnrBw4cSMOHDycA9PTTT5PVanXLdvPmm29W+zparVYaMWIEpaSk0Lp165zbd+/eTVdccYUzlWN1fv31V1IqlQSAnnrqKWee9I0bN1Lfvn3p888/p2bNmjn/z5o0aUJSqZTeffddv64/a9YsAkA33HADmc1mt30dOnSghIQEj+3z58933s81Jz+R7X02atQoatSoEe3atYuIiMrLy2nkyJHUpEkTj9z+X3zxBQGghx56iKxWK4miSK+++qqzXF26dHFbmyDQ1/Xrr78mADRmzBi/Xg/GGAsEB/KMsRrXvXt3ZwpHACQIAmVmZtLYsWOdxyxcuJCys7MpMjLSeVxERAR16tTJLff6okWLKCcnh5KTk6lTp0501VVX0datW0mn09Ho0aMpPj6exo4dS8ePH6fZs2dThw4dSCKREABSKBSUlZXldl9X+fn5dNttt1FycjL16NGDbrrpJjp79qwzcFYoFNSxY0evizS99NJL9NRTT3lsf++99+j+++/3+dqsXbuWLr30UkpKSqKOHTtS//79adWqVWS1Wumuu+6imJgYuuqqq2jHjh303XffUceOHUkulxMAkkgk1L59e+rVq5fXa5vNZpo1axZlZmZSRkYG9e7dmyZOnEj79+/3WR5vtm3bRqNGjaK4uDhq1KgRDR8+nKZPn04lJSVERJSXl0e33347xcbGUnx8fJXpRR2++eYb54Jajq/Y2FiaNm2a85iXXnqJbr31VufPkyZNoo4dO5JKpXKeEx8fT9nZ2fTWW2+5Pe/XXnuN2rdvT506daIOHTrQ5MmTPdJlOjjeey1atKDLL7+cvvzySyIiio2NJQCUlpbmVgn053XdsmULZWdnk0ajcZa1TZs2NHv2bP9edMYY84NAFGS/LWOMMcYYY6zO8Bh5xhhjjDHGGiAO5BljjDHGGGuAOJBnjDHGGGOsAeJAnjHGGGOMsQaIA3nGGGOMMcYaIA7kGWOMMcYYa4A4kGeMMcYYY6wBqrFAXrtlOY7c2hraf1bU1C0YYw3Arxty0WHEDKz8c3ddF4UxFqTlu9cj47lhWLF7Q10XhTHmokYCebJacP6Dh2A+cwjn338QZLWE7drHjx/H7bffjjZt2qBTp05o27YtJk6ciH379uHkyZOIiYnB2bNnAQCnT59Gx44doVKpIAgCEhMTcerUKZ/XTk9PhyAIzq/IyEi88MILIZf5119/xeDBg5GdnY1evXrhjTfegMXi/prMmTMHOTk5SEhIcN5frVYjJycHI0aMCPieer0eOTk56NChA6RSqfOar7/+erXnjhgxAhKJBIIgQKFQoGPHjrjiiiuc+8+cOYP09HQMGzYMDW09seuuuw5NmjRxvh5r1qwJ6PxTp07h5MmTMJvN1R47d+5c5OTkICIiwnk/qVTqfO9mZGQgNjYWWVlZmDp1KoqLi4N7UvWYxWLFY6/Nx+ET+Xj01R9hsVhDul6PHj3QqtX/2zvvsKiO7o9/d5cOAlJVRARU6rKrqGiMioqN2MXYJRqNxhZj7EZEozH2qEnsYq9gjSViCyoWbCgWREUUVEBpClJ29/z+4N37smy9u2ji+7uf59lHuTNz7txyZs49c2bGQ+F++vv7IywsjMlz4MABiMViVK9enclnZ2cHsViM6OhoQy8JBQUFmDx5Mho2bAiRSIQBAwbgzp07Gsvs2rULrVu3hkgkQuvWrbF582adz9emTRsIhUKYmpoy1zN27Fit5caPH8/osUAggK+vL8RiMUpLSwEARUVFCAwMRGBgIN6/f69zff4NfP/993B3d2fuB5v7CQCvX79GamoqSkpKtOb966+/lN4nHo8HT09PBAQEoEGDBqhevToaNGiA8ePHa+xjPlUkUgm+i/kFj18/x/iYXyCpwj5dFXPnzsXQoUM/mHxd+uSKvHz5EiNHjoRIJIJYLMaIESPw7Nkznc61Z88eiMVihX7HyMiIsVPUkZ2dDWNjY6aMo6MjxGIxVq5cyeTZunUrbGxssHXrVt0u/F9CcnIyRCIRLCwswOPxULduXdYy7t69i7y8PJ1skJ49e8LHx0dBf21sbODv7w9/f3+4uLjA3t4e7dq1w549e/S4on+YD7FdbO6fqym5E4/55R5dUyVyk5KSqFatWrRu3TqSyWRERFRSUkLr1q0jJycnEgqFBIBevnypUO7p06dUu3ZtAkDBwcEklUrVnmPPnj0EgHx8fCg3N1drnd6+fUtubm6UmpqqMn3t2rVkZ2dHZ86cISKiZ8+eUePGjal9+/ZUXFyslD8rK4vZzvvgwYNaz68Lo0ePpqCgIAJAYrFYY96CggLy9PSkOnXqEABavny5Up59+/YxdczOzq6SOn5MJBIJffbZZwSAzp49y6rslClTFLaUV/UbN26cQplXr14xaRW3eSciKiwspB9++IEAkKenp9ot5D9V1u2NIzPxGOa3ft/5KpHr4+NDAGjkyJFq81y9epW575cvX9Yor7S0lFasWEF2dnYa8+Xl5ZGvry8NHjyYCgoKSCqV0urVq8nMzIyOHz+ussyMGTOoTp06dOvWLSIqb8c8PDwoPDycacd0YdGiRYweOzg4UFlZmdq8MpmMPD09qVGjRgSAvvvuO6U8CQkJzP1JSEjQuR7/Jvr27UsAKCoqilW5P/74Q6sed+3aVaHM+/fvydbWlgDQ6NGjFdJKS0tp2bJlzLO5d++eoZf2r2L1+T2Ecf7Mb82FPR/sXDKZjNzd3cnS0pLevn2rc7m7d+9SaGgoRUZGaszHtk9OS0ujmjVr0pQpU6i4uJhKSkroxx9/JFtbW7p+/brO9SstLSVbW1tGh3/99Vet9WzevDnzPqqyR7744gsCQF988YXO9fg3cf/+fQJAbm5urMs6OTlp1eHKz+eXX35h0rKyshTSHjx4QGKxmADQmDFjDLmsj06VG/KSd/mU0sdewZBP6WNP0sICg2U3atSI5syZozLtwoULZGJiotKQJyIKDw9nHuC8efM0nqdJkya0du1aneo0atQoAqDSkH/y5AmZmJjQmjVrlI4LBAKaNWuWSpnyerI1MtUxe/ZsWrJkCRkbGxMAunv3rtq8O3bsoHHjxpGbm5vaDjI/P59CQ0Np/PjxBtdNJBIZLEMf5O8D23vcs2dPMjIyovr165OXl5fSz8LCgh4+fKhUTv5M1RkcDRs2JAAUHh7O/mL+peS/LaJarScrGPK1Wk+mgnfvDZbdunVrAkCzZ89Wm+fJkyfMfVelnxKJhFasWEGDBw9W6BQ0MXz4cHJzc6OSkhKF48OGDSM7OzulzuHChQsEgE6cOKFwPC4ujgDQxo0bNV9oBaKioujHH39k6nr06FG1eS9evEhdu3bVeJ8kEgkNGDCA+vXrp/GjQBcCAgIMKq8vs2fP1suQ//7774nP55OHh4daPVbVNsjbRXXvXY8ePQgAtW7dmvW1/FvJL3pLdlNbKBjydlNbUMH7dx/kfKdOnaLq1avr9FyvXr1K06dPpxYtWhCfz9epTWDbJ7dv356aN2+udLxt27ZUv359lca/Otzc3GjlypUEgJo0aaIxb/v27Wnp0qUa26XY2Fhq2rQp/fXXXzrXQRX79+/XeN8+JPoY8vn5+QSAqlevrlJ/69SpQ61atVIqFxUVpfF+3rp1q8rtr49BlYfW5EYvguxdnsIx2bs85EQvMkhuYmIibty4ga5du6pMb9GiBX744QeNMnr06AEAiIyMxKVLl9Tmq1evHurVq6e1TmfPnsXatWvVps+fPx9lZWXo37+/wnF3d3e0adMGixcvRn5+vtbzVAX29vbo2LEjAGDHjh1q80VHRyuEKajC2toaR48exYoVKwyqU05OzicXTpKSkoIjR47g4cOHePDggcIvJiYGgwcPRv369VnLbdWqFQDgyJEjVV3lf4xlW04hr0AxZCPv7Xss23zqo5yfx+NpTJdKpcjJyYGHhwe+/PJLCAQCjfnT0tIQFRWFsLAwmJiYKKQNGzYMOTk5WL58ucLx2bNnw8HBAR06dFA43rJlS9SrVw8RERGQyWQ6X5NAIMCXX34JwHA9FggE2LFjB3bt2gUjIyOd66CKp0+fGlT+Y5OSkoLff/8djx8/VtLj8+fPo2PHjggODmYtt3Xr1gCAuLg4FBQUVHGt/xkWnd6EvPdvFY7lvX+LRac3fZDz7dy5k+lXo6KiNObNzc2FiYkJQkJCIBKJtMpm2ydfuHABsbGxGDBggJKsYcOGISUlBVu2bNHlshj69u0LgUCAhIQEPHz4UGWenJwcpKWloVGjRhplhYSE4MqVK0rtC1tSU1MNKv+xSUlJgYeHB54/f66kvw8ePED//v0xf/581nJFIhFsbGwAfFp9cZUa8mXZz5ETvQSgSh0TyZAbvQRl2el6y37w4AGA8rhOdUyYMAHGxsZq08ePH4/OnTtDIpFgwIABao1oExMT8Pmab827d+8wadIkeHl5qUwvKytDTEwMPDw8YG1trZTetGlTFBcX48CBAxrPU5UMHDgQQHlDSSriygoLC3Hr1i18/vnnH6U+bBvAfxoiQn5+PvNBVJnZs2djypQpesm2tLQEUG5c/i/w/FUulm85BVml90wmIyzbcgrpmbn/UM3+i4mJCSIjIxEZGYlVq1YhKChIY/69e/dCKpVCLBYrpQUGBkIgEGDnzp3MsczMTJw9exYikUjlR0XTpk2RkZGBuLg4VvWW6/HBgwdRWFioMs+RI0f0mlujDwcOHPjkjNYnT54oGXNyfv75Z3z33Xd6yZXrMRGx+kD7t/I89xUWn94MWaU+XUYyLD4dhfRczXHebJHHPPfu3Ru1a9fG+fPn8eTJE7X5O3TowOjwwoULNcrWp0/etWsXAKjU+aZNmwKAgs7rgpOTEzPnTF3ZgwcPonv37qzk6gsRYdu2bR/lXFVFSkoKevTowehbRV69eoWkpCS97ZhPsS+uUkP+9eaZgEz1xZNUitdbftRbttxAnz9/PjNZqzJOTk6MR0QV8klRzs7OePr0KUaNGqV3faZOnYrx48fD2dlZZfrt27eRl5eH2rVrq0x3c3MDAFy+fFnvOrClW7dusLKywtOnTxEfH6+UfvToUXTs2FHrR0xVcO7cuSqZSPwxSU9PV2uUJSQkAAA8PDz0kv3y5UsAQOPGjfWv4L+IyN+OQCpTPQlJKpMh8rd/n7dDkxMAAGNwq9JpMzMzODk5IS0tjZnEduHCBchksipvA5o1awZPT08UFRXh4MGDSulXr15lJlJ/aG7fvo2JEyd+8PNUJVKpFGZmZoznrSLp6elISEjQ2I9oQq7Hnp6eH+X+f2hm/rkC0sqOuf8glckw889VVXq+HTt2oH///uDz+Rg8eDCISOeJzNr0V58+WZPOy/MnJCSw/miTf4yrG1WLjo5G7969WcnUh9LSUsyYMQO3bt364OeqSlJSUvDZZ5+pTJs3bx5Gjhypl9yysjK8fv0awKfVF1eZxVb86Abentmh1pCHTIK3p7eh+NFNveQHBQWBz+fj+PHjEIlEWLJkCRITE5UUKDY2FjVq1FArx8nJCZs3bwaPx8Pu3bu1Dt2p4ty5c3j69CnCw8PV5rl3r3ypPQcHB7X1AID79++zPr++WFhYMOFFqhqQmJgYrcPxQUFBCivrVB5Sl0qliIiIgFgshlAoRPPmzbFz504IhUIUFxcDABYtWoQJEybg7du3ePHiBcRiMfN7/PgxsrKyIBKJmNVe5B9cGzZsgFAohLOzM44dO6Zw3tjYWHTp0gXBwcFwcXGBj48PfvnlF51Wl9EVZ2dntaMIc+bMwbfffquX3OLiYpw4cQKmpqb4+eefDaniv4Kb959j19GrkErVGABSGXb+eRW3Hjz/yDUzDLY6/SHbALk3WV897tmzJ2rUqKFx9aZVq1YhMDAQQqEQjRo1wrp16xASEoLk5GQAwLZt2xAeHo7s7GwAUNDj8+fPAyjvDG1tbcHj8dCpUycA5aMFjRs3hp2dHTZu3KhwzoSEBISFhaFdu3aoW7cu6tevj6lTp+LtW8XQDkPg8Xg4fvy4yrRffvlF79VSiAiHDh0Cn8/H4sWLDaniv4Ibz+9he8KfkKrp0yUyKbYlHMHN51XXh50+fRrt2rUDAKZ/3bp1a5WsjsZWH6VSKfOuqypjYmICGxsbFBUVIS0tjVVdevbsCXNzczx69AhXr15VSMvPz8fDhw8Zj78q/vrrL/j7+zOr2qgKA3vy5Al69uwJkUgEX19fDBgwAJs2bcLgwYMBADKZDCEhIdi3bx8AYM2aNYz+yj80NmzYAG9vb6aduHz5MgoLCzFw4EC4urri888/R27uf0dXi4qKsHjxYgQHB6Nx48aoVasW2rRpg7Nnz7K6P9oYM2aMyjDrjIwMnDx5El26dNFL7vHjx1FaWorGjRurHbH7N1IlhjwRIXvtRICvOcYUAgGy103USyldXFwYz8+DBw8wefJkiMVi2NnZoXv37ti4caPOw7udOnVihk7HjRunNk5NFYWFhfj++++xZs0ajfnknZupqanKdDMzMwD46DHicgXdu3evgpFbXFyMq1evao0LvXLlCtLS0lCzZk2V6TNnzoRUKsWNGzdw584dbNu2DUuWLEFSUhJzrVOmTMGtW7dQq1Yt1KpVC7du3WJ+np6ecHJyQmJiImMMAOUN/KlTp/DHH38gKysLs2bNYtLmz5+PsWPHYt26dTh37hzS0tIQGhqK6dOnY+rUqXreKWVMTExgZ2endPzu3bu4efMm2rRpw1pmWloaevXqBRsbG5w9e1Zj4/0pQESYsiQGfIHmpoUv4GPKkphPavlStjr9IdsAuR7HxsYiKytLIe3QoUPMB7s6Dhw4gPT0dLUxuGvWrMH169cRHx+PO3fu4NixY9i3bx9Onz7NdNyDBw/GzZs3Gc9VRT1u2bIlAODatWt48OAB4y29f/8+Vq5ciZ07dyI/P18hFG3btm344osvMH/+fJw+fRqpqakYM2YMFi1apNFpwhY+n88YbRV5/fo1duzYoZcnNCsrC0OHDkVWVhYOHDiAnj17VkVV/zGICN/vXwSBlj5dwOfj+wOLqkSPExMTIRQKmRFhLy8vNGvWDGlpaVViCLLVx/z8fKaPrGodtrKyYkLfKn+MHz58GF27dtU4x6djx45ISkpSu1RicXExevTogRkzZiAxMRH37t1D165d8e233zL3gc/nIy4uDhs2bAAAjBo1itFfeZ2GDx+OBw8eYNy4cYzsMWPGoE+fPvjiiy9w8eJFbN++HUC5bdSiRQu8fPkSsbGxuHbtGq5cuYLs7Gx07NgR165dY3WPNGFnZ6c0TwkAVqxYgZ49e2qdH1UZiUSCY8eO4dtvv0X//v1x5swZrXOm/k1UiSFflp6M90lxgEzL2rJSCd7f+RtlGbobzhVZtGgRfv/9d2ZICyhXtsOHD2P48OFwc3PTOV5t4cKFEIvFKCwsRL9+/dSG61Rm2rRpGD16NFxdXTXmk8fyq5tEJn8J1cW4fihCQkLg5OSEN2/e4K+//mKOHz9+HCEhITq9vFZWVmjQoIHScYlEgpUrV2Lq1KlMY1yvXj0cOHAApqamCl/uulAxLnHp0qVYv34945mTx7G9ffsWc+bMQXZ2NszNzQGU3/NFixbBysrqo6yv++uvvyI0NFSnkCT5aIVYLIaXlxfc3d2RnJyMn376CYGBgR+8rh+ah08zceHGI7XeeDlSqQznrz9CSlqWxnzaqOhFqvwLDQ01SHZl2Or0h2wDvL290bBhQ0gkEuzdu5c5fvPmTbi6usLe3l6rDCMjIwiFQpVpS5cuxcSJExkDpkaNGti3bx9q1KjBWo9r1KjBjJLOnz8fGzZsgEQigUwmU4hxnTJlCvLy8hg94vF4mDBhAnx8fHDo0KEPHoe/du1aZgRBGxXfOz8/P9SsWRPHjh3DnDlz0LZt2w9az49BclYq4h5fh0TdCPt/kMik+PvRNTzMemrwOTdt2oSvvvpK4Zj8A06fkfPK6Ku/bMqwQT6Bdvfu3Qrx2LpMVJej7kM8JiYG9erVQ5MmTZhj/fv3x9y5c1nrL/Dfvvj+/fswNTVFjx49kJOTA+C/ffH27dtx69Yt5OTkMB/urq6uiIiIQFlZGXbv3s36vGwoLCzE+vXrdZ4bVLGvqFWrFr744gu0atUKkydPRrVq1T5oXauaKjHkjWt7wVzYGuBrWflAYATzgGAYuygbgbrA4/EwevRopKam4tKlS5gzZw6Cg4MZZcrLy8OgQYNw9OhRrbJMTEywa9cuWFhY4ObNm5g2bZrWMnFxcUhOTsaIESO05pV/qavbZEJ+XG58fiyMjIxUrnpRFTF5OTk5eP/+vZLx7Obmhl69ejGKryvyDv3BgweoX78+qlWrhs6dOyM6OprxAvD5fJiZmSE3N5eJTwXKV+Swt7fHmzdvDLombeTm5mLHjh3McLA25s6dy3g9kpOTUVBQgB9//BEjRoyAp6enUsjQp0aDus5oGVgPAi0eeYGAj1aN66O+m7JnlA0VvUiVf1V9L9nq9IduA1TF2VZVbG1GRga2b9+uELpoa2uLoUOHstZjoFxP8/PzUVpaCjc3N/j6+uLYsWMKzgQLCwuUlZXh0aNHCmWdnJwgk8n0Oq+uSKVSrF69Wmc9rvje3b17lzEiIiIi4ObmxnqDqn8bXk7uaF2vMYy0eOSN+AIE12+CBk51DTpfSUkJXrx4AXd3d4Xj/fr1g6mpKfbv32/wh5y++sumDBs6d+4MOzs7ZGVl4dSp8pW83r17h6SkJLXx37qSkZGB+Ph4PH78WOH4qFGjmBBXNsj74i1btjChritWrMCePXuYjy0LCwsAyqGC8tEveez5h2Lbtm2QSCRaFy2QU7GvyMrKwrNnz2Bubo5GjRohNDQUmZmZH7S+VUmVGPI8Hg+O3yxTHx8vRyqF4zfLWA97AOUr0sgndvF4PDRr1gwRERE4e/Ys3rx5g+3bt6N+/fogIp3jjL29vZnl4n799VecOHFCbd6ioiKMHz8e69at00m23KujbudAuTJVr15dJ3mq2LFjh16GqtwTcOjQIbx79w4lJSW4ePGizp2YOpycnODr64tx48ahQYMGGDZsGH777TfcvHkTO3fuRIsWLfSSe+HCBSa+lsfjoXfv3qhTpw6Acm/AtWvXcOHCBfj6+kIikeDatWvYsmXLR1lJY8uWLXj//r3WZcLUYWVlhaFDh2L9+vVIT09H9+7dFUKKPjV4PB4WTeoNmRaPvEwqw6JJvfVqC/4p2Or0h24D+vXrBz6fj8uXLzMd9sGDB6skrCM4OBiLFy+Gm5sbBg0ahKVLlyI+Ph7z5s1jPiDYkpCQoBB+1rlzZ/j4+DB///3334iNjUXnzp0hk8lw584d7Ny5E+np+q92pitHjhxBRkaG3npsZmaG7t27Y//+/cjLy8PQoUNZr2byb4LH42F5zylq4+PlSGUyLO85xWA9PnDgABISEpRG1YKDg2Fubo6ioiKFkSd9YKuP1tbWzHV9CB02NjZmPO/yj/EjR46gc+fOBt/P1q1bIzMzE97e3ggODsakSZOwe/duFBcXIzExUW+5KSkpaNiwIQCgZs2aCsv2Dh48GLGxsYiJiQFQ7uQ6efIkDh06ZNC16MqaNWsgFAr1XkrX1dUVmzZtwhdffMFEKOgaqfFPU2WTXc3qNUS1doPUe+X5RqjWbjDMPMV6n0NdnJyVlRUGDhyIq1evok6dOqxe1G+++Qa9evUCESE8PFztV9iMGTMwYsQInbcSlndQ6r5C5XFq6pav1IXFixfr9aI1b94cHh4eeP/+PQ4cOICTJ08iODhY66x/Xdi3bx9EIhFSUlIQFRWFcePGoVGjRmjZsqXeX+RSqVTjR0CDBg1gZmaGQYMGQSgUYu3atXj//r1e1zNkyBB4e3szv+nTp2vMv3HjRhgbG8PT05P1uSoSFhYGBwcHSCQS/PLLLwbJ+qcRe7ui/xdN1XrlBQI+BnRpCpGX6tUj/q2w1ekP3Qa4uLgwq6vs3LkTd+7cgaOjo9qVtNiwfv16tG7dGunp6dixYwcmTZqEFi1aQCgUKnn5dEUqlWpcEq527dpwc3PDt99+Cx8fHyxatAhv3rxR8IzqyvTp0xX0eMiQIRrzyyfdVvyw0IemTZsyHwP6rGP9b6Khqw8GNemq1itvxBdgcJOuENf2Nvhc0dHRSE5OVjmyJh/hNXSUg60+mpiYMO26qjJlZWXIy8uDqampQrgvG+QfxQcOHEBRURGrsBpNBAUF4ffff4eVlRX+/vtvLF26FP3794erqyt++uknveU2a9ZMY3pwcDBiY2PRokULfPHFF/j7778ZTz0bMjIyFPTX29tbaVJwRa5fv47ExESD9RcAs2hFUlLSR/sIMZQqXWfQIXweoCZOmCcQlKcbgPyLUh22trbo3bs360kK69evR+3atZGVlYUhQ4aonLhz8eJFrFu3TsljIJ/AERoaCrFYjIiICADl8VempqZ4/lz1yhzPnj0DoF0x1JGZmYk7d+6oXA9XFyquelFVjQcA+Pr64tatW0hKSsLvv/+OIUOGwNXVFRcuXNApfOnFixdKx+zs7DRe54wZM9CsWTMEBwcjKSkJ69evx6hRo/QyAJ49e4bk5GTmVzFcpzJ37txBUlISnJ2dq2RijHxYWV9D6d9E5NiuEPBVe5UEfD4ix6re2O3fjFxXVel0aWkpXr16BVdXV7i4uAAAM8T7odoA4L+ja1Wtxy4uLjh37hweP36MjRs3YsSIEWjQoAHu3bun09JuqvQYgEZHyO+//w4/Pz/UqlWLmSg/btw4neL9K/Py5UsFPZbfa1Xk5OTgxIkT4PF4Glc805X/JT2e32U8+Dw1H+R8PuZ3GacyjQ3ykAZ1E0o7dOgAGxsbXLx4ESkpKXqfR58+WZPOp6eng4jQpEkTvdv/li1bwtXVFe/evcOuXbtw48YNZqK4oYwePZqZeBoZGYlOnTrByMgIERERuHDhgsay79+/VxlLr0l/X716hWbNmmHx4sVYs2YN4uPjMX/+fGbNfDaUlZUp6G9ycrLGPYTko1+1atVifa7KVAzv+lR0uEoNeWNHV9iFTQIqKz6Pj+phk2DsaJgHLisrC0uXLtWYp7i4WOWkQYlEonYpQjs7O2zbtg18Ph8nT55UuTZzQkICEhMTlbwF8hUbjh07hlu3bmHu3LkAykM+unTpgtTUVJUz2hMSEmBqaqr3pg/bt28Hj8dTuSFCZaRSqdLmBnJPwKlTp3DmzBm0b99er3pU5OTJk4zny8/PD6NHj8aWLVvw5MkTdOnSReXa9ZUZNGiQ0jFNE0/27NmDBQsWYMSIERg+fDjToJaWlqo1JjRx7tw5EBHz0+QFks/FULUChj7I1x+Xhw19yrjWqI7vw0PArzREzOfzMDE8BLWd9Q8p+6fo27cvgPIJpZW5desWJBIJM/8EKJ/oHRgYiMTERJXOgYSEBDg7O+u8ZrkqPQ4LC4OpqSmSk5Px+++/o1evXmwuSSUPHz5kdhr28PDAsGHDsG7dOiQnJ+Pbb7/VW48B9bp8+fJljB07FiEhIZg1a5bCihT67Dq5efNmBT1WtbymnJMnT0IikaB69epVMir5P6XH1WtgcruvlIx5Po+Pye2GonZ1wz98oqKiNC4XaGpqykxgNMQrr0+frEnn5XuHyPPoQmUd5vF4jFNt8uTJ6NChQ5U4hQYMGIAzZ87AzMwMISEhmD17No4fP447d+7A0tJSqw7//fffzGo2FdHUFw8dOhTXr1/H5s2bFSbR66O/devWVdBfItK4ol5V9sVy/QU+HR2u8p1/7PpMBd/KtsIRHvhWtrAL02/Hy8pERkaqncSWl5eH/fv3Y8KECUppSUlJzJqwqggODmY8xlUVW/3jjz+Cz+crzdZ+/fo1zpw5g3Hjxqld01YTmZmZWLhwoc4zq1++fKlk1Pr4+EAsFkMqlaJVq1ZqvSFssLa2xq5du5CUlKRw3MjICO3atVMa8re0tMT79++ZvwsKCljHGso37PD391c4vnfvXmYi0oda4lDeuKtakpItiYmJTCzw6NGjDZb3b+CHr9rD1vq/k8B4PMC2mjkmfsXeQ/NvwN/fH7169UJ0dLRSSNvu3bthZWWFSZMmKRyfPXu20gpRQPlozv379zFr1iydYzpV6bGtrS06d+4MoDwkoCo8UtbW1jh//rzKOUMdOnRQqccAGF0mItZxqvJ5IZX1+MKFC4w39FPQ4xcvXuDGjRsA/nf0eGrI17A1/29fwwMPtubVMKXdMINll5aWYsOGDQgICNCYT/6BvHXrVoN2zGXbJ4eGhqJx48Yq5zvs3r0brq6uGD58uE7nlkqlyMrKUtJh+ahabm5ulY2oWVtbY9asWUr3ytPTE/Xq1VPQ4cr6CwCPHj1SuTKdJtT1xfLdcT+U/hYVFTFLiFeFDv/5558AyucAaFvG999ClRvyfItqlUJoCA5fzQffomqW85k0aRLCw8MxZ84cha/qW7duISQkBEOHDlVafmjx4sVITEzE4sWLNW6+MmfOHJ1nPAP/WT//P3F18n8rIhaLMW/ePMycOZMJwSksLMSwYcPQpEkTlTubVvx6VbVKw/nz5xEcHIzs7GydwmoePnyIAwcOYPXq1UpbXcu98pUbj9LSUrx79w4AVA6vERHTGFX86LG2toZEIkH37t0VvvifPXuGDRs2KMWbt2zZEllZWUzen3/+WWG96Pz8fOZfdaMp8hGRo0ePMob7n3/+icWLFzOTch4/fqw0LJeRkQEABm00I3//HB0dNeareA5VczDi4+PRv39/mJiYYNmyZZ9M46GNapZmiBzz3xAaImDO2G6oZsk+5KkiRMTErKrSOzkVw6I0hUgB5ZujyJ+NpuXZfvvtNwgEAowZM4Yx5k+dOoV169Zh+/btSqEZXbt2xciRIzF69GhmmPb169cYPnw4vvzyS52NvZcvX2Lbtm3Yu3evUqyoOj0mIqYNUXdNcj2orMdA+eQ1eacmr/fy5cvx44+KO3TLQwHkW9uvXbtWwcMqkUgY/VP3vOR6HBsby+S9dOkSxowZw4wOPH78WMHYqFj/j6HHUqmUOb8qPb579y769OmD9+/f44cfflDpUPoUqWZmifldxjN/Ewg/dx2PambaR4M1IZPJMGvWLKSnpzPvjjrk4Q7p6elqvfJyHdekv2z7ZD6fjy1btiAlJQVz5sxhDOOtW7ciNjYW0dHROodwrlixAqWlpZg2bZrCKjgikQh+fn6wt7dX2ouk4mIWqq5Llf4C5TocHx+P8PBwhfj+3bt3o7S0FH369GGO+fr6wt7eHidOnEBxcTFyc3Nx6NAhdOjQgckj74s1tbdyHZZHNBQXF2P8+PEwMTGBkZER0/5V7Ivl9S8sLNT7Ay0/P5/5SDCkLy4tLcWKFSuwatUqeHp64uTJk3rF9/8j0AdAJimjJ8MaUHInHj352otkkjKDZX733Xc0fvx4IiLKyMigiRMnkp+fHwmFQvL09KR27drR4cOHFcpkZGSQvb09AWB+fD6f6tevr/Y8jx8/Jmtrazp79qzG+jRv3pzq1KnDyDU1NaWAgAB6/fq1Ut49e/ZQ48aNKSAggPz8/GjGjBlUXFyskGfx4sXk6elJ5ubmjExjY2Nyd3cnT09P8vT0JFtbW4Vr8ff3V1u/oqIicnNzI4FAwOQ3MjIiHx8fJk96ejpVq1aNioqKiIho//79JBKJyNnZWaGMr68vtWvXjoiIvv76a6pduzaTbmtrSyKRiHJzcyk9PZ28vLwoISGB+vfvTw0bNqTGjRtT+/bt6fz580p1fPPmDYWFhZGDgwM1bdqUVq5cydRdJBKRo6Mjcx4XFxcSiUQUGxurIEMmk9G8efPI3d2dXF1dSSgU0ogRI+jVq1eUkpJCYrGY6tatS6NGjaKysjKaNWsWeXl5MXLNzc1JJBLRo0ePND5vVSxbtoyqV69Ohw4dUpm+adMmEolE5ODgoPBM/f39SSQSkb+/P7m7u1OjRo1o+vTp9OTJE9Z1+LdTViYh/26RZCYeQ8Luc6isTGKQvKZNm5K7uztzP3k8Hvn4+FDv3r2ZPPL32MrKislnaWlJAQEBtG/fPgV5U6dOJZFIRK6urkxeGxsbEolEJBKJVOpzZmYmff311+Tl5UUBAQHUtm1bunjxoto6y2Qy+v333ykgIID5LV68mKRSqU7XHBgYSMbGxgrX7OnpSZmZmURE9P79e7KxsaG0tDQiIrp8+bLSNfF4PPLy8iKRSEQlJSU0a9Ys8vDwYNItLCxIJBLR3bt3iYjIxcWFLl++TCNHjqRGjRpRYGAgtWrVSuW7/v79exoxYgQ5OjpSo0aNaObMmSSTyYiIKDg4mFxcXJjzODo6kkgkoi1btijJWbt2LXl7e1PNmjVJKBRS37596dGjR5SVlUWtW7emmjVr0qBBgyg/P59Wr15Nfn5+xOPxGL0KCAiguLg4ne5pRfbt20c2Njb0xx9/qEw/ceIEiUQiqlmzptJ7JxKJKCAggDw8PMjf358mTJhAt2/fZl2HfztlkjKqPzeUMM6fGsz9gsoM7NMTExMV2nd5Gz9v3jyFfBcvXiRfX18yMzNTyCt//1NTU0kkEpFQKCRTU1MmXf6uV5YnR5c+uSKPHz+msLAw8vLyIn9/f+ratSujK9rYsWOHkh1ia2tLs2bNYvL8/PPPNGzYMObvr776ioRCocJ129nZkUgkohUrVlBGRgaJRCKysLBg0j08PGjcuHFERDRv3jyaOnUq7d27l1q2bEkNGzakpk2b0qhRoyg7O1upjmfOnCGhUEiurq7Uvn17SkxMJCKi3bt3k1AoZNofPp9Pvr6+1Lx5cyUZaWlp1KtXL3J0dCRfX19q1KgRrV69mmQyGa1bt47s7e3ps88+o927dxMRqezjBwwYoNM9rYhUKqXGjRuTv78/FRQUqMzTo0cP8vf3V2hHHRwcmHbe29ub6tatS507d6Z169ZRSUkJ63r8k/CIPsx4R2HCcWStHg+n0atg2bjThzgFBwfHJ8BfF+5i4qJ9WD71S3Ro4ftPV4eDg0MPjt87j3HRC/Bb2Ax08lW/+hAHB8fH5YMZ8hwcHBwcHBwcHBwcH44qj5Hn4ODg4ODg4ODg4PjwcIY8BwcHBwcHBwcHxycIZ8hzcHBwcHBwcHBwfIJwhjwHBwcHBwcHBwfHJwhnyHNwcHBwcHBwcHB8gnCGPAcHBwcHBwcHB8cnyCdnyD979gzDhw9HgwYNEBAQAC8vL4SHhyM5ORnp6emwsbHBq1evAJRvly0UCmFmZgYejwcHBwdmJzFVeHp6gsfjMT8rKyuVu6+y5a+//kLHjh0hEonQvHlzLF++XGFnNwBYuXIlxGIx7O3tmfObm5tDLBYr7VSrK9OmTYNYLEa1atUYmTY2NhCLxRg1apTGsiEhIRAKhTAyMmLKuri4QCwWY8OGDXrVRxWPHz+GWCyGl5eXwr2Pjo7WWlYkEjH5LS0tERAQgCFDhmgsk5aWBhsbG2bnWkO5efMm+vXrh4YNG6J+/fro2rUr/vrrL73lJSYmYtCgQRAKhfD390eXLl2Udj188+YNxGIxXF1dFe5ZjRo1EBAQAB8fHzg6OsLFxQV9+/ZFQkKCoZf5ryEoKAgeHh7MNQsEAvj7+yvsanrgwAGIxWJUr16dyWdnZwexWKzTe6WNgoICTJ48GQ0bNoRIJMKAAQNw584djWV27dqF1q1bQyQSoXXr1mp3p1SFIW3DkCFDIBKJmDaQx+PB0dERYrEYc+fO1bkO2nj//j3EYjH8/PwgEAiYcy1ZskRr2W7duoHP54PH48HExARCoRAhISEayxQWFsLGxkZhJ2xDePz4Mb7++ms0bNgQDRo0QEhICLO1vD6kpqZi5MiREIlE8Pf3R0hICKKiopS2qQ8KClLqd+zt7REQEAA/Pz/UqFEDTk5O6Nq1K2JjYw29zE+GuXPnYujQoR9Mvi59ckVevnzJPE+xWIwRI0bg2bNnOp2rtLQUYrEYvr6+zHvO4/Hg7u4OsViMY8eOqS0bHx8PsVgMNzc3phyfz4efnx/EYjGysrJYX7s6li9fDrFYDEdHR4V2U76DtTpu3LihcF1yO0FbW1uVz1gmk2H9+vVo3bo103eOGzcO6enpeskjIkRFRaFNmzYQCoUQiUQKu3PLiYqKglgshqWlpUKfJLdP69WrB1tbW/j7+2PGjBnMLtJVzj+5GxVbkpKSqFatWrRu3Tpm58CSkhJat24dOTk5kVAoJAD08uVLhXJPnz5ldiMNDg7WuKPinj17CAD5+PhQbm6u1jq9ffuW3NzcKDU1VWX62rVryc7Ojs6cOUNERM+ePWN2O1W1k1xWVhaz89jBgwe1nl8Xrl69ysi8desWq7KLFi0iAGRvb08SiWG7cmojNDSUgoKCCAD16NFDY96HDx/SZ599xlzXgQMHdDrH7NmzCQBFRUUZXN+///6bWrZsSXfu3CEiosLCQpo2bRoBoCVLlrCWd+jQIfL19aW4uDiSSqUklUrp7NmzVKdOHZo4caLKMp06dSIA5Ofnx+iEnL/++otsbW1JIBDQrl272F/gvxgfHx8CQCNHjlSbp+J7f/nyZY3ySktLacWKFWRnZ6cxX15eHvn6+tLgwYOpoKCApFIprV69mszMzOj48eMqy8yYMYPq1KnD6F5SUhJ5eHhQeHi40jPThCFtw969e5myeXl5rMqyZfTo0Ywei8VijXkLCgrI09OT2SV7+fLlOp0jKiqKANDs2bMNru/9+/epcePGzO68JSUltGrVKuLxeDR27FjW8i5fvkz16tWjw4cPU1lZGclkMrpx4wYFBARQWFiYymc+atQoAkDVq1dX6heuXLlCbm5uBIAWLVqk30V+QshkMnJ3dydLS0t6+/atzuXu3r1LoaGhFBkZqTEf2z45LS2NatasSVOmTKHi4mIqKSmhH3/8kWxtben69eusrm306NE66YUqfH19CQBNmDCBdVk2ZGVlkaurK9WqVUuntmb69OnUvHlzVnaCvs9YHaNGjaJp06YxbdujR4+oYcOG5ODgQA8ePGAlSyaT0YABA2jQoEH04sULIiJ69+4d/fzzz2RpaUmXLl1SKvPq1Sumfa2so4WFhfTDDz8wOxK/evVKz6tUzwcz5GUyGeU+usOqo9JGo0aNaM6cOSrTLly4QCYmJioNeSKi8PBw5kar27ZZTpMmTWjt2rU61UneAKsy5J88eUImJia0Zs0apeMCgUBhi+aKyOt59uxZneqgjdTUVEamug8Odcg7TDc3tyqpiybCw8Np5cqVBIBMTEwoJydHbd758+fT0qVLWd0rmUxGYrGYAFDr1q0Nrq9QKFS51bxQKCQjIyN6/PixzrJycnLIxsaGzp07p5R2+PBhAqCy05C/1+qu59dffyUAZG1t/cENOHXIZDJ68KKgStuC1q1bazXknjx5ovG9l0gktGLFCho8eDA5OTkxeTUxfPhwcnNzU9rCe9iwYWRnZ0dZWVkKxy9cuEAA6MSJEwrH4+LiCABt3LhR84VWQt+24ezZszpdX1Uwe/ZsWrJkCbMduqat7Hfs2EHjxo1jDFVdP7C7du1KAKhu3boGv1ddu3ZV2a906dKFANDff/+ts6yysjLy8PCgzZs3K6Xdvn2bAFBMTIxSmtzBoK6dPXjwIAEgIyMjSklJ0bk+VYlMJqPkrCdVqseqOHXqFFWvXl2n9+Hq1as0ffp0atGiBfH5fJ3aBLZ9cvv27al58+ZKx9u2bUv169dXafyrQ/6c9el/dGnzqgo3NzeaOHEiAaA+ffpozOvj48M4/HS1E9g8Y21cu3aNLC0tqaioSOk4AGrTpg0reZs2baJ69epRWVmZUlqvXr1IKBSqLCdvX9VdT8OGDQkAhYeHs6qPLnyQ0JrinCxcmNYHxweIcWFaHxTnGD78k5iYiBs3bqBr164q01u0aIEffvhBo4wePXoAACIjI3Hp0iW1+erVq4d69epprdPZs2exdu1atenz589HWVkZ+vfvr3Dc3d0dbdq0weLFi5Gfn6/1PP+fkA+LlZaWahyai4mJQe/evVnJPnXqFIYPHw5XV1fExcXhyZMnetczLy8Pd+7cwYwZM1BYWKiQ1qJFC0gkEpw4cUJneYcPH0Z+fj4aN26slNaqVSsA5e8bW1q3bg2gPBwkLi6OdXlDef22BKM330DnxecxevMNvH5b8tHOzePxNKZLpVLk5OTAw8MDX375JQQCgcb8aWlpiIqKQlhYGExMTBTShg0bhpycHCxfvlzh+OzZs+Hg4IAOHTooHG/ZsiXq1auHiIgIyGQyFlf1aWBvb4+OHTsCAHbs2KE2X3R0tEJYlC48fPgQvr6+aNGiBZ4+fYpz584ZUlXExcVh8eLFSsPwn3/+OQDgzz//1FnWxYsX8eTJE5V6LBQKYWtra5AeSyQSHD9+nHV5Q3lTmIsxh+YidMtIjDk0F28Kcz/YuXbu3Mn0q1FRURrz5ubmwsTEBCEhIRCJRFpls+2TL1y4gNjYWAwYMEBJ1rBhw5CSkoItW7boclmfHPJrPnLkCAoKClTmuX37NmrUqAFHR0dWstk8Y22cP38ehYWFmDFjhsLxRo0awcLCAufOnWMVSrt161aIxWIYGRkppbVq1Qp37tzBmzdvWNdT3o8fOXKEdVltVKkhT0RIi92LP/v4ION8eWUzzh/Bn318kBa7Vyk+kA0PHjwAABQVFanNM2HCBBgbG6tNHz9+PDp37gyJRIIBAwaoNaJNTEzA52u+Ne/evcOkSZPg5eWlMr2srAwxMTHw8PCAtbW1UnrTpk1RXFysFP/MAQwcOBCAegMgNTUVAoEAbm5urOTu3LkTAwcOxODBg0FEBjXAxsbGMDY2RkZGBpKTkxXS7O3tAWh+Vyvz8uVLAMC9e/eU0uR6Y2try7qelpaWzP+lUinr8vpCRPjz5guELPgbp+6Wf8ifupuFkAV/48+bLwxqC6oKExMTREZGIjIyEqtWrUJQUJDG/Hv37oVUKoVYLFZKCwwMhEAgwM6dO5ljmZmZOHv2LDOXozJNmzZFRkbGP/KB9TGQ6/HOnTtVPu/CwkLcunWLMZh1ZdOmTfjqq68QHh4OAKzmG6jC0tIS7969w9WrVxWOV7UeA+V68anp8dEH5xCyaRhOPy53fp1+fAkhm4bh6INzVa7HeXl5ICL07t0btWvXxvnz5zU6XDp06MDo8MKFCzXK1qdPls+TUKXzTZs2BQAFnf9fIjAwEN7e3iguLsb+/ftV5tHnQ5ztM9aGXDdOnz6tcJzH46F69eogIhQXF+ss7+XLl7h//77Kd5uIIBAIYGVlpXc9P4T+VpkhL/fCx/84AGWFBaD/VJakUpQVFiD+xwEGeeflBvr8+fPVTr5wcnJiPBeq4PF42Lx5M5ydnfH06VOtEz41MXXqVIwfPx7Ozs4q02/fvo28vDzUrl1bZbrcCL18+bLedfhfZcCAAeDxeIiLi8Pz58+V0vft28faG5+TkwM+nw9bW1vGANiyZYveHZGlpSW2bt2K+fPno2HDhkrnAqDSK6cO+fswcuRIPH36VCHt8OHDsLGxQc+ePVnXU25YCAQCpXp+KORe+PHbbuFtsQRSWfk9lsoIb4slGL/t1kf3zuuCJicAAMbgVqXTZmZmcHJyQlpaGjPZ/sKFC5DJZP9v24Bu3brBysoKT58+RXx8vFL60aNH0bFjR61Ok4pIpVI8fvwY3t7e+PLLL2FmZobo6Gi8fftW73pu3rwZM2bMQGhoqMJxQ/R48uTJuH37tkJaXFwcCgsLMWjQINZ1lOsx2/oYgtwL/92fP+NdSRGkVD5yJCUZ3pUU4bs/f65y7/yOHTvQv39/8Pl8xuGi64eaNv3Vp0/WpPPy/AkJCf+To2rAf73y6pxqBw4cYN0vGfKMVTFw4EBMnz5daTQUKB+xcXNzg4ODg87y3NzccPfuXUyfPl3J1jxy5AgGDBgAU1NT1vWU6/CH0F+DDXlVXnhUNo7+87ch3vmgoCDw+XwcP34cIpEIS5YsQWJiopICxcbGokaNGmrlODk5YfPmzeDxeNi9e7dewzrnzp3D06dPGYNQFXKPjLoXyMnJCQBw//591uf/FCAi7Nu3Dx06dEDLli1Rs2ZNiMVijaFIcurUqYMWLVqAiFSuHBETE8PaC7Bjxw6mUWrQoAGaNWuGtLQ0vYa55fTr1w8zZsxQ8rZeunQJPXr0QHBwsM6yunbtCgcHB9y8eRPe3t4YNmwY4uPjcfDgQUyfPh379++HnZ0d6zoePHgQADBu3DjWIxhsUeWFr6zl8r//bd55XWCr0/8rbUBsbCy6dOmC4OBguLi4wMfHB7/88gvKyso0lrOwsGDCGVUZAvro8bFjx9CpUycAgI2NDXr06IGioiLs27ePlZyKtG/fHvPnz4eZmZnC8fj4eDRt2lRlWIU6goKC4Ovri7S0NDRs2BBhYWE4efIk4uLiMGTIEGzevFntKK4m5Hrco0cP1iMYbFHlhadKmiz/u6q986dPn0a7du0AgOlft27dWiWy2eqjVCplRltVlTExMYGNjQ2KioqQlpZmcP0+FDk5OZg5cyaCg4MhEong4uKCLl264ObNm1rLyt/9M2fOKHxMAuX3ydbWFjVr1mRVn6p+xhYWFvj5558ZmXJu3bqFkpISLF26lJW8YcOGAQAWLlyI+vXrY+HChXj8+DFGjhyJoqIi/P7776zrWFxcjBMnTsDU1BQ///wz6/LaMNiQz0tJVPLCq6Oidz4vJZHVeVxcXDBx4kQA5WE2kydPhlgshp2dHbp3746NGzeqjeOqTKdOnfDdd98BKDdwHj58qHM9CgsL8f3332PNmjUa82VnZwOA2i83eafxwZYj+of55ptvsGrVKuzduxfnz5/H48eP4ePjg1GjRmHlypVay6sLr3n+/DkkEgk8PT1Z1ef06dNo27Yt8/dXX30FwPBh+YoUFhZi3rx56N69O/bu3cuqrJWVFfbv349q1aqhpKQEUVFRaNGiBXr27InIyEiFuutCUVERfv31V0RFReGnn37CsmXLWJXXh/sv3ip54dVR0Tt//4X+3tSPCVud/l9oA+bPn4+xY8di3bp1OHfuHNLS0hAaGorp06dj6tSpWsvL9Xjv3r0Khn9xcTGuXr3K6mMXAPbs2YMvv/yS+ftD6HFJSQnWrl0LNzc3nDp1Smk+hCb4fD6io6NRo0YNyGQyxMTEoGPHjmjdujUGDx7M6qMAKF+6cPv27Zg7dy7Gjx/Pul3Rh/vZT5S88Oqo6J2/n61/eARQPg9OKBQyIzReXl5V4nCRw1Yf8/PzmXf2U9Xhly9fomHDhrC3t8eZM2eQmJiI2NhY3LhxA23bttW6hKanpyeCgoIgk8mwe/duhTR9wmo+9DOWk5ycjGXLluHEiROsR+/79u2LCRMmAChf7nzatGmoV68ejh07hp07d6JatWqs5KWlpaFXr16wsbHB2bNnmZCsqsRgQ97GUwgji2rKXnh1EMHY0ho2nkLW51q0aBF+//13Bc9ifn4+Dh8+jOHDh8PNzU3neLWFCxdCLBajsLAQ/fr107pWqpxp06Zh9OjRcHV11ZhPHlepasIEAKZzqDxR8n+B5ORkbNiwAS9fvmRiySwsLLBixQoA5V/f2ujTpw+MjY1x+/ZtJCUlMcejo6PRq1cvVvW5ceMGxGKxgue8b9++MDMzQ0xMjEHD8hKJBD4+PnBzc4OzszMWLFiAp0+fIjMzk7Wsli1b4uLFi0xsrpxvvvkGAwYM0OgBvXbtGsRiMfNzdHTElClTMG7cOAwdOlTrxM+qwKtmNViZGil54dVBAKzMjOBVk13DWJE1a9YoXHfFX+VQCUNhq9Ofehvw9u1bzJkzB9nZ2TA3NwdQfi2LFi2ClZWVTnocEhICJycnvHnzRmF/hePHjyMkJETrBOOKZGZmwtzcXKEjDQkJQa1atRhngSG0adMGderUgbOzM7MGta5rhVfEx8cHCQkJ8PDwUDg+b948tG/fXqPD6cWLFwrvsJOTE4YMGYJ+/fph7NixWsNHqgIvh7qwMrFQ8sKrg0CwMrGAl0Ndg84rn/tQEbnH1tAJkYD++sumzL+NlStX4tmzZygoKGCMZ19fX0yYMAF5eXk4fPiwVhnqwmv279/P2kj+kM/4zz//RK1ateDm5gZfX19cvHhRZdSGLixfvhzz589XOJaeng6hUKj1YzoiIoLRXy8vL7i7uyM5ORk//fQTAgMDWddFFww25PkCAWp91gk8geoXvTI8gRFqftYJfBYNOFOWx8Po0aORmpqKS5cuYc6cOQgODmaUKS8vD4MGDcLRo0e1yjIxMcGuXbtgYWGBmzdvYtq0aVrLxMXFITk5GSNGjNCaV/6lrm6TCflxeQf5v4SJiQkEAgHS0tIUGjj50OXr16+1ylC36oU+q9VERUUpbTxha2uLbt26oaioyCAvl5GRERITE5GWloaCggIcO3YMp0+fRqNGjZQmwWpjxYoVCA4OxldffYUTJ07gyy+/ZDqQXbt2YcGCBWrLNm7cGLdu3WJ+BQUFuHz5Mk6dOoW6devihx9+0BoKYSgCPg+tfRwh4Ov20SDg8xDsrXt+VYwaNUrhuiv+NG20og9sdfpTbwP4fD7MzMyQm5urMKwuEAhgb2+v08oNRkZGjAe9oh5HR0ez1uOtW7di8ODBCscEAgETc26oV/7kyZNIS0tDXl4erl69iuTkZAQFBeH8+fOs5OzevRuBgYEIDg7G6dOnMXz4cOYZnz59mvH2qaJWrVoK73Bubi7u37+Pp0+fwsvLC0OGDDHI8aALAr4ArdybQMDTrY8W8ARo7d4EAj77Pl1OSUkJXrx4AXd3d4Xj/fr1g6mpKfbv36/ziLs69NVfNmX+bVhYWABQDt9j0xf37dsXAoEA169fZxYdefToEczMzNTON1DFh37GXbp0QWpqKtLS0vD27VsMGzYMkyZNQq9evVgZ82/evEGvXr2wfv167Nq1C6tXr0ZAQAAAMHNcNDkN5s6dy+hvcnIyCgoK8OOPP2LEiBHw9PSs8n4JqKLJrjU/6wySqt8VrSIklaDWZ51Zn2PChAlMnCCPx0OzZs0QERGBs2fP4s2bN9i+fTvq168PItI5Bsnb25uZIPHrr79qXC6wqKgI48ePx7p163SSLV+ZoKRE9YQ++Szq6tWr6yRPFTt27NBrGSRN/Pbbb3p9wUokEvzxxx8AypfyunbtGq5cuQIbGxsUFxcjPj6e9Y6wck+AfNWLFy9eoKCgAN7e3jrLKC4uxuHDh9G9e3clj+21a9cAGO4JkH9I8vl8tG7dGsuXL0d2djbGjx+vs4zVq1djwoQJ2LhxI5YsWYKOHTtiz549ePToEfr16wcArGLzBAIBGjVqhBMnTsDR0RHLli3D2LFj2V2YHgT7OGoNq5EjlRGCfdgtW/ZPwlanP0YboA5D2gb5yJmlpSWuXbuGCxcuwNfXFxKJBNeuXcOWLVtYdbhyPT506BDevXuHkpISXLx4USmmVRs7d+7E+PHjlfRY7lXcsmWLQZMOjY2NmZErsViMzZs3o7CwUCfHjZxjx45hwIABmDFjBjZu3Ii2bdti/fr1SEtLw9ixY8Hj8bB9+3adlx3m8Xjw8vLCoUOHEBAQgG3btrEOZ9CHYPcmkJJuq2tISYpgD8PCBQ4cOICEhASlZxscHAxzc3ODHS4Ae320trZm3oePrcPZ2dl67yx8+fJlZgWm6dOn4+jRo0zfnJmZiaNHjyqt8KIJZ2dnRlflEQ/6LDjxMZ6xPATKwsICM2fOxBdffIFDhw5hz549OpUnInzxxRe4e/curl69in79+mHUqFFITEzEn3/+CU9PT5SVlelsBwLlYbNDhw7F+vXrkZ6eju7du7N2Dmijagz5Zh0/aH456mKorKysMHDgQFy9ehV16tRBYqLu8ffffPMNevXqBSJCeHi42pCIGTNmYMSIEahbt65Ocn18fACo/+KVx+vpM/FJzuLFi3UOCdIFIsK8efNYrSIhJykpCYcOHWL+FovFyMvLQ8+ePdGkSRPs2rWLtdzu3bvDysoKz549w4ULFxATE8M6rGb//v1YsGCBSo/tw4cP4ejoiIsXLyIlJUWhXEZGBry9vRV+FZeny87OxqxZs3DlyhWlc8rjfk+fPs0Mzx44cEBJXkV++uknhISEMJMD5bi5uWHXrl3o3bs3srKymJU0dMXa2pqJU16/fr1eIT9saOXNzjBnm/+fhK1Of4w2QB36tg25ubkK838aNGgAMzMzDBo0CEKhEGvXrsX79+9ZhXg0b94cHh4eeP/+PQ4cOICTJ08iODiYlYz4+Hj06dNHpR7fv38fjRo1wvPnz3HmzBmlspX1ruLygkVFRfjpp59UOnECAwNhZWWF5ORkZnTt6tWrSvIyMjKYMj/99BPq1aun9BHv6OiIVatW4fvvv0dZWRnrMCCBQMB8UJw8eRIJCQmsyrOllXsTdvnrGrYSR3R0NJKTk1U+X3kIl6EjLmz10cTEhJmLpapMWVkZ8vLyYGpqWuULCVy8eFHv/RF2797NvF9GRkYIDg7G9u3bERgYiAEDBuDatWsKy5nqQuU5a/qMjOv7jH/77TcFfavsADh79ixmz56tcqRK3hdXDCEaMmSIgrzp06czaSdPnsSVK1cQERGhtDb+F198gXPnzsHGxkavBQrCwsLg4OAAiUSCX375hXV5TVSJIW9u7wzb+gE65bVtIIaZnZNe59m9e7fG9UBtbW3Ru3dvVnGXQLmBU7t2bWRlZWHIkCEqZ09fvHgR69atU+vVDQ0NhVgsRkREBIByQ9bU1FTl8okAmNjLZs2asaqrnMzMTNy5c0flerj6cu3aNb3XOI2NjWXqIpFIEB4ejq5du2Lo0KG4c+cOVq1apRTeog0LCwt0794dQHkDos/kmh07dqjdREwgEDAfBpUbkLKyMqYDl/8qxkzOmDED8+bNU7mEqdw7I5VKGc9bfn6+kjw52dnZzKQkdci98vogH8okIqSmpuotRxccq5nCp5ZuMe++LtZwqMZ+Ga9/CrmuqtLp0tJSvHr1Cq6urnBxcQEAZl36D9UGqMOQtuHUqVMKayTPmDEDzZo1Q3BwMJKSkrB+/XqMGjVKaYUXbcg34NFXjzdt2qSxTJ8+fQCoHl2rrHcVveHLly9HRESE0gZBQLk3XO7FlX9AFxUVKcmrGLJ2+/Ztpfk4FVF1Hl2pGJJg6HwAbThYVoe3o4f2jAB8nDxhb6m/R/rZs2cwNzdXO6G0Q4cOsLGxUelwYYM+fbImnU9PTwcRoUmTJqxtDm1U7E8NKXv//n0EBARg37592L9/P06fPo3Zs2dr3TOjMj179oS5uTmePHmCXbt2gcfjKYXIaMKQZ/z69WsFfav47peUlKBbt26YO3cuNm3apCRX3hdXdIA9e/ZMQV7FsEH5krHq+uLatWsbtGqU/J5Vtf5W2TryLp93AU/Ly8wTCODy+Rd6nyMrK0vrUkLFxcUqJxRIJBK1McJ2dnbYtm0b+Hw+Tp48yYTwVCQhIQGJiYlKX5LyNUGPHTuGW7duYe7cuQDKh6XlMVuqZrQnJCTA1NSUMVTZsn37dvB4PNZf1prYunWr3o3Htm3bmLJLly7F1q1bERERgW7dujF5tBmRUqlU6UNC7gnYvXs3srOz4e/vr3OdUlNTQUQaZ5nL43e3bdumMCxft25dEJHCr+IKG3IvnCojLDe3fF1lCwsLZtmyr776SkmeHAsLC/D5fI3e9uLiYri5uem1BKV8XXOgfGnPD007P2etce8CPg/tfPX7oP+n6Nu3LwCoXLbt1q1bkEgkCiuq1KtXD4GBgUhMTFTpHEhISICzs7PGvS/0wZC2oWIbsGfPHixYsAAjRozA8OHDGWOltLQUL168UCtDkx6fOnUKZ86cQfv27XWu07t375CYmIgGDRqozSO/7wcOHFAK+6msdxUn22nSYyJi2m65xzU4OFhJXsVRWisrK616bG5uzniH2fDR9dizGQQ8zSaCgMdHOw/DPkSjoqLQpUsXtemmpqZMP2KIV16fPlmTzstHReR5qori4mLs27dPr774+vXruHfvHqytrUFECAsLw5MnTxAdHa0waqCpL1alv9WqVWMcYmPGjGE9Mm7IM46MjFTQt4r7rOTn5+Pdu3cwMTFRaXzL++KK137u3DkFeRXPJ3diaNPhRo0aqU3XhFyHq1p/q8yQr/lZJ52Wn6z1WSeDzhMZGal2skBeXh7279+vcjJRUlKSxsmHwcHBzIRXQyfVyPnxxx/B5/OVlm16/fo1zpw5g3HjxrHaqEBOZmYmFi5cyHoZJE3cu3cPGzZs0KvxiIqKUvAAyjfRqGx0y+Pr1K0X+/LlSyUDoX379nB0dER+fj7rjSdWr14NoVDz6kitW7eGk5MTnj9/zipuMDAwEM2bN1cZty6X079/f53CBywtLdGpUyecPn1a7YjTvn37WMXcy5HJZMyW7t27d0etWrVYy2BLa2/tcfJSGaH1JxQfD5S/z7169UJ0dLRS2Mru3bthZWWFSZMmKRyfPXu20ootAHDnzh3cv38fs2bNUrsihj4Y0jacOXMGR48e1arHe/fuZSb5qdJlVXrs4+MDsVgMqVSKVq1asdpQZevWrUorwFTGw8MDgYGBeP/+vc7xsEC5HtepU0el8+bq1at49+4d2rVrp7PehIWFISEhAVlZqjc+3Lt3r8LkVzb8+eefAMo9y82bN2ddni2t3ZvotPxkKw92YTgVKS0txYYNG5jJhOqQf6ht3brVoHkQbPvk0NBQNG7cWOVqeLt374arqyuGDx+ud31UsWDBAmRnZ7Pui2UyGSZPngygPKTy9evXuHfvHhwcHBT21iktLUVMTAwA9fr7+vVrJcenfK5Lbm4uqxG1D/mMnZyc4OrqihUrVqBVq1ZK6fK+eMiQITrJ69KlC0xNTRldq8yzZ8+QlJSEr7/+Wid5FUlMTER6ejoAYPTo0azLa4SqCKlEQm/uX9f6k0okesn/7rvvCABNmzaNHBwcKDIyknJzc5n0mzdvUmBgIE2bNk2p7KJFiwgA1alTh+7du6f2HGVlZRQUFEQA6OzZs1rrJJPJyNfXlwDQ1atXVeZZsGAB2dnZUUJCAhERvXv3jrp27Uqff/45FRcXK+V/8uQJoXxlPoqJiVFKj4uLI29vb+Z6dOHMmTOMzOvXryukSaVSOnLkCNWsWZMAUKtWrRTSIyIiCADZ2dlRaWmpQlphYSEtW7aMjI2NCQBFREQolPnmm2+Y+7Rp0yZq3LgxeXh4kJmZGRUUFFBhYSEj69KlS2RsbEy+vr6UnZ2tcJ4xY8YQALpx44bC8devXzPXtX//foW0K1eukKWlJQUGBlJBQYHaeyOTyahJkyYEgIKDg0mi4/uZnZ1Nvr6+tGfPHpLJZMzxU6dOUa1atSgoKIjy8/N1kkVElJqaSq6urtSrVy96+fIlc/zNmzf07bffUs+ePVXWrVevXgSAvL29Vdbx66+/JgAUEhLCqj6GIJHK6M7zPK0/iVSmXZgKZDIZ+fn5EQAaPXq02nzx8fHM+xEfH69RplQqZfQqJydHbb4XL15Q3bp1afjw4VRSUkJERLGxsWRpaUkHDx5UWWbkyJHk7u5Ojx49IqLy59K0aVP68ssvFd4dbRjSNmzatIkp++bNG4W0kpIS2rp1K1WrVo0A0JAhQxTKhIaGUllZGRERHTlyhAICAqhhw4YEgFJSUhT0ODk5mezs7KhmzZr0+PFjhfMsXrxYpa6WlJSQvb09AaBly5YppKWkpFCNGjXI1dWVXr16pfH+hIWFMbrw7t07jXnlvH//noKCgmjlypXMNRIRXb9+nXx8fKh+/fr0/PlznWQREeXk5FBAQAC1atWKed5E5W1lZGQktWjRgt6+fatUbuLEiQSArK2tmfdKztu3b2nmzJkEgBo2bEjp6ek618cQJFIJ3Xn1UOtPItWvT5dKpTRlyhQCQPPnz9eYNykpiXl/N27cqDLPzp07CQCNHz9eoyy2ffLdu3fJzs6OIiMjSSqVEhHRli1byMrKiq5cuaLLpTIMGTKEAFBAQIBSWm5uLk2fPp14PB4BoE2bNjFpZWVl5OnpSQBo3LhxSmUfPXpEXbp0Ye7RkydPiIjIzc2NeDweXbx4kTlHnz59qFu3bgSABg4cSERERUVFREQkkUhowoQJBICmTp2q0D6VlJSQnZ2dyrovWbKEAJC9vb2CnVDVz1gV0dHR1LhxY4X2pri4mCIiIojH49GCBQt0lkVEtG7dOjIzM6PVq1cr9LmXL1+mRo0a0Z49e5TKFBQUMHX/5ZdflNIvXrxIPj4+ZGpqqtTGVQVVZsh/aL777jtGQTMyMmjixInk5+dHQqGQPD09qV27dnT48GGFMhkZGUwHIf/x+XyqX7++2vM8fvyYrK2ttRryzZs3pzp16jByTU1NKSAggF6/fq2Ud8+ePdS4cWMKCAggPz8/mjFjhlKDsXjxYvL09CRzc3NGprGxMbm7u5Onpyd5enqSra2twrX4+/trvWceHh5kYmLClDE3NycPDw/y9PQkDw8PpvOW/7p06UJERM2aNVO4PgBUvXp1pi5169ZVkAuAlixZQkTlSvT9999T7dq1ycPDg4RCIU2aNIkKCgro0qVLVK9ePfL29qaZM2dSSkoK1a5dm2m85PeyQ4cOzHXEx8eTh4cH8/dvv/1GIpGI7OzsmDJmZmbk7+9PgwcPpvbt2yvIs7KyosDAQKX707ZtW3JyclK4Bjs7O1q/fr3G+yonJyeHJk2aREFBQdSoUSNycXGhJk2a0PLly5U6Y114/fo1TZo0iby9valevXrk6+tLzZs3p7Vr1zIdiDyfSCSi+vXrK9Tdzc2NRCIRk+bp6UmDBg2io0ePsq7Lv5WmTZuSu7s7c808Ho98fHyod+/eTJ79+/eTSCQiKysrJp+lpSUFBATQvn37FORNnTqVRCIRubq6MnltbGyY+6hKnzMzM+nrr78mLy8vCggIoLZt2zIdpSpkMhn9/vvvFBAQwPwWL16s8Ew1YUjbEBYWRnXr1iWBQMCkVatWjSnn7u6uIBcAjR07lqn3vHnzyN3dnVxdXUkoFNKIESPo1atXlJKSQmKxmOrWrUujRo2igoICcnNzUziPkZER+fj4MNeRnp5O1apVY4wG+XNydnZWKOPr60vt2rWjYcOGkZGRkYKO+/r6Kj2TQYMGkYuLi8I1WFlZUWRkpE73t6ioiObOnUufffYZNW7cmOrUqUMBAQE0Z84cjU4AdRQWFtLcuXNJKBSSh4cH+fn5UaNGjWjhwoVK7X7Tpk3Jx8dHob2qWbMm8/55eXmRu7s79erVi3bt2qXzO/NvJzExkRwdHRWemYuLC82bN08h38WLF8nX15fMzMwU8np6elJmZialpqaSSCQioVBIpqamTLqXlxeJRCIleXJ06ZMr8vjxYwoLCyMvLy/y9/enrl270t27d3W61pKSEvL09FR6Rx0dHRk9rFOnjsK7DoCio6MpLi6OPD09Ffo6AOTq6sqUrVGjhkIaAEZHbt++Te3btycHBwcSCoXUrFkz2rt3LxERRUZGkrW1NbVr147OnDlDCxcuJBsbG6U6rl27lrmWb775hubOncv83aFDB/Lz81PQe2dnZxKJRDRnzpwqeca6EB8fTz179qSgoCDy9fUlFxcX6tGjB/399986la/MhQsXqGfPnlSnTh3y9fWlBg0aUFhYmJIjdNOmTSQSicjBwUGhbfb39yeRSET+/v7k7u5OjRo1ounTpzMfWFUNj+gT2R+dg4ODg4ODg4ODg4OhymLkOTg4ODg4ODg4ODg+Hpwhz8HBwcHBwcHBwfEJwhnyHBwcHBwcHBwcHJ8gnCHPwcHBwcHBwcHB8QnCGfIcHBwcHBwcHBwcnyCcIc/BwcHBwcHBwcHxCcIZ8hwcHBwcHBwcHByfIJwhz8HBwcHBwcHBwfEJ8skZ8s+ePcPw4cPRoEEDBAQEwMvLC+Hh4UhOTkZ6ejpsbGzw6tUrAMCLFy8gFAphZmYGHo8HBwcHZGRkqJXt6ekJHo/H/KysrDBv3jyD6/zXX3+hY8eOEIlEaN68OZYvXw6JRKKQZ+XKlRCLxbC3t2fOb25uDrFYjG7duul13mnTpkEsFqNatWqMTBsbG4jFYowaNUpj2ZCQEAiFQhgZGTFlXVxcIBaLsWHDBr3qo4rHjx9DLBbDy8tL4d5HR0drLSsSiZj8lpaWCAgIwJAhQzSWSUtLg42NDd69e1dVl1AlSCQSJCUloaioSGveN2/eQCwWw9XVVeGe1ahRAwEBAfDx8YGjoyNcXFzQt29fJCQkfIQr+DgEBQXBw8ODuWaBQAB/f3+EhYUxeQ4cOACxWIzq1asz+ezs7CAWi3V6r7RRUFCAyZMno2HDhhCJRBgwYADu3LmjscyuXbvQunVriEQitG7dGps3b9b5fIa0DUOGDIFIJGLaQB6PB0dHR4jFYsydO1fnOmjj/fv3EIvF8PPzg0AgYM61ZMkSrWW7desGPp8PHo8HExMTCIVChISEaCxTWFgIGxsbpKamVtUlVBm3b9/G27dvdcobFBSk1O/Y29sjICAAfn5+qFGjBpycnNC1a1fExsZ+4Jr/e5g7dy6GDh36weTr0idX5OXLlxg5ciREIhHEYjFGjBiBZ8+e6XSu0tJSiMVi+Pr6Mu85j8eDu7s7xGIxjh07prZsfHw8xGIx3NzcmHJ8Ph9+fn4Qi8XIyspife3qWL58OcRiMRwdHRXazdLSUo3lbty4oXBdcjtBW1v7oZ+xvmRkZCA9PR1lZWVa80ZFRUEsFsPS0lKhT5Lbp/Xq1YOtrS38/f0xY8YM5OXlfZhKf4jtYqVvnlNJ/A4qPrOWSuJ3kPTN8yqRm5SURLVq1aJ169aRTCYjovLtj9etW0dOTk4kFAoJAL18+VKh3NOnT6l27doEgIKDgzVuc71nzx4CQD4+PpSbm6u1Tm/fviU3NzdKTU1Vmb527Vqys7OjM2fOEBHRs2fPqHHjxtS+fXuVW0JnZWUxW/0ePHhQ6/l14erVq4zMW7dusSq7aNEiAkD29vYkkUiqpD7qCA0NpaCgIAJAPXr00Jj34cOH9NlnnzHXdeDAAZ3OMXv2bAJAUVFRhleYiM6ePUv9+vWjxo0bk7e3N/Xu3ZtiY2NZy7l3757SNtuVf9WqVVMq16lTJwJAfn5+jE7I+euvv8jW1pYEAgHt2rVL72s0hFcFxXT8bibF3HpBx+9m0qsC9dugs8HHx4cA0MiRI9XmqfjeX758WaO80tJSWrFiBdnZ2WnMl5eXR76+vjR48GAqKCggqVRKq1evJjMzMzp+/LjKMjNmzKA6deowupeUlEQeHh4UHh6u9Mw0YUjbsHfvXqZsXl4eq7JsGT16NKPHYrFYY96CggJmi3oAtHz5cp3OERUVRQBo9uzZhleYiK5fv07Dhg2jpk2bkre3N4WGhtK+fftYyyksLCQej6dRjwUCAWVlZSmUGzVqFAGg6tWrK/ULV65cITc3NwJAixYtMug69eVVYTYdS/2bYh7+RcdS/6ZXhdkf7FwymYzc3d3J0tKS3r59q3O5u3fvUmhoKEVGRmrMx7ZPTktLo5o1a9KUKVOouLiYSkpK6McffyRbW1u6fv06q2sbPXq0TnqhCl9fXwJAEyZMYF2WDVlZWeTq6kq1atXSqa2ZPn06NW/enJWdoO8zVkdxcTGtXLmSgoODKSAggBo2bEiTJ0+m9PR01rKmTJmitS8eN26cQplXr14xaZV1tLCwkH744QcCQJ6envTq1SuDrlUVVWrIS1KvU+Hv/Sl/tAPlf2tP+aMd//OvAxX+MYAkqexe+so0atSI5syZozLtwoULZGJiotKQJyIKDw9nbvS8efM0nqdJkya0du1aneokb4BVGfJPnjwhExMTWrNmjdJxgUBAs2bNUilTXs+zZ8/qVAdtpKamMjLVfXCoQ95hurm5VUldNBEeHk4rV64kAGRiYkI5OTlq886fP5+WLl3K6l7JZDISi8UEgFq3bm1wfadMmULDhg2jp0+fEhHR+/fvmQ+fyZMns5J16NAhAkAuLi7k5eWl9HNwcFBptMjfa3XX8+uvvxIAsra2/uAGXEXuvyygGYfvUbuV8dR2ZTy1W/Wff1fG08wj9+n+K8Ma79atW2s15J48eaLxvZdIJLRixQoaPHgwOTk5MXk1MXz4cHJzc6OSkhKF48OGDSM7OzslA+3ChQsEgE6cOKFwPC4ujgDQxo0bNV9oJfRtG86ePavT9VUFs2fPpiVLlpCxsTEBoLt376rNu2PHDho3bhxjqOr6gd21a1cCQHXr1mX1MaSKVatWUc+ePenu3bskk8motLSUtmzZQiYmJtS3b1+Njp/KJCYmEgBycnJSqcc1a9ak8PBwpXJyB4O6dvbgwYMEgIyMjCglJUXPK2XPvTePaPqFpdR23xBqs2+wwr8zLiyj+28eV/k5T506RdWrV9fpfbh69SpNnz6dWrRoQXw+X6c2gW2f3L59e2revLnS8bZt21L9+vVVGv/qkD9nffofXdq8qsLNzY0mTpxIAKhPnz4a8/r4+DD9nq52AptnrI2srCxq0aIFbdiwgYqKioio3Hnbtm1bsrW1pQsXLrCS17NnTzIyMqL69eur1GELCwt6+PChUjl5+6rueho2bEgAVOq/oVRZaE3ZzT9RuCQUknunAaLygyT7z78Eyd1TKFwSirKbf+olPzExETdu3EDXrl1Vprdo0QI//PCDRhk9evQAAERGRuLSpUtq89WrVw/16tXTWqezZ89i7dq1atPnz5+PsrIy9O/fX+G4u7s72rRpg8WLFyM/P1/ref4/IRQK4e/vj9LSUo1DczExMejduzcr2adOncLw4cPh6uqKuLg4PHnyRO96/vnnn3jw4AE2btwINzc3AICZmRkmT56Mnj17YvHixTh+/LjO8lJSUtC3b1+kp6fjwYMHSr+goCBMnDiRdT1bt24NoDwcJC4ujnV5fTj/6A3Gx9zF1bQ8/Kcl+G+TAODK01yMj07C+UdvPmg9eDyexnSpVIqcnBx4eHjgyy+/hEAg0Jg/LS0NUVFRCAsLg4mJiULasGHDkJOTg+XLlyscnz17NhwcHNChQweF4y1btkS9evUQEREBmUzG4qo+Dezt7dGxY0cAwI4dO9Tmi46OVgiL0oWHDx/C19cXLVq0wNOnT3Hu3Dm963n79m1s2bIF+/btg6+vL3g8HoyNjTFkyBCMGTMGe/bs0djGVyYlJQUtWrRARkaGSj0OCQnB7NmzWddTrscSiYRVu2IIcRkJGH92Hq6+ug36jyZX/PfKq0SMO/sT4jKqNnRv586dzD2PiorSmDc3NxcmJiYICQmBSCTSKpttn3zhwgXExsZiwIABSrKGDRuGlJQUbNmyRZfL+uSQX/ORI0dQUFCgMs/t27dRo0YNODo6spLN5hlr49tvv8UPP/yAr7/+Gubm5gAANzc37Nq1C8XFxejXr59OYTJyUlJScOTIETx8+FBJf2NiYjB48GDUr1+fdT1btWoFoPx+VjVVYshLn97A+43DAZm0/KeK/6S93zgc0qc3WJ/jwYMHAKAxhnjChAkwNjZWmz5+/Hh07twZEokEAwYMUGtEm5iYgM/XfGvevXuHSZMmwcvLS2V6WVkZYmJi4OHhAWtra6X0pk2bori4GAcOHNB4nv+PDBw4EIB6AyA1NRUCgYAxoHVl586dGDhwIAYPHgwiMqgB3r17N6pXr47i4mKlNLnC7ty5U2d5KSkpzHVX5tChQ2jSpInK90gblpaWzP+lUjW6WYU8ePUWP/2VAqmMICPVeWQESGWEn/5KwYPMf26ugomJCSIjIxEZGYlVq1YhKChIY/69e/dCKpVCLBYrpQUGBkIgECg888zMTJw9e5aZy1GZpk2bIiMj46N9YH1s5O/zzp07QaT8MhQWFuLWrVv4/PPPWcndtGkTvvrqK4SHhwMAq/kGldm7dy+qV6+OwsJCpTR99bhv374wMjJSSrt16xaMjY3h7u7Oup4fW4/v5zzGT5f/gJSkkJHqD00ZySAlKX66/Ace5OjvFKlIXl4eiAi9e/dG7dq1cf78eY0Olw4dOjA6vHDhQo2y9emTd+3aBQAqdb5p06YA2L0fnxKBgYHw9vZGcXEx9u/frzKPPh/ibJ+xJkpKSnDw4EHGgK+Ik5MTvLy8kJ6ernMbS0TIz89nnBCVmT17NqZMmaJXXeU6/CH0t0oM+ZLjS/Hf8CFNlOcpObGM9TnkBvr8+fPVTr5wcnJiPBeq4PF42Lx5M5ydnfH06VOtEz41MXXqVIwfPx7Ozs4q02/fvo28vDzUrl1bZbrcCL18+bLedfhfZcCAAeDxeIiLi8Pz58+V0vft28faG5+TkwM+nw9bW1vGANiyZYtKA0NXeVu2bIG7uztev36tMk92drbO8lJSUtC8eXOl40SE+fPnY/To0XrV8+XLlwAAgUCAhg0b6iWDDduvZeh8T4kIOxLSP3CNdEeTEwAA0xmo0mkzMzM4OTkhLS2NmWx/4cIFyGSy/7dtQLdu3WBlZYWnT58iPj5eKf3o0aPo2LGjVqdJRaRSKR4/fgxvb298+eWXMDMzQ3R0tM6TSyuTk5OD2NhYuLq64v79+yrzsNXjzz77TGXarFmzMGHCBH2qyegxADRu3FgvGWzYfv8w433XBoGw/f6hKjnvjh070L9/f/D5fMbhouuHmjb91adP1qTz8vwJCQn/k6NqwH+98uqcagcOHEDPnj1ZyTTkGVcmPz8fUqkUnTt3xogRI9Tm01WH09PT1Tpe5ItGeHh46FVXuQ5/CP012JCX5aRDknRSvSdeqYAUkjt/QZbDrgMPCgoCn8/H8ePHIRKJsGTJEiQmJiopUGxsLGrUqKFWjpOTEzZv3gwej4fdu3frNaxz7tw5PH36lDEIVXHv3j0AgIODg9p6AFDbeXzqEBH27duHDh06oGXLlqhZsybEYrFOw9R16tRBixYtQESMR6QiMTExrL0AO3bsYBqlBg0aoFmzZkhLS8PZs2dZyZEj/2B89eqVQicLgDFafHx8dJa3fft2le9KTEwMvLy8WA9dyjl48CAAYNy4caxHMNiS+bYEl1Nz1XriKyMj4FJqLjLflnzQelUVbHX6f6UNiI2NRZcuXRAcHAwXFxf4+Pjgl19+0TpcbWFhwYQzqjIE9NHjY8eOoVOnTgAAGxsb9OjRA0VFRdi3bx8rOXIqhp49evRIIU0fPV6wYIHKD+Zr164hLy8PQqFQr3rK9bhHjx6sRzDYkln0Gpdf3lLria+MjGS49PIWMotUOzTYcPr0abRr1w4AmP5169atejtcKsJWH6VSKZKTk9WWMTExgY2NDYqKipCWlmZw/T4UOTk5mDlzJoKDgyESieDi4oIuXbrg5s2bWsvK+8wzZ84o9XP379+Hra0tatasyao+VfmMnZycGP28cUMx0iM/Px93794FoLsOOzs7qx2pnzNnDr799lvWdQSA4uJinDhxAqampvj555/1kqEJgw15SXLcfwNgdYUIkuTzrIq4uLgwMcIPHjzA5MmTIRaLYWdnh+7du2Pjxo1q47gq06lTJ3z33XcAyg2chw8f6lyPwsJCfP/991izZo3GfPIvQFNTU5XpZmZmAPDhliP6h/nmm2+watUq7N27F+fPn8fjx4/h4+ODUaNGYeXKlVrLqwuvef78OSQSCTw9PVnV5/Tp02jbti3z91dffQVA/2H5SZMmYeXKldi0aZNC55yVlYUjR47A2NgYY8eO1VmeusZw0aJFKuMztVFUVIRff/0VUVFR+Omnn7BsGftRMLbcfJ6vow/vvxCAm+mfxjwRtjr9v9AGzJ8/H2PHjsW6detw7tw5pKWlITQ0FNOnT8fUqVO1lpfr8d69exUM/+LiYly9ehXBwcGs6rNnzx58+eWXzN+G6nHfvn2xefNmLF++HF988QVzvLS0FNu2bQMAfP/99zrLc3JyUjnCoK8el5aWYvv27Zg7dy7Gjx+PvXv3spbBlhtZ93T2xsshEG5mGfZBmpiYCKFQyNw/Ly8vgx0uFWGrj/n5+cw7+6nq8MuXL9GwYUPY29vjzJkzSExMRGxsLG7cuIG2bdtqXULT09MTQUFBkMlk2L17t0KaPmE1H+IZHzt2DBEREdi0aZPC8S1btkAikaBNmzY6zZ8Ayj/O7OzslI7fvXsXN2/eRJs2bVjXLy0tDb169YKNjQ3Onj3LhGRVJQYb8lT8DuCxFMPjg4rZD4UuWrQIv//+u4JnMT8/H4cPH8bw4cPh5uamc7zawoULIRaLUVhYiH79+mldK1XOtGnTMHr0aLi6umrMJ4/lVxUrCYCZLKcqNvNTJzk5GRs2bMDLly9hZWUFoNw7t2LFCgDlX9/a6NOnD4yNjXH79m0kJSUxx6Ojo9GrVy9W9blx4wbEYrHCcFnfvn1hZmaGmJgYvYblBQIBxo0bp7QO7syZM1FcXIzp06ez/tiozMWLF3H37l3Ge6GJa9euQSwWMz9HR0dMmTKFqaO2iZ9VQVGZFGxPw+MBRaX6xwyuWbNG4bor/kJDQ/WWqwq2Ov2ptwFv377FnDlzkJ2dzcSgGhkZYdGiRbCystJJj0NCQuDk5IQ3b97gr7/+Yo4fP34cISEhWicYVyQzMxPm5uaoVq2agvxatWoxzgJ9CA8Px4QJExQM8MWLF+PVq1cYMmQIEyuvL2lpadi/f79O+4G8ePFC4R12cnLCkCFD0K9fP4wdO1Zr+EhV8L6sGDywU2QeeCgqe2/QeeVzHyoi99gaOiES0F9/2ZT5t7Fy5Uo8e/YMBQUFzPvt6+uLCRMmIC8vD4cPH9YqQ114zf79+1mHuH6IZ1y3bl3MmTNHwVjPzc3FvHnzYGlpqZPjUBu//vorQkNDdQoDjIiIYPTXy8sL7u7uSE5Oxk8//YTAwECD66IKgw15npnVf1en0RWSgWdWTXu+yufi8TB69Gikpqbi0qVLmDNnDoKDgxllysvLw6BBg3D06FGtskxMTLBr1y5YWFjg5s2bmDZtmtYycXFxSE5O1hiLJUf+pa5ukwn5cVWTND51TExMIBAIkJaWptDAyYcu1cWUV0Tdqhf6rFYTFRWlZHDb2tqiW7duKCoqqjIvV3R0NDZs2ICBAwciMjLSYHmrVq1Cy5YtlVZIUUXjxo1x69Yt5ldQUIDLly/j1KlTqFu3Ln744QdWM/f1wcJYoM/gHCxMdDfmKjNq1CiF667407TRij6w1elPvQ3g8/kwMzNDbm6uwrC6QCCAvb093rzRvuqQkZER40GvqMfR0dGs9Xjr1q0YPHiwwjGBQIBBgwYBMGzSa0Xi4+Mxd+5ctGnTBuvWrTNY3urVq1GvXj24uLhozVurVi2Fdzg3Nxf379/H06dP4eXlhSFDhug9H0BXzI3N9PLIWxjr/x6XlJTgxYsXShOB+/XrB1NTU+zfv1/nEXd16Ku/bMr827CwsACgHL7Hpi/u27cvBAIBrl+/ziw68ujRI5iZmamdb6CKj/GMAUAmk+Grr75Cfn4+du/eDX9/f4Pk5ebmYseOHTo51IDyja7k+pucnIyCggL8+OOPGDFiBDw9Pau8XwKqwJA38moFfdxwRl4tWRWZMGECEyfI4/HQrFkzRERE4OzZs3jz5g22b9+O+vXrg4h0jkHy9vZmlov79ddfceLECbV5i4qKMH78eJ0bdltbWwDlL68q5KudVK9eXSd5qtixY4dOnSkbfvvtN70m7kgkEvzxxx8AypfyunbtGq5cuQIbGxsUFxcjPj6e9Y6wck+AfNWLFy9eoKCgAN7e3jrLKC4uxuHDh9G9e3clj+21a9cAVI23JyEhAeHh4RgxYgS2bt1qsAc8KysL+/fvR6NGjfQqLxAI0KhRI5w4cQKOjo5YtmwZq1AffWjoasPSjwfwADSsbfMhqlPlsNXpj9EGqMOQtkE+cmZpaYlr167hwoUL8PX1hUQiwbVr17BlyxZWHa5cjw8dOoR3796hpKQEFy9e1LljlLNz506MHz9eSY/lXsUtW7YYPOkwNTUVPXv2RPv27XH06FG1IRW6Ulpaik2bNumtxzweD15eXjh06BACAgKwbds21uEMbGnk5KuXR76hk+5zCSpz4MABJCQkKD3b4OBgmJubV4nDha0+WltbM+34x9bh7OxslfPDdOHy5cu4evUqAGD69Ok4evQo0zdnZmbi6NGjOH36tM7ynJ2dGV2VRzzos+DEx3jGQPlCJKdPn8bBgwfRpUsXg+Vt2bIF79+/11uHraysMHToUKxfvx7p6eno3r07zp9nF1quDYMNeb5dbRj5dwD4OnrV+AIYCTuCb6f7l5wcdTFUVlZWGDhwIK5evYo6deogMTFRZ5nffPMNevXqBSJCeHg4MjMzVeabMWMGRowYgbp16+okVz65QtuKJuqWr9SFxYsX6xwSpAtEhHnz5rFaRUJOUlISDh3678oFYrEYeXl56NmzJ5o0aYJdu3axltu9e3dYWVnh2bNnuHDhAmJiYliH1ezfvx8LFixQ6bF9+PAhHB0dcfHiRaSkpCiUy8jIgLe3t8JP3jhWJjU1Fd26dcOMGTOwbt06ldd54MABJXma2LZtG8rKylhNtFOFtbU1E6e8fv16te93VeBczRTN3KuDr6MNwOcBzd2rw7maYcbSx4KtTn+MNkAd+rYNubm5CvN/GjRoADMzMwwaNAhCoRBr167F+/fvWYV4NG/eHB4eHnj//j0OHDiAkydPIjg4mJWM+Ph49OnTR6Ue379/H40aNcLz589x5swZpbKV9U7dkr85OTkIDQ1F7969cejQIZVe1qtXryrJy8jIUFvvI0eOIDs722A9FggEzEjwyZMnmRU0PgTOFg5oVlMMvo4hs3weH81riuFsoXoSqS5ER0cjOTlZ5fOVh3AZOuLCVh9NTEyY8EhVZcrKypCXlwdTU9MqX0jg4sWLeu+PsHv3bibMzMjICMHBwdi+fTsCAwMxYMAAXLt2TWE5U12oPGdNn5FxfZ/xb7/9pqBvmhwAq1evxo4dO/D333+jc+fOKvMMGTJEQd706dM11nvjxo0wNjY2OFQ2LCwMDg4OkEgk+OWXXwySVZkqWX7StPMPKPetaevBy/OYdmK/sQ1Q/oKqWrdbjq2tLXr37s0q7hIoN3Bq166NrKwsDBkyROXs6YsXL2LdunVqvbqhoaEQi8WIiIgAUG7Impqaqlw+EQAzyaRZs2as6ionMzMTd+7c0WttcXVcu3ZN7zVOY2NjmbpIJBKEh4eja9euGDp0KO7cuYNVq1Yphbdow8LCAt27dwdQ3oDoM7lmx44dajcREwgEzIdB5QakrKwMycnJCj9Vexjk5OSge/fuWLp0KWbOnKmQVnEDp/z8fCV5mpB7PmrVqqX1GrUhH8okIqSmphosTxODmtTWeTSCx+NhYBP2H/T/FHJdVaXTpaWlePXqFVxdXZkQCvm69B+qDVCHIW3DqVOnmHktQLkDo1mzZggODkZSUhLWr1+PUaNGKYQd6IJ8Ax599XjTpk0ay/Tp0weA6tG1ynqnav+QkpIS9OjRA8OGDcMff/yh0IdU1OOioiIleZpC1j6EHgPQez6Argz26a6zV54HHgb5dNf7XM+ePYO5ubna0Y8OHTrAxsZGpcOFDfr0yZp0Pj09HUSEJk2asLY5tFGxPzWk7P379xEQEIB9+/Zh//79OH36NGbPnq11z4zK9OzZE+bm5njy5Al27doFHo/Haj8EQ57x69evFfRN3bt/+PBhrFmzBpcvX1aIRb969Sr27NmjUJeK8iqvxlORO3fuICkpCc7OzlXyjOX3rKr1t0oMeUHdRjD/ekO5V16dZ/4/aebDN0JQV78hiqysLCxdulRjnuLiYpUTCiQSidoG187ODtu2bQOfz8fJkyeZEJ6KJCQkIDExUelLUr4m6LFjx3Dr1i3MnTsXQPmwdJcuXZCamqpyRntCQgJMTU0ZQ5Ut27dvB4/HY/1lrYmtW7fq3Xhs27aNKbt06VJs3boVERERChO8tBmRUqlU6UNC7gnYvXs3srOzWcW7paamgogUJsdVRh6/u23bNoVh+bp164KIFH6VV9goLS3FwIEDsWzZMqUVKVJSUvD3338zf3/11VdK8tTx6tUrZikteSyjIcjXNQfKl/b8kHg7W2FWx/oQ8HlqPfN8HiDg8xDRqT68na1UZ/oX0rdvXwBQuWzbrVu3IJFIFFZUqVevHgIDA5GYmKjyeSckJMDZ2Vnj3hf6YEjbULEN2LNnDxYsWIARI0Zg+PDhTEdWWlqKFy9eqJWhSY9PnTqFM2fOoH379jrX6d27d0hMTESDBg3U5pHf9wMHDiiF/VTWu8qT7YgIw4cPx4gRIzB58mSlc1dcrSM4OFhJnrpRWolEwkzw/eT02M4Ds5qNhoAnUOuZ5/P4EPAEiGg2Bt52+q2tDZR/fGkKgTA1NWX6EUO88vr0yZp0Xj4qIs9TVRQXF2Pfvn169cXXr1/HvXv3YG1tDSJCWFgYnjx5gujoaIVRA019sSr9rVatGuMQGzNmDOuRcUOecWRkpIK+PX36VKn8jRs3sGLFCpw7d05JNw4dOoSsrCzm73PnzinI0/ROyedbVoX+Av/V4arW3yox5AHAuGEXWE46BiO/kP/GzMsbAB4PRv7tYTnpGIzFX6gXogORkZFqJwvk5eVh//79KjfdSEpK0ugFDQ4OZia8VsWECwD48ccfwefzlZZtev36Nc6cOYNx48apXdNWE5mZmVi4cKFGA5Ut9+7dw4YNG/RqPKKiohQ8gPJNNCob3XLvlDoj9uXLl0oGQvv27eHo6Ij8/HzWG0+sXr1a67rNrVu3hpOTE54/f84qbhAAhg8fjhYtWiAkJEQpbc2aNbC3t2clT07FTkPVUlhskMlkzJbu3bt3rxLPoDZa1rPHyjB/BNWtzvj0mCYBQLO61bEyzB+fe+p3f/4p/P390atXL0RHRyuFrezevRtWVlaYNGmSwvHZs2crrdgClHt67t+/j1mzZqldEUMfDGkbzpw5g6NHj2rV47179zKT/FTpsio99vHxgVgshlQqRatWrVjFnm/dulXrJiweHh4IDAzE+/fvFbxvuhAREQFzc3OVOytHRUUpjFCwISUlhZnsb6geA8Cff/4JoNyzrGrzuKqmlUsTrGozC0E1RIx3vuK/zWqIsKrNLLR00X+Dm9LSUmzYsAEBAQEa88k/1LZu3WrQPAi2fXJoaCgaN26scjW83bt3w9XVFcOHD9e7PqpYsGABsrOzWffFMpmM+RC1trbG69evce/ePTg4OCjsrVNaWoqYmBgA6vX39evXSo5PubMqNzeX1Yjah37G6enpCAsLw9q1a5XmKrx9+xY7d+40uC+uCv1NTExEenr5/kn6bvCoFvoASN88p5L4nVR8Zi2VxO8k6ZvnBsv87rvvCABNmzaNHBwcKDIyknJzc5n0mzdvUmBgIE2bNk2p7KJFiwgA1alTh+7du6f2HGVlZRQUFEQA6OzZs1rrJJPJyNfXlwDQ1atXVeZZsGAB2dnZUUJCAhERvXv3jrp27Uqff/45FRcXK+V/8uSJfItciomJUUqPi4sjb29v5np04cyZM4zM69evK6RJpVI6cuQI1axZkwBQq1atFNIjIiIIANnZ2VFpaalCWmFhIS1btoyMjY0JAEVERCiU+eabb5j7tGnTJmrcuDF5eHiQmZkZFRQUUGFhISPr0qVLZGxsTL6+vpSdna1wnjFjxhAAunHjhsLx169fM9e1f/9+hbQrV66QpaUlBQYGUkFBgdp7I5PJqEmTJgSAgoODSSKRaLqVDHPnzmXObWZmRrVr1yYvLy/y8/OjOnXqEADq16+fTrIqs3PnTgJAPB5P5TtSkV69ehEA8vb2VkrLzs6mr7/+mgBQSEgI5efn61UfQ3hVUEzH72VSzK0XdPxeJr0q0Hw9uiCTycjPz48A0OjRo9Xmi4+PZ55RfHy8RplSqZTRq5ycHLX5Xrx4QXXr1qXhw4dTSUkJERHFxsaSpaUlHTx4UGWZkSNHkru7Oz169IiIyp9L06ZN6csvvySZTKbtchkMaRs2bdrElH3z5o1CWklJCW3dupWqVatGAGjIkCEKZUJDQ6msrIyIiI4cOUIBAQHUsGFDAkApKSkKepycnEx2dnZUs2ZNevz4scJ5Fi9erFJXS0pKyN7engDQsmXLFNJSUlKoRo0a5OrqSq9evdJ4f8LCwhhdePfunca8crZu3crcFxMTE6pVqxY1aNCAfH19ycPDg3g8HjVr1kwnWZWp+P4lJydrzDtx4kQCQNbW1sx7Jeft27c0c+ZMAkANGzak9PR0vepjCK8Ks+l4ahzFPPyLjqfG0avCbO2FtCCVSmnKlCkEgObPn68xb1JSEnMvN27cqDKPvN0cP368Rlls++S7d++SnZ0dRUZGklQqJSKiLVu2kJWVFV25ckWXS2UYMmQIAaCAgACltNzcXJo+fTrxeDwCQJs2bWLSysrKyNPTkwDQuHHjlMo+evSIunTpwtyjJ0+eEBGRm5sb8Xg8unjxInOOPn36ULdu3QgADRw4kIiIioqKiIhIIpHQhAkTCABNnTpVoX0qKSkhOzs7lXVfsmQJASB7e3sFO6Gqn3Fl3r59SyKRiClXvXp1cnd3Jx8fH/Lz8yNra2sCQCdOnNBJXmU6dOhAAKh///4a8xUUFDB1+OWXX5TSL168SD4+PmRqaqrUxlUFH8SQ/xB89913jIJmZGTQxIkTyc/Pj4RCIXl6elK7du3o8OHDCmUyMjKYDkL+4/P5VL9+fbXnefz4MVlbW2s15Js3b84YbADI1NSUAgIC6PXr10p59+zZQ40bN6aAgADy8/OjGTNmKDUYixcvJk9PTzI3N2dkGhsbk7u7O3l6epKnpyfZ2toqXIu/v7/We+bh4UEmJiZMGXNzc/Lw8CBPT0/y8PBgOm/5r0uXLkRE1KxZM4XrkyuJvC5169ZVkAuAlixZQkRExcXF9P3331Pt2rXJw8ODhEIhTZo0iQoKCujSpUtUr1498vb2ppkzZ1JKSgrVrl2babzk97JDhw7MdcTHx5OHhwfz92+//UYikYjs7OwUjGl/f38aPHgwtW/fXkGelZUVBQYGKt2ftm3bkpOTk8I12NnZ0fr16zXe15s3byrIV/fTZGRq4tGjR+Tk5ESDBw9Wmf769WsSiURUv359hfO5ubmRSCRi0jw9PWnQoEF09OhRverxb6Rp06bk7u7OXDOPxyMfHx/q3bs3k2f//v0kEonIysqKyWdpaUkBAQG0b98+BXlTp04lkUhErq6uTF4bGxvmPqrS58zMTPr666/Jy8uLAgICqG3btkxHqQqZTEa///47BQQEML/FixczRoE2DGkbwsLCqG7duiQQCJi0atWqMeXc3d0V5AKgsWPHMvWeN28eubu7k6urKwmFQhoxYgS9evWKUlJSSCwWU926dWnUqFFUUFBAbm5uCucxMjIiHx8f5jrS09OpWrVqjNEgf07Ozs4KZXx9faldu3Y0bNgwMjIyUtBxX19fpWcyaNAgcnFxUbgGKysrioyM1Hhfs7KylNowVb/Q0FCdnlNl8vLyyN3dndq0aaP2WTdt2pR8fHwU2pOaNWsy75+Xlxe5u7tTr169aNeuXTq/M/92EhMTydHRUeE+u7i40Lx58xTyXbx4kXx9fcnMzEwhr6enJ2VmZlJqaiqJRCISCoVkamrKpHt5eZFIJFKSJ0eXPrkijx8/prCwMPLy8iJ/f3/q2rUr3b17V6drLSkpIU9PT6V31NHRkdHDOnXqKLzrACg6Opri4uLI09NToa8DQK6urkzZGjVqKL2zch25ffs2tW/fnhwcHEgoFFKzZs1o7969REQUGRlJ1tbW1K5dOzpz5gwtXLiQbGxslOq4du1a5lq++eYbmjt3LvN3hw4dyM/PT0HvnZ2dSSQS0Zw5c6rkGWtC/tGh7afO0aqNZcuWUfXq1enQoUMq0zdt2kQikYgcHBwU2mZ/f38SiUTk7+9P7u7u1KhRI5o+fTrzgVXV8IiqYO9jDg4ODg4ODg4ODo6PSpXFyHNwcHBwcHBwcHBwfDw4Q56Dg4ODg4ODg4PjE4Qz5Dk4ODg4ODg4ODg+QThDnoODg4ODg4ODg+MThDPkOTg4ODg4ODg4OD5BOEOeg4ODg4ODg4OD4xOEM+Q5ODg4ODg4ODg4PkE4Q56Dg4ODg4ODg4PjE4Qz5Dk4ODg4ODg4ODg+QThDnoODg4ODg4ODg+MThDPkOTg4ODg4ODg4OD5BOEOeg4ODg4ODg4OD4xOEM+Q5ODg4ODg4ODg4PkE4Q56Dg4ODg4ODg4PjE4Qz5Dk4ODg4ODg4ODg+QThDnoODg4ODg4ODg+MThDPkOTg4ODg4ODg4OD5BOEOeg4ODg4ODg4OD4xOEM+Q5ODg4ODg4ODg4PkE4Q56Dg4ODg4ODg4PjE4Qz5Dk4ODg4ODg4ODg+Qf4PfVBbBgdNNN8AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\"meta-llama/Llama-2-7b-hf\":\"o\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"p\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"d\",\n", + " \"Qwen/Qwen2-7B\": \"s\"}\n", + "\n", + "\n", + "color_dict = {\"Nvidia H100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#4292c6\", \"meta-llama/Meta-Llama-3-8B\":\"#2171b5\", \"mistralai/Mistral-7B-v0.1\":\"#08306b\"}, \n", + " \"Nvidia A100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#41ab5d\", \"meta-llama/Meta-Llama-3-8B\":\"#238b45\", \"mistralai/Mistral-7B-v0.1\":\"#006d2c\"},\n", + " \"SambaNova SN40L\":{\"meta-llama/Llama-2-7b-hf\":\"#f16913\", \"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"mistralai/Mistral-7B-v0.1\":\"#d94801\"}\n", + " } \n", + "\n", + "# color_dict = {\"Nvidia H100 GPU\": \"#2171b5\", \"Nvidia A100 GPU\":\"#238b45\", \"SambaNova SN40L\": \"#d94801\"}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(network)])\n", + " colors.append(color_dict[str(hardware)][network])\n", + " \n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for hardware in [\"Nvidia H100 GPU\",\"Nvidia A100 GPU\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(network)])\n", + " colors.append(color_dict[str(hardware)][network])\n", + " \n", + " \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + "# return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.8), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"8 SN40L RDUs vs 1 H100 GPU vs 1 A100 GPU: 7B Models \\nfor Varying Input/Output Length and Batch Size = 16\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 7.6\n", + "fig_plot_height = 3\n", + "\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.3\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"SN40L_A100_7B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c32118fb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "514a96c5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7fb92c7d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_18/.ipynb_checkpoints/Fig 18-checkpoint.ipynb b/Plots/Fig_18/.ipynb_checkpoints/Fig 18-checkpoint.ipynb new file mode 100644 index 0000000..4e4bb4d --- /dev/null +++ b/Plots/Fig_18/.ipynb_checkpoints/Fig 18-checkpoint.ipynb @@ -0,0 +1,318 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "3717c11a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26c8b210", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "426c32ae", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\"meta-llama/Llama-2-7b-hf\":\"o\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"p\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"d\",\n", + " \"Qwen/Qwen2-7B\": \"s\"}\n", + "\n", + "\n", + "color_dict = {\"Nvidia H100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#4292c6\", \"meta-llama/Meta-Llama-3-8B\":\"#2171b5\", \"mistralai/Mistral-7B-v0.1\":\"#08306b\"}, \n", + " \"Nvidia A100 GPU\":{\"meta-llama/Llama-2-7b-hf\":\"#41ab5d\", \"meta-llama/Meta-Llama-3-8B\":\"#238b45\", \"mistralai/Mistral-7B-v0.1\":\"#006d2c\"},\n", + " \"SambaNova SN40L\":{\"meta-llama/Llama-2-7b-hf\":\"#f16913\", \"meta-llama/Meta-Llama-3-8B\":\"#a63603\", \"mistralai/Mistral-7B-v0.1\":\"#d94801\"}\n", + " } \n", + "\n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":(0, (1, 1)), \n", + " \"Nvidia H100 GPU\":\"dashed\",\n", + " \"SambaNova SN40L\": \"solid\"\n", + "}\n", + "\n", + "\n", + "# color_dict = {\"Nvidia H100 GPU\": \"#2171b5\", \"Nvidia A100 GPU\":\"#238b45\", \"SambaNova SN40L\": \"#d94801\"}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(network)])\n", + " colors.append(color_dict[str(hardware)][network])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for hardware in [\"Nvidia H100 GPU\",\"Nvidia A100 GPU\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [4]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(network)])\n", + " colors.append(color_dict[str(hardware)][network])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + "# return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.8), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"8 SN40L RDUs (bf16) vs 4 H100 GPUs (fp16) vs 4 A100 GPUs (fp16):\\n 7B Models for Varying Input/Output Length and Batch Size 1\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 7.9\n", + "fig_plot_height = 3\n", + "\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.6\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"SN40L_A100_7B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c32118fb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "514a96c5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7fb92c7d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_18/.ipynb_checkpoints/get_SN40L_results-checkpoint.ipynb b/Plots/Fig_18/.ipynb_checkpoints/get_SN40L_results-checkpoint.ipynb new file mode 100644 index 0000000..e28cf83 --- /dev/null +++ b/Plots/Fig_18/.ipynb_checkpoints/get_SN40L_results-checkpoint.ipynb @@ -0,0 +1,160 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "ce6e6f7c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b1432d29", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "file_name = \"SN40L_updated_results.csv\"\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "35cfc93b", + "metadata": {}, + "outputs": [], + "source": [ + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../SN40L_updated_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Throughput = float(row[6])\n", + " \n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " latency = float((batch*(Input_Output_Length + Input_Output_Length))/Throughput)\n", + " \n", + " list_1 = [Hardware,Num_of_Hardware,Framework,Model,Input_Output_Length,Batch_Size,latency,Throughput]\n", + " \n", + " with open(\"SN40L_latency_throughput.csv\", 'a', newline = '') as csvfile:\n", + " writer = csv.writer(csvfile)\n", + " writer.writerow(list_1) \n", + " \n", + " csvfile.close()\n", + " \n", + "def get_data_rows():\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-70B\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [1,16]:\n", + " get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + "get_data_rows() " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "97aab62d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fbf08689", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "103697c9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9bf8c083", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a35ca51", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1cfc74dc", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_19/.ipynb_checkpoints/Fig 14 b-checkpoint.ipynb b/Plots/Fig_19/.ipynb_checkpoints/Fig 14 b-checkpoint.ipynb new file mode 100644 index 0000000..1b64abe --- /dev/null +++ b/Plots/Fig_19/.ipynb_checkpoints/Fig 14 b-checkpoint.ipynb @@ -0,0 +1,281 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "f1dc889f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "225cc8c1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "color_dict = {\"Nvidia H100 GPU\": \"#08306b\", \"Nvidia A100 GPU\":\"#006d2c\", \"SambaNova SN40L\": \"#a63603\"}\n", + "symbol_dict = {\"Nvidia H100 GPU\": \"o\", \"Nvidia A100 GPU\":\"p\", \"SambaNova SN40L\": \"d\"}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-70B\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-70B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\",\"Nvidia A100 GPU\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [4]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.55), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"8 SN40L RDUs vs 1 H100 GPU vs 1 A100 GPU: 70B Models \\nfor Varying Input/Output Length and Batch Size = 1\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 17\n", + "legend_fontsize = 14\n", + "\n", + "n_cols_legend = 4\n", + "\n", + "fig_plot_length = 8.5\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.5\n", + "\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"SN40L_A100_H100_70B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "59805291", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "baeecfa4", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_19/.ipynb_checkpoints/Fig 19-checkpoint.ipynb b/Plots/Fig_19/.ipynb_checkpoints/Fig 19-checkpoint.ipynb new file mode 100644 index 0000000..c7e9279 --- /dev/null +++ b/Plots/Fig_19/.ipynb_checkpoints/Fig 19-checkpoint.ipynb @@ -0,0 +1,293 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "f1dc889f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "225cc8c1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "color_dict = {\"Nvidia H100 GPU\": \"#08306b\", \"Nvidia A100 GPU\":\"#006d2c\", \"SambaNova SN40L\": \"#a63603\"}\n", + "symbol_dict = {\"Nvidia H100 GPU\": \"o\", \"Nvidia A100 GPU\":\"p\", \"SambaNova SN40L\": \"d\"}\n", + "\n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":(0, (1, 1)), \n", + " \"Nvidia H100 GPU\":\"dashed\",\n", + " \"SambaNova SN40L\": \"solid\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-70B\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-70B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\",\"Nvidia A100 GPU\"]:\n", + " inp_out_list = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [4]:\n", + " for batch in [1]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_list.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_list])^ True:\n", + " results_data.append(inp_out_list)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.63), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols,linestyle = get_data_rows()\n", + "\n", + "plot_title = \"8 SN40L RDUs (bf16) vs 4 H100 GPUs (fp16) vs 4 A100 GPUs (fp16): \\n 70B Models for Varying Input/Output Length and Batch Size 1\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 17\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 4\n", + "\n", + "fig_plot_length = 8.5\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0\n", + "columnspacing = 0\n", + "\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"SN40L_A100_H100_70B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "59805291", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "baeecfa4", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_1_a/.ipynb_checkpoints/Fig_1_a-checkpoint.ipynb b/Plots/Fig_1_a/.ipynb_checkpoints/Fig_1_a-checkpoint.ipynb new file mode 100644 index 0000000..c5a2ace --- /dev/null +++ b/Plots/Fig_1_a/.ipynb_checkpoints/Fig_1_a-checkpoint.ipynb @@ -0,0 +1,281 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "b90bd7eb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0f6db1d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8435b63", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e111f426", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6002ff12", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b364070", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "bde97a90", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [128, 256, 512, 1024, 2048]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + "# plt.yscale('log')\n", + "# y_axis_labels = [100, 500, 1000]\n", + "# plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " plt.yticks(fontsize=fontsize)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.65), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"vLLM: Batch Size vs Input/Output Length \\n of LLaMA-3-8B on a One A100 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 5\n", + "markersize = 14\n", + "fontsize = 24\n", + "\n", + "n_cols_legend = 5\n", + "\n", + "fig_plot_length = 7.5\n", + "fig_plot_height = 4\n", + "\n", + "labelspacing = 0.5\n", + "columnspacing = 0.6\n", + "\n", + "legend_title = \"Input/Output Length\"\n", + "\n", + "save_pdf = \"llama_3_batch_size_vs_input_length_vLLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f274ed46", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4e850347", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bb7b3504", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "50802d4a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5afd76c9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "72d207c6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import csv\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + "\n", + " return rows\n", + "\n", + "\n", + "def read_file(desired_model_name, desired_Input_length, desired_Output_length, desired_batch_size, desired_tensor_parallel):\n", + " \n", + " csv_file = \"Heatmap_input_vs_output.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " found = False\n", + " \n", + " for row in rows: \n", + " if row != []:\n", + " model_name = str(row[0])\n", + " tensor_parallel = int(row[1])\n", + " precision = str(row[2])\n", + " \n", + " input_length = int(row[3])\n", + " output_length = int(row[4])\n", + " batch_size = int(row[5])\n", + " int8_kv_cache = str(row[6])\n", + "\n", + " if model_name == desired_model_name:\n", + " if desired_Input_length==input_length and desired_Output_length==output_length and desired_batch_size==batch_size and desired_tensor_parallel==tensor_parallel:\n", + " found = True\n", + " latency = float(row[7])\n", + " throughput = round(float(row[8])) \n", + " break\n", + "\n", + " if found == False:\n", + " print(\"Not found\")\n", + " \n", + " return throughput\n", + "\n", + "def plot_heat_map(model_name, Label_Model_Name, batch_size, tensor_parallel):\n", + "\n", + " Input_length_list = [128, 256, 512, 1024, 2048]\n", + " Output_length_list = [2048, 1024, 512, 256, 128]\n", + "\n", + " results = []\n", + " for Output_length in Output_length_list:\n", + " one_D_array = []\n", + " for Input_length in Input_length_list:\n", + " throughput = read_file(desired_model_name = model_name, \n", + " desired_Input_length = Input_length,\n", + " desired_Output_length = Output_length,\n", + " desired_batch_size = batch_size,\n", + " desired_tensor_parallel = tensor_parallel)\n", + " one_D_array.append(throughput)\n", + " results.append(one_D_array)\n", + "\n", + " markersize = 7\n", + " linewidth = 3\n", + "\n", + " fontsize = 30\n", + " ticks_fontsize = 22\n", + " legend_fontsize = 24 \n", + " digit_fontsize = 35\n", + "\n", + " plt.subplots(figsize=(10, 8)) \n", + " plt.imshow(results, cmap='viridis')\n", + "\n", + " plt.xlabel(\"Input Length\", fontfamily='Century Schoolbook', fontsize=fontsize+1)\n", + " plt.ylabel(\"Output Length\", fontfamily='Century Schoolbook', fontsize=fontsize+1)\n", + "\n", + " plt.xticks(range(len(Input_length_list)), Input_length_list, fontsize=fontsize)\n", + " plt.yticks(range(len(Output_length_list)), Output_length_list, fontsize=fontsize)\n", + "\n", + " for i in range(len(Input_length_list)):\n", + " for j in range(len(Output_length_list)):\n", + " if results[i][j] == 1084:\n", + " plt.text(j, i, results[i][j], ha='center', va='center', color='black', fontsize=digit_fontsize)\n", + " else:\n", + " plt.text(j, i, results[i][j], ha='center', va='center', color='white', fontsize=digit_fontsize)\n", + " \n", + " # plt.subplots(figsize=(10, 8))\n", + "\n", + " cbar = plt.colorbar(label='Throughput')\n", + " cbar.ax.tick_params(labelsize=24)\n", + " cbar.set_label('Throughput (Tokens/sec)', fontsize=fontsize+6)\n", + "\n", + " plt.xticks(fontsize=ticks_fontsize)\n", + " plt.yticks(fontsize=ticks_fontsize)\n", + " \n", + " title = f\"Input vs Output Comparison of \\n {Label_Model_Name} for Batch Size = {batch_size} on \\n One A100 using TensorRT-LLM (fp16)\"\n", + " \n", + " plt.title(title, fontfamily='Century Schoolbook', fontsize=fontsize)\n", + " \n", + " plt.savefig('llama_3_8B_Heatmap_TensorRT_LLM.pdf', bbox_inches='tight')\n", + " plt.show() \n", + "\n", + "\n", + " \n", + "plot_heat_map(model_name = \"meta-llama/Meta-Llama-3-8B\",\n", + " Label_Model_Name = \"LLaMA-3-8B\",\n", + " batch_size = 1,\n", + " tensor_parallel = 1)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c2443233", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2510cd78", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_20/.ipynb_checkpoints/Fig 20-checkpoint.ipynb b/Plots/Fig_20/.ipynb_checkpoints/Fig 20-checkpoint.ipynb new file mode 100644 index 0000000..a4380c7 --- /dev/null +++ b/Plots/Fig_20/.ipynb_checkpoints/Fig 20-checkpoint.ipynb @@ -0,0 +1,311 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 18, + "id": "5429e5fd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \n", + " }\n", + "\n", + " \n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":(0, (1, 1)),\n", + " \"Nvidia H100 GPU\":\"solid\",\n", + " \"Habana Gaudi2\": \"dashed\"\n", + "}\n", + " \n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " for framework in [\"TensorRT-LLM\", \"Deepspeed\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"Habana Gaudi2\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + "\n", + " x_axis_labels = [16, 32]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " plt.yscale('log')\n", + " \n", + " y_axis_labels = [1000, 2000, 3000, 4000, 5000, 6000, 7000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.89), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"Gaudi2 vs H100 & A100 GPU: Comparison of 7B Models\\n with Input and Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "\n", + "legend_title = \"Hardware Framework and Model\"\n", + "\n", + "save_pdf = \"A100_Gaudi2_compare.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef30cb25", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_21/.ipynb_checkpoints/Fig 21-checkpoint.ipynb b/Plots/Fig_21/.ipynb_checkpoints/Fig 21-checkpoint.ipynb new file mode 100644 index 0000000..93669de --- /dev/null +++ b/Plots/Fig_21/.ipynb_checkpoints/Fig 21-checkpoint.ipynb @@ -0,0 +1,675 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "95d94c95", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "26677ab6", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,2.2758256473345684\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,16,2.489681196435898\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,1,16,2.4323179617359227\n", + "\n", + "[2.1599140379267436,2.1736202720707904,1.9624839581549167]\n", + "AMD MI250 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,2.1599140379267436\n", + "AMD MI250 GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,16,2.1736202720707904\n", + "AMD MI250 GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,1,16,1.9624839581549167\n", + "\n", + "\n", + "[0.4216477160962919,0.42566500790417194,0.42516071242280307]\n", + "Nvidia H100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.4216477160962919\n", + "Nvidia H100 GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,16,0.42566500790417194\n", + "Nvidia H100 GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,1,16,0.42516071242280307\n", + "\n", + "[0.3566369306606551,0.3781235009199008,0.36953612103437383]\n", + "Nvidia GH200 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.3566369306606551\n", + "Nvidia GH200 GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,16,0.3781235009199008\n", + "Nvidia GH200 GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,1,16,0.36953612103437383\n", + "\n", + "[1.6275303363800049,2.4138548374176025,1.6925108432769775]\n", + "Nvidia A100 GPU,1,Deepspeed-MII,meta-llama/Llama-2-7b-hf,1024,1,16,1.6275303363800049\n", + "Nvidia A100 GPU,1,Deepspeed-MII,meta-llama/Meta-Llama-3-8B,1024,1,16,2.4138548374176025\n", + "Nvidia A100 GPU,1,Deepspeed-MII,mistralai/Mistral-7B-v0.1,1024,1,16,1.6925108432769775\n", + "\n", + "[1.029996186029166,1.0420479719759896,1.0323134109494276]\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,1.029996186029166\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,16,1.0420479719759896\n", + "Nvidia A100 GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,1,16,1.0323134109494276\n", + "\n", + "[0.9668681621551514,1.050133466720581,1.0446186065673828]\n", + "Nvidia A100 GPU,1,TensorRT-LLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.9668681621551514\n", + "Nvidia A100 GPU,1,TensorRT-LLM,meta-llama/Meta-Llama-3-8B,1024,1,16,1.050133466720581\n", + "Nvidia A100 GPU,1,TensorRT-LLM,mistralai/Mistral-7B-v0.1,1024,1,16,1.0446186065673828\n", + "\n", + "[2.85,0.42,0.5]\n", + "SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,1024,1,16,2.85\n", + "SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,1024,1,16,0.42\n", + "SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,1,16,0.5\n", + "\n", + "[0.38651649951934813,0.405424165725708,0.4019413948059082]\n", + "Nvidia H100 GPU,1,TensorRT-LLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.38651649951934813\n", + "Nvidia H100 GPU,1,TensorRT-LLM,meta-llama/Meta-Llama-3-8B,1024,1,16,0.405424165725708\n", + "Nvidia H100 GPU,1,TensorRT-LLM,mistralai/Mistral-7B-v0.1,1024,1,16,0.4019413948059082\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8c3e3cc7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b4456732", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def plot_TTFT(fig_plot_length=3, fig_plot_height=1, fontsize = 18):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + "\n", + " # Labels for the models\n", + " labels = ['LLaMA-2-7B', 'LLaMA-3-8B', 'Mistral-7B']\n", + "\n", + " alias = {\n", + " \"H100_TRT-LLM\": \"1 H100 TRT-LLM\",\n", + " \"H100_vLLM\": \"1 H100 vLLM\",\n", + " \"SN40L_sambaflow\": \"8 SN40L Sambaflow\",\n", + " \"A100_TRT-LLM\": \"1 A100 TRT-LLM\",\n", + " \"A100_vLLM\": \"1 A100 vLLM\",\n", + " \"A100_DS-MII\": \"1 A100 DS-MII\",\n", + " \"GH200_vLLM\": \"1 GH200 vLLM\",\n", + " \"GH200_TRT-LLM\": \"1 GH200 TRT-LLM\",\n", + " \"MI250_vLLM\": \"1 MI250 vLLM\",\n", + " \"MI300x_vLLM\": \"1 MI300X vLLM\"\n", + " }\n", + "\n", + "\n", + " # Performance data\n", + " perf_data = {\n", + " \"GH200_TRT-LLM\":[0.33004398345947267,0.35003018379211426,0.3479674577713013],\n", + " \"GH200_vLLM\":[0.3566369306606551,0.3781235009199008,0.36953612103437383],\n", + " \"H100_TRT-LLM\":[0.38651649951934813,0.405424165725708,0.4019413948059082],\n", + " \"H100_vLLM\":[0.4216477160962919,0.42566500790417194,0.42516071242280307],\n", + " \"SN40L_sambaflow\":[2.85,0.42,0.5],\n", + " \"A100_TRT-LLM\":[0.9668681621551514,1.050133466720581,1.0446186065673828],\n", + " \"A100_vLLM\":[1.029996186029166,1.0420479719759896,1.0323134109494276],\n", + " \"A100_DS-MII\":[1.6275303363800049,2.4138548374176025,1.6925108432769775],\n", + " \"MI250_vLLM\":[2.1599140379267436,2.1736202720707904,1.9624839581549167],\n", + " \"MI300x_vLLM\":[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + " }\n", + "\n", + "\n", + " # Extracting the hardware labels and performance data\n", + " hardware_labels = list(perf_data.keys())\n", + " performance_data = np.array(list(perf_data.values()))\n", + "\n", + " # Bar width and positions\n", + " bar_width = 0.093\n", + " x = np.arange(len(labels)) # the label locations\n", + " group_spacing = 0\n", + "\n", + " # Create figure and axes\n", + " fig, ax = plt.subplots(figsize=(10, 5.7))\n", + "\n", + " # Loop through each hardware and plot its corresponding data\n", + "# for i, (hardware, performance) in enumerate(perf_data.items()):\n", + "# ax.bar(x + i * bar_width, performance, bar_width, label=alias[hardware])\n", + " \n", + " for i, (hardware, performance) in enumerate(perf_data.items()):\n", + " bars = ax.bar(x + i * bar_width, performance, bar_width, label=alias[hardware])\n", + " \n", + " # Add text on top of each bar\n", + " for bar in bars:\n", + " height = bar.get_height()\n", + " ax.text(\n", + " bar.get_x() + bar.get_width() / 2, \n", + " height, \n", + " f'{height:.2f}', \n", + " ha='center', \n", + " va='bottom', \n", + " fontsize=9\n", + " )\n", + " \n", + " # Set labels, title, and ticks\n", + " ax.set_xlabel('Models', fontsize=fontsize)\n", + " ax.set_ylabel('Latency (sec)', fontsize=fontsize)\n", + " ax.set_title('TTFT for Batch Size 16 & Input Size 1024 (bf16 for SN40L and fp16 for rest)', fontsize=fontsize)\n", + " ax.set_xticks(x + bar_width * (len(hardware_labels) / 2))\n", + " ax.set_xticklabels(labels, fontsize=fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + "\n", + " # Position the legend below the figure\n", + " ax.legend(title='#Devices Hardware & Framework', title_fontsize = fontsize, loc='upper center', bbox_to_anchor=(0.5, -0.2), ncol=3, fontsize=fontsize, frameon = False, columnspacing=0.4)\n", + "\n", + " # Display the plot\n", + " plt.tight_layout()\n", + " plt.savefig(\"TTFT.pdf\", dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + "\n", + " \n", + " \n", + "plot_TTFT() " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6a0af105", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ae524818", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3bf930a5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a477c115", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0bc9fa82", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af4b9b62", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9aed9364", + "metadata": {}, + "outputs": [], + "source": [ + "# import numpy as np\n", + "# import matplotlib.pyplot as plt\n", + "\n", + "# def bar_plot(fontsize, bar_label_font_size, plot_height, plot_width, save_pdf):\n", + "# labels = ['LLaMA-2-7B', 'LLaMA-3-8B', 'Mistral-7B']\n", + " \n", + "# perf_data = {\n", + "# \"H100_TRT-LLM\":[0.38651649951934813,0.405424165725708,0.4019413948059082],\n", + "# \"H100_vLLM\":[0.4216477160962919,0.42566500790417194,0.42516071242280307],\n", + "# \"SN40L_sambaflow\":[2.85,0.42,0.5],\n", + "# \"A100_TRT-LLM\":[0.9668681621551514,1.050133466720581,1.0446186065673828],\n", + "# \"A100_vLLM\":[1.029996186029166,1.0420479719759896,1.0323134109494276],\n", + "# \"A100_DS-MII\":[1.6275303363800049,2.4138548374176025,1.6925108432769775],\n", + "# \"GH200_vLLM\":[0.3566369306606551,0.3781235009199008,0.36953612103437383],\n", + "# \"MI250_vLLM\":[2.1599140379267436,2.1736202720707904,1.9624839581549167],\n", + "# \"MI300x_vLLM\":[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + "# }\n", + " \n", + " \n", + "# hardware_labels = []\n", + "# performance_data = []\n", + " \n", + "# for keys in perf_data:\n", + "# hardware_labels.append(hardware_labels)\n", + "# performance_data.append(perf_data[keys])\n", + " \n", + "# x = np.arange(len(labels))*2.6\n", + "# width = 0.4\n", + "\n", + "# fig, ax = plt.subplots(figsize=(plot_height, plot_width))\n", + "\n", + "# for i, data in enumerate(performance_data):\n", + "# bars = ax.bar(x + i * width, data, width, label=hardware_labels[i])\n", + "# for j, bar in enumerate(bars):\n", + "# # label = label_data[i][j]\n", + "# label = None\n", + "# yval = bar.get_height()\n", + "# ax.text(bar.get_x() + bar.get_width() / 2, yval + 100, label, ha='center', va='bottom', fontsize=bar_label_font_size)\n", + "\n", + "# ax.set_ylabel('Throughput (Tokens/sec)', fontsize=fontsize)\n", + "# ax.set_xlabel('Model', fontsize=fontsize) \n", + "# ax.set_title('Peak Performance on Different Hardware for Input/Output Length = 1024', fontsize=fontsize)\n", + "# ax.set_xticks(x + width * 2.5)\n", + "# ax.set_xticklabels(labels)\n", + "# ax.set_ylim(1000, 9000) \n", + " \n", + "# ax.legend(title='Hardware',\n", + "# fontsize=fontsize,\n", + "# loc='lower center',\n", + "# title_fontsize = fontsize, \n", + "# frameon = False,\n", + "# bbox_to_anchor=(0.5, -0.77),ncol = 3)\n", + " \n", + "# plt.xticks(fontsize = fontsize)\n", + "# plt.yticks(fontsize = fontsize)\n", + " \n", + "# plt.tight_layout()\n", + "# plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + "# plt.show()\n", + " \n", + "# bar_plot(fontsize = 18, bar_label_font_size = 10, plot_height = 10, plot_width = 7, save_pdf = \"TTFT.pdf\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "69667d4e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d8a45979", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c01404ef", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8dcce486", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ffd5647b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7b684fdc", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# perf_data = {\n", + "# \"H100_TRT-LLM\":[0.38651649951934813,0.405424165725708,0.4019413948059082],\n", + "# \"H100_vLLM\":[0.4216477160962919,0.42566500790417194,0.42516071242280307],\n", + "# \"SN40L_sambaflow\":[2.85,0.42,0.5],\n", + "# \"A100_TRT-LLM\":[0.9668681621551514,1.050133466720581,1.0446186065673828],\n", + "# \"A100_vLLM\":[1.029996186029166,1.0420479719759896,1.0323134109494276],\n", + "# \"A100_DS-MII\":[1.6275303363800049,2.4138548374176025,1.6925108432769775],\n", + "# \"GH200_vLLM\":[0.3566369306606551,0.3781235009199008,0.36953612103437383],\n", + "# \"MI250_vLLM\":[2.1599140379267436,2.1736202720707904,1.9624839581549167],\n", + "# \"MI300x_vLLM\":[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + "# }\n", + "\n", + "# for keys in perf_data:\n", + "# print(keys)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2caac202", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c44bd5b3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9a0daefb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "103cddb8", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a4d1c75b", + "metadata": {}, + "outputs": [], + "source": [ + "# import pandas as pd\n", + "# import matplotlib.pyplot as plt\n", + "# import numpy as np\n", + "\n", + "# # Load the CSV file\n", + "# df = pd.read_csv('all_results_TTFT.csv')\n", + "\n", + "# # Get unique models and hardware-framework combinations\n", + "# models = df['Model'].unique()\n", + "# hw_fw_combinations = df.groupby(['Hardware', 'Framework']).size().reset_index()[['Hardware', 'Framework']]\n", + "\n", + "# # Set up the plot\n", + "# fig, ax = plt.subplots(figsize=(14, 8))\n", + "# ax.set_title('Latency Comparison for Different Models, Hardware, and Frameworks', fontsize=16)\n", + "\n", + "# # Define colors for each hardware-framework combination\n", + "# colors = {\n", + "# ('AMD MI300X GPU', 'vLLM'): '#1f77b4',\n", + "# ('AMD MI250 GPU', 'vLLM'): '#ff7f0e',\n", + "# ('Nvidia H100 GPU', 'vLLM'): '#2ca02c',\n", + "# ('Nvidia GH200 GPU', 'vLLM'): '#d62728',\n", + "# ('Nvidia A100 GPU', 'Deepspeed-MII'): '#9467bd',\n", + "# ('Nvidia A100 GPU', 'vLLM'): '#8c564b',\n", + "# ('Nvidia A100 GPU', 'TensorRT-LLM'): '#e377c2',\n", + "# ('SambaNova SN40L', 'sambaflow'): '#7f7f7f',\n", + "# ('Nvidia H100 GPU', 'TensorRT-LLM'): '#bcbd22'\n", + "# }\n", + "\n", + "# # Prepare data for plotting\n", + "# latencies = []\n", + "# labels = []\n", + "# positions = []\n", + "\n", + "# for model_index, model in enumerate(models):\n", + "# model_data = df[df['Model'] == model]\n", + "# for combo_index, (_, row) in enumerate(hw_fw_combinations.iterrows()):\n", + "# hw, fw = row['Hardware'], row['Framework']\n", + "# latency = model_data[(model_data['Hardware'] == hw) & (model_data['Framework'] == fw)]['Latency'].values\n", + "# latencies.append(latency[0] if len(latency) > 0 else 0)\n", + "# labels.append(f\"{hw}\\n{fw}\")\n", + "# positions.append(combo_index + model_index * (len(hw_fw_combinations) + 1))\n", + "\n", + "# # Create the bar plot\n", + "# bar_width = 0.8\n", + "# bars = ax.bar(positions, latencies, width=bar_width)\n", + "\n", + "# # Assign colors to bars based on hardware-framework combinations\n", + "# for bar, (hw, fw) in zip(bars, hw_fw_combinations.itertuples(index=False)):\n", + "# bar.set_color(colors[(hw, fw)])\n", + "\n", + "# # Set x-ticks and labels\n", + "# ax.set_xticks([i + (len(hw_fw_combinations) / 2) - 0.5 for i in range(0, len(positions), len(hw_fw_combinations) + 1)])\n", + "# ax.set_xticklabels(models, rotation=0)\n", + "# ax.set_ylabel('Latency (seconds)')\n", + "# ax.grid(axis='y', linestyle='--', alpha=0.7)\n", + "\n", + "# # Add value labels on top of each bar\n", + "# for i, v in enumerate(latencies):\n", + "# ax.text(positions[i], v + 0.05, f'{v:.2f}', ha='center', va='bottom')\n", + "\n", + "# # Create legend\n", + "# legend_labels = [f\"{hw} ({fw})\" for hw, fw in colors.keys()]\n", + "# ax.legend(bars[:len(colors)], legend_labels, loc='upper center', bbox_to_anchor=(0.5, -0.1), ncol=3)\n", + "\n", + "# plt.tight_layout()\n", + "# plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d8823f32", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "56f2af62", + "metadata": {}, + "outputs": [], + "source": [ + "# import numpy as np\n", + "# import matplotlib.pyplot as plt\n", + "\n", + "# # Labels for the models\n", + "# labels = ['LLaMA-2-7B', 'LLaMA-3-8B', 'Mistral-7B']\n", + "\n", + "# # Performance data\n", + "# perf_data = {\n", + "# \"H100_TRT-LLM\": [0.38651649951934813, 0.405424165725708, 0.4019413948059082],\n", + "# \"H100_vLLM\": [0.4216477160962919, 0.42566500790417194, 0.42516071242280307],\n", + "# \"SN40L_sambaflow\": [2.85, 0.42, 0.5],\n", + "# \"A100_TRT-LLM\": [0.9668681621551514, 1.050133466720581, 1.0446186065673828],\n", + "# \"A100_vLLM\": [1.029996186029166, 1.0420479719759896, 1.0323134109494276],\n", + "# \"A100_DS-MII\": [1.6275303363800049, 2.4138548374176025, 1.6925108432769775],\n", + "# \"GH200_vLLM\": [0.3566369306606551, 0.3781235009199008, 0.36953612103437383],\n", + "# \"MI250_vLLM\": [2.1599140379267436, 2.1736202720707904, 1.9624839581549167],\n", + "# \"MI300x_vLLM\": [2.2758256473345684, 2.489681196435898, 2.4323179617359227]\n", + "# }\n", + "\n", + "# # Extracting the hardware labels and performance data\n", + "# hardware_labels = list(perf_data.keys())\n", + "# performance_data = np.array(list(perf_data.values()))\n", + "\n", + "# # Bar width and positions\n", + "# bar_width = 0.1\n", + "# x = np.arange(len(labels)) # the label locations\n", + "\n", + "# # Create figure and axes\n", + "# fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "# # Loop through each hardware and plot its corresponding data\n", + "# for i, (hardware, performance) in enumerate(perf_data.items()):\n", + "# ax.bar(x + i * bar_width, performance, bar_width, label=hardware)\n", + "\n", + "# # Set labels, title, and ticks\n", + "# ax.set_xlabel('Models')\n", + "# ax.set_ylabel('Performance (Tokens/sec)')\n", + "# ax.set_title('Performance Comparison for Different Hardware')\n", + "# ax.set_xticks(x + bar_width * (len(hardware_labels) / 2))\n", + "# ax.set_xticklabels(labels)\n", + "# ax.legend()\n", + "\n", + "# # Display the plot\n", + "# plt.tight_layout()\n", + "# plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f149cbb0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e181b7c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d4d000c5", + "metadata": {}, + "outputs": [], + "source": [ + "# import numpy as np\n", + "# import matplotlib.pyplot as plt\n", + "\n", + "# # Labels for the models\n", + "# labels = ['LLaMA-2-7B', 'LLaMA-3-8B', 'Mistral-7B']\n", + "\n", + "# alias = {\n", + "# \"H100_TRT-LLM\": \"H100 TRT-LLM\",\n", + "# \"H100_vLLM\": \"H100 vLLM\",\n", + "# \"SN40L_sambaflow\": \"SN40L sambaflow\",\n", + "# \"A100_TRT-LLM\": \"A100 TRT-LLM\",\n", + "# \"A100_vLLM\": \"A100 vLLM\",\n", + "# \"A100_DS-MII\": \"A100 DS-MII\",\n", + "# \"GH200_vLLM\": \"GH200 vLLM\",\n", + "# \"MI250_vLLM\": \"MI250 vLLM\",\n", + "# \"MI300x_vLLM\": \"MI300X vLLM\"\n", + "# }\n", + "\n", + "\n", + "# # Performance data\n", + "# perf_data = {\n", + "# \"H100_TRT-LLM\": [0.38651649951934813, 0.405424165725708, 0.4019413948059082],\n", + "# \"H100_vLLM\": [0.4216477160962919, 0.42566500790417194, 0.42516071242280307],\n", + "# \"SN40L_sambaflow\": [2.85, 0.42, 0.5],\n", + "# \"A100_TRT-LLM\": [0.9668681621551514, 1.050133466720581, 1.0446186065673828],\n", + "# \"A100_vLLM\": [1.029996186029166, 1.0420479719759896, 1.0323134109494276],\n", + "# \"A100_DS-MII\": [1.6275303363800049, 2.4138548374176025, 1.6925108432769775],\n", + "# \"GH200_vLLM\": [0.3566369306606551, 0.3781235009199008, 0.36953612103437383],\n", + "# \"MI250_vLLM\": [2.1599140379267436, 2.1736202720707904, 1.9624839581549167],\n", + "# \"MI300x_vLLM\": [2.2758256473345684, 2.489681196435898, 2.4323179617359227]\n", + "# }\n", + "\n", + "# # Extracting the hardware labels and performance data\n", + "# hardware_labels = list(perf_data.keys())\n", + "# performance_data = np.array(list(perf_data.values()))\n", + "\n", + "# # Bar width and positions\n", + "# bar_width = 0.1\n", + "# x = np.arange(len(labels)) # the label locations\n", + "\n", + "# # Create figure and axes\n", + "# fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "# # Loop through each hardware and plot its corresponding data\n", + "# for i, (hardware, performance) in enumerate(perf_data.items()):\n", + "# ax.bar(x + i * bar_width, performance, bar_width, label=alias[hardware])\n", + "\n", + "# # Set labels, title, and ticks\n", + "# ax.set_xlabel('Models')\n", + "# ax.set_ylabel('Performance (Tokens/sec)')\n", + "# ax.set_title('Performance Comparison for Different Hardware')\n", + "# ax.set_xticks(x + bar_width * (len(hardware_labels) / 2))\n", + "# ax.set_xticklabels(labels)\n", + "\n", + "# # Position the legend below the figure\n", + "# ax.legend(loc='upper center', bbox_to_anchor=(0.5, -0.15), ncol=3)\n", + "\n", + "# # Display the plot\n", + "# plt.tight_layout()\n", + "# plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15a3ae0c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c52aa184", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a6b85294", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_22/.ipynb_checkpoints/Fig 22-checkpoint.ipynb b/Plots/Fig_22/.ipynb_checkpoints/Fig 22-checkpoint.ipynb new file mode 100644 index 0000000..a19722e --- /dev/null +++ b/Plots/Fig_22/.ipynb_checkpoints/Fig 22-checkpoint.ipynb @@ -0,0 +1,276 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "11304e47", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "5c54e3ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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1aon1CilqyZIlMn+ffHx8RIZzSCLsffbnn39KXL9v3z4GgPXs2VPiemHe1LNBOk9PT6m9rJXpyZMnMvVsOHXqFAMgsYfMly9f2MyZM9mECRNEepyWJC0tTeZeFd8ygUDAOnXqVOJ5Oy8vj5mamrKWLVuW+/BG6tmgJJmZmdDV1S31m4LWrVujbt26+PjxYxnVTFxWVla5lVVWigYw6tatm8L5CQQCHD58GHPnzlU4r/KQk5MDANi7d2+x6YRBl6o6VVXVEtPs27cPnz59gr29vcReBhMnTsShQ4fkDrT6448/Aih8uyj04sUL7N27F9u2bYO+vr5c+X4Lbt++jcGDB8vcgys0NBRt2rQR6UUSGBjIBRbr27dviXk0bNiQC767efNmpZ33Pn/+jEWLFlXaALWXLl3C2LFjFcojJycH6enpOHXqVLHpRowYgZo1aypUVkWT5dySn5+P8+fPAwCaNGkiMU3z5s0BQCw4qZ6eHt6+fYtly5bhzJkzYtslJiYCADQ0NIqtw7Rp0+Dp6QkLC4sS6yvN69evsW3bNrRv3x7fffed3PlIUtrjS5bP/dSpU0hOToaVlRWMjIzE1g8ePBhHjhyBg4NDqcqurPdAyryu6+vr4+jRo9DU1ERGRgaGDBmicODA2NhY7Ny5E+vWrSs2nfB7XtKxEhERUWwPCSJdeX2HZTlOAWDr1q0AgD59+oitq1GjBtatW4dt27aJ9DgtSWU9TiuTzMxMTJgwAdHR0SWmVVNTw7Bhw/DgwQMEBweXfeWKoMYGJcnJyUHfvn1lPjCFeDweHB0dy2V6sBEjRsDc3BxRUVEif5ubm4tFH7548SL69esHExMT8Pl8tGnTBuvWrROrZ7du3VCrVi0uoq7w5jQwMBAWFhaoXbs2Nm3apPR92b9/P4DCBwpvb2+x9Ywx7Nu3Dw4ODmjatCkMDAzQtGlTeHh4IDk5WSz9jz/+iDlz5nDdrbt168Z9NgMHDhRLn5ycDE9PTzRp0gSNGjVCq1atsHjxYnz69KnYet+4cQPDhw+HpaUlatasiW7duuHq1aul3n9LS0sAwIwZM7B48eJio0c/e/YMdevWBQDExcXB3Nwcmpqa3P9s9+7dIunz8/O5dRoaGjAzM+M+C+H/WlVVVexC8Pr1a0yZMgWNGzeGmZkZLCwsMHXqVLx69arU+ycP4XdP1mFMpdW3b19YWVnh4sWLiI2NxZkzZ+Du7o5Tp05h0KBBZVLm165fvy4yY8Xo0aMBAEePHkX//v3RqFEj6OnpoX///tz0hEKJiYkix6qwzsHBwbC3t4epqSkaNWqExYsXcze9QgMGDECNGjW4bYtGwi8oKBCJZP91ZO3Vq1fjxx9/xOvXrwEAs2bN4r5P5ubmYsfM+/fvce3aNTg7O4ssP3nyJPd7y5YtZfq8hOmys7O5h8C///5b5HP4OvL+mjVrRI6PoueXd+/eoUOHDti1axeAwkbPovvi4+MDALh69Sp0dXW5PKZPnw4A2L59O7p06YIGDRrA0tISvr6+YlHlra2tRaKUF43Wn5iYKDKb0dcPHJ6enhg3bhw+fPgAQPQc37ZtW5k+M+B/55eRI0fC19dX6hR7NWvWFIl4f+nSJfD5fJGI8l/PmhAfH8+t09bWBp/P5+qoo6MDHo+H+vXri5X15MkTuLq6gs/nw9TUFJaWlli4cKHcEc5L4/Hjx9wxIaluQGH3cKCwAbJonTw9PQEUXutNTU1Ftrlz5w7evHkDALCzs5Na/qlTp/D06VP8+uuv8u8EAH9/f+Tm5uL7778vMW16ejqmTp0KKysr1K1bF23atMHWrVvFGgyF18qXL1+K/K2MRm5ln9Mr+z2QvNd1adq0aQN/f38AhbOhTJ06VaZ6SCIcPiEcxiZNVlYWnj59CqDkYyUvLw8PHz6Uu07ySExMxOTJk9GyZUuYmpqiXr166Natm8TG46SkJJiYmEBFRQU8Hg89evQAUPjd+PHHH7n7uB49euC///6TWmZ+fj7Wrl2L7777DiYmJrCxscHmzZvlqr/w+imsb9Hr6fXr1xW69sjry5cvuHDhAgDlHKvC66pwCEfR6+yIESNE0ubk5GD16tWwsrKCmZkZGjZsiP79+4tdd65fvw4+n8/dxwiPnYyMDIwYMQJ16tRB69atSxxGLW8+pb0/jo+Px48//shd73r27InTp0/DwcGBGzLx8OFDdOjQAadPn+bqVvR+ZM+ePWL5CocN/vHHH8Xup9KVaz+KKq6kAJHSFDeMQpqyHEYhrI+0LoQ+Pj4MAPv9999Zbm4uY4yxyMhIZmxszGxtbcVmavjy5QvXtTM0NJQdPHiQ/fDDD+zWrVsMAKtRowb79OmTzPUrbhjF27dv2e+//860tLTYyJEjWXJystj2AoGADR8+nNnY2LC4uDjGWGFX2T///JPxeDzWsGFDqV25ZBnycO3aNVanTh3Wo0cPLvjR27dvWfPmzVmXLl3EusoK85w2bRobOnQoFyFfmI+2trZcEXpr164tEmjL0tKSjR07lm3fvr3YLpOMFQaLsbCwkPhdTklJYQDYwIEDRYb3ZGVlcdt8HXTq7t27rF69eqx///7szZs3jDHGEhMTmb29PWvQoIHCQfpk+b8Ig739+eef7NOnT2zlypWsc+fOzNTUlDVt2pRNmTJFagTskmRnZ7Nff/2Vm1lEX1+f+fv7c13RQkJCmJGREdPX1xf5qVu3Ljtx4kSpypJlGMUff/zBALB27dqxWbNmsY0bN7K8vDwmEAjYzp07GY/HY02aNGGfP38W29bX15cBhbPjBAQEsKlTp3LH5759+5iqqiqzs7Pjjn2hV69esbp160o9d4SGhhZ7zhKe00o6dwq72BYNXpeTk8NUVVW5/GWdLUbYLRkAW7x4MbdcIBCw+fPnSz0vZ2VlcTOgSOpeLLwWFNe9s6CggHl5eTEArG/fvmzOnDls5cqVLC8vj+Xn53NDRYYPHy62bUmz2Pj7+xdbfknn+JLExsZyAb0AMBUVFda6dWs2efJktm/fPonn3aJevnzJDAwMJNbh33//ZQDY5MmTRb5jr1694s5pmzdvFtnm4sWLrGbNmmzcuHFcULD79+8za2trZmlpqfCMTSVda4VdhAFIvZbdu3ePS/Pw4UORdVeuXJE4C8u4ceMYAGZhYSE12Gl6ejpr3Lgxi42NZYz97ziSZxhFy5YtGQCp5yThMIpWrVqxDh06cDP35OTksLlz5zIAzM3NTeK2pR0uKMt31NramgFgXl5eLD8/nwUGBrIePXowc3Nz1qhRI+bq6ipxOIiiZVfUPZCi13UhPp8v8n8oej8ZFBQkll6WYRSrVq1iY8aMYYyJ3gt/7f79+1KPA6GPHz9yac6cOSO2XrhO2cMohLNH+fv7c//XJ0+esHbt2jEAbM2aNRK3O378OAPA6tSpwzZs2MAWLlzIXVvPnDnDNDQ0mIGBAXv79q3Ytvn5+WzAgAFMQ0ODBQcHM8YKZ1Xz8PDgZn+R5z6/uOupIteer8lyrfvvv/+4/bhz5w57+fIlmzp1KrOxsWFGRkbMxsaG+fj4lOo5QJay09PTWceOHZmRkRE3K1Vubi7z8fFhPB6PrVy5Umybe/fuMRUVFVanTh3GWGGQ2f3793OBvn/55ReZ6laafEp7f5yamsoaN27Mzp8/zy2LjIxkzZs3ZwBEljNWuuFv6enp3DU9LS1Npn1VBmpsKIVvobFBeFMl6SQkHCc4ZMgQsXXCG/cTJ06wTp06sQ8fPrCjR48yoHBKpdJMJVm0scHExITx+XzG5/OZiYkJU1VVZWpqamz69OnsyZMnErc/cuQIA8A6duwoNi7pp59+YgDYpk2bJG5b0g1TSkoKMzQ0ZDo6OtxJg7HCmB3CmRO+vngK82zRooVYLAHhdFtz5swp6WMRc/36dS6WgaQfKysrtmnTJqljs1xcXCR+lx8/fsxUVFTYixcvRJYLYxa0adNG5CHh06dPrEmTJszU1FTsYvLu3TtWp04d1q5dO4Wm3Cnp/yI8gQJgK1asYJ06dWIHDhxgX758Yfn5+ezw4cOsZs2azNDQkN29e7dUZT979ow1b96cmZqasrCwMK7BRVLk+eDgYMbj8ZiqqirbsWOH2AO7LGRpbBCOo+TxeMzDw0Nsfb9+/RgAduDAAbF18fHxDCiM5tyzZ0+x/4uHhwcDwJYuXSq2bXHnDoFAoJTGhuHDh7P69euL1Cs5OVnkuy3rdLfC8xIANmnSJJF1JV2gFy9erFBjA2OFs2IAYDo6OmzUqFFi64XR9CU9ABT3nU9ISCjTxgbGChvQvn7wKfpja2tb7DSBdnZ2Eutw7tw5pqenJ3KuEAgErG/fvgwAc3JyEkn/+vVrVrt2bdahQwexc9mTJ09YjRo12ODBg+XeT8ZKbmz466+/uDTSphKMi4vj0kRFRZVY5s2bN5mKigpTV1cvdupLV1dXkdkJ5G1sKHoMCRsuvlZ0eu+vZ91h7H/fK0mzlJRFY4OwAdnLy4v17NmTbdy4kX369IkJBAIWHh7O6tevz2rWrMkuXrwoU5mylF3R90CKXtcZE29s+PTpE7OysmIAmJaWltg1sKTGhtjYWNa4cWNuH4prbLh27Rq3Tto9WtGYW5KuUWXV2CBsbAsNDRVZLmworF+/vsTtisZ1GTBggNh6d3d3BkDiw+2KFSsYIP6CRiAQcA1Uym5sYEyxa09RslzrTpw4we3H7t27ma2tLXdO+/jxI3ct7dChg1h8OkXKHjp0KAPAzp49K7Zu1KhREv/XjDFmbGzM6tSpw86dO8fdPwnjuJTmWiJLPvLcH8+bN09iDJ/ExESmp6fH/vrrL5HlpY21U79+fQaU7zS/NIyCiFiyZAkASBzz26tXL5iamuLo0aNcZH4h4Rj5U6dOoV+/ftDT00O/fv0wbtw4bNiwAbVq1ZKrPlevXsXz58/x/PlzJCUlITc3F5cvX8b169dhYWGBoUOHinTjBcB15/z333/FIrILu1V/vY2s/P39kZqaip9++kmki+CzZ8+QkpICQPqsBDNmzBBbJ4w3ERERUeq6dOrUCfHx8dizZw+cnZ2hq6srsv7evXuYPHkyHBwcJA7vkDZLRnp6OqysrES6/J46dQrbtm2DhoYG9u7dKxJReO/evXj69CmGDh0KLS0tkbxq166Nrl274tatW2JjmZWp6JCOxYsXY/r06RgxYgRq1KgBVVVVDB06FCtXrkRqaiqGDx+OgoICmfPt06cP0tLS8M8//6Bv375Yv349AODAgQNiUb5/+OEH1K1bF1OnTsW4cePknvmiJMLhWowxeHl5ia0XdveUFHVYGAU+NzcXEydOFBv2MHToUADAxo0bZf6cAIjlI4/8/HyEhYWhf//+Ivl9nTeTMfZD0e94aeunjP0RftZZWVlcd/qihJ/1n3/+We51K4mzszOePXuGwMBA9OrVC5qamiLrr1+/jhEjRkg9noo7vzg4OIicKzZu3Ihz586hbt262LFjh0h6Pz8/vH//Hi4uLmJ5NmnSBM2bN8eJEycQFxcn766WirTPvmjdSvp+fvjwgZtlZ9euXejcubPEdGfOnEFsbCxmzpwpZ23/58mTJ9zvhoaGxabV0NDAyJEjxZa7uLgAADZs2KBwfWQhPK/7+fmhT58+mDJlCrS0tMDj8dCrVy9s27YN2dnZGD58ODIzM5VSZkXfAyl6XZdES0sLR48eha6uLj5//oyffvpJ5s9LIBBg7Nix8PX1LfV9nDKOFWUS3hsK4wsIlXRfWHR4tKShTNKut/n5+Vx8i8GDB4us4/F4Cg1rKUlZXXskKXr/5eHhgYMHD3LnNB0dHSxduhQ//vgjbty4gRkzZihcHgDcv38fR44cQYMGDSTGcBozZgyA/x3PRQmP1c2bN3Pn1t9++w1Dhw7F4sWLZa6DLPnIc398584dPH78WOzYMDMzw4QJE6QOa5SVcOhH0WtCWaPGBsJJSUnBrVu3AEgfd2VlZQWgcJooSU6cOMEF0qtZsyZ27NiBadOmKa2Oqqqq6NatGy5duoSWLVvi6NGjsLW1RWpqKpdmzJgxcHV1hYeHB1q3bi2yvfDiJ+8FTjg26uvxta1bt4a/vz82bNiA3r17S9xWUvDQevXqAQDXUFFampqacHFxQUhICNLT0/Hvv/9izZo16NmzJ3eB/OeffzB79myZ82zWrJlIgKrU1FSMHz8eAODj44NWrVqJpBd+Js2aNRPLSyAQcCdGeWJTyKroDRmfz8fw4cPF0gjH+sXGxuLixYsy5btx40Y8efIEM2fO5MYgDxw4kLu4TZo0Ce/fv+fSp6am4vPnz/jtt9/k3ZVS0dTUlBiES3gxKWk8u6Qp1IRBFVNTU7nzQXmJiIjAhw8fxKa8rFOnjkhDnayBo4QBJQHp44fLQ40aNdCuXTux5cLP+r///pP7HFCW9PT0MHnyZISHhyMjIwP//PMPli5dCltbW+5cevjw4VKN/7Szs8PatWu5vx89esQF5t2yZYtYIMDizi+5ublcfArhNIhloej5RVp8paJxToob015QUIARI0YgISEBe/bskTq174cPHzB16lTs2rWr1LGgJCn6/fp66s6vNWvWDNra2mLLhdf/GzdulEtgP+HnrqmpKfHBzMnJCbq6ukhLS1PKNIqV5R6orK7rwoa8+Ph4maf4XL9+PZo0aSIxdpUkyjxWlG3Lli3o37+/2ANvaRpvv77/AaRfb2/evMktk3T+6tKli8zlyqs8rj1F/+fDhg0Dn88XSyO8/woKClJK4MezZ88CKLz3lvT/EwYCl7Z/OTk5ePPmDTelZteuXXH48OFSx5woKR957o/Nzc0RHh4Oe3t7bN26FTExMdz5dv369Qo3UgnP//K+dJUHNTZUE3w+X+FgL0UDkdWpU0diGmEk2aJpi+LxeNzFuCxpaWlxF9rnz59zgdmEdQwKCkJAQADi4uKwatUqDBgwAK1atcKWLVsUKjc+Ph4AYGJiIrbO09Oz2ABeX7+hKCo/P79U9TA3N+eimAupqqqiQ4cOmD17Ni5evIiEhAQuENju3btl/n4YGBiI/A8nTJiAlJQUODg4SHyLLgwGtWDBApHgNObm5mjYsCEePHgAfX39Mp1xRV9fn4vmbmVlJfHiY2hoyH1/7969K1O+Bw4cAACxRit/f39oaGjg9evXcHV15T7bbdu2YeLEieX2YFuvXj2J+yp8q1FSo5owUFdRRd9eCd8ElZfQ0FBoaGiIRbSuUaOGyP9A1otk0WCwkm64ykvdunW5/0lRFflZF0dLS0vsQUFDQwN2dnZYvHgxoqKicO/ePW6O9697IxTH2NgYTZs2BVAYIG7UqFH4/PkzRo8ezT2kFSU8v4wePVrs/MLn85GRkQF9fX2u0aEsGBsbc78XbcAqqugNdNH0X5s6dSoiIyNx+vRp/PLLL1LTTZ8+HePGjZM5GGpJivY+KanxQlrgQeH5Mz8/H+/evVNKvYojbIy3sLCQOOuJqqoqNzuHrOf04lT0PVBZXteBwrfZwoaPY8eOldhI+PjxYwQEBJTq7XfRa4osx4qke6nSOH36NNzd3WVKO2LECJw6dQqdOnXCsWPHMHnyZLRv375UM1RJurZLu96+ePGC+11So4qkGVaUrTyuPcLjFBC/VxISzn7z5csXPHr0SKHyAHABsEs6TgGIHVNA4XdTWo+y0igpH3nuj2fNmgVDQ0P8888/mDRpEmxsbKCnp4du3bpJDPpYWsLvQ2mfOxRBjQ3VQGxsLDIyMqR2W5VV0ROltIcU4ZdT2s2KtAe9slD04eHSpUsi6/7991/Y29ujf//+UFVVxZo1a3D//n1MmjRJoTKFLfKSTt7lTdiyK42ZmRmCg4NhZmaGT58+ydV6vX37doSEhEBfXx+7d++W+L8Vfid8fHy4IS/Cn+TkZGRkZCAjI6PMo98KW+qLu4ALb1hl7dki7GYmjBgv1LRpUyxbtgxA4c3OggUL8OrVK2zZsqVcp09V9FiTdM4omqeyolXL6tSpU7C3t5f45rXog2hsbKxM+QkfQPT09NCrVy/lVFIO0s7NFflZFycnJweXL18uNk3Lli1x9uxZ1KxZU+qDV0mWLl2KW7dugc/nw8/PT2Ia4fllz549YueXN2/ecOcXYdT1stCyZUvunP/1uUBI2LDVsGFDqdO7rV69GidPnkRERAQcHR255fn5+bh58yb3d1hYGO7evavUc0nRB4KS3ixKu74XbbD4elhNWRA2tCjznF6cynAPVNbX9XXr1nE92ubOnSu1R5Bw+MQff/wh9YFOkjp16nBDMEs6VtTU1LhpMOX1zz//lDhtrFBubi6WLl3KDYUZMGAALl++XKqGqtL8b4ue0yUNNSvNMEV5lce1x9LSkjsepB2rRRsLlXmslnScAtKPVXmnQS9NPvLcHzdq1AgxMTGYPXs2WrRoAR6Ph9zcXERGRmL06NESZ+ArDWHDRknD6ZSJGhuqgeDgYLljIhRVtOuTtDFBwuEKX0/hJVTcGx1lK/rAX/SEevToUXTp0gUCgQCxsbHcAQvI15L39OlTHD9+HMD/WrUrQ5fngICAEi8S6urq6Ny5M1RUVKCvr1+q/BMSErieDP7+/jAzM+PWrV+/nuvlIfwuFB3KUhGEU/oU94ZTeJMtbf7vrwlvqL+OzQAAs2fP5t4wrVq1Cj179sSiRYtEbuovXbrETZNYGRUdAiJU9I3l190hi2tkk+eYYIxxY1ofP36M+Ph4sSkvhSZNmsSd52SJ//H8+XOuUcLT01OsW3hJDYby7M+FCxfE4sQAhd1rJd0UFf2six5fJdVPnrq9f/++VD0QhFPmFadOnTpo1apVqeZOF4qKisKqVaugoqKCoKAgkTd/c+fO5Y7jynB+0dDQ4OLrSBvnKjwf9uvXT+L6I0eOYM+ePbh+/brY279bt25h4cKF3N9///03kpOTYWFhIfY27OjRowAK4yYIl50/f77EfSh6LJc0vCojI0PicmGPojp16ijlnqMkZXFOL05luAcq6+t6jRo1cPjwYdSpUwf5+fkYNmyYxPPJx48fERsbixkzZoh9B4XHAgBumfB/BYBr2C3pWLG3t5e5oUAaWe9/P336BAcHByxbtgy7du3CgQMH0L9/f+jq6pbZG96ivTYkHXPSGmOUSZ5rT2kZGBhwDVjSjlXhccrj8dCoUSOFygP+d6yWdJwCZf+8Ulw+8ly/TE1Noa2tjTVr1uDBgwdIT09HeHg4fvvtN2hqamLNmjUyfWcPHz4ssVeH8PwuabhLWaHGhiruy5cv2Lx5c6kvOJIYGRlx44yE87gWJRAIuBZgaQ8E0oIjlgXhBQv439jzgoICTJ48GQUFBViyZInYhaykOXQluXfvHq5duwYA6N69O4DC4GiSREdHl9s49/v378PX17fEdElJSbC1tRULTlOcgoICuLi4ICsrC0OGDOECgwlt3rwZeXl5AP53c13cfl+/fl0kDkRZ+Pnnn8Hj8aTW49WrV8jIyICOjo7Mb7mF8zyHhISI3TjxeDzs2bMHDRs2BFD4ffz6onbu3Lly7apWWpIejIWBz+rUqYO2bduKrBM+VEoKLiZPN+YPHz5wY62FDTpfx2sQql27Njc3+eHDh0vsNr9y5UoAhd06JQV9Km5fAPn25/Tp00hKShJb/unTJ5HzlZDws27durVY91xlf9YvXrwo8a1pUWfOnMGxY8dKTPfq1Sv07NmzVHXJysqCi4sLCgoKMGPGDC7AGlD49jEgIIC7lshyfjl58qRMD9yKEI5xj4qKkrheGORX0lj4GzduYO3atfj7778l3vieO3dO5O3xypUr8fr1a7E3Yc+fP8eQIUMAFA6zEC4r2ktCmkaNGnFxZ0q6Dj5+/FjieevGjRsACv8n5dGDcdCgQahZsybu378vcfz/ly9fEBcXBxUVFan3JKVRGe6BlHFd//z5s9QhDEDhw8z+/fuhoqKC5ORkicNL9fX1kZ6eLvE7WHR8uXDZmTNnuGWKHCulERYWhri4OJnuf7dt24aoqCh06dJF7H8nz32hLNq1a8e90ZfUG0/a56NM8lx75DFq1CgA0s/T9+/fB1AYFF3aMK3SEL7ouXPnjsTGFOHxa2trK/UNvrKeV4rLR577YzU1NZGXVPr6+ujVqxdWrlwJf39/fP78WaYgkX/99ZfY8OXs7Gxu2Expr9uKoMaGKm727Nl48eKF0t4yCCO3SnobGxoairS0NAwbNgyWlpZKKU8RwgcPAwMDLn7Dhw8fuIPw6xNMbGwsQkJCAEjvvibcpmgr9O3bt7khGzNmzICqqir2798vdrAXFBTg119/LbMZCCSZM2dOsWO4Ll26hKioKCxdurRU+a5atQrXrl1DgwYNuM9Z6Pr163jy5An3JtLNzQ0mJiY4e/YsEhISxPLKyMiAh4eH2IOrsrVo0QLjx49HfHy8xDffO3fuBADMnz9f5sa5OXPmQEVFBfn5+Zg8ebLYRa1OnTro1KkTgMK39M7Ozli+fDnS0tJw9epVbNmypVyCQMlL+JkUdfjwYQCF4wa/frvevn17AIWNal9bs2YN97uki39Jx1ZoaCisrKyKbW0fPnw4vLy8kJaWhkmTJkk9jsPDw7Fz506Ympri8OHDEt+eNWvWDLq6uoiLixN7kxsZGck1MEraF+HN0tfbxcTEwMbGRmKdivusJQUUlfZZFxQUcF0upXUhLemzlpWrq2uxD/E7d+5EamoqFixYUKp8vby88PTpU1hZWWH58uUi606cOIHc3FyuJ8rMmTOho6OD/fv3S3zj/vLlS8yfP1/qWGFl+eWXX9ChQwfs3btXbBhCYmIiwsLCMHLkSLHxuy9fvsTAgQPx/fffIy0tDenp6VxDLVD4oLN9+/ZSdVWXl/Dts6RGRqDwIRUofKt98uRJkXUCgQC7d++Gurp6uQXArVu3LubNm4esrCyJjdWHDh3Cp0+fMGHCBC4OiKIqwz2QItf1x48fIyUlRWRYjiR9+/bljltlD+Gys7PD4MGDERISItb4+vHjRxw4cABdunThggbKIy0tDVOmTAEAme5/hWPnJT14rlq1ivtdmUMbtLW1ueDaXzfcMsawc+dOrtGuLF9KlPbaI49x48ahRYsWOHLkiMQH4Z07d0JVVRUrVqxQSnmtW7fGDz/8gLdv34o0dAkJj99FixYppTx5yXN/rKOjg5UrV0r8HLW1tWFkZCTSg1bS9Z4xhqdPn4oFprx37x4YY7C0tOQan8tFuUywWU1cuXKFm0vW29tbpm0EAgE3t2+zZs3E5rSX5PPnz6xdu3ZcWU+fPhVLExMTw80xCylz/0qSn5/PLC0tGQAWEBAgMY1wTtxly5ax3NxcxljhvhsaGjI7OzuWkZEhto2bmxsDwPr27StTPYozadIkbr+uXLkitj4+Pp65uroyAMza2prdvn1bZH3Hjh0ZADZ+/HiWn5/PBAIBO3/+PGvWrBmbOnUqA8D69evHGGMsKSlJZNulS5cyAMzNzY0JBAJ279491qFDB5H5cQMDA5mKigrr2LEji4+PZ4wxlpGRwVxdXdnkyZNF8ktPT2c1a9ZkkDKnt3AuZH19fZadnS3zZ8Tn85mmpiZbu3Ytq127NhsxYgT777//uPXZ2dls8+bNzMDAgAUGBoptLxAIuLnGly9fLrLu1q1brEaNGmLzFwsEAvbvv/+yZs2aMQAsMzOTW3fjxg1Wt25dZmFhwSIiIrjl165dY7a2tuz48eMy79vXUlJSmLa2ttTPsKjs7GxmZ2fH6tWrx829XlBQwPbu3cvU1dXZuHHjZDoGi/Lz82M8Ho/h/+def/v2LWOMsRcvXrDBgwczT09PFh4ezurWrct9b4U/zs7Opd5fb2/vYr//jP1vXmVtbW32/v17sfW//fYbA8Ds7OzE9rfoHOmenp5sxYoV7MuXL4wxxo4cOcLU1NRYv379WH5+vli+b968YXXr1mW6urrs/PnzjLHCz3zu3Lls9+7dzMDAQGq9hedPGxsb9vHjR5aRkcHs7OzY3bt32fv375mamhqbN2+eTJ/Rpk2bmLq6OuvZsyf7999/ueXv379nq1atYlpaWszR0ZGlpqYWm8+iRYsYADZkyBDu+3z9+nU2fPhw7jzYu3dvlpeXJ7atg4MDA8D27dvHGGPsr7/+YiNHjhRJI/w/mZqassGDB7MdO3awgoICVlBQwP78808GgE2YMEFi3e7fv880NTWZsbExu3nzJrd/bm5u7PDhwwwAq1GjBouLixPbNigoiAFgTk5O7MuXL+zly5esffv27PXr18V+HkIAWN26ddnq1auZjo4OmzJlCnv06BG3Pj09nfn4+LBatWqxEydOiG3/5csX1qRJE5HPRygkJIQBYOrq6uzOnTvc8vz8fHbhwgVWv359Vrt2bZFtTp8+zbS1tVmHDh3Y3bt3GWOF56OzZ8+ytm3bsqtXr8q0X5I8ePCAOx6ePXtWbNqnT5+yhg0bsn79+nHngefPn7MOHTqwLl26sKysLJH0Hz9+ZK1btxY7LwBgPB6PqaiolOqeQiAQcN874TWqNB4+fMh4PJ7U+dj37NnDjI2Nmb+/PzMyMuKO45ycHObp6clUVFTYrl27xLbLzs5m+vr6DAA7ffp0ifXIzs5mfD6fAZCYX1EFBQVs6NChrGbNmuzIkSPcPp89e5bVqlWLff/99+zz588llilUme+BFL2ux8XFsbZt2zIAzMTEhF25cqXY70hBQQHr3bs3A8CWLFkicz2F5zUAYvdQQmlpacza2pq1a9eOJSQkMMYYS01NZU5OTqxZs2bszZs3Erf7999/ubwdHBzEzr2fPn1iR48eZY0bN+bSHT16tMQ6nzlzhgFgOjo67N69e1wd3d3dWZ8+fbjP7fr16ywtLY3l5ORw2xa9Zj5+/Fgs782bNzMArHHjxtz3Rejjx4/MxsaGqampsYMHDzLGGMvKymLu7u4sKCiIGRsbMwAsPDy8xH0oqk+fPgwAmz17tsT1ilx7ijp9+jQDwPT09CR+74t69OgRMzY2Zra2tuzJkyeMscLvrJeXF1NVVWXbt28v1T5evXqVu89JSUkRW5+WlsZsbGxY/fr1uWtATk4OW7x4MVNRUWFr164V2+bjx4/cfcpff/1VqvrIm09p749tbW2Zqqoqs7KyYpGRkdwxfPv2bWZhYcEOHTokkj4vL481bdqU8Xg89s8//zCBQMBWrVrFfvvtN7G6CO95tmzZIu+uy4UaG0qQn5/P+Hw+MzMzY+rq6iI3C8bGxozP57OoqCix7SZPnsz4fD6rXbu2yDZ16tRhfD5f7KGUMcZ8fX2Zvr4+U1NTE7sp0dPTY/r6+kxfX597ECz6M2rUqBL3xdbWljs4vt6Hly9fiqQ9c+YM69WrF2vQoAFr3Lgx69ixIwsMDBQ78Ts7OzMjIyOJ+yh82JPFlStXGJ/PZ/Xq1RPJS01NjZmamjI+n8/9H5o2bcp++eUXduzYMVZQUCCWV3JyMhs3bhxr2LAhq1OnDrO0tGS//PILd1O+aNEipq+vz6ysrNimTZtEts3JyWEzZ85kxsbGzMjIiPXv319iY8/Vq1fZDz/8wOrWrcv4fD6zsrJi69evF3lA69mzJ/eQLLy55vP57O7du+zBgwesYcOGTFVVlVuvq6vLmjVrJtPnxefz2Y4dOxhjjL17944tX76cdezYkRkbGzNzc3PWpEkTNnr0aBYTEyO2rY2NDTM0NBT5nBs2bMgWL17MGGNs7Nix3PdO+J3T19dnmpqaXHoVFRWxm5hXr16xKVOmMDMzM2ZkZMRatWrFXF1d2f3792Xap6KeP3/O/c+1tLREjgUzMzPG5/PZ3LlzJW6bm5vLNm/ezNq3b8/Mzc1Zw4YNmYODAzty5Eip6yEUERHBBg4cyOrUqcM0NTVZ+/bt2ejRo9mtW7e4NK9fv2bjxo1jderUYbq6umzMmDEiDTLFuXr1KuPz+czY2Jhr2BA+TAq//8LPxczMTOQcoa2tzWxtbRljhY0F9evXFzsePT09ubKK3jgJBAK2YcMGZmNjw4yNjVmTJk1EGh8kefDgAevbty/T0tJiFhYWbMyYMezBgweMMcbatGnDfT9MTU3FHm537NjBmjZtymrVqsU6derELly4wBhjbP/+/QwAi4yMlOnzYqywsWfevHmsTZs2zMjIiDuX/fzzz+zcuXMy5SG8KJuZmbGaNWuyXr16MT8/P5afn8+Cg4O5z0lfX1/s+5aUlMQGDx7MDAwMWOPGjZm7u7tYg6Hwho/P57MvX76wRYsWMSsrK1a/fn3WsmVLFhgYWOzDQGRkJOvSpQvT0NBgrVq1Yh4eHty5ulatWtx3pHHjxmL75ePjw/h8Pqtbty6zt7cX+a6WREVFhWtMSkpKYr/99huztrZmJiYmrFGjRqxZs2bMw8ND7NwofIgsep0RHrNbt25ljP2vkUZVVVXk/FL0+mpubi5Wp0ePHjFXV1fWoEED1rBhQ2ZlZcWmTJnCEhMTZd4vIeHx9vV1XVVVlTvv+Pv7S9w2NTWVTZ06lZmbmzM+n8+aN2/OVqxYIfaQwRhjCxYskNjQIOnHz89Pan1fvnwp8X7CwMCAubq6lmrfhwwZwlRVVdmrV6/E1i1fvpyFhYUxxhj7+++/mb29PePz+axBgwbs+++/F2vUEd4f6erqilwbGjZsyJ2zvk77dXrhgzGfz2e//PKLxDoLBAJ28OBB1q1bN2Zubs5MTU1Zp06d2NatWyU2ikpTme+BGFPsuv7LL79I/F5paWlx52dJUlJSmImJiUyNDTNnzhS7/qioqDAzMzORRhGhrKwstnDhQta0aVPG5/OZhYUFmzNnjsTrYocOHZienp5Y/WvUqMGdI/T09ESuj8IfWR/UDxw4wNq3b8/09fVZ48aNWYcOHdimTZtYQUEBe/ToEWvbti2rU6cOGzRoEEtKSuK+sxoaGlxZGhoajM/ns/z8fBYVFcU1FhS9VgwaNEik3MzMTObl5cWMjY1Zw4YNWY8ePdipU6cYY4x17dpV5JpZ3P+KscLj9+v7t/r164s9iyhy7Tl48CDj8/nM1NRU5B5VuO98Pl9iIzNjhefHefPmsebNm7NGjRoxMzMzNmzYsFJdf65evSp2btbU1GR8Pp8NHz5cJG12djb7/fffmaWlJTM1NWVNmjRhQ4YMYdeuXRNJ9/jxY8bn85mOjo7YucrGxkbmusmbT2nujx0dHdnBgwfZ8ePHmZ2dHTM0NGTGxsasR48e3D3T1x4+fMh69erF9PT0WLNmzdiCBQvEzo0CgYBZWlqyhg0bijSmlQceY0oIC0oIIaRKeP78ORegiU7/ZevKlStwcHAAn8+Xe8YGQpTp5cuXsLa2hru7OxfXhBBSvdC1h3zt9OnTGDBgAM6cOcPFvCgvFLOBEEIIIeQbYGpqioCAAPj7+3Nz1RNCCKm+vnz5gt9++w1ubm7l3tAAUGMDIYQQQsg34+eff8aUKVMwfvx4pQbEI4QQUvksW7YMhoaG2LhxY4WUT40NhBDyDSkaHVzaPOhEOYSf9bt37yTOs05IRVm9ejUsLS3h5eVV0VUhhCgZXXuI0NGjR3H58mUEBweX62x5RVFjAyGEfAMSExPB5/NF5lZu1apV+U5/9I2IjIyEmZkZRo8eDQDIyspCw4YN0a1btwquGSH/ExgYCC0tLSQnJ1d0VQghSkDXHvK1ixcv4ty5c9x09RWBAkQSQgghhBBCCCFEqahnAyGEEEIIIYQQQpRKraIrUJ0IBAIkJydDV1cXPB6voqtDCCGEEEIIIaSaY4zh48ePMDY2hopK5elPQI0NSpScnAxTU9OKrgYhhBBCCCGEkG/My5cv0bBhw4quBocaG5RIV1cXQOE/uSIDcRBCpLtx4wauXLmCgIAA7N27F3Z2dsWm9/X1RVxcHDZt2gQAiI2NhZubGy5cuAANDQ24uLhg6tSpsLW1LY/qE0IIIYQQIiIzMxOmpqbc82hlQY0NSiQcOqGnp0eNDYRUUr169UKvXr0QERGBmjVrFnus3rp1C9HR0ahXrx6Xbtu2bejVqxfq168PABg7dix8fX1x9uzZcqk/IYQQQgghklS2ofyVZ0AHIYTIKS8vDx8+fFBqntnZ2QgNDcWwYcNElqekpIiMhVNRUUFMTIxSyyaEEEIIIaSqo8YGQkilkJeXh5CQEDx//rzEtAKBAOHh4dzf0dHRqFWrFjQ1NbmfTp06KVQfX19feHl5iS3v3bs3Tp06hczMTOTl5eHIkSNIT09XqCxCCCGEEEKqGxpGQQipcNevX8fFixfxxx9/4NixYzA3Ny82/dq1axEbG4vevXsDAOLi4nD16lV07dqV+1uWRgtpTp48CXt7e+jr64ut8/T0RHZ2NoYOHQpLS0s4OzsjIiJC7rIIIYQQQgipjqhnAyGkwtna2mLBggWwsrIqMe2tW7fw999/iywrKChAly5duL9DQ0Ph6Ogod30iIyMRHh4Ob29vBAcHIyYmBt7e3sjPz4eKigqmTp2Kc+fO4c8//0ReXh569Oghd1mEEEIIIYRUR9SzgRBSZRSNo3DlyhVuuZubG/d7QkICtLW1S533/v37YWdnBzMzM6xZs4Zbvnv3bly5cgXe3t4AgGPHjmHSpElITU0Fj8fDkSNHsHz5crn3iRBCCCGEkOqIejYQQqoMaXEUigoMDISzs7PU9Xfv3sXvv/+OmJgYbNq0iWtYWLduHaKjo0XSnj17FkFBQYiIiMCBAwcAAJ07d0aXLl3g6+uLBQsWYPLkybC2tlZwzwgh3wpF4tPIuo4QQgipDKhnAyGkSigujoJQbm4uLl++jHXr1klNY21tDWtrayxatEhk+e3bt8XSfv/99/j+++9FlhkbGyMkJKSUtSeEEMXj08i6jhBCCKkMqLGBEFIlREZGQltbG+Hh4YiJicHz58/h7e2NhQsXQk2t8FQWFhYGdXV1sW2FQyDKQ3mWRQipWmxtbWFra4sLFy6UmFYYn6ZevXqlWkcIIYRUFtTYQAiptGSNoyB09epVaGlplXMtCSFEuaTFpylpHSGEEFKZUMwGQkiFUzSOgpCBgQEsLCzKrd6EEFIWiotPI0vsGkIIkUYZcWMSExNx9OjRMqgdqW6oZwMhpMIpGkdBaP78+WVSP0IIKS/FxaeRJXYNIYRIo2jcmM+fPyMoKAjnzp1Deno6hgwZUg61JlWZ0hobUlJS8PTpU7x9+xb5+fkwNDQEn88v8UtMCPk2Jf0WUX6FaZZfUYQQooji4tPIEruGEEKkUTRujJaWFtzd3WFpaUkxqohMFLoyvX37FgEBAQgNDcXdu3clpuHz+XBycsK0adPQrFkzRYoT899//yEzMxP29vZKzXfv3r2ws7OjhhJCCCGElDlZ49PIEruGEEIURbFhiLLIFbPh48eP8PT0RKNGjbBixQrcuXMHjDGJP8+fP0dgYCBatGiBkSNH4s2bNwpXOjExETNnzkTnzp2VfgBcvXoVY8aMkWkcEyGEEEKIrJQVn6a4dYQQoiiKDUOUpdQ9Gy5fvowxY8YgKSkJbdu2hZOTE2xsbNC8eXPUrVsXOjo6UFNTw8ePH5GRkYFHjx7hzp07OH36NI4ePYrz588jMDAQw4cPL1W5ycnJWLRoEW7evCm1F4WiPn/+jHHjxkEgEJRJ/oQQQgj5dikrPk1x6wghRBEUG4YoU6kaG7Zt2wZPT0+4urpi1qxZ+O6776SmrVWrFmrVqgVzc3P069cPc+fOxatXr7BhwwaMHz8eDx8+xNKlS0tVWVNTU5iamsLR0RF79uxBSkpKqbYvyfz58xEfH6/UPAkhhBBCCCGkKqDYMESZZP7G+Pv7IzAwEH///TdsbW3lKszExARr166Fu7s7JkyYgGnTpsHPz0+mbY2NjUXGJWpqamL58uVy1UOSa9eu4dKlS2jQoAFev36ttHwJIYQQ8m0rz7gKFMOBEFJassaNIaS0ZIrZsHPnTpw5cwbR0dFyNzQU1aRJE1y8eBGMMcybN0+uPFRVVRWuh1BOTg7c3Nywfft2qKurKy1fQgghhBBCCKkMlBE3JjAwEH/88QdiY2OxYsUKXLt2rVz3gVQtMvVscHZ2xpgxY6CiIlc8SYlUVFTg7++vlICRilqwYAGcnZ3RoUOHiq4KIYQQQgghhCidMuLGeHh4wMPDo8zqSKoXmVoPDA0Ni21o+O+//zBy5EiMHj1abAjCjh07MHv2bKSlpUnc1sjIqBTVVb6oqCiEhYVR9yBCJMjLy0NISEixs7NcuXIFmzdvhre3N8LCwiSmEQgECA8PL6NaEkIIIYQQQiobhaN8xMbGonv37vj06RN4PB6MjY2xcuVKbr2rqyu2bNmC7t274/z582jYsKGiRSpNTk4OJkyYgO3bt0NTU7PU2+fm5iI3N5f7OzMzU5nVI6RCXb9+HRcvXsQff/yBY8eOwdzcXCzN/fv3cezYMfj7+yM/Px+tW7eGrq4uunbtKpJu7dq1iI2NRe/evcup9oQQQgghhGLGkIqk8LiIhQsXwtPTE5MmTULr1q3x448/iqyvUaMGPD09sWTJEixcuFDR4pRq0aJF6NevHzp37izX9itXroS+vj73Y2pqquQaElJxbG1tsWDBAlhZWUlNk5GRwfVmUFNTg7W1NaKiokTS3Lp1C3///XeZ1pUQQgghhBBSuSjcs+Hhw4c4evQoeDxesemGDx9e6qkuy1J0dDRCQ0MljlGS1bx58zBjxgzu78zMTGpwIN+Ubt26IS4uDgBQUFCA169fY+DAgdz67OxshIaGYtiwYbhy5UoF1ZIQQgghhBBS3hRubBAOn5DF+/fvFS1OKXJzczF+/Hhs27YNWlpacuejoaEBDQ0NJdaMkKrn48eP2L17NyIiIuDk5ISmTZty63x9feHl5YUTJ05UYA0JIYQQQggh5U3hYRRGRkYyBX47cuQI9PX1FS1OKZYsWYKePXvCzs6uoqtCSJWnp6eHadOm4ciRI7h37x6WLFkCADh58iTs7e0rzXFPCCGEEEIIKT8KNzaMGzcOQ4YMwebNm/H582ex9QKBALt27cK4ceMwaNAgRYtTisjISJw4cQLm5uZiP0lJSQCAESNGcMso8CMhkq1duxaTJk3i/u7atSuCg4MBFB5n4eHh8Pb2RnBwMGJiYuDt7Y38/PwKqi0hhBBCCCGkvCg8jMLNzQ1Hjx7FlClTMHv2bLRt2xYmJiZQU1NDSkoKbt26hffv38PU1BRz585VRp0VFhERIXWdubk5EhMTcfDgQdjb25dfpQipIvbv3w87OzuYmZnh2bNnIj2Enj17hjZt2gAA1qxZwy3fvXs3rly5QlGKCSGEEEII+UYo3LNBRUUFISEhcHV1xefPnxEREYGDBw9i3759OH/+PN69e4c2bdrg4sWLqF27tjLqLDMXFxfo6uoiMDCwXMslpDq4e/cufv/9d8TExGDTpk1c48G6desQHR0NAFi8eDFevXqF7du3w8fHB1lZWfDz8xPJ5+zZswgKCkJERAQOHDhQ7vtBCCGEEEIIKX8K92wAAC0tLezatQsLFy7E2bNnER8fj5ycHNSvXx/du3dH7969lVGMiNjYWABAYmIiGGNiQSrT0tKwb98+AMCmTZvg4eFRYp6ZmZlIT08HALx69UrJNSakarG2toa1tTUWLVoksrzoDC5GRkYl9lj6/vvv8f3335dJHQkhhBBCCCGVk1IaG4SaNGkCT09PZWYpYujQobhx4wY+ffqE1NRUAIXds0NDQ6GjowM1NTU8efIEAFC3bl2MGjUKwcHBcHd3Lzbfo0ePYtasWUhLS0N2djYAYNSoUZg9ezYWLVqEyZMnl9k+EUIIIYQQQggh1Y1SGxsuXryIq1evIisrC2vXrgVQOL67bdu2aN68ucL5HzlypFTp9+7dK1O6IUOGYMiQIfJUiZBqZf3wAeVW1vBGlSOGS1nLy8vD2bNnYW1tDXNzc4lpwsLCcPv2bSQnJ6NDhw5wdXXl1jHGEBQUhPT0dGRkZGDChAkwNTUtp9oTQgghhBAiH4VjNgDAo0eP0LFjRzg6OmLZsmXYsWMHt87CwgKjRo1CSEiIMooihJAq4/r161izZg3Gjh2L58+fS0xz5swZaGpqYt68ediwYQN27tyJjRs3cus9PT3RoEEDeHl54eHDh2LDWgghhBBCCKmMFO7ZkJycjF69euHLly9wdnZGamoqF08BADp16oSLFy/CyckJTZs2VUoPB0IIqQpsbW1ha2uLCxcuSE0TGhqKWrVqwd7eHqqqqmjXrh3Onj0LT09PREdHIzY2FgEBAQCADRs2QFtbu7yqTwghhBBCiNwU7tmwatUqfPfdd4iLi0NwcDAiIiLEboZr1aqF9evXi0yFRwghBHB2dsajR4+4vyMjI9GhQwcAwMGDB2FjYwM/Pz+MHz8ea9asgZqaUke/EUIIIYQQUiYUbmwICwvDnj17YGBgUJihigrU1dXF0nXu3Bn//fefosURQki14uTkhBMnTgAAQkJCkJubi5kzZwIA4uPjcfz4cfTv3x87duyAjo6OTDPrEEIIIYQQUtEUfkX25csXNGzYUKa0aWlpihZHCCHV0sOHD+Hn54fz589DV1cXQGFwyHbt2qFJkyYACmfksbe3r8BaEkIIIYQQIhuFezaoqqrK1IgQGRkpsccDIYR86169eoWtW7ciJCQEhoaGOH/+PACgRYsW0NLS4tJpaGhwDRGEEEIIIYRUZgo3NvTr1w/jx49Hbm6u1DTPnz/HuHHj4OzsrGhxhBBS5e3fvx8vXrwAAHz8+BFLly7FkiVLoKmpiYyMDAQFBQEAxowZg5s3b0IgEAAAbt26hZEjR1ZYvQkhhBBCCJGVwsMoFi1ahDZt2uC7777DsGHD0LRpU2RlZWH79u1ITU3FrVu3cPbsWejo6GD+/PnKqDMhhFQJd+/excmTJxETE4NNmzbh33//xZw5c7Bu3Tqoq6vDzMwMLi4uOHnyJLZt28ZtN3ToUABAy5Yt4e3tjalTp6J58+Z48+YNli1bVlG7QwipYvLy8nD27FlYW1vD3NxcYpqwsDDcvn0bycnJ6NChA1xdXUXWJyYm4saNGxgyZEg51JgQQkh1onBjg5GRES5cuIDBgwdj3bp14PF4AIBJkyYBKBxzbGJiguDgYBgZGSlaHCGEVBnW1tawtrbGokWLRJbfvn2b+z04OLjYPIYPH47hw4eXRfUIIdXY9evXcfHiRfzxxx84duyYxMaGM2fOQFtbG/PmzUNBQQF69eqFzMxMeHp64vPnzwgKCsK5c+eQnp5OjQ2EEEJKTSlzqFlZWeH+/fvYs2cPzpw5g6dPnyI/Px+mpqbo168f3NzcaJwxIeSbcPFSk3Irq1fPp+VWFiGkarG1tYWtrS0uXLggNU1oaChq1aoFe3t7qKqqol27djh79iw8PT2hpaUFd3d3WFpawtvbu/wqTgghpNpQ2oTtmpqamDhxIiZOnKisLEv033//ITMzU+7o7AUFBdi/fz/279+PZ8+eIS8vD82bN4eLiwtGjBjB9dIghBBCCKlunJ2dRYZwRUZGol+/fhVYI0IIIdWJwgEiiyMQCJCSkqL0fBMTEzFz5kx07twZV65ckSuP9+/fo3fv3nj8+DG2bduGx48f49atW+jWrRtcXFzQt29ffP78WbkVJ4QQQgipJJycnHDixAkAQEhICHJzczFz5swKrhUhhJDqQuHGhjt37uDixYs4dOgQAgICuOXLli2Dnp4eGjRoABMTExw7dkyhcpKTkzF+/Hi0bt0a5ubm+OOPP/Dlyxe583N1dYW7uztWrFgBMzMz8Hg81K5dG/Pnz4e7uzsuXLhAF1xCCCGkisrLy8OHDx8quhpVwsOHD+Hn54fz58/TsFdCqpjqeq6rrvv1rVG4scHLywuOjo5wd3fH8+fPAQB79+6Ft7c3GGPYunUr1q5di3nz5uHy5csKlWVqaorBgwdj1qxZqFevntz5PHr0CGFhYfjpp58krhcGQdq5cyd9yQkhhJAKkpeXh5CQEO7+QprExEQcPXpUZFl0dDRq1aoFTU1N7qdTp05lWNuq6dWrV9i6dStCQkJgaGiI8+fPV3SVCPnmVNdzXXXdLyI7hWM2zJo1C2/fvkVYWBhMTU0BAFu3bgWPx8P06dMxfvx4AECLFi0wY8YMODg4yFWOsbGxSIAiTU1NLF++XK687t+/j4KCAnTv3h1LlixB3759RdYLZ83Izc1FfHw82rdvL1c5hBBCCJGPLLMpFDdjQlxcHK5evYquXbtyf5d0wyuv27dvw9zcHAYGBvjw4QO+fPkCQ0PDMilLUfv374ednR3MzMzw8eNHLF26FKtXr4ampiYyMjIQFBQER0fHiq4mId+MqnSuK43qul+kdBTu2fDHH39gx44dXENDXl4ebt68CQDo3bs3l65NmzaIj49XtDiOqqqq3Nvq6ekBAKKiovDzzz+LrU9MTOR+19DQkLscQgghhMjH1tYWCxYsgJWVldQ0whkTfv31V7F1BQUF6NKlC/d3aGio1IdoRd6+AYVDM2vXrg11dXU4OjpWigDTd+/exe+//46YmBhs2rQJa9asAQCsW7cO0dHRAAAXFxds27YNtWvXhqqqKgwMDJCXl8flERgYiD/++AOxsbFYsWIFrl27ViH7Qkh1Vp7nuvJUXfeLlI7CPRvi4+Nha2vL/f3w4UPk5uZCRUVFrEeAIjEWlMnBwQEtWrTAw4cPYWZmJrY+LCwMAFC7dm20aNGivKtHCCGEEAW5ublxvyckJEBbW1tiOkXfvgHAtGnT8OOPP6KgoEChYZ7KZG1tDWtrayxatEhk+e3bt7nfg4ODi83Dw8MDHh4eZVE9QoiSyHquq2qq6359axTu2fB16/2///4LAGjevLlIkKGoqChYWloqWpxS1KhRA9euXcPJkycRHh4usi4zMxNBQUEACm8eFOlBQQghhJCKFxgYCGdnZ4nrFH37BhTeV9SpU6fSNDQQQr5NxZ3rqrLqul/fAoV7NrRr1w6XLl1Cz549ARSOBeTxeOjfvz+X5t27d5g8eTKWLl2qaHFKo6+vj4EDB4otX7RoEdLT09G+fXv89ttvxeaRm5uL3Nxc7u/MzEyl15MQQggh8svNzcXly5exbt26Msv/2LFjePr0KeLi4sDn8+Hj4wM1NYVvseRy8VKTcimnV8+n5VIOIUQ2ZX2uqyjVdb++FQpfCVevXo1+/frByckJjx8/xj///IN69eph+vTpyMzMxK5du7By5Uq8f/9eZBxgZXTmzBn4+/ujUaNGCAkJKTFew8qVKytVAwohhBBCRIWFhUFdXb3M8o+KioK3tzfatWsHABgwYABWr16NBQsWlFmZhBDytbI+11WU6rpf3wqFh1FYWFggOjoaurq6qFGjBjw8PHD9+nUYGRmhVatW+PPPP1GvXj20b98eO3bsUEady8TDhw8xcuRING3aFH///TcaNGhQ4jbz5s3Dhw8fuJ+XL1+WQ00JIYSQb9f+/fvx4sULmdNfvXoVWlpaZVafjh07gs/nc387Ojri+PHjZVYeIeTbUNnOdcpSXfeLSKaUPn516tTBihUrxJaX5otUkd6+fYv+/fujVatWCAkJQZ06dWTaTkNDg2arIIQQQsrA3bt3cfLkSW42hX///Rdz5szBunXroK6uzgV4DgwMRFhYGDdjgoODg0gEcwMDA1hYWJRZPZcvX44rV65wMzUwxujGmJBqIC8vD2fPnoW1tbXEwLFCiYmJuHHjhljg2JLWCVWVc11pVdf9IqVTrgMKP3z4AH19/fIsskTZ2dkYMGAA2rVrh3379kFTU5Nb9/LlS6iqqsLY2LgCa0gIIYR8e2SZTQEoecaE+fPny1X+/v37YWdnJ3HWqqJ0dXUxa9Ys7u+IiAiMGjVKrjIJIZWDorPUlDSDTVEVfa4rK9V1v0jplGtjg42NDRISEsqzyGIJBAL8/PPP6Ny5MzZs2AAVFdFRJT4+PujRowdGjBhRQTUkhBBCvh3rhw8ot7JmHjoFQPG3b7/++ivWr1+PhIQEpKamolOnTpg0aVK57QchRPlsbW1ha2uLCxcuSE0jnKXG0tIS3t7eMq+rzsorQC1AQWqrinJrbPj8+TPS0tLKqziZzJ49G82bN8eqVaskrj9//jx+/PHHcq4VIYQQQsqLom/ftLW1xbYlhJDiJP0WUX6FaZachJCyIlOASH9/f7Ru3VpiwKPGjRvL9GNsbIzs7Gyl70BxXFxcoKuri8DAQLF127dvx44dO9C7d2+8fPkS2dnZEAgEAArHaG3btg0JCQkyx28ghBBCCCGEEEJIIZl6NixcuBBZWVlYvXq12Jv+58+fy1wYj8crVeWKExsbC6Aw8ApjTCzvtLQ07Nu3DwCwadMmkbcRly5dgoeHB/Ly8tCnTx+R7VRUVMAYA2MMAKixgRBCCKmG6M0iIYQQUrZkamxYsmQJdu/ejdmzZ0tcHxAQgH79+onFPCjq6dOn6N+/v3y1/H9Dhw7FjRs38OnTJ6SmpgIAdu/ejdDQUOjo6EBNTQ1PnjwBANStWxejRo1CcHAw3N3dRfJxdXVFXl6exDKEvRuEateurVCdCSGEEEIIIYSQb41MjQ0zZszAjBkzJK6rX78+Jk+eXGIefD4fRkZGpavdV44cOVKq9Hv37pW4PCkpSaF6EEIIIYQQQr4tss5SQwgpJFPMhuKUJoDismXLFC2OEEIIIYQQQsrM3bt38fvvv3Oz1KxZswYAsG7dOkRHR3PpAgMD8ccff3Cz1Fy7dk2mdYR8KxSejSIgIEDmtN26dVO0OEIIIYQQQggpM4rOUlPSOkK+FeU29SUA9OrVCwkJCeVZJCGEEEIIIYSUaP3wAeVSzvBGc8ulHEIqmsLDKGT15s0bvHnzpryKI4QQQgghhBBCSAWRuWeDqqpqWdaDEEIIIYQQQggh1YTMjQ2MMYUL4/F4CudBCCGEEEIIIYSQyk3mYRQ8Hg///PMPBAKBXD9Pnz6FlpZWWe4LIYQQQgghhBBCKgGZGxuMjY0Vmk2iUaNGMDQ0lHt7QgghhBBCCCGEVA0yNzYsWLBA4cIOHjyocB6EEEIIIYQQQgip3GRubHB3d1e4sC9fviicByGEEEIIIYQQQiq3cpv6EgBGjx6t1Pz+++8/XLlyRaE8zpw5g759+6JRo0Zo2rQpXFxccO/ePeVUkBBCCCGEEEII+QbJPBvFixcvFCooOTkZSUlJCuUhlJiYCD8/P2zcuBHz5s2Dvb29XPksX74cPj4+2Lx5M37++Wfk5ORg+fLlaNeuHYKCgjBy5Eil1JcQQgghhBBCCPmWyNzYYG5uXqFTVyYnJ2PRokW4efMm7t69q3B+ly5dwqJFi+Dr6wtXV1cAgI6ODlatWoWnT59i9OjRsLKyQqtWrRQuixBCCCGEEEII+ZbI3NgAAOrq6jAyMpKroPfv3yMrK0uubYVMTU1hamoKR0dH7NmzBykpKXLnNWvWLKirq2P8+PFi67y8vHD06FHMmDED58+fV6TKhBBCCCGEEELIN0fmxgZVVVXcv38fTZo0kaugzMxMmJqayrUtUDj1pre3N/e3pqYmli9fLldet2/fxu3bt2FjYwNdXV2x9R07doSWlhbCw8ORmJgIPp8vb7UJIYQQQgghhJBvjswBIo2NjeVuaAAAPT091K5dW+7tv6aqqir3tmfOnAEAqfujpqYGCwsLMMZw6dIlucshhBBCCCGEEEK+RTI3NgQEBChc2NWrVxXOQxliYmIAAPXr15eapkGDBgCAO3fulEeVCCGEEEIIIYSQakPmxoYBAwYoXFhYWJjCeSjD8+fPAQA1a9aUmkY4vOL169flUSVCCCGEEEIIIaTakLmxQRnkjbGgbJmZmQAKA15Ko6GhAQD48OGD1DS5ubnIzMwU+SGEEEIIIYQQQr51MgWIzMvLw/3792FjYyO27p9//pGpoKSkJLx8+bJ0tStjxU3lqaJS2A7DGJOaZuXKlVi6dKnS60UIIYQQQgghhFRlMjU29OnTBxERERg/fjy2bt0qss7e3r7Yh/bKSDhEIjc3V2qanJwcAIWBLaWZN28eZsyYwf2t6IwbhBBCCCGEEEJIdSBTY0NCQgIYY0hMTJS4vlatWmjVqhXXG0CSly9f4tmzZ/LVUsmMjY1x69YtZGdnS02TlZUFADAxMZGaRkNDgxtuQQghhBBCCCGEkEIyNTZcuHABp0+fxs8//yy2rkaNGrh37x6MjY2LzSMvL4+b4aGitWnTBqGhoXjz5o3UNMnJyQAAKyur8qoWIYQQQgghhBBSLcgUIPK7777DjBkzYGRkJLauQYMGJTY0AIWNEsLhCxWtV69eAIAnT55IXF9QUICEhATweDw4OjqWZ9UIIYQQQgghhJAqT+HZKHbt2iVz2ocPHypanFJ0794dTZo0wYMHDyTOIBETE4OsrCz06dOHYjAQQgghhBBCCCGlpHBjg4ODg8xp4+LiFC2uVFxcXKCrq4vAwECR5TweD76+vsjPz8e2bdvEttuyZQvU1dWxbt268qoqIYQQQgghhBBSbSjc2FAa/fv3V1pesbGxAIDExESJ01OmpaVh3759yMrKwqZNm8TWOzs7Y/78+Vi0aBEOHz4MoHD4xObNm7Fnzx7s3buX4jUQQgghhBBCCCFykClApCySk5MRGxuL169fQyAQiK1PTEzE69evFSpj6NChuHHjBj59+oTU1FQAwO7duxEaGgodHR2oqalxcRjq1q2LUaNGITg4GO7u7hLzW7FiBTp06ID169dj5syZUFFRQevWrREZGYl27dopVFdCCCGEEEIIIeRbpXBjw4cPH+Dh4YFDhw5J7GGgTEeOHClV+r1795aYZtCgQRg0aJCcNSKEEEIIIYQQQsjXFG5smDJlCg4cOIDvvvsO1tbW0NbWlpguISEBV69eVbQ4QgghhBBCCCGEVHIKNzacP38eq1atwpw5c4pNJxAIYGhoqGhxhBBCCCGEEEIIqeQUDhBZs2bNEhsaAEBFRQWLFy9WtDhCCCGEEEIIIYRUcgo3NnTp0gW5ubkypR06dKiixRFCCCGEEEIIIaSSU7ixYc6cOVi4cKFMwSG7du2qaHGEEEIIIYQQQgip5BSO2dC6dWu8evUKHTp0wPDhw9GmTRtoaGiIpUtMTMSrV68ULY4QQgghhBBCCCGVnMKNDZmZmdiyZQv+++8/3L59Wxl1IoQQQgghhBBCSBWmcGPD1KlTERoaCk1NTTRq1AiGhobg8Xhi6ZKSkpCQkKBocYQQQgghhBBCCKnkFG5sOH36NMaOHYv169ejVq1aUtPl5uaiXr16ihZHCCGEEEIIIYSQSk7hxgZVVVVs3boVqqqqxabT0NDAqFGjFC2OEEIIIYQQQgghlZzCs1G0bt1a5rQBAQGKFoeoqCgMHjwYjRo1QpMmTfDjjz8iIiJC7vwiIiIwdOhQNG7cGGZmZmjfvj0WL16M9PR0hetKCCGEEEIIIYR8ixRubPD09JS5EaF79+4KlRUUFIQePXrAzs4OsbGxePjwIezs7NCzZ0+sXbu21PmtXbsWkyZNwsSJE/Hw4UMkJCRgx44diIyMRMuWLfH06VOF6ktIUXl5efjw4UNFV4MQQgghhBBCypzCjQ0DBw5ERkYGhg0bhqtXr0rtEZCUlISbN2/KXc7jx4/h5uYGDw8PzJgxA5qamtDQ0ICXlxemT5+OOXPm4Ny5czLnd+nSJSxcuBCnTp1Cnz59oKmpCTU1NbRu3RonT56Empoa3Nzc5K4v+bYIBAL4+/tj3bp12LJlCwQCgVia6Oho1KpVC5qamtxPp06duPWPHz/Gxo0b8eeff2LXrl1gjJXnLhBCCCGEEEKI0ijc2NCnTx9s2rQJx44dQ48ePVC3bl2oqqqK/fD5fOTm5spdzrx585CXlwcPDw+xddOnTwcATJs2Teb8/P390bx5czRu3FhsnY6ODhwdHXH58mVkZmbKXWfy7Zg7dy709fUxa9YsmJiYSPyexsXF4erVq8jJyUFOTg7u3r2L33//HQDw9u1b+Pj4wNPTE7/++itev36NTZs2lfduEEIIIYQQQohSKNzYcPHiRbx9+xaMsRJ/5JWamorQ0FAYGBigWbNmYutNTExgYWGBuLg4meM3xMbGFtuQUKdOHfB4vBIDXxKSkZGBLVu2YNiwYQCAAQMG4OTJk0hJSRFJV1BQgC5dunB/h4aGwtHREQBw9epV6OjocOtatmyJJ0+elEPtybekpKE8t2/f5nqnffjwAampqeVVNUJINUdDCQkh5NujcGND/fr18fz5cwgEgmJ/EhMToa2tLVcZ58+fR35+Ppo0aSI1TfPmzQEA4eHhMuVpaGiIZ8+e4ciRIxLX37t3D71790bNmjVLX2HyTbl37x60tLSgqanJLTMxMcGtW7dE0rm5uYHH4wEAEhISRI4HGxsb7N+/HytWrMCrV69w7do1eHl5lc8OkGpBGUN5XF1dUbt2bairq8PR0ZH7vhJCSHGUcf5hjGH37t3w9fXFkiVL8PLly/LcBUIIIWVA4cYGHx8fmJmZlZjO1NQU7du3l6uMmJgYAIUNG9I0aNAAAHDnzh2Z8nRycgIA/Pzzz5g2bRoSExO5dSEhIbh//z51YycySUpKEmloAABtbe1iZzQJDAyEs7Mz93fjxo1x8OBBHDp0CBYWFrh69So+f/5cZnUm1Y+iQ3mAwqFoaWlpSEpKQnR0NOrWrVueu0AIqaKUcf7x9PREgwYN4OXlhYcPH2LRokXluQuEEELKgMKNDWPHjpU57eXLl+Uq4/nz5wBQbC8DXV1dAMDr169lynPatGlo164d8vPz4e/vj8aNG6Nv376YPHkyAgMDERUVVWxPCkKENDQ0kJ+fL7IsLy9P6oNabm4uLl++jIYNG3LLoqKiEB0djTt37uDVq1ews7PDyJEjy7TepPpQxlAeAKhRowbq1KmDevXqlU/FCSFVnjLOP9HR0YiNjUXfvn0BABs2bICvr2857QEh5FtAQ7kqhkyNDTt27MDff/+t9MKfPn0KHx+fEtMJYyuoq6tLTaOhoQEAMn+JatasifDwcIwdOxYqKioQCAQ4f/48Nm/ejMjISPj7+5f4Zjk3NxeZmZkiP+TbY2VlhbS0NJFuoykpKRLjiwBAWFiY2Hd59erVGDp0KHg8HmrXro1Vq1aJ9ZYgRBplDOXJzc3FsWPHsGjRIgwfPhxz5swRa0QjhJCvKeP8c/DgQdjY2MDPzw/jx4/HmjVroKamVj47QAip8pQxlOvKlSvYvHkzvL29ERYWVp7Vr9ZkamwYPHgwZs6ciR07diit4MuXL2PgwIEYOnSozNsUN35YRaVwV0oTiDIjIwPq6uro0aMHpk6dCkNDQwBAVlYWVq9eDQcHB3z69Enq9itXroS+vj73Y2pqKnPZRLqq1vLYtGlTdO7cGdevXwdQ2BOnRYsWMDc3x/79+/HixQuR9FevXoWWlpbIskaNGuHx48fc31lZWWjRokXZV55UC8oYyhMVFQVvb2/8/vvvOHToEB4+fIjVq1eXWZ0JIdWDMs4/8fHxOH78OPr3748dO3ZAR0dH4lAMQgiRRNGhXPfv38exY8fg7u6OhQsXYubMmYiMjCzv3aiWZGpsqF27Ns6ePYuAgAAMGjQIr169krvAjIwMTJkyBa6urjh06BCaNm1a4jbCIRLFTZ2Zk5MDANDT05OpHkeOHEGrVq1gaWmJixcvws/PD0lJSdi7dy9atmwJoLAFrLhufPPmzcOHDx+4HwpmVDJltDyGhYVh5cqVmDp1Kvbs2VOe1Zfq4MGD2LNnD9avX48///wTW7duBQCsW7cO0dHRImkNDAxgYWEhsmzZsmX4559/sHLlSvj5+eHPP//EqlWryq3+pGpTxlCejh07gs/nc387Ojri+PHjZVNhQki1oYzzD2MM7dq144avDh06FKGhoWVXaUJItaGMoVwZGRlcbwY1NTVYW1sjKiqqnPagepO5j5qhoSH+/vtvjBgxAo0bN8bw4cPxyy+/wN7enhvCII1AIMDVq1dx+PBhBAUFoUmTJoiIiIC5ublMZRsbGwMAsrOzpabJysoCUNh1ryRJSUkYPXo0Ro4cienTp3PL1dXVMWrUKIwcORJz587F+vXrsW/fPixYsEBiPhoaGiXuOxE1d+5cWFlZwdXVFadOnYKHhwc2b94skkbY8ti1a1fub2HcjjNnzkBbWxvz5s1DQUEBevXqhczMTHh6epb3rogwMjIS2w+gcCrBr82fP19sma6uLo1PJXIrOpRH2MurtEN5li9fjitXruDatWsACm/+v+6BQwghX1PG+adFixZ48+YN97eGhgb3ookQQopT3FCu77//nlvm5ubG/f71UK5u3bohLi4OQGGjxOvXrzFw4MByqH31V6oBcbq6ujh9+jQCAgIwd+5c7N+/HxoaGrC0tISlpSUMDQ2ho6MDVVVVZGVlIT09HY8fP8aDBw+4xgAvLy/4+PgUG3/ha23atAEAkQvR15KTkwEUXvRKsn//fnz+/Bmurq4S16uqqmLt2rUIDQ3lHnKJ4oQtj8KWxgEDBsDNzQ3Lli0TCUgnqeVx5syZ3O+1atWCvb09VFVV0a5dO5w9e7ZCGhtiLZuXW1nNH8WWW1mk6ik6lKdLly5iQ3ns7OxEZg2SNJRHV1cXs2bN4v6OiIjAqFGjym0fCCFVkzLOP2PGjMGQIUO4Botbt25RkGRCiEzkHcpV9IUzAHz8+BG7d+9GREQEnJycZOp9T0omV/SdKVOm4IcffsCaNWuwc+dOxMTEICYmRiymgjB+goqKCoYNG4YFCxagVatWpS6vZ8+e4PF4ePr0qdQ08fHxAIB+/fqVmN+zZ88A/K/HhCQ8Hg+tW7fGx48fS1lbIo0yWh6dnZ2xbds27u/IyEiZ/ueEVHcHDx6Et7c3oqKikJSUJDKUR11dXeRmX9JQnl9//RXr169HQkICUlNT0alTJ0yaNKlc94EQUjUpev5p2bIlvL29MXXqVDRv3hxv3rzBsmXLynUfCCFVk7xDudatWyeyXE9PD9OmTcO0adPg4uKCJUuW0HlICeQO9duwYUP4+fnh999/R3h4OMLDwxEfH4+UlBQUFBSgXr164PP56NmzJ/r27Yv69evLXUlzc3M4ODjg0qVLiI2NRfPmom+UU1NT8ejRI1haWoq8EZdGeNF7+fJlsa1Wb968Qa9eveSuNxGljJZHJycnODk5AQBCQkKQm5vL9Xog5Fum6FAebW1tmteeECIXRc8/ADB8+HAMHz5c6XUjhFRvyhjKtXbtWjx58gRbtmwBAHTt2hWBgYHU2KAECs8rpK+vj59++gk//fSTMuoj1bp169ChQwcEBgbC399fZJ3wTfeGDRtEele4uLggODgYq1evFolKOmrUKKxYsQJbtmxBz549JZZ3/fp13Lp1i/vSEcUpq+URAB4+fAg/Pz+cP39e6rhOgUCAgIAA5ObmQldXF25ubtxJqCjGGIKCgpCeno6MjAxMmDCBm1nk7t27CA0NRX5+Prp37w4HB4fS7jYhZcbocky5lfXGoU25lUUIqfzo/EMIqQyUMZTr2bNnsLOzE/lbOIyfKEam2SgqAxsbGwQGBmLTpk3YuHEjCgoKAADHjx/HihUrsG7dOvTt25dLn5aWhn379iErKwubNm0SycvMzAx//fUXTp06BRcXFyQkJHDrMjIysGHDBvz444/Yv3+/WC8KIr+iLY9CpW15BIBXr15h69atCAkJgaGhIc6fPy9xe1mmwQEAT09PNGjQAF5eXnj48CH3dvfBgwdwdXXFjBkzsGjRIvj5+dE0OIQQQgghhFQiis4Kt3jxYrx69Qrbt2+Hj48PsrKy4OfnV271r84U7tlQniZOnAhLS0v4+Phg1apVUFNTQ5MmTXDy5En07t1bJG3dunUxatQoBAcHw93dXSyvH374AXfv3sWGDRvg5OSEd+/eoUaNGtDW1kafPn1w9epVNG7cuLx27ZugjJbHjx8/YunSpVi9ejU0NTWRkZGBoKAgbuoaIVmDUUZHRyM2NhYBAQEACnvHCGNE+Pr6wsHBgauDi4sLli9fjrNnzyr/wyGEEEIIIYSUmqJDuYyMjDB37twyqdu3rko1NgBA9+7d0b17d5nS7t27t9j1TZo0ERuSQcqWokGkXFxccPLkSZEgkUOHDhUrR9ZglAcPHoSNjQ38/Pxw584d6OjoYPny5QAKe13o6+tzaVVUVBATE6PYB0AIIYQQUo0oY9hqcesIIVVXlWtsIFWboi2PwcHBMpUjazDK+Ph4PHjwAOHh4Zg2bRoWLFgADw8P7N27F71790ZAQACWLFkCLS0tHDlypNhgloQQQgghZen27dswNzeHgYEBPnz4gC9fvsDQ0LBC6zR37lxYWVnB1dUVp06dgoeHh8R7PU9PTwwcOBBjxozB0KFDsWjRIuzevbvEdYRIQnFjqgZqbCBlz1u/5DRKK+sDANmDUTLG0K5dOzRp0gRAYS8Je3t7AIUXvuzsbAwdOhSWlpZwdnZGRERE2e8DIYSUs8r4AENIdaOMHgCurq64f/8+atSoARsbG5w+fbq8d0OEMoatFreOEFK1VZkAkYSUhqzBKFu0aCESF0JDQ4Ob3UJFRQVTp07FuXPn8OeffyIvLw89evQonx0ghBAZCQQC+Pv7Y926ddiyZYvIea8oxhh2794NX19fLFmyBC9fvuTWubq6onbt2lBXV4ejo6PIzE6EEOVQNHA1AEybNg1paWlISkpCdHS01Bm9yktxw1aLKjpsdfz48VizZg3U1NRKXEcIqdqosYFUS0WDUQIQC0b54sULAMCYMWNw8+ZN7ub81q1bGDlyJADg2LFjMDc3B2MMAHDkyBHMnj27AvaGEEKkq44PMIRUN8IeAMOGDQNQ2APg5MmTXI8AIeFbfuEMaxs2bICvry+3vkaNGqhTp45Ir4GKVJphq8ePH0f//v2xY8cO6OjocOeq4tYRQqo2hZsNo6Oj0alTJ2XUhRClkiUYZcuWLeHt7Y2pU6eiefPmePPmDZYtWwYA6Ny5M7p06QJfX1+8e/cOkydPhrW1dUXuEiFEAcrownzlyhU8evQIb968ga2tLfr161feuyFCGV2Ygf89wBBCyoYyAlfn5ubi2LFjePr0KeLi4sDn8+Hj41OhvQCUMWy1uHWEkKpN4bOTnZ0dkpKSKk0LKyFCsgajHD58OIYPHy6WztjYGCEhIWVWP0JI+VI0iNn9+/dx7Ngx+Pv7Iz8/H61bt4auri66du1aAXtTqLo+wBBS3SgjcHVUVBS8vb3Rrl07AIWNi6tXr8aCBQvKbT++VnTYqrDxVtqw1Tdv3nB/Fx22Wtw6QkjVpvCdRH5+PpycnPDHH3/IPCUlIWXFKsiq3Mo6XG4lEUIUpYweABkZGQgLCwMAqKmpwdraGlFRURXa2FBdH2AIqW6U0QOgY8eO+PTpE5fW0dERQUFBFXqsFh222qVLF7Fhq3Z2djAzM8OYMWMwZMgQrlGi6LDV4tYRQqo2pby2SE9Px+jRo1GzZk24u7tj9OjR1CJJCCGk0lBGD4Bu3bohLi4OAFBQUIDXr19j4MCB5bsjX6muDzCEVDfK6AGwfPlyXLlyBdeuXQNQeFwXDXJdURQdtlrcOkJI1aZwY4OGhgbu3bsHbW1tPHnyBNu3b0ebNm3Qu3dvTJ48GW3atFFCNQkhhBD5KaMHAAB8/PgRu3fvRkREBJycnNC0adNy2wdJqvMDDCHViTJ6AOjq6mLWrFlcnhERERg1alRF7RJH0WGrJa0jhFRdCjc2LFu2jOtiamFhgVWrVmH58uU4efIkfvvtN2RlZcHd3R3Dhg2Durq6whUmhBBCSksZPQAAQE9PD9OmTcO0adPg4uKCJUuWSHwDp4xglHfv3kVwcDA0NTXRv39/tGzZUmz76vwAQ0h1o2gPgF9//RXr169HQkICUlNT0alTJ0yaNKkid4kQQoqlcGODpKkA1dTU8NNPP2Hw4MH4448/MHbsWHh5eWHs2LFwd3dH48aNFS2WVIDbt2/D3NwcBgYG+PDhA758+QJDQ8OKrhYhhJRIGT0A1q5diydPnmDLli0AgK5duyIwMFBiY4OiwShfv36NSZMm4dKlS1BTU4OTkxM2bdoECwsLsTzoAYaQqkHRHgDa2toiU9ZWpFjL5uVWVvNHseVWFiFEuRRubHj58iX3Fkbo48eP2L59O/z9/ZGYmAjGGHg8HgQCAYYNG4ZGjRphxYoVYjd5soiKisKaNWsQExMDFRUVtG7dGl5eXrCzs5N7H+7cuQNfX19ERERARUUFfD4fEydOxNChQ8Hj8eTOt6qQ9Q2cq6sr7t+/jxo1asDGxganT5/m1j1+/BgXLlxAQUEB9PT0MGbMmG/isyOEVA3K6AHw7NkzkWvNs2fPJA4VVEYwSn9/f/Ts2ZMbzjBo0CD4+fnBz89PrLzq9ABDSLXjrV+OZX0ov7IIIUQGCjc2dO3aFS9evABQeOPl5+eHnTt3IisrC4wxNG/eHNOnT4erqys0NDQAACdOnMCwYcMwfvx4TJ06VeaygoKC4ObmhlWrVuHAgQPg8XgIDAxEz5494ePjI7GXRUl8fHzg4+ODJUuWYMOGDahVqxZ27NiB4cOH4+TJk9i/f3+p86xqZH0DN23aNPz4448oKCgQuWF++/YtfHx8EBQUBKDwM920aRM8PDzKbR8IIaQkivYAWLx4MYKCgrB9+3akpKQgKytL4sO/MoJRRkdHY8iQIVxaPp+PPXv2cH/TW0VCiDJI67Wal5eHT58+QV+/HBtLCCHVjsKNDa9evcKaNWsQHR2NkJAQCAQCMMbQs2dPzJgxA05OTmLbDB48GN9//z2GDx+Ohg0bYvDgwSWW8/jxY7i5ucHDwwMzZszglnt5eSE5ORlz5syBtbU1+vbtK3Pd169fjwULFuDo0aP46aefuOXv378HAPz1119YsGABWrRoIXOeVY2sb+AAoEaNGqhTp45YHlevXoWOjg73d8uWLfH333+XbcUJIaSUFO0BYGRkhLlz55ZYjjKCUX6dh6TtCSFEGkV7rUZHR8POzo57UQgArVu3RnR0dLntAyGk6hM/65QSYwzz5s3DiRMnoKqqChcXF8TExCA8PFxiQ4OQpqYmNmzYgKVLl8pUzrx585CXlyfxbfn06dMBFL55l9XDhw8xb9489OnTR6ShAQAiIyO532vUqCFznlVRcW/gisrNzcWxY8ewaNEiDB8+HHPmzOGCrdnY2GD//v1YsWIFXr16hWvXrsHLy6tc94MQQioLRYJRhoaGSsxD0vaEECLN3Llzoa+vj1mzZsHExERqb9Np06YhLS0NSUlJiI6O5s4zcXFxuHr1KnJycpCTk4O7d+/i999/L89dIIRUAwr3bAAKo3N7eHhg6tSpMDIyKjE9YwxOTk6IjY3lehEUJzU1FaGhoTAwMJAY58HExAQWFhaIi4tDRESETPEblixZgry8PIwfP15s3YoVK6CpqYkePXpU+LRmZU3WN3BRUVHw9vZGu3btABT2gFi9ejUWLFiAxo0b4+DBg5gzZw6WL1+Otm3bSvxcCSGkQpTzmGllBKO0srLiepwBhcPVvvvuu3LYAUJIVaeMXqsFBQXo0qUL93doaChmzpxZthUnhFQ7Cvds4PF4iIyMxIoVK2RqaAAK35JHRETgxYsXGDBgQInpz58/j/z8fO7tjyTNmxeOXw0PDy8xv5SUFAQHB4PH46FXr15i61u2bImDBw9i8uTJJeZV1cn6Bq5jx47g8/nc346Ojjh+/DiAwoaI6Oho3LlzB69evYKdnR0XUI0QQr41RYNRAhALRimMczRmzBjcvHkTAoEAAESCUU6YMAH//PMPl+eVK1coDg4hRCbK6LXq5ubGBfpOSEjggtcSQkhpKNyz4fjx46WOaaCpqYmbN28iPj5eJFiWNDExMQCA+vXrS03ToEEDAIUzS5Tk3LlzyM/Ph6mp6TffLVXWN3DLly/HlStXcO3aNQCFvVOEUdJXr14NHx8f8Hg81K5dG6tWrUJERET57gghhFQiigajdHBwwNOnT7FgwQJoa2vD1tYWHTp0qMhdIoRUEcrotVpUYGAgN2SZEEJKQ+HGhh9++AFAYQBHNTU1sd4Hz549g56enlgXLUtLS1haWspUxvPnzwEANWvWlJpG2PX09evXJeZ38+ZNAOAaGs6ePYvNmzcjLi4OmZmZsLa2hpeXFxwdHYvNJzc3F7m5udzfmZmZJZZd2cg6HZyuri5mzZrFbRcREYFRo0YBABo1aoTHjx9zjU5ZWVnVOqgmIYSURNFglEBh7wZCCCmt0vRa/fTpE/e3o6MjgoKCRBobcnNzcfnyZaxbt65sK00IqZYUbmwoKCjAqFGjcPjwYQDAnj178Msvv3Drnzx5gqlTp8LNzU3usV7Ch3h1dXWpaYTRcj98KHmO4cTERACFDRTTp09HTk4Otm3bhnr16iEuLg5jxoxB3759sXLlSvz2229S81m5cqXMAS4rM1newP36669Yv349EhISkJqaik6dOmHSpEkAgGXLlmHx4sV49OgRatasiY8fP2LVqlUVuUuEkGpI2hRtlYlVkFW5lHO4XEohhFRFyui1KhQWFlbs/TchhBRH4caGgIAAXL58GRoaGsjJycHLly9F1vfp0we3bt3C0KFDUb9+fe5tuDyEY8ckEZ5MGWMl5pOVlQWgcNYJLS0thIWFceuaNWuGEydOoFGjRpg/fz7s7OzQtWtXifnMmzdPZBrOzMxMmJqayrQvlYksb+C0tbWxaNEiidvr6urC19e3zOpHCKneFJ2iDSi8Ib59+zaSk5PRoUMHuLq6lucuEEJIpaGMXqtCV69eFWuAIIQQWSnc2LBr1y5ERUVBRUUFd+7cQf/+/cXS1KxZEzt37oSzs7NcjQ3CIRJFhyx8LScnB0DhzBiy5ldQUIB58+aJra9fvz4cHBxw5swZBAQESG1s0NDQEJl/mBBCSOnNnTsXVlZWcHV1xalTp+Dh4SGxAXTatGn48ccfUVBQIBJR/cyZM9DW1sa8efNQUFCAXr16ITMzE56enuW5G4QQUmko2mtVyMDAABYWFhWxC4SQakDhxoaPHz+iUaNGACAyW8HXjIyMkJGRIVcZxsbGAIDs7GypaYS9FUxMTErMr+hNauvWrSWm+e6773DmzBncvXu3NFWtMsx/O11yIiV5rllyGkLIt0kZU7SFhoaiVq1asLe3h6qqKtq1a4ezZ89SYwMh5JulaK9Vofnz5yu9boSQb4fCjQ35+fn4+PEj11tAmjdv3sgUT0GSNm3acHlIk5ycDKBwnFpJWrZsCaCwZ0KtWrUkphEGo5RlWAYhhBD5FDdFW9HZioRTtD19+hRxcXHg8/nw8fGBmpoanJ2dsW3bNi5tZGQk+vXrV677QQghFa28YsYAFDeGECIb8UGxpeTg4IBJkyYVO8QhLy8PEydORNu2beUqo2fPnuDxeHj69KnUNPHx8QAg0w2mcKhHbm4uN/zia8KeEl/PrkEIIUR5SjtF2++//45Dhw7h4cOHWL16NQDAyckJJ06cAACEhIQgNzdX7oDEhJBvi0AggL+/P9atW4ctW7ZAIBCUmD48PFxk2d27d7FixQosXboUly9fLsvqEkJIlaJwY8P8+fNx8uRJWFpa4vfff8fly5cRFxeHhIQEXL9+HRs2bICVlRVOnz6NadOmyVWGubk5HBwckJGRgdjYWLH1qampePToESwtLdGlS5cS82vSpAk6deoEAPjvv/8kprl//z4AYNCgQXLVmRBCSMlKM0Vb0aF6jo6OOH78uEiahw8fws/PD+fPny+xtx0hhACFMWP09fUxa9YsmJiYwMPDo9j0a9euxb59+7i/Hzx4AFdXV8yYMQOLFi2Cn58fIiMjy7rahBBSJSjc2NC0aVP89ddfSElJgbe3N3r37o3mzZujadOm6Nq1K2bOnIm4uDjMnTsXTk5Ocpezbt06qKqqIjAwUGydsPvshg0bRGascHFxga6ursRt1q5dCx6PJ3FdQkICrly5glatWik0ewYhhJDiFZ2iTUjaFG0DBw7k/v56irZXr15h69atCAkJgaGhIc6fP1/2lSeEVGnCmDHDhg0DUBgz5uTJk1wMma/dunULf//9t8gyX19fODg4QEtLCyoqKnBxccHy5cvLvO6EEFIVKNzYAAA//PADbt26hV9++QW1a9cGYwyMMaioqKBz584IDg6Gj4+PQmXY2NggMDAQmzZtwsaNG1FQUAAAOH78OFasWIF169ahb9++XPq0tDTs27cPWVlZ2LRpk1h+dnZ22LBhA/766y8sXrwYnz9/BgA8fvwYgwcPBp/Px8mTJ2luYUIIKUNFp2gDIDZF24sXLwCg2CnaPn78iKVLl2LJkiXQ1NRERkYGgoKCyn9nCCFVSnExY76WnZ2N0NBQrmFCKCUlRWSqXhUVFcTExJRZnQkhpCpROECkkKWlJfbs2QMASE9PR05ODurUqaPUh/WJEyfC0tISPj4+WLVqFdTU1NCkSROcPHkSvXv3Fklbt25djBo1CsHBwXB3d5eY37Rp09CxY0esWbMGrVq1gkAggJaWFn766SfMmjUL+vr6Sqs7IYQQyRSdos3FxQUnT54UCRI5dOjQCtkXQkjVIWvMGKCwB4OXlxcXH0aod+/eCAgIwJIlS6ClpYUjR45I3J4QQr5FSmtsKMrAwEDi8l9//RV//vmnQnl3794d3bt3lynt3r17S0xja2srNu6XEEJI+VF0irbg4OCyqhohpBqTNWbMyZMnYW9vL/EllKenJ7KzszF06FBYWlrC2dkZERERZVpvQgipKsqksUGaAwcOKNzYQAghpOoz/+10uZX1XLPkNISQb0/RmDHCoRCSYsZERkZCW1sb4eHhiImJwfPnz+Ht7Y2FCxdCTU0NU6dOxbx58wAUvujq0aNHue8LIYRURkppbPjy5QuCg4Px77//Ij09HYwxsTQJCQl49+6dMoojhBBCCCFEIUVjxnTp0kUsZoydnR3MzMywZs0abpvdu3fjypUr8Pb2BgAcO3YMkyZNQmpqKng8Ho4cOUIBIgkh5P8p3Njw/PlzODo64unTpxIbGYoqOlMEIYQQQgghFUmWmDFCZ8+eRVBQEF68eIEDBw5g5MiR6Ny5M7p06QJfX1+8e/cOkydPhrW1dUXtDiGEVCoKNzZ4enri6dOn6Nu3L3r06IG6detCTU0820ePHom0DBNCCCGEEFKRZIkZI/T999/j+++/F1lmbGyMkJCQMqsfIYRUZQo3NkRERGDnzp0YPXp0iWl3796taHGEEEIIIYTIjWLGEEJI+VApOUnx6tSpI1NDAwBs3LhR0eIIIYQQQgghhBBSySnc2NCiRQsIBAKZ0v7000+KFkcIIYQQQgghhJBKTuHGhrFjx2LLli0ype3atauixRFCCCGEEEIIIaSSU7ix4aeffsKzZ88wdepUJCQkSE2XkZGBu3fvKlocIYQQQgghhBBCKjmFA0SOHTsWDx48wH///YfAwEBoamqiXr16YtNcpqam4tOnT4oWRwghhBBCCCGEkEpO4caGoKAgkb8/f/6MxMREiWm/boCQR1RUFNasWYOYmBioqKigdevW8PLygp2dncJ5C+3duxd2dnYwNzdXWp6EEEIIIYQQQsi3QuFhFADg6+uLJ0+e4NmzZ1J/Ll26BDU1xdo2goKC0KNHD9jZ2SE2NhYPHz6EnZ0devbsibVr1ypjV3D16lWMGTMGz58/V0p+hBBCCCGEEELIt0bhng3169fHr7/+WmI6Pp+PBg0ayF3O48eP4ebmBg8PD8yYMYNb7uXlheTkZMyZMwfW1tbo27ev3GV8/vwZ48aNk3l2DUIIIYQQQgghhIhTuGdDcHCwzGn/+ecfucuZN28e8vLy4OHhIbZu+vTpAIBp06bJnT8AzJ8/H/Hx8QrlQQghhBBCCCGEfOsUbmzo1KmTzGnNzMzkKiM1NRWhoaEwMDBAs2bNxNabmJjAwsICcXFxiIiIkKuMa9eu4dKlSwr1viCEEEIIIYQQQoiSYjYAwNu3b7Fo0SI4ODigc+fO3PIFCxZg165dCuV9/vx55Ofno0mTJlLTNG/eHAAQHh5e6vxzcnLg5uaG7du3Q11dXe56EkIIIYQQQgghRAkxGwDgyJEjGD9+PLKzs8EYQ61atbh1c+bMgaenJ+Lj4+Hj4yNX/jExMQAK40NII+yRcOfOnVLnv2DBAjg7O6NDhw5y1Y8QQgghhBBCCCH/o3Bjw82bNzFq1CjY2dlhwIABePPmDbZt28at19fXx969ezFixAicP38ejo6OpS5DODNEzZo1pabR1dUFALx+/bpUeUdFRSEsLAy3bt0qdb1yc3ORm5vL/Z2ZmVnqPAghhBBCCCGEkOpG4WEUq1atgru7O8LDwzF9+nSsWrUKOjo6YulWr14NX19fucoQPsQXN8RBQ0MDAPDhwweZ883JycGECROwfft2aGpqlrpeK1euhL6+Pvdjampa6jwIIYQQQgghhJDqRuHGhlu3bmHVqlUiy1RVVcXS8fl8JCUlKVQWj8eTuk5FpXBXGGMy57do0SL069dPJMZEacybNw8fPnzgfl6+fClXPoQQQgghhBBCSHWilJgNWlpaJaYpKCjAmzdv5MpfOESi6JCFr+Xk5AAA9PT0ZMozOjoaoaGhuH37tlx1Agp7Uwh7VBBCCCGEEEIIIaSQwo0NOjo6uHfvHqysrIpN99dff8HY2FiuMoTbZWdnS02TlZUFoHAazJLk5uZi/Pjx2LZtm0wNJYRUFgKBAAEBAcjNzYWuri7c3Ny4Xj1FXblyBY8ePcKbN29ga2uLfv36iaxPTEzEjRs3MGTIkPKqOiGEEEIIIeQbovAwil9++QVDhgzBw4cPpaY5ePAgPDw88Msvv8hVRps2bQCg2J4RycnJAFBiowcALFmyBD179oSdnZ1c9SGkosydOxf6+vqYNWsWTExM4OHhIZbm/v37OHbsGNzd3bFw4ULMnDkTkZGRAIDPnz9j8+bNmD59OjZu3Fje1SeEEEIIIYR8IxTu2TBjxgycPHkS1tbWaNu2LZo2bYq0tDSMGjUKqampiImJQVpaGmxsbPDrr7/KVUbPnj3B4/Hw9OlTqWni4+MBQOwNriSRkZF4/vw5QkJCxNYJ40qMGDGCCxp59+5dmYdnEFJWMjIysGXLFqSkpAAABgwYADc3Nyxbtgz16tUTSRcWFgYAUFNTg7W1NaKiotC1a1doaWnB3d0dlpaW8Pb2rojdIIQQQgghhHwDFG5sUFdXx7lz5+Du7o5Dhw7h5s2bAAqHTQgNGDAAu3fvlju+gbm5ORwcHHDp0iXExsaiefPmIutTU1Px6NEjWFpaokuXLiXmFxERUWxZiYmJOHjwIOzt7eWqLyFl4d69e9DS0hKZOcXExAS3bt3C999/zy3r1q0b4uLiABTGSnn9+jUGDhxY7vUlhBBCCCGEfLsUHkYBFAZl/OuvvxAbG4s//vgDU6ZMwaRJk7B8+XLcuHEDISEhqF27tkJlrFu3DqqqqggMDBRbt23bNgDAhg0bRGascHFxga6ursRtCKlqkpKSxKZo1dbWRnp6uljajx8/ws/PDyNGjICTkxOaNm1aXtUkhBBCCCGEEOXMRiHUrFkzNGvWTJlZcmxsbBAYGAgPDw989913mDx5MlRVVXH8+HGsWLEC69atQ9++fbn0aWlp2LdvHwBg06ZNEse2fy0zM5N7cHv16lWZ7Ach8tLQ0EB+fr7Isry8PNStW1csrZ6eHqZNm4Zp06bBxcUFS5YswbJly8qrqoQQQgghhJBvnFJ6Nkizc+dODBs2DKtXr+bGmSti4sSJuHTpEk6dOgU+nw9zc3MEBATg5MmTmDFjhkjaunXrYtSoUdDR0YG7u3ux+R49ehTm5uYwNjZGZmYmAGDUqFEwNjbGpk2bFK43IcpgZWWFtLQ0CAQCbllKSopYA9/atWsxadIk7u+uXbsiODi4vKpJCCGEEEIIIYr3bGjfvj0Xp+FrgwcPRrt27XD79m04Oztjy5Yt3MwS8urevTu6d+8uU9q9e/fKlG7IkCE0BSCp9Jo2bYrOnTvj+vXr6NKlC54/f44WLVrA3Nwc+/fvh52dHczMzPDs2TORmVaePXum8HFHCCGEEEIIIaWhcGPDu3fvpK4zMDCAgYEBWrdujd69e2P06NG4ePGiokUS8s06ePAgvL29ERUVhaSkJGzduhVAYUwTdXV1mJmZYfHixQgKCsL27duRkpKCrKws+Pn5cXkEBgYiLCwMsbGxWLFiBRwcHGQKrEoIIYQQQgghslK4saFoQMbiGBkZ4f79+4oWR8g3zcjICJs3bxZbfvv2bZE0c+fOlZqHh4eHTDFMCCGEEEIIIURepWpsePHiBZ4/fy6yLCcnBxEREWCMSd0uPT0d27dvR82aNeWqJCHfugD3SxVdBUIIIYQQQgiRWakaG27duoXdu3cjJiYGL1++5Ho12Nvbl7gtYwwrV66Uq5KEEEIIIYQQQgipOkrV2DB48GAMHjwYAHDmzBmMGzcOmZmZ6NSpU7HbGRoawtnZGS4uLvLXlBBCCCGEEEIIIVWC3DEbnJyc8Ndff2HChAm4fPmyMutECCGEEEIIIYSQKkxFkY179uyJ/v37K6suhBBCCCGEEEIIqQYUamwAAH9/f2XUgxBCCCGEEEIIIdWEwlNfyio5ORnbtm3DkiVLyqtIQgghhBBCSDUhEAgQEBCA3Nxc6Orqws3NDSoq4u9Ow8LCcPv2bSQnJ6NDhw5wdXXl1t29exfBwcHQ1NRE//790bJly/LcBUK+KeXW2FC/fn0cPHiQGhsIIYSQKkrWG30ASExMxI0bNzBkyBCR5Xfv3kVoaCjy8/PRvXt3ODg4lEfVCSHVwNy5c2FlZQVXV1ecOnUKHh4e2Lx5s0iaM2fOQFtbG/PmzUNBQQF69eqFzMxMeHp64vXr15g0aRIuXboENTU1ODk5YdOmTbCwsKigPSKkelNKY0NCQgK2b9+Ot2/fgjEmtr6goAAxMTHIyMhQuKyoqCisWbMGMTExUFFRQevWreHl5QU7O7tS51VQUID9+/dj//79ePbsGfLy8tC8eXO4uLhgxIgR3NSehBBCCJHtRv/z588ICgrCuXPnkJ6eLtLY8ODBA7i6uiIqKgoaGhr46aefoK6ujq5du5b3rhBCqpiMjAxs2bIFKSkpAIABAwbAzc0Ny5YtQ7169bh0oaGhqFWrFuzt7aGqqop27drh7Nmz8PT0hL+/P3r27AktLS0AwKBBg+Dn5wc/P78K2SdCqjuFYzbEx8ejXbt2WL16NXbt2oXdu3cjKCgIu3fv5n727duHBw8eYOnSpQqVFRQUhB49esDOzg6xsbF4+PAh7Ozs0LNnT6xdu7ZUeb1//x69e/fG48ePsW3bNjx+/Bi3bt1Ct27d4OLigr59++Lz588K1ZcQQgipLoQ3+sOGDQNQeKN/8uRJ7sZfSEtLC+7u7vj111/F8vD19YWDgwO0tLSgoqICFxcXLF++vFzqTwip2u7duwctLS1oampyy0xMTHDr1i2RdM7Oznj06BH3d2RkJDp06AAAiI6ORsOGDbl1fD4f0dHRZVxzQr5dCvdsWLZsGXJycjBjxgxuzNOSJUuwbNky5Ofn49GjR9i9ezdGjx6NiRMnyl3O48eP4ebmBg8PD8yYMYNb7uXlheTkZMyZMwfW1tbo27evTPm5urrC3d0dw4cP55bVrl0b8+fPR3JyMgICAjBz5kwEBgbKXWdCCCGkuijuRv/777+XKY+UlBTo6+tzf6uoqCAmJkbZVf0/9u46LIrt/wP4e3fp7obFAhUVW7G7W+xu5apX7Lh2fA0sbOwCO7AL41rXwkBUFF06RBqUPL8/+O1clt2FBVbR6+f1PDzizJwzZ5bds2c+c4IQ8h8UHh4uUf8AgJaWFhISEiS2derUCZ06dQIA+Pr6IiMjA9OmTZOZh6z0hBDlKXXPhnv37uHgwYNYs2YNhg8fjuHDh0NfXx/Dhg3DqFGjsGbNGgQEBODGjRvw9/cv8XnmzJmDrKwsuLm5Se2bMmUKAGDy5MkK5fX27VtcvnwZvXv3lrlf3OVzz549SEpKKlmBCSGEkP8QRRv6hWnTpg3Onz+P5ORkZGVl4fjx49TQJ4QoRF1dHdnZ2RLbsrKyYGJiIvP4wMBAeHp64urVq9DV1ZWZR2HpCSGlV+pgQ0pKitTkTw4ODhJPKszNzbFjxw4sXbq0ROf4/Pkzzp07B0NDQzg4OEjtt7a2RsWKFREUFIS///67yPwCAgKQk5ODZs2a4cqVK1L7LSwsAAAZGRl4//59icpMCCGE/JcUt6Evy8SJEzF8+HD06dMH06dPR9euXSXGWhNCiDzVq1dHXFwccnNzuW2xsbEy7w0iIiLg5eUFX19fmJqa4urVq1we+Yd+xcTEwNHR8fsXnpDfVKmDDUZGRlLbmjVrhrNnz0psq1+/vsT4qeK4evUqsrOzUaFCBbnHVKlSBQBw/fr1IvPT09MDkDfZ5MCBA6X2h4SEcL+rq6sXt7iEEELIf05xGvry8Pl8TJo0CVeuXMHGjRuRlZWF5s2bf4/iEkL+YypVqgQXFxc8fPgQACASiVC1alXY29vj8OHDCA0NBZD3IHTx4sVYuHAhNDQ0kJiYiP379wMARo8ejTt37nB53rp1S2avaUKIcpQ62FChQgW8ePEC6enpOHPmDNLS0tCjRw94eXkhOTmZO+7bt2+IiYkp0TnEvSTMzc3lHmNpaQkAePHiRZH5tWzZElWrVgUA2NnZSe2/fPkygLxAivg4Qggh5HemaEO/MCdPnoS9vT23ctXx48cxY8aM71puQsh/x5EjR3DgwAGsXbsWGzduhJeXFwDAw8ODm+hxyJAh2LlzJ4yMjCAQCGBoaIisrCwAefcAffr0wbx587B8+XI0bNiQmzySEKJ8pZ4gcuLEiejRowd4PB5CQkIwZMgQ7Nu3D3Xr1kXDhg0xc+ZMmJiYYPv27TAwMCjROUQiEQBAW1tb7jHisVhRUVFF5qeqqor79+/j9u3bUsttJScnc9HPyZMnQyAQyM0nIyMDGRkZEmkJIYSQ/6ojR45g0aJFePDgAcLDwyUa+mpqalwAf+vWrbh8+TLevHmD5cuXo2XLlmjUqBFcXFzQqFEjrF+/Hl++fMGECRNQo0aNsrwkQsgvxMLCQmq5XQAS88KdOXOm0DxGjx6t7GIRQuQodbChU6dO6NOnDzw8PAD8e9O/Zs0a1K5dG6NGjeKOdXd3L9E5xDfxampqco8RD3dQdEJHfX19dOvWTWr7/PnzkZCQgLp162L27NmF5vG///2v1Mt5EkIIIb8KRRr6AODm5iaza7KVlRV8fX2/W/kIIYQQ8vModbABAFavXo1+/fohLCwMnTt3BpA3SeSVK1cwceJEfPz4ER07dsSiRYtKdR4ejyd3H5+fNyJE3DWzJC5evIhNmzahXLly8PX1LXK+hjlz5kgsw5mcnAxbW9sSn58QQgj52WwZ71fWRSCE/MaoDiLk16WUYAMA1KlTB3Xq1JHY1rhx41Itdykm7i2Rf8hCQd++fQPw7+SPxRUYGIgBAwagUqVKuH79OjcHRGHU1dVpAklCCCGEEEIIIaQApQUb8rt37x50dHRgYGAAfX196OvrF9oroShWVlYAgLS0NLnHpKamAshbBrO4YmJi0LlzZ1SrVg2+vr4wNjYuWUEJIYQQQgghhBDyfYINW7Zswc2bNyXWsdXR0YGhoSE32WNx1KxZEwAQHR0t95jIyEgAeUtzFUdaWhq6dOmCOnXq4NChQ9DQ0OD2hYWFQSAQcMEOQgghhBBCCCGEFK3US1/K4u3tjaioKNy9exd9+vQBYwwpKSkICwsrUX6tWrUCj8dDcHCw3GPev38PAOjQoYPC+ebm5mLgwIFwcXHBsWPHJAINALBixQqJtXgJIYQQQgghhBBStO8SbBBzcXHBkSNHcOLECaiolLwThb29PVq2bInExES8efNGav/nz5/x9u1bVK5cGY0aNVI43xkzZqBKlSrw9PTkJpjM7+rVqzSkghBCCCGEEEIIKabvGmwQ69WrV5HLSBbFw8MDAoEAW7duldq3c+dOAMCGDRsk5oYYMmQIdHV1ZabZtWsXdu/ejTZt2iAsLAxpaWnIzc0FAGRlZWHnzp34+PEjBRsIIYQQQgghhJBi+iHBBgAYO3ZsqdLXqlULW7duxbZt27B582bk5OQAAE6dOoXly5fDw8MD7du3546Pi4vDoUOHkJqaim3btknk5efnBzc3NyQlJaFt27aws7ODjo4OBAIBBAIB1NXVufJSsIEQQgghhBBCCCmeHxZssLGxkZoTobjGjh0LPz8/nD9/HkKhEPb29tiyZQvOnj2LqVOnShxrYmKCwYMHQ0dHB+PHj5fYN3ToUGRlZck8R25uLhhj3P+NjIxKVWZCCCGEEEIIIeR3o/BECuI5EUpDXV29VOkBoFmzZmjWrJlCxx48eFDm9vDw8FKXgxBCCCGEEEIIIbIp3LOhU6dO37MchBBCCCGEEEII+Y9QONggnjyxNLKzs0udByGEEEIIIYQQQn5uCg+jCAsLw9GjR2FpaVmiEwUHByMtLa1EaQkhhBBCCCGEEPLrUDjYwBjDwIEDv2dZCCGEEEIIIYQQ8h+gcLABgMQqDSXB4/FKlZ4QQgghhBBCCCE/v2IFG5YtWwZra+sSnejJkyfYunVridISQgghhBBCCCHk16FwsMHKygpz584t8YmGDRuGPXv2lDg9IYQQQgghhBBCfg0Kr0ahqqpa6pOpqamVOg9CCCGEEEIIIYT83BQONpw+fbrUJ7t+/Xqp8yCEEEIIIYQQQsjPTeFgQ82aNUt9sjp16pQ6D0IIIYQQQgghhPzcFA42/CwePHiAnj17oly5cqhQoQJ69eqFv//+u8T5Xbx4Ee3bt0e5cuVQqVIlDBkyBK9evVJiiQkhhBBCCCGEkN/LLxVs2L9/P5o3b46mTZvizZs3CAwMRNOmTdGqVSusWbOm2PktW7YMrq6uGDRoEN6/fw9/f39YW1ujTp068PHx+Q5XQAghhBBCCCGE/PcVa+nLsvTu3TuMGTMGbm5umDp1Krfd3d0dkZGRmDlzJmrUqIH27dsrlJ+fnx/mz5+P9evXY+jQoQAAHR0drFy5EsHBwRg2bBiqV6+OatWqfZfrIYQQQgghhBBC/qt+mZ4Nc+bMQVZWFtzc3KT2TZkyBQAwefJkhfObPn061NTUMGrUKKl97u7uyMrKkghqEEIIIYQQQgghRDG/RLDh8+fPOHfuHAwNDeHg4CC139raGhUrVkRQUJBC8zf4+/vD398fTk5O0NXVldpfv359aGpq4vr16wgJCVHKNRBCCCGEEEIIIb+LXyLYcPXqVWRnZ6NChQpyj6lSpQoAxZbXvHjxIgDIzU9FRQUVK1YEYwx+fn4lKDEhhBBCCCGEEPL7+iWCDc+fPwcAmJubyz3G0tISAPDixYsfnh8hhBBCCCGEEEL+9UtMECkSiQAA2traco8RD4eIior6YfllZGQgIyOD+39SUhIAIDk5ucgylLXcjPQfdq5kHvth58r5mvPDzpWa8+PO9TUz7YecJyMr64ecBwBSMn7MNQFABi+j6IOUJC0t94edK5eX+sPOpex6jeqg0vkv1j8A1UHK8KPqIKp/FPNfrH8AqoNKi+qf0vuV66DvQVxGxn5cnaOIXyLYIH7x1NTU5B6jrq4O4N8b/h+R3//+9z8sXrxYarutrW2RZfid6P/Qs735YWeq/8POBOBDtx95th/iL1wt6yL8BzT9YWf6sZ9j5fov1kFU/5Qe1UGlRfWPIv6L9Q9AdVBpUf2jDFQHyZKSkgJ9/Z+nxL9EsEGMx+PJ3cfn540IKU40p7T5zZkzR2LFitzcXMTHx8PY2LjQvAn5L0lOToatrS3CwsKgp6dX1sUhhPxGqP4hhJQlqoPIz4IxhpSUFFhZWZV1UST8EsEG8ZCG/EMWCvr27RsAKPRBV1Z+6urqXA8IMQMDgyLPT8h/kZ6eHn3REkLKBNU/hJCyRHUQ+Rn8TD0axH6JCSLFEZq0NPnjm1JT88btWFtb//D8CCGEEEIIIYQQ8q9fIthQs2ZNAEB0dLTcYyIjIwEA1atX/+H5EUIIIYQQQggh5F+/RLChVatW4PF4CA4OlnvM+/fvAQAdOnQoMr/WrVsDAD58+CBzf05ODj5+/Agej4d27dqVoMSE/D7U1dWxcOFCqSFFhBDyvVH9QwgpS1QHEVI4HvvZ1seQo3Xr1vDz80NgYCCqVKkise/z588wNzeHo6MjAgMDi5yckTGGSpUqISQkBF++fJEaY/X06VPUrVsX7dq1w5UrV5R+LYQQQgghhBBCyH/ZL9GzAQA8PDwgEAiwdetWqX07d+4EAGzYsEEi0DBkyBDo6upKpeHxeFi/fj2ys7O5tPnt2LEDampq8PDwUPJVEEIIIYQQQggh/32/TLChVq1a2Lp1K7Zt24bNmzcjJycHAHDq1CksX74cHh4eaN++PXd8XFwcDh06hNTUVGzbtk0qv65du2Lu3LmYP38+jh07BiBv+MT27dtx4MABHDx4kOZrIIQQQgghhBBCSuCXCTYAwNixY+Hn54fz589DKBTC3t4eW7ZswdmzZzF16lSJY01MTDB48GDo6Ohg/PjxMvNbvnw5vL29sWnTJtja2qJ8+fK4ePEi7t27h759+/6ISyLkP2fr1q1o2LBhWRdDIR8/fkRSUlJZF4MQoiS/Uv1DCCked3d3GBgY4MSJE2VdlJ9KdHQ0oqKiyroYhMjGCCEyPXv2jAmFQmZpackAcD88Ho/Z2dkxoVDIXr9+LTf91q1bmVAoZIaGhhLpNTQ0mFAoZNWrV/8u5X78+DETCoXMyspK4rxGRkYsIyOjyPQJCQlMXV1dIq2ZmRkTCoXM19e3yPR16tRhAFhgYKAyLocTFBTE/vzzT1ajRg1ma2vLatSowaZNm8Y+ffpU4jybNWvGADBVVVWmra0t92fRokWMMcZu3brFhEIhMzMzk3pPWFhYMFtbW2Zqaso0NDSYpaUl69y5Mzt27JiSXgHyO6H65+eqf/z9/dngwYOZg4MDs7KyYlWrVmUTJ05kIpGoVPnm5uayffv2sZYtW3J/15YtW7Lt27ez7OxsiWOp/iE/s1mzZjGhUMj09fUl3p8TJ05UKP3WrVsl0qmqqjJbW1vm4ODAHaOjo8MAsC5dunyvy/ihhg4dykxNTblrbt68eYnyWbBgAQPA+Hx+oW2Z1q1bM8YY+/btGxMKhczGxobxeDyputrOzo5ZWFgwDQ0NZmhoyBo3bsw8PDxYenq6Eq+e/C4o2ECIApYtW8ZVxIcPHy5W2pycHNauXTsufURExHcqpbQVK1awunXrcuc+fvx4kWl27drFGjZsyKUZNWqUwud7/vw5l27GjBmlKbqEvXv3ssaNG7MrV66wtLQ0lp2dzR49esScnZ2Zjo4OO336dInyLXgjJ+tHVVWVffz4USrt4MGDuWNu3bolsS89PZ0dPnyYGRgYMACsV69eLCsrq0RlJITqH8V8r/rn3LlzrFatWuzGjRssKyuLZWVlsTt37rBy5coxfX199uDBgxLlm5WVxXr06ME6derEXr16xbKzs1l6ejq7ePEiK1euHGvWrBn7+vWrzLRU/5CfVXZ2NqtatSr32TcyMmLfvn0rMl2TJk0kPvt///231DGenp6sfv367Pbt20opa3BwcInbD8q0ePHiUgUbBgwYUGRbBgA7dOiQVNqdO3dy+8UPVsSys7PZnTt3WLVq1RgAVrly5R/6HUL+G36pYRSElBVra2vudysrq2Kl5fP5sLS0LHH60rC0tISTkxPq1q0LANi7d2+RaXx8fDBgwADu/zY2Ngqfb/fu3dwkrQcPHkR2dnYxSyzt4cOH2Lx5M27cuIF27dpBS0sLAoEA9erVg6+vL3JycjBo0CB8+vSpWPmmpqYiKioK3t7eyMnJAcsLvkr8nD59GqNGjUK5cuWk0leoUIH7XSgUSuzT1NTEwIEDsWnTJgB5c8ts3LixBFdPCNU/ivoe9U9mZibGjBmDyZMno1WrVlBRUYGKigqaNm2KvXv3IikpCf3790dWVlax8166dCnevXuH06dPo1q1ahAIBNDU1ETHjh1x6tQp3L17F6tXr5aZluof8rMSCAQwNTXFiBEjAADx8fHw9fUtNE1YWBjev3/PLU0PyP7sT5o0Cf/88w+aNWumlLI+f/4cZ86cUUpepVHa6wkKCsLEiRPx9etXmW2ZyMhI1K1bV6JuFatYsSL3e8G6RCAQoGnTpjh//jwEAgHevn2LcePGlaqs5PdDwQZCfgPiL/0rV64gMjJS7nHR0dF48eIFOnToUOxzZGRk4PDhw1iwYAGX1+XLl0tW4Hw2bNiAzp07y1zD2s7ODvXr10d6ejq8vLyKle/79+9RsWJFDBgwAHy+dFWYm5uLpUuX4q+//ipx2Tt16sT9fvTo0RLnQ8iv7Feuf968eYPo6GjMmDED0dHREvuaNm0KDQ0NhISE4O7du8XKNzc3F1u2bEG7du2gpqYmtb9mzZooV64czp49W+KyU/1DylLVqlVRr149AEUHGn18fODq6goVFZUfUTSOv7//Dz3f9/LhwwfMnj0bGhoaMvcvXboUM2fOlNnWUYRQKETVqlUBABcvXkRqamqJy0p+PxRsIOQ3MGDAAKirqyMnJwcHDx6Ue9yRI0fQo0cPmY3fopw+fRqVK1fG3LlzYWxsDECxJ5lFCQgIwMaNG/Hnn38iLS1Nar+FhQUA4NWrV8XKNygoCC1atJC7//Dhw6hWrZrEU+Xi0tXV5X6nL2fyu/qV6x/xZzguLg4PHz6U2Mfn87lzxcbGFivf2NhYfPnyBcnJyXKPMTY2LtXNF9U/pKyJA41Xr15FRESE3OO8vb1lPnX/nr5+/YoDBw780HN+DzExMTA1NZXbVvn48SP8/PzQq1evUp1HXJ/k5uYiPT29VHmR3wsFGwj5DRgaGqJ79+4ACm+A+/j4YODAgSU6x+7duzFmzBioqalh8ODBAIBz584hLi6uRPmJ6enpISkpCZ6enti9e7fU/pCQEACQ2fOhMHw+H126dJG5Lzs7G4sXL5Za5aa4wsPDud+bNGlSqrwI+VX9yvVP+fLlsX//fixZskSipwAAMMbw5csXAEClSpWKla+RkREEAgFOnDiBjx8/Su3PyMhAUFAQ97qVBNU/pKwpEmh88+YNEhMT0ahRox9WrpiYGLi6uiI0NPSHnfN7SUxMxNChQ+XuX7x4MSZMmACBQFCq84jrk0qVKsHMzKxUeZHfCwUbCPkFZGVlYfPmzXBxcUHFihVhYGCAKlWqYM6cOUhMTFQoD/EThnfv3uHBgwdS+4ODgxEeHo7mzZsXu3whISF48uQJt2TsqFGjuHIfPny42Pnl98cff3C/FxxPGBcXhydPngDI69JcHH369JHbkD9y5Aj09fXh7OxczNJKEl+7jY0NFi1aVKq8CCkrv3P9AwBDhw7F/PnzpXpc3Lt3D9++fUOLFi1Qu3btYuWppqaG1q1bIyUlBfXr18e6deskejn89ddfqFWrVqkCnlT/kLJmYGCAHj16AJAfaPT29kb//v25+VZk6datG0xMTMDj8cDj8eT2Snzy5Anatm0LoVAIOzs7dO3aFdeuXYOTkxMSEhIAADdu3EDjxo3xzz//AABOnDgBe3t77sfPzw8AMH36dFhYWHDnnD59OgDgzp07qFOnDvT19TFixAgwxiTKcOHCBXTs2BEODg4wNjZGuXLlMHjwYAQFBSn8uhWHo6Mj5s+fL3OfSCTC8ePHuQBsSd27dw+hoaFQU1PD1q1bS5UX+f1QsIGQn9y3b9/Qpk0bnD9/HidOnMCHDx8QExODbt26YeXKlWjZsqVCk5O1a9eO62Yn60vf29sbffv2LdGYvr1796J///7Q0tICAFSvXr1Yk8IVZtCgQXj06BHu3r0rFRzYtm0bsrOzYWhoWGhkv7jWrFlT4iesQF4X6WXLlmHFihUYMGAAHj169EMn5iNEWX73+keWrKws3L59GyNHjkSHDh1w/PjxEuWzbt06GBkZ4cuXL5g2bRqsra0xdOhQdOnSBTk5Obh48aLcMdiFofqH/EzEgcagoCDcv39fan/BSWFl8fX1RVxcHGbMmCH3mDdv3mDAgAFYuXIlQkJCIBKJ4ObmhuHDhyMwMJDr5dS6dWt8+PABHh4eAABXV1eIRCLup1WrVgAADw8Pbr4WsY8fP+LPP//EqVOnoKmpiX379uHGjRvc/pkzZ+KPP/7A8uXLERQUhLi4OKxatQonTpxAvXr18OHDBwVfNeVYv349WrduzQ33Kq7U1FQcPXoUrq6ucHFxwd27d9GmTRsll5L811GwgZCf3ObNm3Hnzh3o6OhwjXV1dXWsWrUKdevWxfPnzyW+7OTh8/kYMmQIgLzJwgqOuStpF+bc3Fzs3bsXY8aMkdg+cuRIAMCLFy/w7NmzYuebX7169dC4cWOJbWFhYVi9ejV4PB68vLxgZGRUqnOI3bx5Ey9fvkS3bt0UTtOkSRPuqYiNjQ2srKywePFijBs3DkuXLpVYDYCQXwnVP3kYY6hRowYMDQ1haGiIFi1aoE6dOjhy5AhMTExKlKeTkxP+/vtvbib61NRUHDx4EBcuXMCJEyfg4+OjUD5U/5CfWdu2beUGGh89egR1dXWFexEWNnns0qVLMW7cONSpUwdAXp3TsWNHnDt3Dnw+v8RDqtq2bcv9Pn/+fOzYsQM6OjqIiYkBAK4ue/LkCdasWQMAcHBwAADweDz07dsXEydORHJyMnbt2lWiMpREcnIy9u7dW6y2zPTp0yV6eZiamqJ///6oW7cu1q5dy034SUhxULCBkJ9cWFgYAODkyZOIj4+X2CeeHVj8pVcU8ROG5ORknDp1itv+/PlzZGVlleiL5Pr16zAxMZHqRjxw4EBoamoCUP7TxaysLAwcOBCpqalYsWIFXF1dlZb35s2bIRQKizUG++7du9xTkfDwcGRkZODmzZt4+PAhKlasiD59+ij8NyLkZ0L1Tx4ej4d79+4hKioKqampCAkJAZ/Ph52dHY4dO1bifBMSEmBgYIB+/fphwIABXE+GsLAwjBw5EpMmTSoyD6p/yM+Mz+dzPQ8LBhqLOzFkYT2fXrx4gbdv30ptr127Nnr06FHiYIOqqioA4PPnz/j8+TPq168PY2NjLFu2DG5ublwARFxXhoSE4OrVqxJ5ODk5AVC8rlSG/fv3IyUlRSJYUhQPDw+JXh5fv37Fu3fvYGRkhEaNGqFOnTrc0FVCFEXBBkJ+clOnToWrqyvmz58v9fRePMax4JhBeRwcHLhJmPI3wEszE7R4YraC9PX1udmPvb29kZGRUaL8ZXFzc8Pdu3excuVKzJ49W2n5RkZGwtfXl+uCXVICgQBNmjSBn58fnJyccOLECTRs2BCfP39WUkkJ+TGo/vmXrq4uFwyws7PDoUOHYG9vj/79++PcuXPFzm/GjBno2rUr3N3dceTIEXh7eyM8PBwrVqzgekts3ry52MtqUv1DfjbDhw8HAKSkpODkyZMA8nolHTt2TGmrUNjb22P37t3o3r07Dhw4gMDAQOTk5ADIC5Z27dq1VPmfP39eYlLpefPmYcuWLdxcLp07d4abmxsGDx4sdYNf3LpSGbZv3w5jY2PY29uXKh8HBwfs378fI0aMwLNnz9CkSZNi10nk90bBBkK+gwEDBuDvv/8ucXqhUIjc3Fzu9+PHj2PJkiV4+vQpFi1ahLZt26JatWolauCKv/Rv3rwJkUgExhiOHj1aoi/8L1++4Pz581i+fLlE1zvxz/Xr1wEA8fHx8PX1lUp//Phx2NjYSPwUNSHaqlWrsH//fuzfvx+zZs2SeUx4eLhUvi4uLkVez759+5Cdnc09hSgtTU1NbrynSCTCihUrlJIvIYWh+kd59Q9jDG/evJEZrODxeOjatSsYYxJBT0Xqn5MnT8LDwwMbN26UmOzO2NgYc+bMwfv377ntJZ3kkuof8rOQFWi8efMmbG1tUaFCBaWcY+HChdDS0oKvry+GDRsGJycn6OnpoW3btrhw4UKp84+Pj0fLli3l7ldTU8OWLVtw8OBBxMfHY+PGjejduzeqV6+OBQsWlPi8Li4uUvVJ/pVmZLl//z4CAwOV1pYB8l5fIG+lHEV6XBEiRsEGQpSMMYabN29CR0enROnFy0Dl7y545coV1KpVCyNGjICZmRm8vLwQEBBQokh9v379oKWlBcYY9u/fj7t378LIyAhVqlQpdl6HDh3CsGHDEBYWJtH1TvwTFRXFNSRkdWVOS0tDRESExE/Brtr5HT16FCtXrsSlS5ekJoR8+PAh93t2drZUvlFRUUVej3jN7YKrXpSGePwoAG6Wa0K+F6p/lFv//PHHH6hatSrat28vswy2trYAgMDAQC6tIvXPrl27oKKiIjfIYmBggEOHDgHICxSUFNU/5GchHkZ169YtfPr0Cd7e3qWaiLmg+vXrw9/fH25ubtznPj09HdevX0eXLl2wb9++UuUvEAi4oWPyiJerbdiwIeLj4zFv3jy8ePECS5YsKfF5o6KipOqT7OzsQtN8j7aMUCjkJpp8/vw5t7oHIUWhYAMhSvbw4UPExMTAwMCgROnPnDkjkXb9+vXo0KEDKleujOfPn8PNzQ3lypUDgCK/cGTR09Pjuhfv27evVF2Y9+zZwz2plIXH43H7r169isjISIn9w4cPB2NM4kdeg+DevXuYPXs27ty5g9atW0vsi4mJkSiHvb29VL5FNdhfv36Nd+/eAQBMTU0LPbY4VFRUuN9LMtM+IcVB9c+/lFH/HDx4EEDeePCiiLtsK1L/fPr0CWZmZhL1Q0HW1tYwNTWFoaFhkeeWh+of8rPIH2j08vLC2bNnueVqSystLQ1WVlaoWLEitmzZgg8fPiA2NhYXLlyAm5sb+Hw+li9frlBeO3bskFiGVszc3BwCgUBuunv37qFWrVp49+4dAgMDsXjxYtSuXRt8Pr9EdaWYuAdY/p/ChkYwxnD69GkAym3LAFSfkJKhdwohSrZx40YAeWOGiyszMxPbt2/n0n7+/Jnrnrts2TKpyl18c1xYfpmZmVLbxQ1wkUiEPXv2oH///sUu6+PHj5GWlob69esXetywYcPA5/ORk5PDRduL69OnT/jjjz9w48YNVK9eXWr/lStXSry0k1j+bufK/IJ+//4993vDhg2Vli8hslD9I6m09Y+mpiZUVVXlDkEICQkBAFhaWhZrVQo7OzvExcXh27dvco/5+vUrkpKSpIKrxUH1DykLsj77urq6XKBx7dq1qFmzptJWStHW1kZMTAzOnj3LbTM1NUWnTp2wZcsWzJkzh5vAsSjbt2/n5ljITzxRpDwTJ05Eeno6ZsyYIRUgLKquVKZ3794hNjYWgHLbMklJSdy8L5UrVy7Rdwz5PVGwgRAlOnXqFI4ePQqgZI39GTNmIDQ0lHuyGBYWxn1hF/zSuHHjBjcrsPiJWkGfPn2S+SXXqlUrrntd/fr1YWdnV+yyrlu3TmoGeFlsbW25xnJJZoVPSkpCly5dUL9+faSnp+PLly8SjZiIiAisX7++1MGGN2/ecL+X5kliQdu3b+fyLGyNcEJKi+ofaaWtf7p06YKmTZtiwoQJUvuysrK4ye7c3d1l3qDIM27cOGRmZhbatXvz5s2wt7fHoEGDil1uMap/yI/GGENISIjMz754KEVWVpbSJoYU09LSwrx582QG8LS0tKSW1xTXafmHA6Snp4MxBl1d3WKfPzg4WCJfsZiYGK7ukVdXKtP3asvs2LEDubm54PF4CvcSIQSgYAMhCnn69Cn3+8ePH6X2h4eHY8GCBejXrx8AQEdHh+tu9+3bNwQEBBSa/sWLF+jbty88PT0B/Huj4OTkxDXE169fDyDvy+ro0aOYMGECRo0aBSBvfWfGmMS44ICAAOzZswfPnj2Dp6enRDc+Ho+HYcOGAYDMMZPip3UFfwfAdYE8evQobt++LXFtsjDGuGsICgriuiUrIicnB/369UNgYCB27tyJ6tWrw8TEBOrq6uDz+VBRUYGNjQ2eP39e6mBD/gCGhYVFkcdHR0dzvxd8jQDgw4cPGDZsGC5evIgaNWrAz88P5cuXL1UZye+J6p9//cj6B8ibkDYyMhILFy5EYmIit/3du3fo1q0bgoKC8Mcff2D69OnFyrd3796YM2cO3N3dsXTpUom5IkJDQzF58mRs27YN586d41bAyI/qH/Izys7Oxvr16xEZGYlVq1bh5cuXEvtbtmwJe3t7qKmpoXfv3lLpC/vsA//WXzExMVJDE3R0dBAUFIT27dvj9evX3PZbt25hy5YtWLt2rcTxjRo1gpGREW7cuIGgoCDk5ORgxowZUoFF8fCrpKQkiWU7C+rYsSOAvADf169fAQCPHj1C+/btMXToUPD5fDx//pyb0yW/T58+AQDi4uJKNeQCUH5b5suXL1i5ciX++usvmJmZwdvbm+uhQohCGCFEpsePHzN9fX2moaHBAEj8aGtrM319faavr880NTWl9tvY2LD169czfX19pqKiIrGPx+MxPT09Lr2qqqpU+sGDB3PlePfuHXN1dWUWFhbMzMyMVa1alU2YMIFFRkay7OxsNnbsWKajo8Pq1avHTp06xR4/fsyMjY2l8tTU1GQLFy7k8v348SNTVVVlnz9/5rY5ODgwW1tbqTIbGxszoVDI9u3bx3R0dKTyNjMzY4cOHZJ6DStVqsR0dXWljrewsGCPHz8u8m+wc+dOqbTyfqZOnVqqv/fVq1eZnp4eGzp0qNxjbt26xYRCITMzM5M4t4qKCrO1tWVCoZAJhUJmZ2fHKlWqxAYNGsROnjzJcnJySlU28vuh+qfs6x+xtLQ0tnz5cla/fn1WuXJlZmhoyGxsbFi/fv3YrVu3SvYH/n+3b99m/fr1YzY2NszCwoKZm5uzmjVrssWLF7OkpCSJY6n+IT+zGTNmyKyPjI2N2evXr7njFi5cyLp3787939fXlwmFQmZqaiqRTiAQMBsbG+bg4MCWL1/O7OzsmEAg4PYbGBiwqlWrcvk4OTmxO3fusF27drE6deowc3NzZm1tzTp37syePHkis8z3799nDRs2ZLq6uszJyYlt2LCB27d8+XJma2vL+Hw+d04dHR0mFArZ8uXLpfJKSkpi7u7uzN7enhkYGDBHR0fWvXt3rq7Ztm0bMzMzYw4ODmzBggWMMcbWr18vdQ59fX1Wt27dEv8doqKimFAoZE5OTiw1NVXmMd++fWNCoZDZ2NhInBsAs7S05OoSoVDI7O3tWceOHdm2bduk6iRCFMFj7Acu+koIIYQQQgghhJD/PBpGQQghhBBCCCGEEKWiYAMhhBBCCCGEEEKUioINhBBCCCGEEEIIUSoKNhBCCCGEEEIIIUSpKNhACCGEEEIIIYQQpaJgAyGEEEIIIYQQQpSKgg2EEEIIIYQQQghRKgo2EEIIIYQQQgghRKko2EAIIYQQQgghhBClomADIYQQQgghhBBClIqCDYQQQshvYPbs2bC3t4eBgQF4PB73M2nSJIXSb9u2TSKdmpoa7Ozs4OjoqNRy7tmzB9bW1hAIBNy5SsPf3x/29vZQV1fn8rt165ZyCksIIYQQuXiMMVbWhSCEEELIj5GTk4MaNWpAS0sLT548gZGRESIjI6Gurl5ouqZNmyI7OxsPHz4EAPz9999o0qTJdyvnkydPUK9ePQCAMpoqsbGxqFGjBmJiYnDz5k20aNGi1HkSQgghRD7q2UAIIYT8RgQCAUxNTTFixAgAQHx8PHx9fQtNExYWhvfv36N169bcNhsbm+9azrp16yo1PzMzM1SuXFmpeRJCCCFEPgo2EEIIIb+hqlWrcj0H9u7dW+ixPj4+cHV1hYqKyo8oGiGEEEL+AyjYQAghhPymxL0brl69ioiICLnHeXt7Y8CAAT+qWIQQQgj5D6BgAyGEEPKbGjBgANTV1ZGTk4ODBw/KPObNmzdITExEo0aNfnDpCCGEEPIro2ADIYQQ8psyMDBAjx49AMgfSuHt7Y3+/fsrtCpETk4OvLy8UK9ePdja2sLW1hYtW7bEyZMn5abJzs7GmjVr4OjoCGtra9SqVQvbt29XqPzHjh1D06ZNuXM1a9YMx48fVyhtQVlZWViwYAEcHBxgZ2cHJycnrFy5Ep6enpgyZUqJ8iSEEEJ+ZxRsIIQQQn5j4qEUQUFBuH//vtR+Hx8fhYZQZGVloUePHpg2bRoWLFiAsLAwiEQiDB06FP3794ebm5tUmpycHPTs2RPz58/H6tWrERERgfv37+PVq1f466+/Cj2fm5sbRowYgcmTJyM0NBQikQgjRozAkCFD8Oeffyp49f8aN24ckpOT8fLlS4SGhuLWrVsIDg7Gn3/+ic+fPxc7P0IIIeR3RzM9EUIIIb+xtm3bwtraGhEREdi7d6/EcIlHjx5BXV0dzs7OReYzb948nD9/Htu2bUPXrl0B5K18MWLECHz8+BHLli2Dk5MT/vjjDy7NqlWrcP78ecyePRvdu3cHAGhqamLz5s1o2rSp3HN5eXlh27Zt2LRpE/r06SNxrrCwMCxcuBCtW7dGt27dFHoN3r17h5MnTyIhIQF8ft5zGFNTU+zcuRNfvnxBXFycQvkQQggh5F/Us4EQQgj5jfH5fAwdOhQAcPToUaSnp3P7FJ0YMi4uDps2bYKqqioGDx4stX/48OEAgCVLliA7OxtA3vAJDw8PAEDPnj0ljufxeJg0aZLMc+Xm5mLp0qXg8XgYMmSI1H5xoGPVqlVFllvs5cuXSE9PR2hoqNS+xYsX48uXLwrnRQghhJA8FGwghBBCfnPiYEBKSgo3v0Jubi6OHTumULDh5s2b+PbtGypUqAAdHR2p/RUqVICWlhZiY2Ph7+8PAHjy5AkSEhIAAA4ODlJp5E1I+eLFC4SHh8Pc3Bz6+vpS+2NiYgDk9crIysoqsuwAYG9vj+zsbDRq1AgLFy7EjRs3EB8fDwCoXr06njx5olA+hBBCCPkXBRsIIYSQ35yDgwN3cy+eKPLmzZuwtbVFhQoVikz/6dMnAICxsbHcYwwNDQEAIpEIACR6Eejp6Ukdb2FhITOf4OBgAMDnz59hb28v9TNo0CDo6+tDW1ubC2YUpV69enB1dUVUVBSWLFmCNm3awNjYGBUrVsT06dOpZwMhhBBSAjRnAyGEEEIwYsQI3L9/H7du3cKnT5/g7e2NgQMHKpSWMSbxryzi4RMCgQBAXs8JsZycHG6uhPzbCsvHzMyMC1wow9GjR7F3714cOXIE9+/fR3p6OoKDg7F27VpcuHABz549g6amptLORwghhPzXUc8GQgghhKBfv37Q0tICYwxeXl44e/Ys+vbtq1BaoVAIAHInUszJyeF6Gdja2gIArK2tuf2yeiBER0fLzEucPj4+XiJgURozZszAjh07MGrUKFy7dg1JSUl4/vw5tm7diqpVq+Lt27c4deqUUs5FCCGE/C4o2EAIIYT8ZjIzM5GZmSmxTVdXF7169QIArF27FjVr1oSlpaVC+bVu3Rpqamr4+PEjkpOTpfa/fv0amZmZsLKyQp06dQAAderUgba2NgDgzZs3UmkePHgg81z16tWDkZERMjIyEBAQILdMc+bMQUpKikLl19HRwY4dO7j/q6iowNnZGRMmTMD9+/ehpaWFsLAwhfIihBBCSB4KNhBCCCG/EcYYQkJC8O7dO6l9I0aMAABkZWUpNDGkmKmpKSZMmIDs7GwcPHhQar94Hoi//vqLGy6hpaWFUaNGAQA3KWX+Mu7Zswc8Hg/Av0MnAEBNTQ1z584FAGzZskVmeby8vBAeHg5dXV2Fyq+jo4MXL15g//79Uvu0tbXB4/EUWv6TEEIIIf+iYAMhhBDym8jOzsb69esRGRmJVatW4eXLlxL7W7ZsCXt7e6ipqaF3795S6UNCQmT+DuQtNdmuXTvMmjULvr6+APKGT2zfvh2enp6YNGkSJkyYIJFm+fLlqFWrFrZt24ajR48CANLS0uDm5oYhQ4ZwPStu374tkW7q1KkYMWIEvLy8MGvWLCQlJQHIW01jyZIlOHnyJLZu3SqRJisrCxEREQCAqKgoiX3iFTQmTpwIT09PfPv2DQCQlJSEcePGoUWLFujQoYPM15QQQgghslGwgRBCCPkNzJw5E3p6epg2bRoAICIiAs7OzjAxMUFgYCAAgMfjYdiwYejYsSMMDAwAAOfOnYO9vT3MzMywb98+Lr/WrVvD1tYWjo6OAAB1dXVcuHABK1euxMKFC2FjYwNHR0f4+vri/Pnz8PT0lCqTjo4Obt++jUmTJmHq1KmwtbVF586d0aVLFwwdOhTlypUDALRr1w52dnYS5dyzZw+OHDmChw8foly5cnB0dETbtm1hZmaG8+fPS/RqEJf/w4cPAIBBgwZBKBTi8OHDAPKGkHTu3Bn+/v7w9/dH+fLlYWtriwYNGqBcuXI4ffo018uCEEIIIYrhscKmjiaEEEIIIYQQQggpJurZQAghhBBCCCGEEKWiYAMhhBBCCCGEEEKUioINhBBCCCGEEEIIUSoKNhBCCCGEEEIIIUSpKNhACCGEEEIIIYQQpaJgAyGEEEIIIYQQQpSKgg2EEEIIIYQQQghRKgo2EEIIIYQQQgghRKko2EAIIYQQQgghhBClomADIYQQQgghhBBClIqCDYQQQn6Ib9++oWnTphAKhQgKCirr4hBCCCGEkO+Igg2EEPKTuHTpEng8Hm7cuCGx/fTp0+DxeLh9+zaio6Nhb28POzs78Hg87ofP58PW1hb29vawtbWFoaEhhEIhunbtCm9vb+Tk5JTRVf3r9evXuHv3LkJDQ3Hu3LmyLk6JTJ8+HUKhEOrq6hKvv6WlJezt7REdHc0d27NnT9jZ2UFVVVXq71SjRo0yvIp/jR07FmZmZlz5WrRoUdZF+ulFRERgzJgxsLOzg6WlJSpUqICpU6ciISGhVPmGhITA3t4eQqFQ6j0jFAphb28Pe3t7WFhYQCAQSLz//vrrLyVdHfkezpw5AwsLC4m/GSGE/A4o2EAIIT+Jhw8fgs/no379+lLbBQIB6tatCwsLC4hEIoSGhuLw4cPcMcuWLUNYWBhEIhHCwsIQHx+PEydOgDGGQYMGwcXFBRERET/6kiTUqlULI0eORJs2bTBw4MAyLUtJeXh4ICQkBJcuXeK2DRs2DFFRURCJRLCwsOC2nz59GqGhodi1axe3be7cuQgLC8PLly9/aLnl8fLyQmxsLDw8PMq6KL+E9+/fo3bt2njx4gUePXqEqKgobNiwAZ6enujQoQMYYyXOWygUQiQSISQkROKzvXr1aoSEhEAkEkEkEiE6OhpfvnzBunXroKmpCQBIT08v9bWR76dHjx6Ijo7GrVu3yroohBDyQ1GwgRBCfhIPHz5E1apVoaurK7H9wYMHqF69OrS1tSW2W1lZyfwdAHg8HurVq4fz589j5MiRePz4MVq3bl3qp6+lwefzsXv3bly7dg2WlpZlVg5lKFeuHPe7UCgs9Fg7Ozvu94oVK363MpVGnTp1yroIv4Q5c+YgNjYW//vf/7jAUteuXdGrVy88evQIAQEBSjmPmZkZ97uJiYnUfgMDA7i7u+PgwYMAgK9fvyrlvOT7at68eVkXgRBCfigKNhBCyE+AMYZHjx6hYcOGEtuzs7Px5MkTqe3FsX79epiZmeHdu3eYOHFiaYtKAIlu0EV1iaYu0/8dr169AgDY2NhIbLe3twcAqKqq/tDy9O7dG9WrV6eeDYQQQn5KFGwghJCfwLt375CYmCgVVHj+/Dm+fv1aqmCDnp4eBg8eDADw9vbGs2fPSlVWQn5X4l4sBSc4fffuHRwdHeHg4PDDy9SzZ0/q2UAIIeSnRMEGQggpA/v27ZOYLKxKlSoAgNGjR0tsr1evHgBg+PDhpZrAr0uXLtzvO3fuLHX5Cfkd9erVCwDg6+vLbXv69Clu3bqFffv2gc///s2qU6dOYfjw4dz/GzduTD0bCCGE/JQo2EAIIWXA0dER48aN434cHBygqakpsW3cuHGoVKkSNDQ0uP9369atROdzcnLifr969arU/tzcXOzYsQN169aFnZ0dbG1t0b59e1y/fl3iuL59+0oEQ1RUVFC3bl1u/8SJEyX2a2hoIDIyEvb29tDR0eG2L1q0SGY5IyMjMXHiRFSoUAHlypVDtWrVsGDBApk3U0lJSZgzZw4cHBwgFApRrlw5DBs2DO/evZOZd3R0NIYPH86t2OHi4oIjR45g0KBBOH36tCIv43cVEhKCCRMmwMnJCba2tjAzM0OTJk1w/PhxqWNPnDgBW1tbblUC8d8gPDwcHTp0gJGREZo0aYKYmBiJdHFxcfjjjz9gbW2N8uXLo3nz5rh586bcMhkYGEj8rYVCIXJycjBmzBiJFRHU1NTQqlUrAMDdu3ehq6vL7RMIBHj9+rVEvvfu3UPv3r3h6OgIMzMz2NraokePHnj69KlUGaZPny4xk//06dMBAHfu3EGdOnWgr6+PESNGSE3OeP36dbRv3x42NjawsbFBvXr14OXlVaqVWYYOHQpTU1P4+PggLi4OBw8exKJFi/Dw4cNS9T4qjnv37kn8v0mTJpg/fz7Cw8Nhb28PDQ0N7rVKTU1FZmYm3NzcYG5ujgoVKuD+/fsS6ePi4jBz5kzUqFED9vb2MDIyQt26deW+Vk+ePEHVqlXB4/Ggrq6O7OxsBAQEoE+fPihfvjx0dHTQqlUrbv6KuLg4TJ48GTVq1ICuri6aN29e6NwWGRkZWLlyJapVqwahUAihUIjevXvj8ePHEsetW7dO4j1obGyMtWvXIigoCPr6+hL1kKmpKbcCTvfu3cHn87l9/fv3l8g3KSkJc+fOhaOjI4RCIezs7NC3b188f/5c4riSfgYLmj59utTqNgKBAJs2bSo0HSGE/BIYIYSQMtegQQPWvHlzqe1169ZlTZo0kZnm5s2bDAADwPbu3VvkOTQ1NRkAxuPx2NevX7ntmZmZrFu3bszU1JT5+fkxxhjLyMhg//vf/xiPx2Nr166VyOfMmTPcee/cuSN1nkePHjF1dXXWtGlTlpSUxG3/+vUra9q0KQPAFi5cKJXu/v37zNjYmDVv3pxFREQwxhiLiYlhVapUYY0aNWJZWVncsWFhYaxSpUqsQYMG7MOHD4wxxuLi4lifPn2Yrq4uu3XrlkTe3759Y9WqVWMHDx7ktr169Yo1btyYAWBeXl5Fvn75ffr0iXsNZF1Lfor8nR48eMD09PTYpk2bWEZGBmOMsQ8fPrA6deowAGz16tUy0124cIEBYHXq1GGZmZmsfv367ObNm6xPnz4MAJs3bx53bFRUFCtXrhwrV64ce/36NWOMsYiICNa8eXM2a9YsBkDqPZiRkcGcnJwYADZz5kyJfS9evGAaGhoMADt06JDEvszMTObg4MCcnZ1ZWFiYxL7NmzczQ0NDduPGDW7b9evXmZGREVNVVWV3796Vea0zZsxgANi0adNYcHAwq1mzJhOJRMzc3JwBYNeuXeOOXblyJVNRUWGbN29mWVlZLDc3l/n6+jJDQ0PWq1cvifeSoj5//swGDx7M/S0NDQ3Z6dOnuf1bt25lZmZmTF9fX+LHzMyMPX78uFjnkvWeSU9PZ3v37mXq6ups2LBhctNGRUUxPT09BoClpKSw8ePHs//9739sy5YtDABr3Lgxd+z79++ZlZUVmz17NktNTeXSt2/fngFgbm5uMs+Rk5PDypcvzwCwdevWsREjRrDk5GTGGGO7d+9mAJiFhQULCAhg/fr1Y5GRkYyxvL+zhoYGs7Oz497n+SUmJrKGDRuyihUrMn9/f8YYY6mpqWzSpElMVVWVHTlyROL4Q4cOcXWauPyMMZadnc2GDBnCALCKFStKnWffvn0MANu8eTPLzc3ltoeEhLBKlSqxypUrc5+R1NRUNnHiRKaqqipRf4gV5zPIGOP+rvmlpaWxihUrMgsLC+bj48O+ffsm83UnhJBfDQUbCCGkjH379o2pqamxWbNmSWz/+vUrU1VVZTNmzJCZrrjBBlNTU+54ceOfMcbmzJnDALBz585JpRkxYgTj8/lcw19MfJO+ceNGqTTJyclMS0uLvX37Vmrf/PnzZd6gx8bGMlNTU6ajo8Oio6O57UlJSczMzIwBYBcvXuS2N2rUiGlpaUkcy1jezXHlypWZtbU1S0tL47bv2LGDde7cWao8iYmJzN7enq1YsUJqX2HyBxv09fWZUCiU+yO+GS7s7yS+oS/4N3j16hUDwMzNzWWmy8zM5G50duzYwQUlqlWrxgAwd3d37ti2bdsyAOzy5csSecTExDADAwOZwQbGGHeT2rRpU6l94pvSKVOmSGzPzc1lZmZm7OrVqxLbIyMjmYqKCtPX12fh4eES+zZt2sQAsH79+sm81qtXr3LBhoEDB7J//vmHxcXFca/t2bNnGWOMXblyhfF4PDZt2jSpPPbv3y/3fVuYZ8+eMSsrK1atWjV248YNZmhoyACwOXPmSByXk5PDPD09GQCmo6PDzp49W6LARv7PtrGxMRMKhUwgEHDbCgs2MJb3+QDAHj9+zLp27coYY2zixIkMAKtVqxZ3XOfOnRkAtmnTJon0CQkJTEVFhamoqLCUlBSZ52jevDkDwKytraVujuvXr88AMF1dXSYSiST2jRkzhgFghw8flspzwIABjMfjsZcvX0rta9WqFdPW1paou7KyspiVlRUDIBG8YiwvgAeAqampsdjYWIl9W7ZsYY0aNZLYlpuby+rXr8/4fD4XaMivSZMmTFVVlT179kxie3E+g4zJDjacO3eOVaxYkQUHB0udlxBCfmUUbCCEkDJ27949BkDiKSljjP39998MADt16pTMdMUNNtjY2HDHx8XFMcbybiq0tLSYiYmJxBM+sVOnTjEAbODAgRLbT548yQCwChUqsJycHIl9mzdvZh06dJBZhoULF8oMNoiDEAVvop4/f86VWfzk+sqVKwwA69Wrl8xzTJ48Waq3gpubG6tatarMp6menp5s6tSpMvOSR9k9G8RPosU3hmK5ubkyb07yE9/oNGnShHu6fPr0ada/f3/uRu/p06fcDXB2drZUHuPHj5cbbEhKSmLa2toMgEQAKTk5mdtuZGQkccN57949Zm1tLfXeePbsGXc9BXvM+Pn5MQCsRYsWMq9T/DoOHTqUtW3bltu+bNky5ubmxv1tXVxcGACZN6zx8fEMALOyspJ5DlnCwsKYsbExc3R0ZF++fGGMMbZx40YGgKmoqEjdfKalpTEAbMOGDQqfoyBZ75mkpCS2dOlSxuPxigw2iAMBo0aNYjdv3mSMMfbmzRvWp08fiR4gNWrUYABY9erVpfKws7NjAKSCBQXPsXjxYql9EyZMYABY+/btpfaJg1dz586V2P727VvG4/FY7dq1ZZ5v3bp1MtPNmzePAWD9+/eX2D537lzG5/MZALZmzRqJfW3btmU7duyQ2Hbu3DkGgDVs2FDm+Xft2iW33lHkM5j/2PyfZ29vb1a1alUWGhoq87yEEPIrozkbCCGkjD148AAApMZ8P3z4EADg4uKilPN8+/YNACAQCGBkZAQAuHnzJtLT01GxYkWZSzSKxxvfvXtXYnuPHj1Qrlw5BAcHc2OhxbZu3YpJkyYVq2wXLlwAADRt2lRiu7OzMzZt2oQNGzagTZs2EsfKm/lfVpnt7e0RGBiIBg0awNPTE48ePeJm8J80aRLWrl1brPIq244dO9C5c2dMnTpVYruiy2aKRCKYmppCV1cXQN7fx8fHh1s9QTxPR4UKFSAQCKTSN2rUSG7eenp66Nu3LwBg165d3PaTJ0+iYcOGcHFxQXx8PE6ePMnt8/b2Rv/+/aUmTKxVqxb++usv9O7dm8uz4LWyAnMvFHT+/HmJCU/nzZuHLVu2QE1NDfHx8dznRtb7Q/zeiIyMxKdPnwo9j9iyZcvw5csXLF68mPvcuLm5wcnJCdnZ2Rg2bBgyMjK449+8eQMrKyuMGzdOofwVpaenx712irpz5w6aN28OAKhcuTKOHTvGfY6AvHkPOnfujPnz50ulVfTvkX8+GDFTU1MAeX/vgrS0tAAAUVFREtsvXrwIxlixPtcAMGbMGPD5fJw+fRrx8fFcmb29vTFv3jwAkpPixsTE4O7du3B1dZXI59KlSwCAmjVryjx/jRo1AOR9lnJzc6X2F/UZlGXLli0YNGgQVq5cCVtbW7nHEULIr0qlrAtACCG/o3379mHEiBES2ywtLWUem3978+bNcevWrWKfLycnh2uIly9fnruRCA4OBgD4+/vD3t5eKl1SUhL09fWRmZkpsZ3P52Py5Mlwd3fH+vXr0b17dwDArVu3kJmZiY4dOxarfO/fvwcAWFtbS+2bOHGixP/FZd62bRt8fHwk9mVnZyM1NRX6+vpIS0vjto8ZMwZeXl54/vw5/vzzTwCAiooKnJ2dMXToULi5uUFFpey+Evv374/+/fvj69evOHnyJK5fv47Hjx9Lve7yfPnyBS1btpS7PzQ0FEDeDassFhYWheY/duxY7N27FwcOHMCKFSugqqqKQ4cOYdCgQQDyAmZeXl4YOHAgcnJycPz4cVy+fFlmXkuXLgUAxMbGwsvLC7du3UJAQIDCKyrEx8fLvdaPHz9yN8eOjo5S+8XvDSDvNStXrlyR5xO/x5ydnbltKioq2Lp1K1q0aIFXr17B3d0dW7duBZAXOJo9ezY0NDQUup7i6ty5s8J1QPXq1QsNWLVu3RqtW7dGVlYWLl++jMuXL+Off/5BamqqVDBAHmNjY6lt4nOqq6vLTVfwhl38uT537pxUXZSbm4uUlBTo6+tLLfMpFArRtm1bXLlyBQcPHsSff/6Je/fugTGGhQsX4uDBgwgKCsKtW7fQokULHD16FG3btuUCR2Li4JOs6wEAQ0NDAHnvoS9fvnABFbGiPoMFLVmyBJs2bQJjDDNmzECbNm2gqampcHpCCPkVUM8GQggpA/r6+nB0dISjoyMEAgH09PS4/4t/VFRUoKurK7HNzs6uROcLCgriGvft2rXjtmdnZwMAateuDZFIJPWTkJCAxMREmTceo0aNgp6eHm7fvg1/f38Aeb0axCtSFIe414UiN/ziMru5uUmVNzw8HImJiUhMTMSJEye4NAYGBnj8+DEWL16M2rVrQyAQIDs7G0+fPsWff/6J0aNHF6u8ypaRkYHFixfD1tYWJ06cQJcuXXDz5k28fPlS4TzET15lEf/t5a3EUNQKDQ0bNkSNGjUQGxuLs2fPIioqCg8ePECvXr3Qr18/7n0QFBSE69evw9jYWOZTbSDvifawYcNQpUoVBAUFYeLEiXj69KlEr4nCCAQCVK1aVeY+8XsDyHvPF3x/xMXFce+P/KuoyPP582ckJycDyFvNJL9mzZph/PjxAPICXzt27MDz589x8+ZNjB07VqFrKQkrKyuFjy3sPQHkvS82bdoEoVAIT09PNG7cGOfPn8erV6/kBj+/F/Hfrlu3blJ/t9DQUK4uevTokVRa8estfg8dPnwYAwcOhEAgwKhRowD827vBx8eHC5LlJw5SyevJkf+9Jat3EFD0653fjRs3EBQUhAYNGuDdu3eYPXu2wmkJIeRXQcEGQggpAz179sTbt2/x7NkzAHlP79++fcv9iJdZGzt2rMT2AwcOlOh8t2/f5n7P331d3HX38+fPxc5TV1eXa8ivX78eUVFRuH79OoYPH17svMzNzQHkPe0uSknKXL9+fURFRWHBggV4+vQpkpKS8Pfff2PZsmUwMDDAgQMHEB4eXuxyK0N6ejpatmyJJUuWYO/evfDx8UHnzp2hq6srcYNTlMJuQsU9RhISEmTuL3gjLcuYMWMA5N3QeXt7o1OnTtDX14eWlhYGDhwIIO+GztvbW+bNHAC8e/cONWvWxOXLl/H06VN4eHigUaNGUFVVVfhazc3N5d7s5e+KXpL3dEH5eycUHC4E5A1DEPd4mDRpEnr37o2tW7dKPNE/dOgQrly5UuqyiLVr1w779u1T6NjC3hOMMfTu3RuTJ0/GX3/9hYsXL6JPnz7ck/3ivPeUoTR1Ubdu3WBhYYGAgAD8/fffOH78OPceHDlyJAQCAU6ePIknT54gMDAQXbt2lcpDPNwhLi5O5jnE5dLW1pbqFSFWnEDQlStXYGhoiH379kFDQwObNm0qdBlaQgj5FVGwgRBCytDTp0+Rk5Mj9ZT12bNnyM7ORr169Up9jpycHGzZsgUA0KFDBzRr1ozb16pVK6iqquLTp09yb0SzsrIwbdo0mU+///zzTwgEAhw9ehSLFy/GgAEDuG7qxSEuk3i8fUH//PMPnj59yl0DAO7/snz69AkeHh7c/7W1tbF9+3aJ/zdp0gTz5s3D8ePHwRgrs2DDzp078eDBAzRq1EjqJujdu3cK56Oqqip3n/j1/fjxo8T8AmLieUMKM2TIEGhpaeHatWvYsmULF2AA/g1E7N+/H2fOnJHYl9/s2bMRGxuLsWPHSnWVV/RaC7tOa2trVKtWDUDh749Vq1ZxQ0sKo6uri+rVqwMA9uzZI/UZ0dDQwPHjx6Grq4usrCxER0fDxMRE4phz585JzV3xoxT2Wvn6+uLMmTOwsbGBm5ubxL6kpCRujoQfpX379gCA58+fy5wTAQASExMxd+5cqe0qKircsLQRI0bA2tqam0vCysoKnTp1QkZGBvr3748ePXrIHK4gHvol7qVVkHi7rECFWGGvd0HiQFblypWxZMkSMMYwfPhwricNIYT8F1CwgRBCytDjx48BQCrY8M8//wDIeyJfWrNmzUJAQAAqVKiAgwcPSuyztLTEuHHjkJOTI3Eznt/ChQuhpaUl82myUChEz549kZmZiR07dkjNr6CoqVOnQiAQ4PDhw1JPFnNycvDnn39CTU0NQN7Ea87OzvD398f9+/el8srIyMCoUaMkJnrT0dGBl5eXzBtaLS0tqKuryxzjL0/+rtZFTaCX/8ZJ1rHiseoFx4ADwMqVK7nfixrqUJhmzZrB2dkZGRkZ3ASbYrGxsdy2wp5m6+vro0+fPsjNzUVCQgI6derE7atduzZq166Nz58/w8nJSe5cCPKuNT09HZs2bQJQuusEgEWLFgEAF2Ar6PLly7h06ZLCE/KJu7cnJiZi+vTpUvuFQiEX4EhPT0ezZs2wbds2JCQk4OzZszh//rxCQzZ+tMLedx4eHtx7obR/D0XVrVsXXbp0QVxcHI4ePSq1nzGGiRMnokKFCjLTjxkzBjweD8HBwVI9a8TBMFn7xLp27YpatWrhyZMnePXqldS59+/fDzU1NcyaNaskl1eoadOmoWHDhggNDcWUKVOUnj8hhJQVCjYQQkgZevToEczMzKRufB49egQTE5NCJ7CLiIiQ+TuQ1xvBz88P7du3x9q1a9G5c2c8fPhQ6qkrkHdj0b59e8yfPx/r1q3jJmD7/PkzJk6ciLCwMCxYsEBuOdzd3QEAbdq0QZUqVQq9XvEkbAXLW6dOHWzatAmJiYno3LkzPnz4ACDvCevIkSNRu3Zt7gmzQCDAqVOnUK5cOfTs2RPnz5/nbuJfv36NLl26oHfv3hKz7uvo6CAzMxMdOnTApUuXuBuo4OBguLu7Y+nSpdwEcIrIv5LBx48fCz02f4AjKChIar/4ieq1a9cQEBAAIG+yuQkTJiAmJga1a9cGADx58gRfvnyR6JkQGRnJ/V7YhH48Hg+HDh2CoaEhJk+ejBcvXgAAwsLCMHToUGzevBkAEBgYKLcbOfDv2HhXV1epyf/EN3TybubyX+u+ffu4XgJv375Fx44d0aZNG+jo6ODt27dITU2Veo+IrzUpKanQySR79+6NhQsX4urVqxg2bBg3NCcjIwNbt27FkiVLcOTIEYXnFRk4cCAXZNizZw+mTJnCPX1+8+YNOnTogE6dOuHEiRPQ0tJCamoq3NzcYGRkhB49emDUqFHFem8BksOJFF01Qyw7O5tLX9h7ok2bNlBVVcXLly9x48YNAHmTHy5atAiXL1/m5nZ58uQJ0tPTkZiYKHEO8dCbsLAwqbzFn4mQkBCpfeLPdnh4uFQPhn379qF27doYPXo0Dhw4wAU8QkJC0L9/f9jY2HBDtwoqV64c2rRpAx6PhwEDBkjs69SpE6ytrWFubo7WrVvLTM/n83HixAkIhUL06dMHr1+/BgCkpKRg7NixCAwMxN69e6VWq1D0Myi+Dlm/8/l8LrC4d+9eHDp0qNB8CCHkl/Gj19okhBDyr/Lly7NOnTrJ3N6xY0ep7VFRUUwoFDI7OzumoqLCrdkOgFlaWnL7zMzMWNWqVdmIESPY3bt3iyxHdnY227ZtG6tbty4zNDRkVapUYc2aNWPe3t4sNze3yPQNGjRgZ8+elbu/a9euzNLSUqK8FhYWbOTIkRLH3b17l3Xv3p2ZmJgwoVDIqlevztauXcuys7Ol8oyPj2ezZ89mlSpVYqampqxatWqsV69e7MGDB1LHjhkzhq1atYrdunWLdejQgZmamjJra2tWr149duTIkSKvT2zatGlMKBQygUAgcS2mpqZMKBSyqKgo7tgePXowa2trxuPxJI41Nzdn1atXl8jXx8eH1a1bl+nr67Py5cuzevXqsW3btrGcnBz29u1bVrt2bWZsbMx69OjBwsPD2Y0bN5hQKGQaGhpcvqqqqszOzo517dpVbvnfv3/PXF1dmYGBAXN0dGQ9e/ZkgYGBLCMjg/H5fAaAaWhoSJUvv2rVqjE/Pz+p7UlJSUxfX5/FxsbKTZuZmckWL17MKlWqxPT09JiDgwNr27Ytu3btGmOMsVOnTjE7OzsmFArZH3/8wTIzM9ny5cuZra0tVz4ATEdHhwmFQrZ8+XK557p69Spr3749MzY2ZhUqVGC1a9dmK1euZCkpKXLTFMbX15e1adOG6evrM21tbebi4sImTJjAgoKCuGOCgoKYq6sr09PTY0ZGRmzq1KksKytLofxFIhH3+VVVVZX52S7setPS0phQKGQGBgYSaa2trZlQKGRpaWlSaa5cucKaNm3KDA0NmZ2dHatZsyZbsWIF+/r1K4uOjmYtWrRgenp6rF27duz169eMMcZmzZrFjIyMuPz5fD6zsbFhYWFhbP/+/czU1FSq7MePH2cPHjyQqgMMDQ3Z1q1bJcqUnp7O/ve//7Fq1aoxIyMjVrVqVdauXTt26dKlIl/DEydOsGbNmsnc99dff7HJkycXmceXL1/Y9OnTWfny5ZlQKGQVK1Zkw4cPZwEBARLHFecz+Pr1a6ljBQIB9zmrW7cu09bWlqpTfH19iywvIYT8zHiMFdH/kxBCCCGEEEIIIaQYaBgFIYQQQgghhBBClIqCDYQQQgghhBBCCFEqCjYQQgghhBBCCCFEqSjYQAghhBBCCCGEEKWiYAMhhBBCCCGEEEKUioINhBBCCCGEEEIIUSoKNhBCCCGEEEIIIUSpKNhACCGEEEIIIYQQpaJgAyGEEEIIIYQQQpSKgg2EEEIIIYQQQghRKgo2EEIIIYQQQgghRKko2EAIIYQQQgghhBClomADIYQQQgghhBBClIqCDYQQQgghhBBCCFEqCjYQQgghhBBCCCFEqSjYQAghhPxmMjIyEBERgYCAAKSnpyMzMxPOzs7w8PAo66L9JyQnJyM4OBhBQUEAgPv370MgECAuLq6MS0YI+VnNnDkT/fv3L+ti/KdkZWUhKioKr1+/RlJSEgCgY8eOmDhxYhmX7PehUtYF+JnYz75Q1kVQCtHKzj/sXM+ePUNycjJatGhR6ryysrJw+PBheHt749mzZ9DS0oKuri7atGmDadOmwc7ODlu2bMH169dx+vRpibTTp0/H8ePHER0djczMTG67hYUF1NXV8fDhQ1hYWAAAevbsiadPnyIqKgrZ2dkAAB6PB2traxgaGuLly5dSZbt16xa8vLzw4sULJCcnw9bWFr169cL48eOho6Mj95oePHiA1atX4/nz5+Dz+XB2doa7uzuaNm1a6Gtx8eJFbNy4EUFBQVBRUUHDhg0xc+ZMVK9eXeHX88mTJ6hXrx73fx6PBzMzM8THxyMrK0viNYqPj5d43VatWoU///wTjo6OYIxJva4GBgbQ09NDdnY2UlJSoKmpCWdnZwwcOBBDhw4Fny8Zx5w4cSK2bNnC/V9dXR36+vqIjY3ltmloaEBPT09iGwDExMTAzMysyOtt3bo1goODERkZKXF9JiYm0NbWxsiRI7FgwQK56T9//ox69eohNzcXYWFhEvusra2hoqICLy8vtGvXTm4egwcPxt27dxEXF4e0tDRuu4eHB6ZNm1bkNcyaNQurV6/m/q+urg5zc3NUrFgRN27cKDL9r2DLeL+yLoJS/LG91XfN/+XLl1i7di3u3buHzMxMGBoaok2bNnB3d4eNjU2x88vNzcW+ffuwZ88efPz4ETk5OdxnzdDQEI0bN5aq+65evYoRI0YgMjKS23bgwAEMGTJE7nk6deqES5cuSWxTV1fHihUrMHXq1CLLee7cOdja2qJmzZpyj1G0fty2bRtWrVqF5ORkJCQkcNs1NDRgbm4OPT09mfV9ScTExGDVqlU4f/48vn79ioSEBK4OaNy4MaKjo5Gbm6uUc30PJ06cwPjx4/HlyxcAQPPmzXHr1q0fdv6UlBQsXLgQx44dg4qKCvT09BAcHAxtbW18/vy5TMr0u1i0aFFZF0EpfuR1KLPtK5adnY2DBw8iISEBCQkJMDQ0LFE+fn5+MDIyKrQOFTt06BC8vLwQGhoKdXV1tGzZEnPmzIFQKJSbJicnB1u3bsWhQ4cQHR0NXV1ddOjQAbNnz4aJiYnC5Zw9ezaOHDmC+Ph4pKSkcNv19PS4a09PTwdjDFZWVujYsSNGjx6NihUrFpn3mTNnsGXLFgQEBAAAYmNjkZubCy0tLXTu3BmXL1/GH3/8oXBZN2/eDA8PD6SmpnJ1JAB06dIF586dKzL9pUuX0KlTJ+7/fD4flpaWUFFRwePHjxEUFIRBgwbh27dviImJ4Y5TUVGBhYUFBAIBRCIRQkJC0Lx5c2RmZiI6OhqMMS4/CwsLqKqq4u7duyVqI3xP1LOBlEhISAimTZsGFxcXpXz5BwYGokaNGpg7dy769u2L0NBQhIaGwt/fH40bN0a7du2wbt06LFmyRKLRKObh4YGQkBCJRu6wYcMQFRUFkUjEBRoA4PTp0wgNDcWuXbu4bXPnzkVYWJhUw5MxhgkTJmDbtm2YNWsWnj9/jqCgIEydOhUrV66Es7Mz9+SqoP3796N58+Zo2rQp3rx5g8DAQDRt2hStWrXCmjVr5L4Wy5Ytg6urKwYNGoT379/D398f1tbWqFOnDnx8fBR+TZOTk7nfO3bsiI8fPyI6Oho3b97kti9duhRRUVFISEjA//73P/B4PAB5DT91dXWucvPz+/cGcfTo0UhISEBISAgiIiKQnJyMa9euITY2FiNGjEDbtm2Rnp4usywqKipYu3YtEhMTERMTg1GjRnHHvH//HjExMfjw4QNatfr3Ri7/l1Bhbty4AZFIhE+fPnHb2rVrh9jYWIhEokIDDQBgamoKkUiE0NBQHDp0iNu+fPlyhIeHQyQSFRpoAPK+uEUiEWJjY2FoaIi6desCAPbu3Vtk+RljOHLkCBo2bMht+/DhA0JCQv4zgQaiGG9vb3Tv3h1du3bFixcvIBKJcOLECYSHh6Nq1ar4559/ipVfVlYWevTogYMHD2LLli2IiIhATEwMIiMjMX/+fKSlpeH8+fNS6dq1a4eIiAgEBgbC1tYWADB+/HiuASfLxYsXERAQgPLlywMAXF1dkZCQoFCg4cOHD+jfvz+eP38u95ji1I8TJkyASCRCXFycxGc3ODgYIpFIaYGGFy9eoE6dOtDW1sajR48QFhaGlJQU3L9/H23btsW9e/cQHByslHN9L66uroiLi8O8efN++Lm/ffuGVq1a4dq1a7hz5w4+ffqEcuXKISMjA/7+/li8ePEPLxMhsii77ZvfhQsXEB0djYyMjGK19cQCAwMxcuRItGnTptA6VGzMmDGYMmUKZs+ejU+fPuHevXv49u0bqlWrJvfasrKy0LVrV6xbtw4bNmzg2t2vX79GtWrVCv1uKGjlypUQiUT48uULnJycAOQ9yBK328VtqXfv3mHs2LHw8vKCk5MTNm/eXGi+bm5uWLRoERYsWICIiAhERUXh8+fPWLduHQQCAY4fP65wGcUmTpwIkUiEz58/o3379lzb7tKlS4iOji4yvbe3t0Tbbv/+/Vy70tTUFI0bN4ZIJEJ0dDQWLlzIHXft2jWEhYVBJBIBAIRCIUQiESIjI7Fnzx7uuN27dyMiIgIikeinCzQAFGwgxRAZGYlRo0bB2dkZ9vb2WLduncTT7pK6du0aGjZsiNTUVNy9exejR4+GlpYWAEBNTQ19+/blehbExsbKDDaIlStXjvu9sMgsANjZ2XG/y4uUrl27FowxHD16FM7OzlBVVYWmpiZcXV2xfft2fPz4Eb169ZJ6YvXu3TuMGTMGbm5umDp1KjQ0NKCurg53d3dMmTIFM2fOxJUrV6TO5+fnh/nz52PFihUYOnQoVFRUoKOjg5UrV6J79+4YNmyYwpW5uLtYo0aNcPbsWdjb2wPIe0ovJq6UtLS0MHv2bO7JQP5ARcE0+X8Xq1GjBo4cOcJdQ8EnDOKybNiwgXs98p8//+8VKlTA+fPnuS+fgmUpSv7yWVpacgGUkuZhZWVV7PRaWlrQ09PD8OHDAQCvX7/G48ePC01z7949GBsbw9HRkdv2M35pkO/r3bt3GD58OA4cOABXV1doa2uDz+ejUqVK8PHxgaOjIwYPHoycnByF81y4cCFCQ0Nx9epVODs7c58JS0tLLFmyBNevX+fqXFmqVKmCkSNHAsh70tS7d+9Cg4BOTk5YvHgx+Hw+PD09oampWWQZGWMYOXKkVKAyv5LWj+KnSGIl+UzLk5GRgZ49e2Ly5MlYunQpDAwMAOT1JHNxccGVK1cwadIkpZ3ve2vTps0PP6enpyeePHmCjRs3onz58nj58iV8fX2Rm5uL1NRUNGvW7IeXiRCx79X2LWj37t1c3azIAwogr20xZMgQODo6wsnJCXv37uWedhdmz5492LVrF3bt2oVOnTqBx+PBxMQEe/bsgZOTE3r16iXzJnrp0qW4dOkSTp06BRcXFwCAra0tTpw4AQ0NDfTo0aPQOlwWVVVVrkeEvr6+1HeRkZER/vjjD9y5cwfq6uqYNGkStm7dKjMvLy8vnDlzBrdv30bTpk25XrZGRkZwd3fHP//8o1BPWXl4PB4sLCwwcOBAqKurIycnBwcPHiw0zdevX3Hx4kW4urpy2wpr24nb6gV/L+lxPwMKNpBisbW1Rc+ePTF9+vRSfWDFwsLC0K9fP6SkpGD9+vXc07CCLCwscOzYMQgEAiQmJsrNL/+NZVE3mYrchK5duxb9+vWTua9Hjx5QUVHB69evce3aNYl9c+bMQVZWFtzc3KTSTZkyBQAwefJkqX3Tp0+HmpqaxBN/MXd3d2RlZSn0hBD49yZ97dq1UFVVVSjN7NmzYW5urnBvgvwqV64MBwcHAHlR3IJlqVKliszXQxZNTU0sX74cgOI9G35GHTp04G5yimo8eHt7Y+DAgT+iWOQntn37dmhpackcasXn89G9e3d8+PABgYGBCuWXkZGBTZs2YejQoXLrgaZNmxba20pMPCwrKCiICz7IU7NmTZibm0vc5BfG09MTf//9d6HHKLN+VJaTJ0/i06dPGD16tMz9PB4P69evl3iqRSQdO3YMwL/vL2dnZ5w6dQrXr1+XCL4SUlaU3fYtKCoqCn5+fpg5cyaAvGGwijxY4vF4qFChAgYMGIDJkycXOqxXLCMjA/PmzYOVlRW6d+8usY/P52Py5MlISEiQ6g0aHR0NDw8PuLi4oFatWhL7tLW1MXbsWAQHB2PDhg1FlqEkqlWrxvW8cnd3l/n6eHh4wNXVFfr6+jLzqFKlisKBnMIYGhqiW7duAIpu2507dw4uLi4wNjYu9Xl/VRRsIAqzsrLCokWLsGjRIqxZswZjx44tdZ4jRoxAQkICHBwc0Lt370KPrVGjBoYOHVpozwZliouLQ3R0NEaNGoWNGzdK7VdRUeEqj1evXnHbP3/+jHPnzsHQ0JC7+c7P2toaFStWRFBQkETj2t/fH/7+/nBycoKurq5Uuvr160NTUxPXr19HSEhIkeVPSkqCg4NDsRq5ampq6N+/f7F7E4iJX4/4+HipsgwZMqRYvQy6dOkCY2PjEpflZyAQCLjx7T4+Pvj27ZvM47Kzs3Hy5Em5gS3y+3jz5g2+fv0qMe9IfuLPmIqKYlMuvXnzBqmpqRAIBIUeN3bsWImeYbJ06tSJm3vkxIkThTYqdXR0oKamplAZg4OD4enpWeicNMquH5Xl0aNHAFDo6ysQCLBs2bIfVaRfzrt37wBA4u/as2dPieF0hJSV79H2LWj//v3o3r073N3dubpdkZviqlWrcmXbuHEjevToUWSaixcvIjo6Gg0aNJDZJmvevDkA4MiRIxJzT/n4+ODr169y25TidPm79yvbmDFjoKKigszMTKkhX4mJiXj//n2R33WdOnVCkyZNSl2WESNGAMj7ji1saKO3tzcGDBhQ6vP9yijYQEqsqA90UR49esSNRW/fvr1CN6KTJk1CSkpKsboQl5SOjg74fD4+ffqEKVOmSI3vTUtL42YWV1dX57ZfvXoV2dnZqFChgty8q1SpAgC4fv06t+3ixYsAIDediooKKlasCMaYxBwK8iQnJ5eoS2ybNm1K3JsgKioKALghEKUpi0AgQIsWLX7png0AuKEUiYmJOHPmjMxjrl27hsqVK3Pj4snvy9TUFJmZmXJv5F+9eoXKlSsr/MRXHODy8fHhJsSVRUVFBUOHDi0yv5UrV3INtZkzZ+L+/fsKlUMexhhGjRqFNWvWwMjISO5xyq4flUX8+hbVlbZ169Y/fVfXspKamlrWRSBEYaVt+8qyZ88ejBkzBubm5ujcOW+S90OHDskNOpembEXVpdbW1tDV1UVKSgoXTFUknbhdGxwcLDF3ljIZGRmhUaNGAIDz589zbU7g37r4zJkzRdYpsnrHFVe7du24IXnyAkOJiYm4c+eOVA+S3w0FG0iZOXnyJPd7wZtTeWrVqoXKlSsXOpRCWTQ0NLgKSVNTU6rr3PXr17mgR/4uz+KJeczNzeXmLe5a/OLFi1Knk0dNTa3IVS9kqVWrltwuaIURT9DI4/Ewf/58iX2mpqbFWklDrFmzZlIrW/xqqlSpggYNGgCQ/4VEkW8iJp6xeubMmRgyZIjEcIlHjx7hzJkz2L9/v8Kfi0qVKkEgEOCff/5Bhw4dcP/+fbljehctWoTp06cXmp+KigqOHj0KMzMzZGVloW/fvtxqASWxefNmWFhYoFevXoUep+z6UVkqV64MAJg6dSoWLFiA8PBwucd++vRJ5mztcXFxmDlzJmrUqAF7e3sYGRmhbt268PLykhlYf/LkCapWrQoejwd1dXVkZ2cjICAAffr0Qfny5aGjo4NWrVpx3Yzj4uIwefJk1KhRA7q6umjevLlCXbQTEhIwadIkVK9eHSYmJqhZsya8vLzkvn/S0tKwfPly1K1bFxUqVICBgQFq1KiB1atXy+zVZW9vLzXu2N7evthPHb99+4ZVq1ahevXqsLOzg42NDTp37iw1yd3Dhw+hqakJHo8HHo8HbW1t9OnTB0De31G8ncfjQVdXl3tyunr1aqirq3P78k84TUhp3blzB4wxrmeAeIhabGwsd4OvTN+rjWpkZMT1ZvuedbD4fiE3N1figZ2ZmRmMjIwgEonQvHlz7sGfLMOHDy9yosmi5O+5euTIEXz9+lXqmJMnT6Jdu3YKDW/5L/u1W/Hkl5Z/wjxFx/UCeV2WftTYp+3bt+Py5ct4/vy5VAPD09MTQF7XsfxLDIlnjdXW1pabr7i7aP6obEnTyVPS9Zqtra25MbRFyczMRFBQEBYtWoSePXvCxMQEhw8f5sayiT148ICbFLI4Jk+e/J8YWiDubnf9+nWpZTW/fv2KCxcuSEweRH5f/fr14wIOhw4dgpOTE5o0aQJ3d3e4u7vDz88P9evXVzg/Y2Njbi6QGzduoHHjxjAxMUHXrl3xv//9D/fu3Su0x4MsVlZW8Pb2Bp/PR0REBAYMGFCiZR0/ffqEdevWYdOmTUUeq+z6UVkGDx4MIyMjZGVlYenSpbC1teUm1Ny9e3eRT/g+fPgAZ2dnCAQCPHjwACKRCIGBgTAxMcG4ceNkzu1Tt25dbsWPzMxMbNq0CevWreOWNfX09MTNmzfRtm1bvH79GhMnTsScOXPw8uVLnDlzBo8ePULnzp0LneTuy5cvaN++PTp27IhXr14hIiICHTp0wLhx4zBu3Dip4+Pi4lC/fn28f/8eV69eRXBwMEJDQ1GzZk3MmjVL5jBJ8YzzBf9/9+7dQl+z/BITE9G8eXNs2LABO3bsQGhoKD5+/IgmTZqgVatWWLlyJXdsw4YNERgYyN0QnThxgpuZ/u3bt/Dy8uKOffv2LTdv0MyZM7lVp4YMGYKPHz8qXD5CirJnzx6MHj2a693bqVMnrr35PYYklKQuzd+Tt6zr4PwByvzBeD6fzy1n+ezZM7Rv3x5GRkZo164dFi5ciBs3biAjI0OpZRG37ZKSknD69Gmp/fQgKQ8FG0iZyb92e2GVV0lt2LCBe1Ii60eRG3E+n4/27dtLzb1w+vRp+Pn5wdDQUGIJTeDfiRkLG68sHnYhXqWhNOl+NPHramJiAg0NDW5JOfHSfFSxSuvfvz80NDSQm5uLAwcOSOwTTx5UnPWpyX8Xn8/HqVOnuMkQgbyVSjZs2IAnT55g/fr1UnOiFGX79u0SY3nj4+Nx/vx5zJ07F02aNIG5uTn++OMPiTq5KK1bt+aWJLxx44bEcl2KEA+fWLVqFUxNTYs8/metH01MTHDx4kWJ2cXfvn2LvXv3YvTo0Shfvjxq1KiB7du3ywzITJkyBZGRkbC2tua+By0sLHDkyBGoqKjAy8tLZpdgPp/PDbtau3Yttm3bxjX0R44cifr16yM6OhouLi5YtWoVF9Bv3bo1hgwZgtDQUJw4cULudQUEBGDcuHFc4EtdXR0rV65E8+bNsXPnTqmA9KJFi7ggiXg4jJ6eHvbs2QMLCwtcvHgRb9++Vfh1VdTYsWPx6NEj7N27l+teraamhjlz5mDQoEGYM2eOxLKu5cqV47o0P3jwQCKvkSNHcn+DJ0+eSOxLS0uDlpYWPD09C125hZDiSE5OxpkzZ7jhloDkkLaLFy8iJiZG6ecEileX5p87q6zr4Py9BAp+Fy5cuBDjx4/n/p+SkoJr165hyZIlaNOmDYyNjTF06FBunpjScnR05OawKNhzNTo6Gi9evEDHjh2Vcq5fGQUbSJnJ3/AqbL4GJycn2NnZwdDQEAYGBjAwMIChoSFsbW2xYsUKuemmTJnCPSmR9SNeqrG4QkNDMW7cOGhoaODkyZNyl80s7JrEXaBldUctabofRfy6fv78GU+ePEHlypWxadMmPHv2TOEJ4X43+vr66NmzJwBg3759Evso8k0KSk5OBp/PR926dTF16lRumd7MzEx4eXmhQYMGxWqAamlp4fTp03j48CH++OMPqbkD4uPjsXXrVlSrVq3IFSHymzdvHjp06AAAWL58ebG6/G7duhUGBgbo27evwmmAn7N+bNCgAd6/f48DBw6ga9euUhNYvnr1ChMmTEDLli2lloUT93TK/1QdyFtv3srKCtnZ2fjy5Uuh5x87dqzEvEEAUKdOHQB5Sx8XXAZa3BPv9evXcvNUV1eXWS+Juw0XnFNE3nWoqKhwwXpl3zQFBATg+PHjsLS0RPv27aX2i2/gCgbCxBP87dmzR2KYip+fH9cVeufOnRJpzpw5g+7du3NLmxKiDEeOHEHr1q2lhiaIh1JkZ2fj0KFD3+Xcv2obNX9dV7DNKRAIsG3bNgQEBGD69OncPBJiaWlpOHjwIGrWrMn1aiotce8GPz8/hIaGctuPHDmCHj16ULsYFGwgZSj/0yxZY53EXr9+jdDQUBw5cgRJSUlISkrCihUrEBYWhrlz5/6IonLS0tLQvXt3rut7y5YtpY4RNzQL664lHr+qp6dX6nRlhcfjoXbt2jh37hxsbW0xZ84c/O9//yvrYv20xF9IHz584G7oEhMTcfv2bYVmkCa/hzt37qBKlSrIzc3F7du3sXbtWnz69Alnz57l1jX/8OED/vrrr2Ln3aBBA2zevBmfPn1CaGgoDh48iKFDh3LD0hISEtC7d2+JGcgLw+PxcOjQIdjZ2YExhiFDhii0EoRIJMLq1auxbds2hcv+s9ePGhoaGDJkCHx9fZGQkIBHjx5h9erVaNWqFTdp2507dzBjxgyJdOvWrUPnzp2l5rkB/m3UF9VwlzXnkfj7teASdQC4J/OFdXV2cHCQ+QRfPPfO48ePJYZhLFmyBN26dZP5HaDodRTXpUuXAOQtlSnrBqhGjRoA8rpUx8bGcttbt26NChUqICIiApcvX+a2Hz58GFOnToWmpiYuXbokMeTNx8eHliYmSrd7926MGTNGarujoyMaN24MQLFVKYqjJHVp/gBqWdfB+ed/kdcrzsnJCWvWrEFgYCBiYmJw/PhxjBs3jpvQ8du3bxg6dKjUsNaS6N+/PzQ1NZGbm4v9+/dz22k5839RsIGUGWdnZ+53RZ545J99vWC08kfIyclB//79ERMTgzt37shdlktcmRXWYBd3i7W2ti51urKmqqrKPUGSNxGYMhw/fhw2NjYSP1OnTi11vhcuXJDodlcSs2fPxuHDhws9pnXr1ly3Z3HjgSYPIvmlpaWhf//+cHZ2xpo1a7gl0Ph8Prp164b79+9zT5S9vb0VunlbtGgRN9whP1tbWwwePBj79+9HZGQk1q5dC4FAwC3dqyhjY2McO3YMampqiI+Ph6ura6FzAYiHT6xYsaLQCcoK+tH1o1AoVGgeCnt7e6kAi0AgQL169TBjxgzcuHEDHz9+5LrS7tu3TyLf1q1b4/z58+jRowcuX76MKVOmwMXFBdWrV1d43LOsOYzEN98FezzkV9j1yRvWZWhoCABSPS6cnZ1x9uxZTJgwAXfu3MHs2bPRvHlzVK9eHU+fPlXoOopLPB+GvDmcxGUFIPE34vF4GD16NABwwyC/fv2K06dPY8KECejTpw9yc3Oxe/duAMDLly8RFRUls/cEISUVEBAAf39/jBs3TuZQX/Gwo9evX0vMcVZaJalLdXR0uIBDYenE+75nGzV/4DB/z+J9+/ZxD3XyMzMzg6urK7Zv346wsDAcOHAAWlpa+Pbtm0S7berUqVJtTEV6P+jp6Un0XGWMITg4GBEREWjRokUprvS/g4INpMx07dqV+/3NmzdFHl+WQweAvGU3P378iAcPHkg8LUpNTZXojiruohodHS03L/HY6PwrNJQ03c9AXPakpCTcvn37u5wjLS0NEREREj/FHbsuy507dwptkCvi5s2bRY7j5fP53DjM48ePIy0tjSLfRIJ4Ka/ClqD8888/0aZNG6Snp0s0ugojfgIsj5qaGqZOnco9dc8/aZ8iGjRoAA8PDwB5Y92nTJki99gdO3ZAW1sbgwYNKtY5fmT9+ObNGyQmJiq84kdRr6+dnR3OnDkDOzs7qb9bbm4uNm3aBKFQCE9PTzRu3Bjnz5/Hq1evijVxsrLJW0Iv/7CDgpP+ent7w9HREXPnzkWVKlXg4+ODV69ecUM6lE3cJpDXNsg/8WnB6xkxYgRUVVVx/vx5REdHw9fXF05OTihfvjz3pHnPnj3Izc2Fj48P+vbtC1VV1e9yHeT3tHv3bixbtgwhISEyh/qGhoZyN/jK7N3wvdqoCQkJXC/l79lGFQdheDye1JLqV69elbmCjxifz8eQIUOwbt06AJLfdfHx8VJtTEV7+YmDHB8/fsSdO3fg7e2Nvn37/vKrqSkLvQqkzLRv3x5Vq1YFkDfBWFHEM+GWBQ8PD7x69Qp3796VGv964cIFidnUW7VqBR6Ph+DgYLn5vX//HgC48c5A3hMuIK+LtCw5OTn4+PEjeDweNynjzyL/usv5lxsTz+CtDMOHDwdjTOKn4PwHJXHmzJlSjcONiIjA48ePFcpD3AMkNTUVnp6eNHkQkSB+Uit+8iRPrVq1wOfzFe6q+s8//yj0ZEy89Fr+J8KKmjRpEjf/wrZt2+T29Pn777/x9OlTmU/yHj58CACYPn06t0082/iPrB+LWyds2bKlyF4QampqcHFxAZ/P55YWZoyhd+/emDx5Mv766y9cvHgRffr04Z7UF3eVEGWSt7y0uBeisbGxxGv0559/YtCgQejVqxfu3r2LYcOGce/j73Ud4u9ieW2D/EuyinuViZmbm6Nbt27Izs7Gvn37cOjQIS4A1qRJE1SpUgVhYWG4ePEijhw5UuzgGCGFyczMhI+PDzcHiixaWlpcnerj46O0XqNF1aWxsbFITk6Grq4uN+mqIunE7dqKFStKtAmVKTc3lxuG2qJFC6kl6SMjI3Hq1Kki85H1XSfulZD/J//EnYVp1aoVN7fS3r174ePjQ3Nx5UPBBlJm+Hw+Dhw4ADU1Nfj7+8PPz6/Q4xUJSHwPvr6+uHz5Mq5e2A8m6QAAXPxJREFUvSqzEX7lyhWJbpz29vZo2bIlEhMTZfbY+Pz5M96+fYvKlStLVOTNmjVDhQoV8Pr1a4mZf8WeP3+O1NRUtG3bVqrhVNasra25SXCuXr3Kbc/fe+VndPnyZQQFBXGN/5LYtGkTGGNSeWRmZkp1J69YsSK3hvzChQtp8iAiQdxYKWocaXR0NBo1agRNTU2F83Zzcyty2a/w8HAAkDkXzdevX4t8yrNr1y5uuNuCBQtkHnP48GFERETIfJInntXbw8OD2yYOSP+o+jEzMxPbt28vVp0QEBCA9evXF3lceHg4GjZsyP3dfH19cebMGdjY2MDNzU3i2KSkJKVPqFgc7969kxkkEAetOnTowA3VePHiBTw9PaGioiI1ZCc3N5e7CVE2caD2xYsXMns3+Pv7A8hb8lLW2G7xRJHbtm3DjRs3JCYrFQ+zmDJlChhjEt/VhJTW2bNnUa1atSJ7L4mfmCcmJuLMmTNKOberqyv09PTwzz//yAySim/mBwwYIPEdM2zYMG6JXlnE6cSTW34Px48fR1RUFPh8PpYtWybzmOnTpyMhIaHQfMTfdfKGQxdGVtsuf89Vb29vZGZmFmuJ6v86CjaQMlWnTh1s2bIFAoEAkyZNkjvrdnR0NHbs2MF1fZInf4OjqGEX+StZecc+f/4cAwcOhKurKyIiIpCUlMQ1wBhjePToEY4fPy41ZtTDwwMCgQBbt26VylM8y/WGDRskJrXi8XhYv349srOzpWbCBvK6H6upqXHdlX8mfD6fm0fj2bNnePnyJV68eIFq1aqVccnki4uL49ZkLmnPhocPH3I3GfnzSE9PR0xMjMzllcSNh6ysLIp8EwndunWDpaUldu3aJfdJ+adPn3D69GmZ8zAU5smTJ+jbt6/UaghiaWlpWLduHYYMGSK11C+QN9yoqN4Rurq6OHHiBLS0tBSa76A4flT9OGPGDISGhha7Tpg5c6bUsrb5+fn54cGDBxJ/N3HvN1k3wh4eHtx3TWHdgpVN3A06JSUFZ8+eldiXm5uLffv2QU1NDbNnz+a2i69DV1dXamjF3r17uWEjyr4OZ2dndO/eHTExMTJXQhF3PZc1+SYAtG3bFuXLl0doaChatGgh8XcYOnQo1NTUEBwcjIEDBxY6Az8hxbVu3TrUrl27yOMaN27M1cfKGkqhra2NpUuXIjo6GqdPn5bav2PHDhgaGmLJkiUS2+3t7TF58mQ8evRIamnY7Oxs7N69G+XLly90GF1pBAUFwd3dHUDecr/yAoChoaHo1KmT3B5POTk5WLFiBZo2bYq2bdsWuxyfPn2S2bYbPnw4eDwete1koGADKTHxU/uQkJBSzacwevRoXLt2DV++fEGzZs1w7tw5rpGVnZ2NixcvokOHDti0aRPc3Ny4dbBlEXdDBvLGThUmf2Uhq7t/VFQUunbtirS0NEyYMAGVKlWCgYEBVFVVwefzoaKiggYNGiA1NVUq2FCrVi1s3boV27Ztw+bNm7lG1qlTp7B8+XJ4eHjInGyqa9eumDt3LubPn8+tY56Tk4Pt27fjwIEDOHjwYKnHwuUfLxwREaFQGvH4vYLp83N1deV+79SpE7p3715kF7SSlKUo+W+IQkNDpZ7Off36FSdPnkSDBg2490jBp5j5v0hlvY/i4uKwfv16tGnThotwi/P49u0b/vrrL+Tm5mLevHlS49/79u0LbW1tWFhYSD1Bzs3NlXiqrcjM/uS/Q0dHB6dOncK7d+/QuXNnvHr1irtpT01Nxf79+9GiRQusWrWq2E9kxo8fj6SkJNSuXRvHjh3jbioZY3jw4AFatmwJGxsbbN++XSLdt2/fMHPmTDx8+BC3b9/GsmXLCu3OW61atWKtMiGWmZnJTYgory4oaf347ds3BAQEcP+X9Zl+8eIF+vbtC09PTwDSdUJhNDQ0sGrVKri7u2PAgAHcE3UgL/C4Y8cOuLq6YvPmzRJjjNu0aQNVVVW8fPmS67mXmpqKRYsW4fLly9xwkCdPniA9PV1iaEN2djY3dlpWTxjxNcqqQ8TdoMPDw6WCQnFxcbCyssKmTZswceJEbg6ejIwM/Pnnn3jz5g127NghEUhu1KgR9PX1kZCQwA1ty8jIwJYtW7B27Vqux8CTJ0+QnZ0tt94XD5kpSPy9HhcXJ1Wf7969G7Vq1cKoUaNw79497twLFy6Er68v1qxZg06dOsnMl8fjYdSoUQAgNUzCxMSEm/SNhlCQ/ErT9s3KysKCBQvw8OFDnDt3TmKpRFmys7O54ULXr18vdE6snJwcri1b1Lw7EydOxODBgzFu3DiuV3FGRgbmz5+PBw8e4OzZszIn8F2xYgVat26Nfv364fnz5wDyApPjxo1DfHw8Lly4UKwed0Ded5C47k9KSpLqQRcREYFVq1ahQYMGSE9Ph4+PT6EBDVdXV1hbW6NmzZrYtWsXkpKSuH2vXr1Cly5dkJiYiBMnThS7nMePH8fDhw+xc+dOqb9FhQoV0LRpUwCQORdX/rq4sLadso/7GfBYWc+69xOxn32hrIugFKKVnb9b3n369MHjx4+Rnp4uMR7S2NgYOjo6UFFRkTueqyipqanYu3cvzpw5g9evX0NDQwMaGhpo0qQJZs6cyUV3u3fvDnd3d4lZXqdPn44TJ04gPDxc4umJqakptLS08PDhQ1hYWAAAevbsicePHyMyMlLii8Lc3BxmZmZ4+fIlAGDw4MFFrjAg5uvrK3PIwJ07d7BixQoEBARARUUFFSpUwJw5c6QmtSnozJkzWLt2LUQiEfh8PpydnbFw4cIST7SVnp7OdUeOioribpD5fD6sra3B5/OxZ88eiRuYjIwMrkt0/jQAYGlpCTU1NaxatQr9+vUDkHezMGnSJPj4+EBDQwPTpk3DrFmzpMpy4MABLFiwAFlZWRJBDG1tbZiYmMDIyAjPnj0r9jXWr18f7969k+piraqqyk3eyBhDSkqKVAPh+vXrqF69OhwcHJCVlSX19FdTU5Mb7pCdnS2zO3lWVhaGDBmCU6dOSbxWPB4PJiYm+PDhAzfGfvjw4TAwMOBWFti2bRtWrVqF5ORkie5/qqqqsLCwQKVKlcpsGJGybRlf+HCpX8Uf24vf/VJR0dHR2LhxIy5evIiIiAhoaGhAIBCgefPmmDp1KjdRlyIWLVqE27dv4/r16+Dz+Th9+jT279+PZ8+ecZNXVaxYEcOGDcPgwYMlJrS6fPkyunTpIvVEms/nY+7cuVi6dKnc844dOxZXr14tstH78OFD9O/fHwkJCRKfXVNTU4wZMwbLly+XSqNo/bhhwwYsWrQIaWlpEjepPB4Purq63NPq9PR0ZGVlSaQdPHgwDh48WGjZgbynfQsWLMDIkSMRHx+Pbdu2wdfXF+Hh4VBTU4NAIECTJk3g7u4usQKT2NWrV7Fs2TIEBARAV1cXRkZG6Nu3L9zd3ZGUlIT+/fvj2bNnaNiwIdavX4+qVati9uzZ2LlzJzdBLp/Ph5WVFR48eAA/Pz9Mnz5d4vvZ0tISnp6esLGxQa9evSRWuTA0NMTy5csxYcIEAMDy5ctRt25dtG/fHnfu3MHChQvx6dMnZGZmombNmpg3bx63JF9+jx8/xoIFC/D06VOoqanB0NAQnTt3xuzZs6GqqoohQ4bg2rVrqFWrFlasWAFbW1s0b94csbGxXOBLVVUVlpaWsLW1xd27d7FhwwasW7cOERERXFBEX18flSpVkggqp6enY926dTh8+DDS0tKgpqaGWrVqYerUqdxysfJER0ejcuXKiIiIkHqQcePGDUydOhUvXrwoNI9f3aJFi8q6CErxPa9DGW3fu3fvom3bthLBWj6fD3Nzc/j4+HDzCAB5w23r1KmDL1++SLRHeDwerKys8OTJE65N6+LigqioKKn2g7m5OTQ0NGBvby8xl5YYYwx79+7F1q1bERsbCz6fj8aNG2Px4sUSqzwUlJ2djY0bN2Lv3r1ISUmBQCBA+/btsWjRomKtMDR79mwcOXIEKSkpEpN9i9uC4nPl5uaiatWq6NixI0aPHi03ELxv3z6sXr0ajx49go6ODm7cuIFdu3bhwYMHYIxxr92AAQMwduzYYk0MvmnTJsydO5dbpUNMX18fx44d4wLD+/btw4YNG7hAjL+/P3r27CkRTAfy/o6WlpZQVVXF48ePERQUhEGDBiErKwtRUVFcG1XcBuTz+RCJRAgJCUHz5s2Rk5ODqKgo7rtZ/B0gEAhw9+5d2NjYKHxtPwIFGwghhBBCCCGEEKJUNIyCEEIIIYQQQgghSkXBBkIIIYQQQgghhCgVBRsIIYQQQgghhBCiVBRsIIQQQgghhBBCiFJRsIEQQgghhBBCCCFKRcEGQgghhBBCCCGEKBUFGwghhBBCCCGEEKJUFGwghBBCCCGEEEKIUlGwgRBCCCGEEEIIIUpFwQZCCCGEEEIIIYQoFQUbCCGEEEIIIYQQolQUbCCEEEIIIYQQQohSUbCBEEIIIYQQQgghSkXBBkIIIYQQQgghhCgVBRsIIYQQQgghhBCiVBRsIIQQQgghhBBCiFJRsIEQQgj5Dc2cORP9+/cv62IQQggh5D+KxxhjZV2In8Yi/bIugXIsSvphp3r27BmSk5PRokWLUueVlZWFw4cPw9vbG8+ePYOWlhZ0dXXRpk0bTJs2DXZ2dtiyZQuuX7+O06dPS6SdPn06jh8/jujoaGRmZnLbLSwsoK6ujocPH8LCwgIA0LNnTzx9+hRRUVHIzs4GAPB4PFhbW8PQ0BAvX76UKtutW7fg5eWFFy9eIDk5Gba2tujVqxfGjx8PHR0dudf04MEDrF69Gs+fPwefz4ezszPc3d3RtGnTQl+LixcvYuPGjQgKCoKKigoaNmyImTNnonr16gq/niXx+fNn1KtXD7m5uQgLC5PYZ21tDRUVFXh5eaFdu3Zy8zh37hwmTZqE9PR0fP78mduuoqICa2trAMDLly+hp6cnN4+KFSsiMzMT0dHRyMrK4rY/efIEderUKfI6GjRogEePHnH/19PTg6GhIQYNGoTly5cXmZ58P2v7dSnrIijFtKPnf9i5lFnPimVnZ8PW1hYJCQmIioqCoaFhifLx8/ODkZERatasWeSxhw4dgpeXF0JDQ6Guro6WLVtizpw5EAqFctPk5ORg69atOHToEKKjo6Grq4sOHTpg9uzZMDExUbicHh4emDFjBvd/FRUVmJiYIDo6mtumqqoKY2NjxMbGIjc3l9v+zz//4OvXrxg2bBhycnIQHh4ukbeZmRk0NDSQkZGBtLQ0GBkZoWHDhpgwYYLMv1m1atXw+vVr7v+6uroQCARITEzkthkYGACAxLYqVaogMDCwyGulepwUxw2/CmVdBKVo3Sr4h52rpHXy4MGDcffuXcTFxSEtLY3b7uHhgWnTphWZftasWVi9ejX3f3V1dZibm6NixYq4ceMG1q5di02bNiExMRFJSf/eC2hpacHExAQuLi44cuSIRJ6JiYnYvn07zpw5g+joaKirq6N+/fqYMGECGjVqJLMcISEhGDlyJOrWrQsnJyeUK1cOhoaGSE9PR1hYGK5cuYLZs2ejfPnyUmkTEhKwYsUKXLhwAWlpabC0tMSAAQPg5uYGVVXVIl+D0pg3bx4OHz6M+Ph4pKSkcNt1dHRgbGyMqlWr4uLFi4Xm0bp1awQHByMyMlKiXjMxMYG2tjZGjhyJBQsWyE2/efNmeHh4IDU1FV++fOG2d+nSBefOnSvyGi5duoROnTpx/+fz+bC0tISKigoeP34MU1PTIvP40ahnAymRkJAQTJs2DS4uLrh161ap8wsMDESNGjUwd+5c9O3bF6GhoQgNDYW/vz8aN26Mdu3aYd26dViyZAkSEhKk0nt4eCAkJASXLl3itg0bNgxRUVEQiURcoAEATp8+jdDQUOzatYvbNnfuXISFhUkFGhhjmDBhArZt24ZZs2bh+fPnCAoKwtSpU7Fy5Uo4OzsjKChI5jXt378fzZs3R9OmTfHmzRsEBgaiadOmaNWqFdasWSP3tVi2bBlcXV0xaNAgvH//Hv7+/rC2tkadOnXg4+Oj8GtaEqamphCJRAgNDcWhQ4e47cuXL0d4eDhEIlGhDVQA6Nq1K0QiEWJjYzF69Ghu++3btyESiSASiQptoALAhw8fEBoaitu3b8PGxob7++3du7fIawgODkZ4eDhsbW0BAI6Ojvjy5QtEIhE1UMkvRdn1bH4XLlxAdHQ0MjIySlSvBAYGYuTIkWjTpg2eP39e5PFjxozBlClTMHv2bHz69An37t3Dt2/fUK1aNbnXlpWVha5du2LdunXYsGEDV8e/fv0a1apVQ0BAgMLlTU5O5n6fNWsW4uLiEBUVhWXLlnHb/fz8EBUVhfDwcPTr14/bnpKSgubNm0MkEiEsLEwizaFDhxATE4OQkBBER0cjMTERW7ZswdWrV9GyZUvMmjVLblnMzc1x7tw5JCUl4fPnz6hcuTKAvDorLi4OCQkJuHnzJheMyd84LgzV44R8H6Wtkw8dOsR9rgwNDVG3bl0Ain0mGGM4cuQIGjZsyG378OEDQkJCcOPGDQDAtGnTIBKJEB8fj1atWgHIu5EW11EFAw1Pnz5F27ZtYWJiggsXLkAkEuHq1avIzMxEkyZNMG/ePJllSUxMhJ+fH1avXo1hw4ahWbNmqF69Oho0aABXV1dkZmbKDDRERESgVq1aePnyJS5duoSQkBB4enrC09MTLVq0kKinv4fly5dDJBLhy5cvqFKlCgBAX18fMTExEIlERQYaAODGjRsQiUT49OkTt61du3aIjY2FSCQqNNAAABMnToRIJMLnz5/Rvn177j1w6dIlieC3PN7e3hLvgf3793P1+s8YaAAo2ECKITIyEqNGjYKzszPs7e2xbt06iV4EJXXt2jU0bNgQqampuHv3LkaPHg0tLS0AgJqaGvr27cv1LIiNjZUZbBArV64c93thT8sAwM7Ojvu9YsWKMo9Zu3YtGGM4evQonJ2doaqqCk1NTbi6umL79u34+PEjevXqJfEUDADevXuHMWPGwM3NDVOnToWGhgbU1dXh7u6OKVOmYObMmbhy5YrU+fz8/DB//nysWLECQ4cOhYqKCnR0dLBy5Up0794dw4YNK1YDuzTET68AwMrKqkzysLS0hEAgwODBgwHkVbIZGRmFpvHx8UG/fv3A5+dVbxYWFlBRUSn2uQkpC9+rni1o9+7d4PF4ABRr6ALA69evMWTIEDg6OsLJyQl79+6FIp0j9+zZg127dmHXrl3o1KkTeDweTExMsGfPHjg5OaFXr14yG1lLly7FpUuXcOrUKbi4uAAAbG1tceLECWhoaKBHjx5IT09XqOzip3zTp0/HypUroa+f15Mxfx1lY2MDIK/e8fb2Rps2bQBAqgGcP03+3wFAIBCgS5cuWLlyJQBg9erVUg3YpKQkqKqq4vLly+jSpQt4PB5UVFRgbm4OIK/OEggEAIAWLVrg6tWr0NDQKFFDnOpxQkrne9TJWlpa0NPTw/DhwwHk1a2PHz8uNM29e/dgbGwMR0dHbpu4ziqIz+dzgTpjY2OZPXBTUlLQv39/HDlyBKNHj4axsTGAvLazt7c3qlevjhUrVuDYsWNSadPS0uDo6Ij27dvDzs4OGhoa0NLSQu3atbF582bs2bNHZrkGDhyI7OxsnDx5kmuj169fH2fOnMHDhw8xfvz4Ql8DZVFVVYWZmRmAvF5k4nuO4shfL1paWnLfp4ri8XiwsLDAwIEDoa6ujpycHBw8eLDQNF+/fsXFixfh6urKbZP3HviZULCBFIutrS169uyJ6dOncx/U0ggLC0O/fv2QkpKC9evXy4yEAnkNjWPHjkl1NS0o/4e9qA++IhXD2rVrJZ5w5dejRw+oqKjg9evXuHbtmsS+OXPmICsrC25ublLppkyZAgCYPHmy1L7p06dDTU0No0aNktrn7u6OrKwsTJ06tchy/9eMGDECQF73u7NnzxZ6rI+PDwYOHPgjikXId6HseragqKgo+Pn5YebMmQDyurUrEsTk8XioUKECBgwYgMmTJxc6hEwsIyMD8+bNg5WVFbp37y6xj8/nY/LkyUhISJB6GhQdHQ0PDw+4uLigVq1aEvu0tbUxduxYBAcHY8OGDUWWAcgLGBgaGmLx4sUKHc/n8+Hh4QFA8R4F+XXr1o373dvbm/udMYbU1FSMHDlSoaEnAODg4IDx48cjNTVVoeDOz4rqcfKr+l51cocOHWBpaQmg6KCvt7e3Uj8Thw8fhpWVFSpUkB5GIxAI0LNnTwDA+vXrpfanpaWha9euuHz5MkJCQvD161ekpaXh6dOn+OOPP7ggYX6+vr64c+cOhg4dKvXdUb16dbRu3Ro+Pj64f/++kq7w12BoaMh9XxT1Hjh37hxcXFy4wNCvgoINRGFWVlZYtGgRFi1ahDVr1mDs2LGlznPEiBFISEiAg4MDevfuXeixNWrUwNChQwvt2aBMcXFxiI6OxqhRo7Bx40ap/SoqKtwH/tWrV9z2z58/49y5czA0NISDg4NUOmtra1SsWBFBQUH4+++/ue3+/v7w9/eHk5MTdHV1pdLVr18fmpqauH79OkJCQpRxib+MqlWron79+gAKr4yfP3+OzMxMrlsaIb+a71HPFrR//350794d7u7u3NNiRXo3VK1alSvbxo0b0aNHjyLTXPy/9u48LKqy/QP4d4ZddlABFSGXcM2l3DVRTK00sVTAtdc1zaW07U3z55tlm5VLmlZgKgGlImqauS+Ua+6FGzqgyCr7vsz5/cF1TnOchWEYBOv7uS6uxnPOc+bMBPc8c5/nuZ89e5CSkoIePXroTPD2798fABAVFSWbwxwZGYmioiLZcFFd7fTdQXtQTk4ORo8eXa07WJ06dUKnTp1MGlGg2RnMzMyUHufl5UGtVmPSpEnVOt+kSZOgVqtl79GjhnGcHkW1GZMtLCwwYcIEAJUxr7i4WOdx4mgAfTe/THHlyhXExsZizJgxuHHjhtZ+cdqTZv9WlJubKyVJjBUaGgoAVcZ08bh/EzERGxcXh1OnTuk9LiIiAiEhIQ/rssyGyQYymTjM01SnT5+W5pkNGTLEqJEGc+bMQV5eHioqKmr03MZwcHCAUqnE7du38dprr2nVcygoKEBGRgaAyiI9on379qG8vFxntlgkzhU7cOCAtE0caquvnaWlJVq1agVBEHDo0CHTXtQjTBxuuG/fPiQlJek8hnfD6J+mpnFWl7CwMEybNg0eHh54/vnnAVTOJdYsdmWua6sqrjVt2hSOjo7Iy8uTFQOsqp0YQ+Pj42VzZ/XJzc2VpkVUx6BBg0wa2ZCcnCw9bt++vew6HB0dpS/dxurUqRMaNmxo0rXUJ4zj9Kgzd0wW/yays7MRExOj85j9+/ejTZs20tQIc3BycoJarcaWLVt01pYRb2pp9m9F6enp1ZpSVV5ejn379gGoOqZr9ov/LQYPHiy9n/oSsdnZ2Th27JjWCMFHAZMNVGe2bdsmPdbsjBnSpUsXtGnTxuBUCnOxtbWVpjPY2dlpDZ07cOCAlPTQXF1CLJYmzr/VRcwIX7x4scbt9GncuDEUCoX0Y2dnJ5u60bFjR9l+Y4f01pWQkBDY2tpCrVZj06ZNWvvF4kmPYtaX6GE5duwYBEGQ7iJNnjwZAJCWlmZUcazqqq146ObmBmtra612+jg7O5t0p7x3797S81SHWIDY1dUVc+bMkbYXFxdjyJAh1f7ColAoMHjw4CprHdR3jONEcm3btkWPHj0A6P+iWRt3tCdNmiRNZ9BV42zv3r0AoHP1tPT0dFy6dAkTJkzAU089BW9vb3h6eiIoKAjnzp3TOv7atWvSqA19MV38HEhMTKxyBPPKlSthZWUl68N6eHhICRJx2rW4z8LCAtHR0QbPWZc0R7hERUWhqKhI65ht27Zh8ODBRk1frG+YbKA6o1kMpzrDseLi4h7afKV169Zh7969uHDhgmxFCwBYtWoVgMqhX5pf1FUqFYDKecX6iNMkNO9+mdpOn9TUVLz++usAKkdpZGZmStcMVC5btnr1agCV9SD++OOPKs9Zl1xcXKRh27o+kGNjY+Hm5iZVdCcibWFhYZg6dao0kuy5556TYpuxUxKqw5S4pjlqzFzxcNu2bbICwsZ68cUXjVqSDgDy8/Nx6tQpTJkyBR9++CE6duyIAwcOaBUj3rJlS7WvA6icY+3r62tS2/qCcZxImziM/sCBA1rL1RYVFWH37t2yooDm4Ofnh8uXL2PXrl1aK6QdP35cSviKdcY0JSQk4Pjx43jllVdw5swZ3LlzB3v27MG1a9fQvXt3fPPNN7Ljxc8BQH9M15w+XNWqDPPmzcONGzekJZvff/99pKamSkmTMWPGICkpCe3atUPDhg0RFxeHF1980eA565r4O5CTk4Pt27dr7X9Up1AATDZQHbp375702FCH0lQrVqyAr6+v3p/g4OAqz6FUKjFkyBCt2gvbt2/HoUOH4OrqKltCE/i7crmhu2HisDTNdZBNbaePQqHA4sWL4eDggPz8fK05eQqFAm3atEHz5s3x6aef1spwbXMThxveuHEDv/32m2wfh94SGZabm4uYmBjp7wionJ41ceJEAJVTF1JTU83+nED14ppmjQRzxcPaEhwcDF9fXzg5OcHR0RHz5s3DE088gVOnTuHixYvo2rVrnV1bfcU4TiQXHBysd8SPWBSwYcOGZn9eX19fDBs2TLbSS0VFhZRgmDNnDvz9/WVtbty4gU2bNmHPnj3o06ePlLju2rUr9u3bB2dnZ8ycOVOaJg0YF9M1p2sYE9N9fX2lIuznz5/X2u/p6QlXV1csW7ZMZ/20+sbPz0+qZ/FgIjYlJQUXL17Es88+WxeXVmNMNlCd0Vwu0lC9hvbt26N58+ZwdXWFi4sLXFxc4OrqCm9vbyxbtkxvu9dee01aD1zXz4PrDRsrMTERM2bMgK2tLbZt26Z32UxDr0ms1Kursrip7XRxcXGRsqW6qravX78es2bNemSWFHvmmWekZX40g7FYPMmYBBLRv1VUVBQCAgK0hrGKUynKy8sRHh5eK89dH+JhbYiKioJKpUJGRgZ27dqF+/fvY82aNUhNTa32Umj/FozjRHLOzs7S6g/ff/+9bN/DvqO9cOFCnDt3Ds8//7zOlSicnZ3x1Vdf6Sxk3rhxY0ycOBFqtVpnHQhAf0zXXMHC2Jg+e/ZsWFtbY8eOHVq1e/7880/ExcVJS+4+CsT++qFDh5CYmChtj4qKQmBgoElT+uoDJhuozjRq1Eh6rGt+kujPP/9EYmIioqKikJOTg5ycHCxbtgx37tzBu++++zAuVVJQUIARI0ZIw9oGDBigdYwYgA3NrRXnrjk5OdW4XVXmzZsHpVKJiIgI2V3Le/fu4ddff8XUqVONPlddUyqV0l3Yn376CYWFhQAqi435+fmZtXgS0T9NaGgopk2bprXdz88Pffr0AWDcqhTVYUpc0+zEmjse1hZra2sMGzYMhw4dwp07dzBixAjZakP0N8ZxIm3iF82bN29KsSM7OxtHjx41auUfcwgPD8cnn3yCwMBAREdH6xzx2rhxY4MrcojFb//44w9pipsxMV1zJQ5jY7qnpyeCg4OhVqtl04QBYM2aNZgyZQrs7OyMOld9EBwcDDs7O6jVamzcuFHabu5lTx82JhuoznTq1El6bMzQXT8/P+mxWLX2YaqoqEBwcDBSU1Nx7NgxDBw4UOdxYkVZQ0uU5efnA6isxF7TdlVp2bIlhg8fjpKSEnz99dfS9m+++QZjxowxW/2Ld955Bz/88EONztGnTx9ZNlcXcQhuXl4etm7dCqBy6O2jOpeN6GG4cuUKzp8/jxkzZuicVnb16lUAlcldzXo6NWVKXHNwcJA6p4baifuqEw9rm7e3N4YMGQK1Wo0PPvig1p5n/vz5aNasmezH1FoQmhjHiepGQECAlGgTk74Psyjg8ePHMWXKFMyaNQtbt27Vexe9sLAQy5Ytw65du3Tu15zuIRZs1Fy5Ql9MFz8HHjy+KmJtstDQUGm6Rl5eHiIjI/Hqq68afR5DcnJy0KFDhxqdY/fu3XjllVcMHuPk5CQb4SIIAuLj45GUlKQ1neVRwmQD1Znhw4dLj+Pi4qo8vi6HygKVc9du3bqFEydOoEuXLtL2/Px8/Pnnn9K/xWKRhgrciPUqOnbsWON2xhCD8ddff42SkhKUl5fj22+/xezZs6t1HkMOHz5crTXsHyQufadraJ6m1q1by+7CiqNMRo8ebfJzE/3ThYaG4oMPPkBCQoLOaWWJiYnS3545RzfUVjzMysqSRsRVNx7WNvHaDx8+LOtAm1NmZiaSkpJkP4YSM8ZiHCeqG5ojfrZs2YKCgoKHdkf76tWrGDlyJN5//32sWbNGNqLh0qVLstHH77//PhYuXIjAwEApmaCpvLxcemxrawugcjq0OF1XX0wXPweaNWsmFX40RufOneHv74+8vDyEhoYCADZv3gx/f3+dq2yY4vfff69xXbNjx47pXEb0QeIIl1u3buHYsWOIiIjAmDFjZNNMHjWP7pXTI2/IkCFo164dAMgKyegjVievC8uXL8fly5cRGxurFbx2794treoAAAMHDoRCoUB8fLze84nFGocOHSptCwgIAFA5hE6XiooK3Lp1S1oCrTr69++Prl27Ii0tDT/88AO2b9+Oli1bmm25y6SkJJw5cwYuLi4mn+Pnn39GRUUFnJ2dqzxWDMZHjx7FypUr0bNnz1opnkT0T1BaWorIyEhpaS1dGjRogDFjxgCovMOsOaS1JqqKa2lpacjNzYWjoyN69+5tdDsxhrZq1Urvuu11RbyesrIyqQBicXGxVpX5mhDvemn+aBb+NAXjOFHdEv+G8/PzsWrVqodSFDA9PR0jRozA6tWrddZZCAoKkhVsFFepUKvVOqdAiyOVra2t0bp1awCVxR/79u0LoOqYrtkvNpZ4Q23VqlWoqKjA2rVrZUsO11RMTEyN4mJ1zjFw4EBpBaMNGzb8I0Z8MdlAdUapVGLTpk2wtrbG+fPncejQIYPHG5OQqA07d+7E3r17sW/fPp3Z1l9//VU2FcHX1xcDBgxAdna2zhEb6enpuHr1Ktq0aSPrXD/99NNo2bIl/vzzT1nlXtGFCxeQn5+PZ555xqQ5rWIwXrFihdkD8erVqyEIglEdTH1WrVoFBwcHWfa2tLQUpaWlWseOGTMGDRo0gCAIWLx48SM9l42otu3YsQMdOnSocolh8ctfdnY2YmJizPLco0aNgpOTE06dOiUrCiwS5yaHhITI5tZOmjQJFhYWOHHihM7ziu3E4pb1ieYSm/v27QMAnD17FkuWLKmjKzIO4zjRw6Pr76JVq1bSl/L/+7//q/WigCUlJRg9ejQ+//xznV9oExMTcfXqVbi5uUnb3N3dYWdnh6+++krnErWnTp0CADz//POylebEWF0bMX348OFo3bo1VCoVXn/9dQiCoHeqc3VlZGQgIiKiRnFx7969uH79utY5dP0OaI5wiYiIQGlpqVQH41HFZAPVqSeffFIasjVnzhzcv39f53EpKSlYv349vvjiC4Pn05xqUdW0C82Or75jL1y4gLFjx2LUqFFISkpCTk6ONERMEAScPn0aW7Zs0ap7sHz5clhYWGDt2rVa5/z2228BVH7p16zKq1Ao8OWXX0pTHB60fv16WFtbY/ny5QZflz5BQUFo0qQJLl++jBs3bkjzwmrq5MmTUsViUzO/X375JU6ePKnV/vbt20hLS0NWVpZsu6OjI1566SUAlUv3jRgxwqTnJfo3+OKLL4xagrFPnz7SEmHmmkphb2+PpUuXIiUlRefa4evXr4erqyvef/992XZfX1/MnTsXp0+fxtmzZ2X7ysvLERoaihYtWuhcA76utW/fXortUVFRKCkpwR9//GG2kWS1gXGc6OEpLCxEamoqrl27prVPTPqWlZXV+h3tqVOnori4GI0bN0ZKSgqKi4ul/nB+fj6WLFkCR0dHWcIjKCgIDRs2xIwZM7TOl56ejqioKDg4OOCjjz6S7Rs3bhy6deuGzZs3a00vS0hIwN69exESEoJevXpV+3UoFArMmzcPQGXS1Fw30yoqKjB9+nTk5+ebHBczMjKk2hG6YqOu34GXX34ZCoXiofwOPAxMNpDJxLv2CQkJNaqnMHXqVOzfvx/379/H008/jV27dklf6MvLy7Fnzx4MHToUq1evxqxZs2SZ0gdpLn1z69Ytg8+r+Qd+/fp1rf3JyckYPnw4CgoKMHPmTLRu3RouLi6wsrKCUqmEpaUlevTogfz8fK1kQ5cuXbB27Vp8/fXX+Oqrr1BRUQEAiI6Oxocffojly5djyJAhWs85fPhwvPvuu3jvvffw008/AagMduvWrcOmTZuwefNmk+cnW1lZSQFv5syZVS53qdnB1/VeZmRk4Msvv8SgQYOkzKxm1raiokK29rGuc9y4cQOzZs3C/Pnztdqnp6dj2bJlqKiowJw5c5CXlydrK34gDx8+XGt+cE5ODrKzswFUJqp03VUjehTUJM6WlZVh8eLFOHnyJHbt2lVl0b7y8nJpmtiBAwdw9OhRvcdWVFRIcVOlUhk87+zZszF+/HjMmDFDGsFWUlKC9957DydOnMCOHTu0luMEgGXLliEgIABBQUHS0N28vDzMmDEDmZmZ2L17d40rjaelpUmPk5KSjGojzi1+sL3I1dVVuqt27949dO/eHR999JHBegSCIEhTBZOTk81Wo4hxnMi8atr3LS4uxqJFi6BWq7Fw4UKt+DlmzBjY29vD09NTa8UztVotm46lq2aCSIz39+/f11k7ZunSpQgPD8epU6fQo0cPeHl5wc7ODkqlEhYWFnB0dMSGDRu0+rcvvPAChgwZgpCQENlnyvnz56UpEDExMbKi7kDlHfuoqChYWFhg9OjRUuxMSEjA6NGj0b17d5032oz18ssvw9XVFc7OzganDAKVo/fE6RxZWVlaiVC1Wo3ff/8dgwcPlpLkD45K0CyknJiYKKtVAVSusrdt2zb06NFDipviOQRBwJYtW3Dy5El8++23Wp+1LVu2RL9+/QBA54gvzf/vhn4H6g2BqBpGjRol+Pj4CI0aNRIASD/u7u6Cj4+P0LJlS5PPnZeXJ6xatUoYOHCg4OHhIfj4+Ah+fn7ClClThGvXrknHvfDCC8Lhw4dlbRcsWCD4+PgIFhYWsutq1KiR4OPjIyQnJ0vHBgYGCk2bNhUUCoXsWA8PD6Fjx47ScePGjZPtN/Szc+dOna/p6NGjwpAhQ4SmTZsKPj4+wsCBA4X9+/dX+V5s375d6Nu3r9CsWTOhefPmwvDhw4WzZ89W8x3VlpGRIbi6ugppaWk696empgrOzs5CgwYNtF6jnZ2d4OzsLDg7Owv29vY634eysjJh27ZtgrOzs2Btba2139HRUTqHjY2N1v6+ffsKgiAIzZo10/r/Y2lpKQwaNEi6VrVaLfj6+grbt2+Xtk2cOFHw8fHRun4HBwfBx8dHePfdd2v8HhLVNnPE2ePHjwu2tray9kqlUvDy8hKOHDkiOzYtLU3w9vbW+rtRKBRC06ZNZfGzZ8+ego+Pj+Dq6qoVP318fIT+/fvrvB61Wi2EhoYKTz75pODt7S34+PgIY8eOFW7cuGHwdZSVlQnLly8X2rdvLzRv3lx47LHHhFdeeUVISUmp+o3U4+DBg4KPj4/g7e0tizO2traCj4+P4OPjIxQUFMjaHDlyRPDx8dGKTRYWFtLrUalU0vF37twRBg4cKNja2gqtW7cWfvnlF53XMnPmTMHHx0dwc3PT+f965syZ1X59jONE5mWuvm9wcLDW35RCoRAaNWok5OTkSMdNmjRJmDdvnvTvtWvX6oy7VlZWgre3tzBw4EBBEARh+fLlgo+Pj+Du7i47zt7eXvDx8RGCgoIEQRCE69eva/1t6vvp2rWrztcSFhYmdO/eXfD19RWaNm0qtGvXTnjzzTdlnxe6pKenC3PmzBF8fX0FHx8foW3btsKHH34olJSUGPUeGvLWW28Jr7/+ut79r7/+uuDs7CwolUqtz0Yxpjk7O2t9lwAgLFq0SBAEQejWrZvg5OSktd/Kykpq7+TkpPP9PXDggLBq1SrBwcFBa5+zs7Pw66+/Ste6YcMGoVOnTtK/z507J/j4+AheXl5avz9NmjQRfHx89Pbt65pCEOq4xD8RERERERER/aNwGgURERERERERmRWTDURERERERERkVkw2EBEREREREZFZMdlARERERERERGbFZAMRERERERERmRWTDURERERERERkVkw2EBEREREREZFZMdlARERERERERGbFZAMRERERERERmRWTDURERERERERkVkw2EBEREREREZFZMdlARERERERERGbFZAMRERERERERmRWTDURERERERERkVkw2EBEREREREZFZMdlARET0L/TWW28hODi4ri+DiIiI/qEUgiAIdX0R9UXHjR3r+hLM4vKkyw/tuc6dO4fc3Fz4+/tXu62vry9KSkqQkpIibbO2toanpyf69euH8PBwAEB8fDwCAgJQWFiI9PR06dgGDRqgUaNGmDx5MhYvXmzwuaKjo9G1a1f4+voaPK6iogJr165FeHg4UlJS4OjoiKFDh+Kdd95Bw4YN9bYrLi7G8uXLsXXrVmRlZcHd3R2BgYFYsGAB7O3tjXg3Ks2ePRtr1qyR/m1jYwNnZ2ekpaVJ22xtbeHk5CTbBgCpqanYv38/Fi5cqPW+KpVKeHh4wMrKCsXFxSgqKoKHhwf69u2LOXPmoGvXrlrX4uDggIKCAunfrq6uKCsrQ35+vrTN3d0dJSUlsm3PPvss9uzZU+VrPX/+PEaOHInS0lIkJydL2xUKBby9vaFQKLBnzx60a9dO7zm+/vprfPLJJ8jNzUVWVpbsPfLw8ICTkxMuXbqkt31KSgp69uyJiooK3Lt3D2q1GgBgaWmJO3fuwNPT0+BrUKvV8Pb2xr1796Rtbm5ucHR0xNtvv42ZM2dW+T7829x953hdX4JZNPu430N7rprEWX3Ky8vh7e2NrKwsJCcnw9XV1aTzHDp0CG5ubujcuXOVx4aHh+Obb75BYmIibGxsMGDAAPz3v/+Fj4+P3jamxmRz2LVrF+bMmaP12WNpaYmmTZsCAC5dugQnJye951i4cCF++OEHZGZmIi8vT9ru4OAAd3d3tGvXzmC8PHv2LEaNGoWysjKtOJOcnAxra2uDryE7Oxuenp4oKSmRtjVu3Bh2dnZYvXo1hg8fbrA9/fN5Hr5Q15dgFikDOj+05zI1Jo8fPx6xsbHIyMiQ9a+WL1+OBQsWVNn+7bffxqeffir928bGBh4eHmjVqhUOHjyIzz//HKtXr0Z2djZycnKk4xo0aICGDRuiV69eiIqKkp0zNTUVn332Gfbt24fs7GxYWlqiW7dumDdvHnr37q33Wkzt92ZlZWHZsmXYvXs3CgoK4OXlhZCQEMyaNQtWVlbScfv27cNLL70k618ClX1RJycnnDlzBo0aNcL69euxYMEC2fsJAC4uLoiLi6uyH2cKPz8/lJSU4M6dO1K/EQA8PT1hY2ODxYsXY/LkyXrbm6P/6+/vj9u3byMtLQ3FxcXS9q1bt+Kll16q8jUEBQXhp59+kv5tb2+Phg0bon///ti4cWOV7auDIxvIJAkJCViwYAF69eqFI0eOmHQOlUqF5ORkTJgwQdr266+/IiEhQUo0AEDLli2hUqmQlpaGAQMGSNsvXrwIlUplMNFw+vRpjBw5Ei+99BJUKpXB6ykrK8Pw4cPxxRdfYMWKFUhISMAvv/yCP//8Ex06dMCVK1d0tsvNzUWfPn0QHR2NiIgIJCQkICIiAjt37sSTTz6JpKQkI9+RynMBlZ3Zzz//HNnZ2UhNTcWUKVOkY27cuIHU1FTcvHkTAwcOlLbn5eVh3Lhx0vs6depUad+xY8dw7949JCQkIDU1FRkZGVi0aBF++OEHdO/eXZbgACo7+GLgbt26NWJjY5GZmYmUlBQ4OzsDAAYNGoSMjAzk5OQgOjoabm5u0nUYo0uXLlCpVLh37x4++OADaXt4eDgSEhKgUqkMBloAmDlzJlQqFTIyMjB48GBpe3x8PFQqlcFEA1D5waBSqXDnzh2Eh4ejY8eOsLGxQXl5uex3UJ/Dhw+jefPm0r/F90SlUjHRQDVmjjirz+7du5GSkoKSkhJERkZWu/1ff/2FyZMnY9CgQbhw4UKVx0+bNg2vvfYa3nnnHdy+fRu//fYbiouL0aFDB72vzdSYbC7Dhw+XPns04+nRo0ehUqmgUqkMJhoA4MMPP4RKpcL9+/fRtm1bAICzszNSU1OhUqmqTMw+9dRTUKlUSEpKwrJly/DUU08BADIzM7Fz584qX8O2bdvQpUsX6d9TpkyRnpuJBqLqqWlMDg8Pl2KKq6ur9Pe8YcOGKtsKgoCoqCj07NlT2nbz5k0kJCTg4MGDAIAFCxZApVIhMzNT6h86ODggNTUVCQkJWokGlUqFAQMGoEOHDjhx4gQSExOxb98+ZGZmol+/flp9Q5Gp/d6kpCR06dIFly5dwi+//IKEhASsWrUKq1atgr+/v9QHBoDBgwcjJycHn332mbStW7duyMzMhEqlQqNGjQAAM2bMQE5ODl599VUAgI+PD44cOYKsrKxaSTQAwLVr16BSqXDs2DFp27Rp05CcnAyVSmUw0QCYp/975MgRJCQk4NatWwBQrd+l/Px87N+/X7pJ4OTkJH0umDvRADDZQNVw7949TJkyBZ06dYKvry+++OILlJaW1vi8jz32mPTY0B0uAPD29pYet2rVSucxsbGxCAoKQvPmzdGjRw/ExMQYdR1Lly7FL7/8gujoaPTq1Ut6vq1bt8LW1haBgYEoLCzUajd79mzExcXh559/loJDmzZtsGvXLty7dw9BQUGyzKchYiZ6xYoVmD9/PmxtbQEAzZo1k44RH7ds2RI///wz2rdvDwCyIA1AuvP24GOgcgTJpEmTsGDBAlRUVGDevHm4fPnvETHiudzc3HDw4EH06dMHQGXm08XFRXZOpVKJkSNHIjo6GgqFQus6jKF5fU2aNKl2e6VSCS8vrxqdw8vLC25ublIH3JiAHRkZiZCQEOnfTZs2hUKhqPZzE4lqK84+KDQ0VPpdNeZ3HQD+/PNPTJgwAX5+fmjfvj02bNgAYwZHhoWF4bvvvsN3332H5557DgqFAg0bNkRYWBjat2+PF198UTYSS2RqTK4NNY1RVlZWaNy4MYDKO24NGjSo9jm8vLzQvn37anUqH4xRmp8lRFS12ojJDRo0gJOTE15++WUAlbH1zJkzBtv89ttvcHd3h5+fn7RN39+zUqmU+svu7u5wcHDQedz8+fPRvXt3vPzyy9JohFatWiE6Ohr29vaYN28e4uLitNqZ2u8dO3YsysvLsW3bNqm/3717d8TExODkyZN45ZVXtF7HG2+8IX15P3PmDPbt26d1XgsLC1hbW8PZ2Rn79u1D//79db5ec6vp54I5ziH2fcXfpb1798pGS+gSExMDf39/6eahq6trtUZhVxeTDVQt3t7eGDlyJN544w2p41RTml/OqvqiZswXOaVSibZt22Ly5MmYPn06LC0tq2yTkpKC5cuXo1evXrK7QEDlF+zp06cjPj4eK1askO27cOECwsPDERgYqBUkvLy8EBwcjN9++00rm6xPbm4u2rZti1mzZhl1vJ2dHT788EMAxo8o0PTCCy8AqBzJ8OOPP8quAwDefPNNWYLHkP79+2PEiBEmXUd98p///AdA5Z3b06dP6z2utLQUO3bsQFBQ0MO6NPqXqI04qyk5ORmHDh3CW2+9BaByqL4xowQUCgVatmyJkJAQzJ07V28HVlNJSQkWLlyIJk2aYMSIEbJ9SqUSc+fORVZWltYINVNj8r+BGKN+/fVX2dSKB6WkpODixYsYOnTow7o0on+k2orJQ4cOlb4sVpU8jIiIwNixY8323EDl6MxNmzZh//79su2Ojo7SFNMH+6+m9nt37tyJY8eOYeLEiVqfHR07dkRAQAAiIyPx+++/a13nihUrpBuTU6ZMkU0RASpHeKxbtw6rV6/G448/Xr034R9i7NixsLGxQUVFBTZv3mzw2Nr4XTKEyQYyWpMmTbBkyRIsWbIEn332GaZPn17Xl6RT7969petcv369bMiZPpGRkSgqKtJ7rJglDQsLk20X7+xV1S40NNSoa8/JycGECROqdXd82LBhcHd3N2lEgbu7u/Q4MzNTdh0AMHHixGqdb9KkSSZdR30yZMgQ6QPU0If/nj170LlzZ3h4eDysS6N/gYcRZzdu3IgRI0bg9ddfl5Kxxtwlb9eunXRtK1euRGBgYJVt9uzZg5SUFPTo0UNnXBNjZFRUlGzOrakx+d8gJCTEqE5lVFQUAgMDq6zrQET61WZMtrCwkKYSR0ZGyubeaxJHA5j75oaTkxMEQcDu3bu19olJlQfrg5na7xX/bUp/2dHRERs3boRSqcTdu3cxb948aZ8gCJg6dSqGDh0qm5b9b+Pq6iol9A19nmdkZODUqVN4/vnnH9alMdlAprOwsKjrSzCKMdcpzptt2bKlzv3iXNv4+Hjcvn272u2OHz9u1LC73NxcDBo0qMrjNFlYWMDf39+kEQWaQ63E6RjidbRr167aQ7oGDhyoVcznUWNhYYHx48cDMPzhHxkZ+VAzw/TvVBtxNiwsDNOmTYOHh4fU4QgPD0dZWZnZr62qGNm0aVM4OjoiLy9PNpLI1Jj8b2Bsp5Ixisj8zB2TxeHv2dnZeqf97t+/H23atDF6pKmxIiIi8Oabb+KNN97Q2icWxW3durVsuyn93vLycmn6Q1XtDhw4oHN/v379pOvcuHEjdu3aBQBYt24d/vrrL6xfv17Pq/z3EH+Xrl69ipMnT+o8ZsuWLRg2bBjs7Owe2nUx2UAESAXO9N2ldnNzk+4OXbx4EUBlgZX4+HiD7cThcWVlZfjrr7+qvI5GjRqhY8fqr4ry9NNPQ6ms/p/zd999B6ByZRDNUQwVFRWygovGcnJyQs+ePav9paW+EYcp5+TkYPv27Vr7xeI6L7744sO+NKIaOXbsGARBkO4iiXNh09LSjFpFprqqiq3A33FSjK3GtNMVk/U5c+YM7O3toVAopB8XFxdpmG9SUhJsbW1l+1977TVjXl6dEWPUtWvXcOLECa398fHxuHv37kObu0xEpmnbti169OgBQH/yMCIiQlZ7xVz69OmDTz/9VKv2Q25uLs6ePQs3NzfpCyxger/32rVr0o2bqtolJibKVhfTtHTpUjzxxBMAgOnTp+P8+fN4++23sX79eqlgZHV0795dFvdtbGwwcuRIaf/w4cO1Pjfqs8GDB1c5Mre2fpcMYbKB/vUKCgqQkZEBAAYLpDg6OgL4ezRAQkKCVBxNXzuxjWY7Q06cOCEVhayOuXPnGj28LicnB4cOHcLIkSMRHh6Ofv364eDBg7Jr7d+/P7788stqXwdQWSFXc/miR1GbNm2koX66Avb27dvRv39/qbgO0aMiLCwMU6dOlaY0PPfcc1LF7tqYkiCuAlSd2GpqTNanW7duyMjIkJZxCwgIQFZWFoKDgwFUjq7IysrCuHHjoFAosHXr1npfC2Lw4MFSYTFdMSoiIgJjxowxKQlNRA+XmDw8cOAA7ty5I9tXVFSE3bt3Y9SoUbV+HYIg4Pr16wgODkbDhg1x4MABaaUxwPR+r+ZqcMa001UwGKgsbr5582bY2NggJSUFvXv3xsiRI2UJguo4ffq0LNbfvHlTdoNp165d0qo/Y8aMQWpqqknP87BYWFhINw6joqJQVFQk25+YmIjr169XewR1TfFTiOqVvn37wtfXV+/P1q1bzf6cmjUGDM1ttbGxAfB3PQNj2oltNNvVhb59+6J58+Zo0KABXF1d8dFHH2HIkCG4fPkyjh07hhYtWtTZtdVXYjb/4MGDWh/+HJ5Mj6Lc3FzExMTI7lRZWlpKnZM9e/aYvTMlxklzx1Zd7Qyxs7PD//73PwCVld8fHH1lZ2cHX19fhISEGLVGeV1TKpXS/OQff/xRa1UOxiiiR0dwcDBsbW2hVquxadMm2b5du3ahV69eaNiwYa09/8yZM+Hq6gpXV1f4+fnh7t27+Pnnn7WK85ra7zVnf/mJJ57A0qVLAQDFxcUICAjQe6wxZs+eLa2Mcf78ea39bdu2hb29PdavXy+7xvpK/HzPzc1FdHS0bF9UVBRGjRplVOF8c2KygeqV2NhYaf1yXT+1ndk1VJhRvEOka6k3fe007yoZs0RcbYmNjUViYiIyMjIQHh6Oy5cv45tvvnnkV46oTcHBwbCzs4NarZatO5yRkYGTJ09i2LBhdXh1RNUXFRWFgIAArWGs4lSK8vJyhIeH18pzmzu2VtVOl0GDBuGJJ55ASkqKVqX08vJyhIWFYe7cuUadqz4Q74Y+2Km8cOECysrK0K1bt7q6NCKqBmdnZ+nu/Pfffy/b9zCGva9YsQIJCQnIzs7G/fv3MW7cOHTo0AELFy5ERUWFzjam9nvN0V8OCgqSamfMnz/fqJHD+lhYWEhxX9eItvXr12PChAn1fgqFyM/PT1oq+sFRb3UxhQJgsoFINnSrpKRE73HifDMnJyej22kWFxTb1aUGDRpg7Nix2LVrF86fP49Bgwbhxo0bdX1Z9dKDH/7ih99PP/300IvrEJlDaGgopk2bprXdz88Pffr0AWDcqhTVIcZJc8dWXe2MIdZieHCaWHR0NJo1aybNnX4UPP7449LUEM3/b3XVoSQi04nJw5s3b+L48eMAKotGHj161KiVf2rCxsZGiqNubm54++23MX36dCxbtgxvv/22dJyp/V5z9pfF1Seee+45NGjQAPfv38eUKVMMvbwqTZ06FY6Ojjh8+LBUL0i8pg0bNmD27Nk1Ov/DJv4uHTp0CAkJCQCAuLg4ZGVlSZ/1DxOTDfSv5+DgIAVCzaXXHiTuE+fJisVsDLXTXJlBbFcfdOvWDZ06dUJhYSGWL19ea88zevRoNGvWTPajq5hZdYWEhEgfxqby8fGBWq02eIw4HC0+Pl56vsjISHbk6ZFz5coVnD9/HjNmzNA5Re3q1asAKqcYnDlzxmzPKxarMhRbxTgpxkhTY7Ixxo4dCw8PD1y4cAFHjhyRtq9du9asoxr69OmDxMREk9vn5OSgQ4cOVR4nxqjDhw9DpVJBEAT8+OOPjFFEj5iAgABptQkxebht2zYMHjwYDg4OtfKcKpVKtuy5JnHFm5UrV0ojB0zt92qubGZMO0Mroa1duxY3b95EREQEPvnkEwDAL7/8gnXr1ultUxUnJydphJ/m6IaoqCh07txZtlpbTaxduxbLli2r0TmM6f8GBQXBzs4OgiBII3MjIiIQHBxscLRgbWGygQhA586dAegvSpOVlSUVWhFXi3B3d5c+GPS1u3fvHoDKedHisj71hfiaxeWDakN6ejqSkpJkP4buVBpDEAQcPny4Rh++cXFxyM7OrrJ42oMf/mJxnWeeecbk5yaqC6Ghofjggw+QkJCgc4paYmKi9AXfnKMbqoqtwN9xUnMlHlNisjFsbGwwc+ZMAH+Pbvjrr79w9epVjBkzxujzGCIu46l5N6+6fv/9d6OW2AsKCkKDBg2kTmVsbCzc3Nzq3ecNERmmVCql+jlbtmxBQUEBIiIiaq32SlRUFFq0aIHWrVvrTDiIfZ/y8nLpJpGp/d727dtLdQKqatesWTO4urrqPObmzZv473//i02bNsHBwQGvvvqq1B974403cPPmzapfuB5z586FUqlEZGSkdI1r167FnDlzTD7ng44ePVqjUbHG9n+dnJyk1dLEkbl1WceHyQYiQCowoy9QiVMNWrVqJVsj2Nh2/v7+9a6wjPg6kpOTce3aNQCVc38NfSmoriNHjkAQBNmPv79/jc558uRJpKam1mj+XExMjFHtlUolJk2aBKDyw/+7777DSy+99NCL6xDVRGlpKSIjI6WCgro0aNBA+rIdGRkpG9JaE1XFyLS0NOTm5sLR0VGaEmBMO30x2RgzZ86Era0tfv75Z9y8eRNr1qzB9OnTDRajrI6ff/4ZFRUVNVqtxtgY9WCnklMoiB5d4kil/Px8rFq1ChcvXsSzzz5bK8/1ww8/QBAEZGZmahXBfpBm3QZT+r02Njbo27evUe2GDh2q9xomTpyIWbNmSedSKBQICwuDi4sLCgoKMHHiRL01JqrSokULjBgxAqWlpVi7di3Onj2LtLQ0DB8+3KTzPaikpAR79+6tUd+1Ov1fcSrF7du38emnn8La2hqdOnUy+blrgskGIgCTJk2ChYWF3iH+4pAlcZiVSPx3ddvVB4899pj0eN++fQCAnTt34ttvv62rSzLKypUrAcDkjnxpaSnWrVun1b60tBSlpaVax4sf/gUFBfj4449Z4Z0eOTt27ECHDh1kQ2B1ETsn2dnZiImJMctzjxo1Ck5OTjh16pTOaUtijAwJCZHd8TE1JhujcePGGDduHNRqNT744ANERUXhlVdeqfZ59Fm1ahUcHBxMXnYyIyMDERER1Y5RKpUKYWFh0pKeRFR/6fp7btWqlfRF+v/+7/8QGBhotiTog8R4O3HiRJ2jw8S5/kDlChAiU/u9Ne0vf/rpp8jIyMD7778v296sWTN89dVX0rk//vhjne2NMX/+fADAunXr8Pnnn+PVV1812/LBGzZsQG5ubo2S0Lr6v+Lv0IO/SwMHDkTz5s0BAO+9916d9l2ZbKA6p1l1tqoKtJqdVXOu7uDr64u5c+fi9OnTOHv2rGxfeXk5QkND0aJFC6m4mKhfv34YOXIkdu7cibt378r25eXlITIyEr17966XnT/N+cAbN26EIAj4448/pOHL9VF0dDR+/PFHAKYnG958800kJiZqZYZv376Nmzdvan0hatmyJfr16wegcr5iXRTXIaqJL774Al27dq3yuD59+uDxxx8HYL6pFPb29li6dClSUlJk65eL1q9fD1dXV60OpKkx2Vhiu40bN+KZZ54xOEe4Or788kucPHnS5LtXFRUVmD59OvLz83XGKHEUmqaBAwdKS7d1795d6mASUf1UWFiI1NRUnX/PYtK3rKysVkcpiYWuv/nmG51fqCMjIwEAzz33HPz8/KTtpvZ7x40bh27dumHz5s2y+gxAZWJj7969CAkJkVZS0HTkyBEsXrwY06ZN05l8GTdunLRk8f/+9z+dS1gao2/fvnjqqaeQnp6OHTt21LjwpCg+Ph7vvvsuAJj82aCv/3v79m0A0PpdUigU0sjcsrKyOv0ewmQDmSwuLg5AZZCoyRd/8Q8FAG7duqX3OLVaLRt+df369SrPXVhYCJVKBQDSf/VZtmwZAgICEBQUJFWjzcvLw4wZM5CZmYndu3frnGv17bff4vHHH0dgYKD0WjIyMhAcHAx3d3dER0fXuCBLWlqa9DgpKcmoNuL8twfbi5544gnpi8Uff/yBHj16YPv27QbrEZSUlEjrJRt7Hcb4448/pMe6fgfu3r2LxYsXIygoCEBlATnN+czFxcW4cuWKwXNcvHgRY8aMwapVqwDIg3VCQgJWrFiB9PR0vPPOO1pDyMUPf13FdTSz/3fu3Kmy6CRRddQkzpaVlWHx4sU4efIkdu3aVWXBwvLyculL64EDB3D06FG9x1ZUVEgxuKrYOnv2bIwfPx4zZszAoUOHAFTGkvfeew8nTpzAjh07tJbjBEyPycbo0KGDFOuqmpNbUVEh67zqii83btzArFmzpDtjDyZDs7Ozpc+vrKwsZGVlyfar1Wr8/vvvGDx4sJSU0TzHlStXEBYWhnPnzmHVqlUoLy+X9ml2KnXdvdKMUZqPiaj6atr3LS4uxqJFi6BWq7Fw4UKt+DlmzBjY29vD09MTAwYMkO1Tq9WyKQ+G/p7FeH///n2tL/cAMH78eAwbNgzBwcGyfnhGRgbefPNNbNy4EX379tW5HLIp/V6lUomoqChYWFhg9OjRUr80ISEBo0ePRvfu3bVG1paVlSE0NBTDhg1DeXm5we8IU6dOldqMHTvW5OUwX3/9dQCVCQw3NzeDx2oWUxYL9GrKzc1FWFgYevfuLcX8Bz8batL/zcvLw+LFi6XrTk9Pl7V9+eWXoVAo0L17d7Rq1Uq2r7S0VHqPsrOzkZOTY/C11oRCMOft4Udcx43GF5mqzy5Pulxr5x49ejTOnDmDwsJC2S+1u7s7HBwcYGlpaXSBFl9fXxQVFcm+CFtaWsLLywtPP/20FODi4+MREBCAnJwcZGdnS8daWVnBy8sLU6ZMkf7YgMqOoTiHNzMzE3l5edK+pk2bwtLSUm8ALS8vx8qVK7Fhwwbk5eXBwsICQ4YMwZIlS3R2hkXiEPsff/wRpaWlsLKywosvvohFixaZXCRs06ZNWLx4McrKymSJA3t7ezRs2BBubm44d+6crM0PP/yAhQsXyoIIAFhbW0tDqOPj46VAdfnyZUydOhUXL15EmzZt8N133+Gpp57SupYXXngBly5dQlZWlpRsAAAPDw/Y2tpi+vTpUtbWWGfPnsWgQYNQUlKi9eXe3t5eqotQWloqFYITNWvWDHfu3MGKFSuwZMkSFBQUaHW+HR0dpQ+7wsJClJWVyc4xfvx4fPbZZ+jUqZNWMsbGxgZjx45FWFgYgMr5k56enoiNjZVGfgQEBODmzZtITU2VFb10dnaGi4sL3n77bakQHf3t7js1W0Wkvmj2cb9aO7c54mxsbCyeeeYZ2d+WUqmEh4cHIiMj0b9/f2l7eno6nnzySdy/fx+FhYXSdoVCgSZNmuDs2bPw9PQEAPTq1QvJycnIzc2VfWEWY4Gvr69slQeRIAjYsGED1q5di7S0NCiVSvTp0wf/+9//tDpBmkyNycb45ZdfsHDhQq04KoqOjsbkyZNRVFSkNUTV0dFRuhtYXFysVfi2b9++OH78OObPn4+wsDDk5eXJEpFKpVL22ZCfn68113jRokUYMWIEhg4divv378v22dnZ4a233sKSJUsAVCbt/fz8cO/ePTRs2BBA5ZKmRUVFSE5OlsVH8fdo9erVZpuPTI8uz8MX6voSzCJlQOdaO7e5+r4hISGIjo6WxROFQoGGDRvi5s2b0pKPL7/8MlxcXKSVEb7++mt88sknWnHXysoKnp6eaN26NQ4ePIjPP/8cq1evRn5+vixmiP3Gnj17IioqSnZN4eHh2LhxI+7evYusrCyUl5eja9euGDduHMaPH6+3UK2p/V5xKsSuXbsgCAIaNGiA8ePH44033pCNWvj1118xYsQIrdjq7u6OuXPnSv3+b7/9Fh988AGSk5Nl/TwrKyuMHTsW33//vd5r0aWsrAwtWrTA7t27ZdNHNHl6eqKgoEAriWNjYwNbW1sAlYkhze8fops3byIrK6vG/d++ffvi5MmTss8NpVKJVq1ayUY5+Pv7IzAwUBrNt3DhQvzwww9a349sbW3RuHFj+Pv7SytYmAuTDURERERERERkVpxGQURERERERERmxWQDEREREREREZkVkw1EREREREREZFZMNhARERERERGRWTHZQERERERERERmxWQDEREREREREZkVkw1EREREREREZFZMNhARERERERGRWTHZQERERERERERmxWQDEREREREREZkVkw1EREREREREZFZMNhARERERERGRWTHZQERERERERERmxWQDEREREREREZkVkw1EREREREREZFZMNhARERERERGRWTHZQERERERERERmZVnXF1CfxLVpW9eXYBZtr8Y9tOc6d+4ccnNz4e/vX+22vr6+KCkpQUpKirTN2toanp6e6NevH8LDwwEA8fHxCAgIQGFhIdLT06VjGzRogEaNGmHy5MlYvHixweeKjo5G165d4evra/C4iooKrF27FuHh4UhJSYGjoyOGDh2Kd955Bw0bNtTbrri4GMuXL8fWrVuRlZUFd3d3BAYGYsGCBbC3tzfi3TDd119/jU8++QS5ubnIysqSttva2sLDwwNOTk64dOmSwXNMmjQJR48eRVpaGoqKiqTtLi4ucHZ2xuDBg/HNN9/obR8TE4PXXnsNxcXFSE1NlbZ36NABly9frvI1XL16FW3byv/+mjRpAisrK2zfvh1dunSp8hxERERERFR/KARBEOr6IuoLJhuMl5CQgFWrVuGrr77Cf//7XyxZssTkc02cOBGbN28GABw+fNhg4mLgwIE4fPgwAODGjRto1aqVwXOfPn0aH330EWJiYqo8d1lZGUaMGIG4uDhERESgV69euHPnDqZPn47z58/jwIED6NChg1a73NxcDBgwAIIgIDw8HO3atcPVq1cxfvx45Ofn4+DBg2jatGnVb0QNqdVqPPvss9i3bx8AICkpCU2aNKnWOfLz8+Ht7Y3s7Gy0bdsWly5dgqVl9XKSM2bMwLlz53D27FkAwJkzZ/DUU08ZbPPee+/hwIEDOHnyJABg6dKlWLRoUbWel4iIiIiI6g9OoyCj3bt3D1OmTEGnTp3g6+uLL774AqWlpTU+72OPPSY99vHxMXist7e39FhfoiE2NhZBQUFo3rw5evTogZiYGKOuY+nSpfjll18QHR2NXr16Sc+3detW2NraIjAwEIWFhVrtZs+ejbi4OPz8889o164dAKBNmzbYtWsX7t27h6CgIKjVaqOuoSaUSiW8vLykf1c30QAADg4OcHZ2BgA0bty42okGAPDy8sLQoUPh6ekJANiwYUOVbaKiohASEiL9u1mzZtV+XiIiIiIiqj+YbKBq8fb2xsiRI/HGG2+gcePGZjmnQqHQ+biqY/VRKpVo27YtJk+ejOnTpxv1hTklJQXLly9Hr169tIbs29vbY/r06YiPj8eKFStk+y5cuIDw8HAEBgZqfbn38vJCcHAwfvvtN0RFRVV5Df8kFhYWmDBhAgAgMjISJSUleo89ffo0rK2t8cQTTzysyyMiIiIiolrGZAMZrUmTJliyZAmWLFmCzz77DNOnT6/rS9Kpd+/e0nWuX78ePXv2rLJNZGQkioqK9B7bv39/AEBYWJhs+4YNGyAIQpXtQkNDq/MS/hH+85//AACysrIMji6JiIjA2LFjH9JVERERERHRw8BkA5nMwsKiri/BKMZc5549ewAALVu21LlfLF4YHx+P27dvV7vd8ePHzTLl5FHStm1bdO/eHYD+qRRqtRpbtmyRTaEgIiIiIqJHH5MNRKicDgEAHh4eOve7ubnB2toaAHDx4kUAlcUU4+PjDbYTayiUlZXhr7/+MngN27dvh62tLRQKhfTj7u6O2NhYAMDJkydhZWUl2//ll19W74U+ZOLohv379+Pu3bta+w8fPgxvb2+0aNHiYV8aERERERHVIiYb6F+voKAAGRkZAGBwmUpHR0cAQHJyMoDKFTnExVz0tRPbaLbTZ+TIkUhKSpJGSUyePBn3799H3759AQA9e/ZERkYGBg4cCFtbW/z+++94/fXXjXmJdSY4OBi2trZQq9XYtGmT1v6IiAiOaiAiIiIi+gdisoHqlb59+8LX11fvz9atW83+nLm5udJjcfSCLjY2NgCAnJwco9uJbTTbGeLu7o533nkHAHD+/Hmt/c7OzvDy8sL8+fOlFTPqMxcXFwQGBgIAvv/+e9m+0tJS7NixA0FBQQ//woiIiIiIqFYx2UD1SmxsLFQqld6fUaNG1erzG1rtQqms/HMRRzMY005so6+dLuPHj0ejRo1w/vx5HDt2TLbv/v372LFjB2bOnGnUueoDcSrFjRs3pCkhQGW9i86dO0tLZBIRERER0T8Hkw30r6c51cHQEo3FxcUAACcnJ6PbiW0021XF1tZWSiY8WJMhNDQUzz77LJo1a2bUueqDQYMGwdvbG4C8UCRXoSAiIiIi+udisoH+9RwcHKTEQUFBgd7jxH1NmzYF8HfxR0Pt8vPzpcdiO2PMmjULNjY22Llzp1SEUq1WY/369Zg7d67R56mKj48P1Gq1ye0vX76MZ5991uAxSqUSEyZMAAD89NNPKCgoQH5+Pvbv348XX3zR5OcmIiIiIqL6i8kGIgCdO3cGAKSkpOjcn5WVhaKiIgBAx44dAVTWVxDv2Otrd+/ePQCApaWltAymMTw8PBASEgK1Wo1Vq1YBAPbu3QsnJyepYGRNxcXFITs7WzbVo7piY2MN1rkQvfzyywAqky9bt27F9u3b4e/vDxcXF5Ofm4iIiIiI6i8mG4gABAQEAABu3rypc/+NGzcAAK1atZJWi6hOO39/f1mxSGOIK02EhYUhJycHa9aswZw5c6p1DkNiYmJq/GXf2HO0bt1aSpJs2LABkZGRXIWCiIiIiOgfjMkGIgCTJk2ChYUFTpw4oXP/8ePHAVQuR6lJ/Hd12xnjiSeeQEBAAPLz87Fw4UKcOXPGbF/QS0tLsW7dOjg7O5t8jr/++gsHDhzQOkdpaSlKS0u1jhdHNxw7dgwnTpzA8OHDTX5uIiIiIiKq35hsoDqnuUpDVSs2aNYXMHZ1B2P4+vpi7ty5OH36NM6ePSvbV15ejtDQULRo0QKvvfaabF+/fv0wcuRI7Ny5E3fv3pXty8vLQ2RkJHr37o3g4GCTrksc3bBmzRpMnjwZdnZ2Jp3nQW+++SYSExNNHtlQVFSEyZMnQ61Wa53j9u3buHbtmlabMWPGwN7eHoIgYNiwYWZ7LUREREREVP8w2UAmi4uLAwAkJCTU6Iv/7du3pce3bt3Se5xarZZNV7h+/XqV5y4sLIRKpQIA6b/6LFu2DAEBAQgKCsKFCxcAVCYMZsyYgczMTOzevVvnF+Rvv/0Wjz/+OAIDA6XXkpGRgeDgYLi7uyM6OtrgkpqGPPfcc/Dz84OFhQVmzZpl8Nji4mJcuXJF+reu9/LixYsYM2aMVAfiwVEJd+7cQWpqKgAgOTlZtpoGAJSVlWHfvn3o06cPTp06pXWOY8eOYfv27dixYwe2bt0q+71wdHTESy+9BAA6V6FISEjQ+ZiIiIiIiB49CsGct4fpH2/06NE4c+YMCgsLkZ6eLm13d3eHg4MDLC0t9dYveJCvry+KioqQlpYmbbO0tISXlxeefvpphIeHAwDi4+MREBCAnJwcZGdnS8daWVnBy8sLU6ZMweLFi6XtFRUVUl2FzMxM5OXlSfuaNm0KS0tL9O3bVzq/pvLycqxcuRIbNmxAXl4eLCwsMGTIECxZsgQeHh56X0tBQQE+/vhj/PjjjygtLYWVlRVefPFFLFq0SLZEpim+/vpr7N+/H9HR0Tr3r1ixAkuWLEFBQQHKy8ul7QqFAo6OjlKio7CwEGVlZbK248ePx+bNmzFq1CgcOHAAubm5sgSBpaUl7O3tpX/n5eVprV7x3Xffwc3NDf/5z3+Qk5Mj2+fg4IAVK1ZgypQpAIAjR45g9OjRSE5OhqWlJdLT09GtWzdUVFQgKSlJ9tweHh6wtbXF9u3b0aVLl+q8ZUREREREVMeYbCAiIiIiIiIis+I0CiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrNisoGIiIiIiIiIzIrJBiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrNisoGIiIiIiIiIzIrJBiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrNisoGIiIiIiIiIzIrJBiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrNisoGIiIiIiIiIzIrJBiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrNisoGIiIiIiIiIzIrJBiIiIiIiIiIyKyYbiIiIiIiIiMismGwgIiIiIiIiIrP6f5K9V2QtqVRdAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def plot_TTFT(fig_plot_length=3, fig_plot_height=1, fontsize = 18):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + "\n", + " # Labels for the models\n", + " labels = ['LLaMA-2-7B', 'LLaMA-3-8B', 'Mistral-7B']\n", + "\n", + " alias = {\n", + " \"H100_TRT-LLM\": \"1 H100 TRT-LLM\",\n", + " \"H100_vLLM\": \"1 H100 vLLM\",\n", + " \"SN40L_sambaflow\": \"8 SN40L Sambaflow\",\n", + " \"A100_TRT-LLM\": \"1 A100 TRT-LLM\",\n", + " \"A100_vLLM\": \"1 A100 vLLM\",\n", + " \"A100_DS-MII\": \"1 A100 DS-MII\",\n", + " \"GH200_vLLM\": \"1 GH200 vLLM\",\n", + " \"GH200_TRT-LLM\": \"1 GH200 TRT-LLM\",\n", + " \"MI250_vLLM\": \"1 MI250 vLLM\",\n", + " \"MI300x_vLLM\": \"1 MI300X vLLM\"\n", + " }\n", + "\n", + "\n", + " # Performance data\n", + " perf_data_TTFT = {\n", + " \"GH200_TRT-LLM\":[0.3281266689300537,0.35003018379211426,0.3479674577713013],\n", + " \"GH200_vLLM\":[0.3566369306606551,0.3781235009199008,0.36953612103437383],\n", + " \"H100_TRT-LLM\":[0.38651649951934813,0.405424165725708,0.4019413948059082],\n", + " \"H100_vLLM\":[0.4216477160962919,0.42566500790417194,0.42516071242280307],\n", + " \"SN40L_sambaflow\":[2.85,0.42,0.5],\n", + " \"A100_TRT-LLM\":[0.9668681621551514,1.050133466720581,1.0446186065673828],\n", + " \"A100_vLLM\":[1.029996186029166,1.0420479719759896,1.0323134109494276],\n", + " \"A100_DS-MII\":[1.6275303363800049,2.4138548374176025,1.6925108432769775],\n", + " \"MI250_vLLM\":[2.1599140379267436,2.1736202720707904,1.9624839581549167],\n", + " \"MI300x_vLLM\":[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + " }\n", + "\n", + " perf_data_latency = {\n", + " \"GH200_TRT-LLM\":[9.83061203956604,8.858555221557618, 8.423872923851013],\n", + " \"GH200_vLLM\":[12.195721102005336, 10.66363345400896, 11.045635434133631],\n", + " \"H100_TRT-LLM\":[11.6332617521286, 10.157163405418396, 9.701072549819946],\n", + " \"H100_vLLM\":[13.168710388265511, 11.024687729899984, 11.292688895500032],\n", + " \"SN40L_sambaflow\":[7.90352146647371, 3.5425630824450263, 3.6948334573664385],\n", + " \"A100_TRT-LLM\":[22.855718314647675, 20.199362337589264, 19.286153495311737],\n", + " \"A100_vLLM\":[25.050500875338912, 19.914405192248523, 20.104606724344194],\n", + " \"A100_DS-MII\":[26.02431893348694, 25.904682874679565, 24.70716118812561],\n", + " \"MI250_vLLM\":[22.863321285366208, 21.936444972700215, 21.10841013296837],\n", + " \"MI300x_vLLM\":[14.616763864003588, 14.870041463000234, 14.411066364002181]\n", + " }\n", + " \n", + " \n", + " perf_data = {}\n", + " \n", + " for key in perf_data_TTFT:\n", + " hardware_TTFT = perf_data_TTFT[key]\n", + " hardware_latency = perf_data_latency[key]\n", + " \n", + " model_ITL = []\n", + " \n", + " for ttft,lat in zip(hardware_TTFT, hardware_latency):\n", + " itl = (lat- ttft)/(16368)\n", + " model_ITL.append(itl*1000)\n", + " \n", + " perf_data[key] = model_ITL \n", + " \n", + " # Extracting the hardware labels and performance data\n", + " hardware_labels = list(perf_data.keys())\n", + " performance_data = np.array(list(perf_data.values()))\n", + "\n", + " # Bar width and positions\n", + " bar_width = 0.093\n", + " x = np.arange(len(labels)) # the label locations\n", + " \n", + " # Create figure and axes\n", + " fig, ax = plt.subplots(figsize=(11, 5.7))\n", + "\n", + " # Loop through each hardware and plot its corresponding data\n", + "# for i, (hardware, performance) in enumerate(perf_data.items()):\n", + "# ax.bar(x + i * bar_width, performance, bar_width, label=alias[hardware])\n", + " \n", + " for i, (hardware, performance) in enumerate(perf_data.items()):\n", + " bars = ax.bar(x + i * bar_width, performance, bar_width, label=alias[hardware])\n", + " \n", + " # Add text on top of each bar\n", + " for bar in bars:\n", + " height = bar.get_height()\n", + " ax.text(\n", + " bar.get_x() + bar.get_width() / 2, \n", + " height, \n", + " f'{height:.2f}', \n", + " ha='center', \n", + " va='bottom', \n", + " fontsize=9\n", + " )\n", + " \n", + " # Set labels, title, and ticks\n", + " ax.set_xlabel('Models', fontsize=fontsize)\n", + " ax.set_ylabel('Latency (millisec)', fontsize=fontsize)\n", + " ax.set_title('ITL for Batch Size 16 & Input/Output Size 1024 (bf16 for SN40L and fp16 for rest)', fontsize=fontsize)\n", + " ax.set_xticks(x + bar_width * (len(hardware_labels) / 2))\n", + " ax.set_xticklabels(labels, fontsize=fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + "\n", + " # Position the legend below the figure\n", + " ax.legend(title='#Devices Hardware & Framework', title_fontsize = fontsize, loc='upper center', bbox_to_anchor=(0.5, -0.2), ncol=3, fontsize=fontsize, frameon = False)\n", + "\n", + " # Display the plot\n", + " plt.tight_layout()\n", + " plt.savefig(\"ITL.pdf\", dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + "\n", + " \n", + " \n", + "plot_TTFT() " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "debf22ee", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b612b4c1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "756c2c49", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a92ea314", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "15772082", + "metadata": {}, + "outputs": [], + "source": [ + "# # Performance data\n", + "# perf_data_TTFT = {\n", + "# \"GH200_vLLM\":[0.3566369306606551,0.3781235009199008,0.36953612103437383],\n", + "# \"H100_TRT-LLM\":[0.38651649951934813,0.405424165725708,0.4019413948059082],\n", + "# \"H100_vLLM\":[0.4216477160962919,0.42566500790417194,0.42516071242280307],\n", + "# \"SN40L_sambaflow\":[2.85,0.42,0.5],\n", + "# \"A100_TRT-LLM\":[0.9668681621551514,1.050133466720581,1.0446186065673828],\n", + "# \"A100_vLLM\":[1.029996186029166,1.0420479719759896,1.0323134109494276],\n", + "# \"A100_DS-MII\":[1.6275303363800049,2.4138548374176025,1.6925108432769775],\n", + "# \"MI250_vLLM\":[2.1599140379267436,2.1736202720707904,1.9624839581549167],\n", + "# \"MI300x_vLLM\":[2.2758256473345684,2.489681196435898,2.4323179617359227]\n", + "# }\n", + "\n", + "# perf_data_latency = {\n", + "# \"GH200_vLLM\":[12.195721102005336, 10.66363345400896, 11.045635434133631],\n", + "# \"H100_TRT-LLM\":[11.6332617521286, 10.157163405418396, 9.701072549819946],\n", + "# \"H100_vLLM\":[13.168710388265511, 11.024687729899984, 11.292688895500032],\n", + "# \"SN40L_sambaflow\":[7.90352146647371, 3.5425630824450263, 3.6948334573664385],\n", + "# \"A100_TRT-LLM\":[22.855718314647675, 20.199362337589264, 19.286153495311737],\n", + "# \"A100_vLLM\":[25.050500875338912, 19.914405192248523, 20.104606724344194],\n", + "# \"A100_DS-MII\":[26.02431893348694, 25.904682874679565, 24.70716118812561],\n", + "# \"MI250_vLLM\":[22.863321285366208, 21.936444972700215, 21.10841013296837],\n", + "# \"MI300x_vLLM\":[14.616763864003588, 14.870041463000234, 14.411066364002181]\n", + "# }\n", + "\n", + "\n", + "# perf_data = {}\n", + "\n", + "# for key in perf_data_TTFT:\n", + "# hardware_TTFT = perf_data_TTFT[key]\n", + "# hardware_latency = perf_data_latency[key]\n", + "\n", + "# model_ITL = []\n", + "\n", + "# for ttft,lat in zip(hardware_TTFT, hardware_latency):\n", + "# itl = (lat- ttft)/(16368)\n", + "# model_ITL.append(itl)\n", + "\n", + "# perf_data[key] = model_ITL \n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "21b42699", + "metadata": {}, + "outputs": [], + "source": [ + "# perf_data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e48aa533", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_23/.ipynb_checkpoints/Fig 23-checkpoint.ipynb b/Plots/Fig_23/.ipynb_checkpoints/Fig 23-checkpoint.ipynb new file mode 100644 index 0000000..e61f471 --- /dev/null +++ b/Plots/Fig_23/.ipynb_checkpoints/Fig 23-checkpoint.ipynb @@ -0,0 +1,424 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "01183ba2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "75f27d86", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "75df59d4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"sambaflow\": \"Sambaflow\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel Max 1550\": \"Max 1550\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \"Nvidia GH200 GPU\": \"s\",\n", + " \"AMD MI300X GPU\": \"v\", \n", + " \"AMD MI250 GPU\": \"P\",\n", + " \"SambaNova SN40L\": \"H\"\n", + "}\n", + "\n", + "\n", + "color_dict = {\n", + " \"Nvidia H100 GPU\": \"#2171b5\",\n", + " \"Nvidia A100 GPU\": \"#238b45\",\n", + " \"Habana Gaudi2\": \"#d94801\",\n", + " \"Nvidia GH200 GPU\": \"#6a51a3\",\n", + " \"Intel Max 1550\": \"#cb181d\", \n", + " \"AMD MI250 GPU\": \"#7c3f00\",\n", + " \"AMD MI300X GPU\": \"#c51b7d\",\n", + " \"SambaNova SN40L\": \"#525252\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [8]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " for framework in [\"Deepspeed\", \"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Habana Gaudi2\", \"Nvidia A100 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " \n", + " \n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI300X GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " \n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.yscale('log')\n", + "# # plt.xscale('log', base = 2)\n", + "# plt.grid(True, which=\"both\", ls=\"-\", color='0.85')\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " y_axis_labels = [100, 300, 500, 1000, 2000, 5000, 10000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + "# from matplotlib.ticker import FuncFormatter, MultipleLocator\n", + "# plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + "# plt.gca().yaxis.set_major_locator(MultipleLocator(2000)) # Major ticks every 1000\n", + "# plt.gca().yaxis.set_minor_locator(MultipleLocator(500)) # Minor ticks every 500\n", + "# plt.ylim(bottom=100, top=10000) # Adjust these values as needed\n", + " \n", + " \n", + " \n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.8), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B: Comparison Across Accelerators \\n for Input & Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 7\n", + "fig_plot_height = 3.2\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.1\n", + "\n", + "legend_title = \"#Devices Hardware Framework\"\n", + "\n", + "save_pdf = \"llama_3_8b_across_HW_comparison.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8b8525f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5f3123f", + "metadata": {}, + "outputs": [], + "source": [ + "Fig 1, 3, 6 and 7 8 9 12 15 16 17 (think), 20 23" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da54bd93", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6403aa2a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_24/.ipynb_checkpoints/Fig 24-checkpoint.ipynb b/Plots/Fig_24/.ipynb_checkpoints/Fig 24-checkpoint.ipynb new file mode 100644 index 0000000..f08b9b9 --- /dev/null +++ b/Plots/Fig_24/.ipynb_checkpoints/Fig 24-checkpoint.ipynb @@ -0,0 +1,371 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 8, + "id": "43b6e3be", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"sambaflow\": \"Sambaflow\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \"Nvidia GH200 GPU\": \"s\",\n", + " \"AMD MI300X GPU\": \"v\", \n", + " \"AMD MI250 GPU\": \"P\",\n", + " \"SambaNova SN40L\": \"H\"\n", + "}\n", + "\n", + "color_dict = {\n", + " \"Nvidia H100 GPU\": \"#2171b5\",\n", + " \"Nvidia A100 GPU\": \"#238b45\",\n", + " \"Habana Gaudi2\": \"#d94801\",\n", + " \"Nvidia GH200 GPU\": \"#6a51a3\",\n", + " \"Intel Max 1550\": \"#cb181d\", \n", + " \"AMD MI250 GPU\": \"#7c3f00\",\n", + " \"AMD MI300X GPU\": \"#c51b7d\",\n", + " \"SambaNova SN40L\": \"#525252\"\n", + "}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " for framework in [\"Deepspeed\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Habana Gaudi2\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI300X GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.76), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B: Comparison Across Accelerators \\n for Batch Size 16 (fp16)\"\n", + "x_axis_title = \"Input & Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 8.3\n", + "fig_plot_height = 3.8\n", + "\n", + "legend_title = \"#Devices Hardware Framework\"\n", + "\n", + "save_pdf = \"llama_3_8b_across_HW_token_length_compare.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "39837b38", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_25/.ipynb_checkpoints/Fig 25-checkpoint.ipynb b/Plots/Fig_25/.ipynb_checkpoints/Fig 25-checkpoint.ipynb new file mode 100644 index 0000000..29bee45 --- /dev/null +++ b/Plots/Fig_25/.ipynb_checkpoints/Fig 25-checkpoint.ipynb @@ -0,0 +1,330 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "5a165707", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "20b1b1b6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "labels = ['Mistral-7B', 'LLaMA-3-8B', 'LLaMA-2-7B']\n", + "A100 = [4041.733412630851, 3888.9671262294287, 1444.8006320304523]\n", + "H100 = [7780.356402221851, 7497.028823386547, 4022.1876661949364]\n", + "SN40L = [4658.1, 6118.5, 3403.2]\n", + "GH200 = [6993.272624028685, 6793.272624028685, 4397.316468514394]\n", + "Habana = [4042.2040674489463, 3926.143165657985, 2257.144948154792]\n", + "MI250 = [2537.073286905694, 2417.6451242571393, 2370.528055293565]\n", + "\n", + "performance_data = [A100, H100, SN40L, GH200, Habana, MI250]\n", + "hardware_labels = ['A100 (TRT-LLM)', 'H100 (TRT-LLM)', 'SN40L', 'GH200', 'Habana', 'MI250']\n", + "\n", + "x = np.arange(len(labels)) # the label locations\n", + "width = 0.15 # the width of the bars\n", + "\n", + "# plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + "plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + "\n", + "fig, ax = plt.subplots(figsize=(12, 6))\n", + "\n", + "for i, data in enumerate(performance_data):\n", + " ax.bar(x + i * width, data, width, label=hardware_labels[i])\n", + "\n", + "ax.set_ylabel('Performance')\n", + "ax.set_title('Performance of Models on Different Hardware')\n", + "ax.set_xticks(x + width * 2.5)\n", + "ax.set_xticklabels(labels)\n", + "\n", + "ax.set_ylim(1000, None) \n", + "\n", + "\n", + "ax.legend(title='Hardware')\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "\n", + "\n", + "def plot_bar_plot():\n", + " \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8681d081", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f3ec7013", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4dcf5c9b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "06decd1d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "38873ec4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def bar_plot(fontsize, bar_label_font_size, plot_height, plot_width, save_pdf):\n", + " \n", + " scaling_factor = 0.001\n", + " \n", + " labels = ['Mistral-7B', 'LLaMA-3-8B', 'LLaMA-2-7B']\n", + " A100 = [4041.733412630851, 3888.9671262294287, 1444.8006320304523]\n", + " H100 = [7780.356402221851, 7497.028823386547, 4022.1876661949364]\n", + " SN40L = [8868.6, 11339.2, 4146]\n", + " GH200 = [10892.028952927767,10467.340214014335,6173.190276239938]\n", + " Habana = [4042.2040674489463, 3926.143165657985, 2257.144948154792]\n", + " MI250 = [2537.073286905694, 2417.6451242571393, 2370.528055293565]\n", + " MI300x = [2182.866172422683, 2136.24796510718, 2893.6857418486475]\n", + "\n", + " performance_data = [MI250, MI300x, A100, Habana, SN40L, GH200, H100]\n", + " hardware_labels = ['1 MI250 (vLLM)', '1 MI300X (vLLM)', '1 A100 (TRT-LLM)', '1 Gaudi2 (Deepspeed)', '8 SN40L (Sambaflow)', '1 GH200 (TRT-LLM)', '1 H100 (TRT-LLM)']\n", + "\n", + " A100_BS = [\"BS 64\",\"BS 64\",\"BS 64\"]\n", + " H100_BS = [\"BS 64\",\"BS 64\",\"BS 64\"]\n", + " SN40L_BS = [\"BS 16\",\"BS 32\",\"BS 16\"]\n", + " GH200_BS = [\"BS 64\",\"BS 64\",\"BS 64\"]\n", + " Habana_BS = [\"BS 32\",\"BS 32\",\"BS 32\"]\n", + " MI250_BS = [\"BS 32\",\"BS 32\",\"BS 32\"]\n", + " MI300X_BS = [\"BS 64\",\"BS 64\",\"BS 64\"]\n", + "\n", + " label_data = [MI250_BS, MI300X_BS, A100_BS, Habana_BS, SN40L_BS, GH200_BS, H100_BS]\n", + "\n", + " x = np.arange(len(labels))*3 # the label locations\n", + " width = 0.4 # the width of the bars\n", + "\n", + " fig, ax = plt.subplots(figsize=(plot_width,plot_height))\n", + "\n", + " for i, data in enumerate(performance_data):\n", + " bars = ax.bar(x + i * width, data, width, label=hardware_labels[i])\n", + " for j, bar in enumerate(bars):\n", + " label = label_data[i][j]\n", + " yval = bar.get_height()\n", + " ax.text(bar.get_x() + bar.get_width() / 2, yval, label, ha='center', va='bottom', fontsize=bar_label_font_size)\n", + "\n", + " ax.set_ylabel('Throughput (Tokens/sec)', fontsize=fontsize)\n", + " ax.set_xlabel('Model', fontsize=fontsize) \n", + " ax.set_title('Peak Throughput for Input/Output Size 1024 (fp16)', fontsize=fontsize)\n", + " ax.set_xticks(x + width * 2.5)\n", + " ax.set_xticklabels(labels)\n", + " ax.set_ylim(1000, 9000) \n", + " \n", + " ax.legend(title='#Devices Hardware (Framework)',\n", + " fontsize=fontsize,\n", + " loc='lower center',\n", + " title_fontsize = fontsize, \n", + " frameon = False,\n", + " bbox_to_anchor=(0.5, -0.8),ncol = 3, columnspacing=0.4)\n", + " \n", + " plt.xticks(fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " plt.ylim(bottom=None, top=11900)\n", + " \n", + " \n", + " plt.tight_layout()\n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "bar_plot(fontsize = 16, bar_label_font_size = 8.5, plot_height = 8, plot_width = 10, save_pdf = \"HW_peak_perf.pdf\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f8053a89", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3e7d1560", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dfff641a", + "metadata": {}, + "outputs": [], + "source": [ + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,128,1,2.1699159779964248,117.97691827513783\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,256,1,2.246627370004717,227.8971612452692\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,512,1,5.8740162230024,174.32706365196256\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,1,10.54025542599993,194.3026916547149\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,2048,1,19.970198171999073,205.10562612959683\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,128,16,1.550575431996549,2641.5999605552347\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,256,16,3.2533024020012817,2518.056727514989\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,512,16,7.159167474004789,2288.534254784642\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,16,14.870041463000234,2203.625328250336\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,2048,16,35.66083337600139,1837.7585097072815\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,128,32,2.3598924109974178,3471.344694285287\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,256,32,5.3313526089987135,3073.1413210872006\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,512,32,13.291628186998423,2465.3112123654596\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,32,35.79500274599559,1830.8700928185165\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,2048,32,110.49891284100158,1186.1836160198366\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,128,64,3.914598791001481,4185.358672684933\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,256,64,8.822076607997587,3714.3182332257707\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,512,64,22.143679972999962,2959.580344365019\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,64,61.35617313200055,2136.24796510718\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,2048,64,191.53525192400411,1368.6462276093775\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,128,128,7.369618593002087,4446.363076525461\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,256,128,16.72281830200518,3918.9566505151697\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,512,128,42.241786760998366,3102.8990497394902\n", + "AMD MI300X GPU,1,vLLM,meta-llama/Meta-Llama-3-8B,1024,128,119.14060604899714,2200.2909729382445\n", + "AMD MI300X 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MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,1,19.94817430600233,205.3320738613924\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,128,16,1.5078948419977678,2716.36979311722\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,256,16,3.164959786008694,2588.342523723142\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,512,16,6.905596670010709,2372.568335934191\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,16,14.411066364002181,2273.808139684384\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,16,34.693366146995686,1889.0066683735492\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,128,32,2.266814162998344,3613.882484819284\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,256,32,5.179000357995392,3163.544867245707\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,512,32,12.935515545003,2533.180829631356\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,32,35.07323895601439,1868.5471302547558\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,32,108.98598291000235,1202.6500702226606\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,128,64,3.767845041002147,4348.3741559717355\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,256,64,8.551590612987638,3831.8017644850706\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,512,64,21.56867503700778,3038.4805690452745\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,64,60.045824914006516,2182.866172422683\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,64,188.2050771919894,1392.8635927955597\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,128,128,7.338993843004573,4464.917221757039\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,256,128,16.219492536009056,4040.5703109701412\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,512,128,41.2014061230002,3181.2506497643685\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,128,116.64743268300663,2247.3190705567026\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,128,366.4978014220105,1430.5351845652658\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,128,256,14.101626511008362,4647.407158942953\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,256,256,32.25951836199965,4063.0488815480044\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,512,256,81.16639924999618,3229.710846141944\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,1024,256,228.7860624419991,2291.6081268408357\n", + "AMD MI300X GPU,1,vLLM,mistralai/Mistral-7B-v0.1,2048,256,716.737964244996,1462.983757396692" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d25c09a0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3c487b07", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_29/.ipynb_checkpoints/Fig 29-checkpoint.ipynb b/Plots/Fig_29/.ipynb_checkpoints/Fig 29-checkpoint.ipynb new file mode 100644 index 0000000..9946c39 --- /dev/null +++ b/Plots/Fig_29/.ipynb_checkpoints/Fig 29-checkpoint.ipynb @@ -0,0 +1,336 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a7b0d97b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3396.957708 2.962433764\n", + "4880.034016 3.718509102\n", + "None None\n", + "3359.508824 4.671358786\n", + "3329.310475 4.249519568\n", + "3374.749622 4.137426439\n", + "3393.407307 3.127153821\n", + "3617.500825 3.466849165\n", + "3348.57517 5.208961746\n", + "5316.188561 3.466269943\n", + "None None\n", + "[3396.957708, 4880.034016, 3359.508824, 3329.310475, 3374.749622, 3393.407307, 3617.500825, 3348.57517, 5316.188561] [2.962433764, 3.718509102, 4.671358786, 4.249519568, 4.137426439, 3.127153821, 3.466849165, 5.208961746, 3.466269943]\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.3\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " Avg_power = float(row[8])\n", + " Throughput_per_watt_avg = float(row[9])\n", + " Perplexity = float(row[10])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput, Perplexity\n", + " return None, None\n", + " \n", + "\n", + " \n", + "def get_data_rows():\n", + " \n", + " all_models = [\"meta-llama/Llama-2-7b-hf\",\n", + " \"meta-llama/Meta-Llama-3-8B\",\n", + " \"mistralai/Mistral-7B-v0.3\",\n", + " \"BAAI/Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\",\n", + " \"facebook/opt-6.7b\",\n", + " \"huggyllama/llama-7b\",\n", + " \"EleutherAI/gpt-j-6b\",\n", + " \"bigscience/bloom-7b1\",\n", + " \"Deci/DeciLM-7B\", \n", + " \"google/gemma-7b\"]\n", + " \n", + " colors_list = ['#006d2c', '#74c476', '#a63603', '#fd8d3c', '#08519c', '#4292c6']*2\n", + " symbols_list = ['o', 'p', 'd', 's', 'v', \">\", \"<\", \"P\", \"X\", \"H\", \"^\"]\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " perplexity_row = []\n", + " \n", + " color_index = 0\n", + " for inp_out in [1024]:\n", + " throughput_row = []\n", + " for network in all_models:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for batch in [32]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " \n", + " throughput, perplexity = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " \n", + " print(throughput, perplexity)\n", + " if throughput:\n", + " results_data.append(throughput)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbols_list[color_index])\n", + " colors.append(colors_list[color_index])\n", + " perplexity_row.append(perplexity)\n", + " color_index += 1\n", + "\n", + " return results_data, perplexity_row, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for xi, yi, color, symbol, label in zip(x_axis_labels, lines_data, colors, symbols, legends):\n", + " plt.scatter(xi, yi, color=color, marker=symbol, edgecolor='black', label = label, s = markersize)\n", + "\n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " plt.xlim(min(x_axis_labels)-0.15, max(x_axis_labels)+0.15)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.9), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "print(lines_data, x_axis_labels)\n", + "\n", + "\n", + "# plot_title = \"Perplexity vs Throughput of ~7B Models on vLLM\\n on One H100 GPU for Input/Output Length = 1024\"\n", + "\n", + "plot_title = \"Perplexity vs Throughput Comparison of ~7B Models\\n using vLLM on One H100 GPU for Batch Size = 32\\n and Input/Output Length = 1024\"\n", + "\n", + "\n", + "x_axis_title = \"Perplexity\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.3\n", + "markersize = 200\n", + "fontsize = 18\n", + "legend_fontsize = 14\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 2.8\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"Perplexity_vs_Throughput_7B_vLLM_H100.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "13e71e5c", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 a-checkpoint.ipynb b/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 a-checkpoint.ipynb new file mode 100644 index 0000000..fc5b78b --- /dev/null +++ b/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 a-checkpoint.ipynb @@ -0,0 +1,240 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "f60b8191", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "76e1098a", + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " KV_Cache_Block_size = int(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if KV_Cache_Block_size == KV_block_size:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [1024]:\n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.6), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "legends = [\"w KV Cache\", \"w/o KV Cache\"]\n", + "x_axis_labels= [128, 256, 512, 1024]\n", + "\n", + "lines_data = [\n", + " [89.05435902937664,88.54018721125932,88.16064927849251,87.52079457805019],\n", + " [45.9988791861356,24.463646122879197,11.929570277049487,5.473085904627835],\n", + " \n", + "]\n", + "\n", + "\n", + "colors = ['#08519c', '#a63603', '#006d2c', '#006d2c']\n", + "symbols = ['o', 'p', 'd', \"s\"]\n", + "\n", + "plot_title = \"Effect of KV Cache Performance on 4 HPUs \\nfor LLaMA-3-70B Model using Batch Size = 1\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 10\n", + "fontsize = 16\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 2.7\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 2\n", + "\n", + "legend_title = \"Models & KV Cache\"\n", + "\n", + "save_pdf = \"w_o_KV_Cache_70B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7d0146b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "8309adb0", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,128,1,Without KV Cache,5.565352994017303,45.9988791861356\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,256,1,Without KV Cache,20.929014318971895,24.463646122879197\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,512,1,Without KV Cache,85.83712373697199,11.929570277049487\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,1024,1,Without KV Cache,374.1947478420334,5.473085904627835\n", + "\n", + "# [45.9988791861356,24.463646122879197,11.929570277049487,5.473085904627835]\n", + "\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,128,1,With KV Cache,2.874648729048204,89.05435902937664\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,256,1,With KV Cache,5.782684859004803,88.54018721125932\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,512,1,With KV Cache,11.615159466047771,88.16064927849251\n", + "# Habana Gaudi2,4,Deepspeed,meta-llama/Meta-Llama-3-70B,1024,1,With KV Cache,23.400153185008094,87.52079457805019\n", + "\n", + "# [89.05435902937664,88.54018721125932,88.16064927849251,87.52079457805019]\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b1aacdf2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb b/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb new file mode 100644 index 0000000..12a07d6 --- /dev/null +++ b/Plots/Fig_2_a/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb @@ -0,0 +1,206 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "6527cb23", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af24bbbf", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a21ad9d", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, KV_block_size, batch):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, KV_block_size, batch)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.72), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"vLLM: Batch Size vs Input/Output Length \\n of LLaMA-3-8B on a Single A100 GPU\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 8\n", + "fontsize = 20\n", + "\n", + "n_cols_legend = len(legends) \n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 2.8\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.6\n", + "\n", + "legend_title = \"Input/Output Length\"\n", + "\n", + "save_pdf = \"llama_3_batch_size_vs_input_length_vLLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b05bfb94", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e599f039", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e76e5f8", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_2_b/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb b/Plots/Fig_2_b/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb new file mode 100644 index 0000000..a9ee493 --- /dev/null +++ b/Plots/Fig_2_b/.ipynb_checkpoints/Fig 2 b-checkpoint.ipynb @@ -0,0 +1,221 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "6527cb23", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af24bbbf", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0a21ad9d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " KV_Cache_Block_size = int(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if KV_Cache_Block_size == KV_block_size:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [1024]:\n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.75), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"KV Cache Block Size vs Batch Size for \\n Input/Output Length = 1024 \\n on LLaMA-3-8B on a One A100 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 8\n", + "fontsize = 16\n", + "\n", + "n_cols_legend = len(legends) \n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 2.2\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 3\n", + "\n", + "legend_title = \"Input/Output Length\"\n", + "\n", + "save_pdf = \"KV_Cache_Block_size_llama_3_8B.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b05bfb94", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e599f039", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e76e5f8", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_3/.ipynb_checkpoints/Fig 3-checkpoint.ipynb b/Plots/Fig_3/.ipynb_checkpoints/Fig 3-checkpoint.ipynb new file mode 100644 index 0000000..da1183d --- /dev/null +++ b/Plots/Fig_3/.ipynb_checkpoints/Fig 3-checkpoint.ipynb @@ -0,0 +1,418 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "1b9724dd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "80d4b95d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Weight = int8, KV Cache = fp8\": \"{int8, fp8}\",\n", + " \"Weight = fp16, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = int8, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, kv_cache_dtype):\n", + " csv_file = \"A100_H100_quant_all_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " W_KV_dtype = str(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " if W_KV_dtype == kv_cache_dtype:\n", + " return Throughput\n", + " return None\n", + " \n", + " \n", + "symbols_dict = {\"Nvidia H100 GPU\":\"d\", \"Nvidia A100 GPU\":\"o\"} \n", + "linestyle_dict = {\"Nvidia A100 GPU\": \"dashed\", \"Nvidia H100 GPU\":\"solid\"}\n", + "\n", + "\n", + "def get_data_rows():\n", + "\n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " linestyle = []\n", + " \n", + "# H100 vLLM {fp8, fp8}\n", + "# H100 vLLM {fp16, fp16}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for framework in [\"vLLM\"]:\n", + " for w_kv in [\"Weight = fp8, KV Cache = fp8\", \"Weight = fp16, KV Cache = fp16\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " \n", + "# A100 TRT-LLM {int8, int8}\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for w_kv in [\"Weight = int8, KV Cache = int8\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + "# H100 vLLM {fp16, fp8}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for framework in [\"vLLM\"]:\n", + " for w_kv in [\"Weight = fp16, KV Cache = fp8\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + "\n", + "# A100 TRT-LLM {fp16, int8}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for w_kv in [\"Weight = fp16, KV Cache = int8\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv]) \n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + "# A100 vLLM {fp16, fp16}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"vLLM\"]:\n", + " for w_kv in [\"Weight = fp16, KV Cache = fp16\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " \n", + "# A100 TRT-LLM {int8, fp8}\n", + "# A100 TRT-LLM {fp16, fp8}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for w_kv in [\"Weight = int8, KV Cache = fp8\", \"Weight = fp16, KV Cache = fp8\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + "\n", + " \n", + "# A100 vLLM {fp16, fp8}\n", + "\n", + " for inp_out in [1024]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for numhardware in [1]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for framework in [\"vLLM\"]:\n", + " for w_kv in [\"Weight = fp16, KV Cache = fp8\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, w_kv)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[framework] + \", \" + alias_legend[w_kv])\n", + " symbols.append(symbols_dict[hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + " \n", + " colors = [\"#08519c\", \"#4292c6\", \"#006d2c\", \"#41ab5d\", \"#a63603\", \"#f16913\", \"#54278f\", \"#807dba\", \"#a50f15\", \"#ef3b2c\"]\n", + " \n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle = linestyle[i])\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " \n", + " y_axis_labels = [100, 500, 1000, 5000, 10000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.65), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2.5, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B: Quantization Benchmarking on One H100 \\n and A100 GPU for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3.5\n", + "markersize = 10\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 10\n", + "fig_plot_height = 4\n", + "\n", + "labelspacing = 0.1\n", + "columnspacing = 0.3\n", + "\n", + "legend_title = \"Hardware, Framework, {Weight Precision, KV Cache Precision}\"\n", + "\n", + "save_pdf = \"LLaMA_3_8b_quant.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7cd5e8c6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "97a29940", + "metadata": {}, + "outputs": [], + "source": [ + "# H100 vLLM {fp8, fp8}\n", + "# H100 vLLM {fp16, fp16}\n", + "# A100 TRT-LLM {int8, int8}\n", + "# H100 vLLM {fp16, fp8}\n", + "\n", + "# A100 TRT-LLM {fp16, int8}\n", + "# A100 vLLM {fp16, fp16}\n", + "\n", + "# A100 TRT-LLM {int8, fp8}\n", + "# A100 TRT-LLM {fp16, fp8}\n", + "# A100 vLLM {fp16, fp8}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a2b1789", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b1bd64cb", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_30/.ipynb_checkpoints/Fig_30-checkpoint.ipynb b/Plots/Fig_30/.ipynb_checkpoints/Fig_30-checkpoint.ipynb new file mode 100644 index 0000000..4136151 --- /dev/null +++ b/Plots/Fig_30/.ipynb_checkpoints/Fig_30-checkpoint.ipynb @@ -0,0 +1,277 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 9, + "id": "0ce61555", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"1\": \"o\",\n", + " \"2\": \"p\",\n", + " \"4\": \"d\",\n", + " }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\": {\"1\": \"#6baed6\", \"2\": \"#4292c6\", \"4\": \"#08519c\"},\n", + " \"meta-llama/Meta-Llama-3-8B\":{\"1\": \"#74c476\", \"2\": \"#41ab5d\", \"4\": \"#006d2c\"},\n", + " \"mistralai/Mistral-7B-v0.1\": {\"1\": \"#fd8d3c\", \"2\": \"#f16913\", \"4\": \"#a63603\"},\n", + " \"Qwen/Qwen2-7B\": {\"1\": \"#9e9ac8\", \"2\": \"#807dba\", \"4\": \"#54278f\"}\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1,2,4]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(numhardware)])\n", + " colors.append(color_dict[network][str(numhardware)])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.9), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"TensorRT-LLM: 7B Models on varying A100 GPUs \\n for Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 3\n", + "\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.1\n", + "\n", + "\n", + "legend_title = \"#GPUs & Model\"\n", + "\n", + "save_pdf = \"7B_A100_Plots_TRT_LLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ba96373b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_31/.ipynb_checkpoints/Fig 31-checkpoint.ipynb b/Plots/Fig_31/.ipynb_checkpoints/Fig 31-checkpoint.ipynb new file mode 100644 index 0000000..4a25639 --- /dev/null +++ b/Plots/Fig_31/.ipynb_checkpoints/Fig 31-checkpoint.ipynb @@ -0,0 +1,305 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "0b15b52c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d751dea4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\": {\"1\": \"#6baed6\", \"2\": \"#4292c6\", \"4\": \"#08519c\"},\n", + " \"meta-llama/Meta-Llama-3-8B\":{\"1\": \"#74c476\", \"2\": \"#41ab5d\", \"4\": \"#006d2c\"},\n", + " \"mistralai/Mistral-7B-v0.1\": {\"1\": \"#fd8d3c\", \"2\": \"#f16913\", \"4\": \"#a63603\"}, \n", + " } \n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " for inp_out in [2048]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"AMD MI250 GPU\"]:\n", + " for batch in [32]:\n", + " numhardware_row = []\n", + " for numhardware in [1, 2, 4]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " numhardware_row.append(throughput)\n", + " \n", + " if all([x is None for x in numhardware_row])^ True:\n", + " results_data.append(numhardware_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[network][str(numhardware)])\n", + "\n", + " x_axis_labels = [1, 2, 4]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.65), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"vLLM: 7B Models on GPUs with Batch Size = 32\\n and Input/Output Length = 2048\"\n", + "x_axis_title = \"Number of GPUs\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 10\n", + "fig_plot_height = 5\n", + "\n", + "legend_title = \"Hardare & Model\"\n", + "\n", + "save_pdf = \"vLLM_A100_H100_PVC_MI250_7B_Models.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9804e6d9", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_32/.ipynb_checkpoints/Fig_32-checkpoint.ipynb b/Plots/Fig_32/.ipynb_checkpoints/Fig_32-checkpoint.ipynb new file mode 100644 index 0000000..ddb6bb2 --- /dev/null +++ b/Plots/Fig_32/.ipynb_checkpoints/Fig_32-checkpoint.ipynb @@ -0,0 +1,342 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "eb75110f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2830db21", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " } \n", + "\n", + " \n", + "linestyle_dict = {\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"solid\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"dotted\",\n", + " \"meta-llama/Llama-2-70b-hf\":\"dashed\",\n", + " }\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"Nvidia GH200 GPU\"]:\n", + " for network in [\"mistralai/Mixtral-8x7B-v0.1\", \"meta-llama/Meta-Llama-3-70B\",\"meta-llama/Llama-2-70b-hf\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[network])\n", + "\n", + " \n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " for network in [\"mistralai/Mixtral-8x7B-v0.1\",\"meta-llama/Llama-2-70b-hf\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.87), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"llama.cpp: 70B Models on Four GPUs\\n with Input/Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.4\n", + "fig_plot_height = 2.7\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"llama_cpp_70B_Batch_size_across_hardware.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "564c69ba", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "369689eb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f719e120", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_33/.ipynb_checkpoints/Fig_33-checkpoint.ipynb b/Plots/Fig_33/.ipynb_checkpoints/Fig_33-checkpoint.ipynb new file mode 100644 index 0000000..f238041 --- /dev/null +++ b/Plots/Fig_33/.ipynb_checkpoints/Fig_33-checkpoint.ipynb @@ -0,0 +1,326 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "34c85990", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "2e2e24d8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\", \"Deepspeed-MII\", \"llama.cpp\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.58), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"H100:Framework Comparison of 7B Models on One GPU \\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 9.5\n", + "fig_plot_height = 5\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.1\n", + "\n", + "\n", + "legend_title = \"Framework & Model\"\n", + "\n", + "save_pdf = \"7B_Batch_Size_Framework_Comparison.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf,labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c096021b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3079aeae", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_34/.ipynb_checkpoints/Fig_34-checkpoint.ipynb b/Plots/Fig_34/.ipynb_checkpoints/Fig_34-checkpoint.ipynb new file mode 100644 index 0000000..160cb94 --- /dev/null +++ b/Plots/Fig_34/.ipynb_checkpoints/Fig_34-checkpoint.ipynb @@ -0,0 +1,270 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "3ea64625", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "ae6b7f66", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\"meta-llama/Llama-2-70b-hf\":\"o\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"p\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"d\",\n", + " \"Qwen/Qwen2-72B\": \"s\"}\n", + "\n", + "# color_list = ['#AD4D8C', '#F40009','#16161D','#E48400','#AA0022','#9CC2BF','#DF00FF','#EDEADE','#0D9494','#801818']\n", + "# color_list = ['#191970', '#0B4619', '#301934', '#36454F', '#000080', '#2F4F4F', '#003153', '#556B2F','#4A0E0E', '#5D3954']\n", + "\n", + "color_list = [\"#2171b5\", \"#238b45\", \"#525252\", \"#d94801\", \"#6a51a3\", \"#cb181d\", \"#88419d\", \"#bf812d\", \"#fdae61\", \"#fb8072\"]\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " color_index = 0\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\"]:\n", + " for network in [\"mistralai/Mixtral-8x7B-v0.1\", \"meta-llama/Llama-2-70b-hf\", \"meta-llama/Meta-Llama-3-70B\"]:\n", + " for framework in [\"TensorRT-LLM\", \"vLLM\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(network)])\n", + " colors.append(color_list[color_index])\n", + " color_index += 1\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + "# return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.75), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"70B Models on four A100 and H100 GPUs \\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 16\n", + "legend_fontsize = 12\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7\n", + "fig_plot_height =4\n", + "\n", + "legend_title = \"Hardware, Framework & Model\"\n", + "\n", + "save_pdf = \"70B_A100_H100.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "53e3065a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "544e20d2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_35/.ipynb_checkpoints/Fig_25_llama_cpp-checkpoint.ipynb b/Plots/Fig_35/.ipynb_checkpoints/Fig_25_llama_cpp-checkpoint.ipynb new file mode 100644 index 0000000..b384eb7 --- /dev/null +++ b/Plots/Fig_35/.ipynb_checkpoints/Fig_25_llama_cpp-checkpoint.ipynb @@ -0,0 +1,319 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "c0bae8ab", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "c6e9e16b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "symbol_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"o\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"p\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"d\",\n", + " \"Qwen/Qwen2-7B\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + "# for framework in [\"vLLM\", \"llama.cpp\"]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\", \"Qwen/Qwen2-7B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbol_dict[network])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.7), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"7B Models on One MI250 GPU using llama.cpp\\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 3.5\n", + "\n", + "legend_title = \"Model\"\n", + "\n", + "save_pdf = \"7B_Models_Framework_Comparison_Batch_Size_llamacpp_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3808050a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_35/.ipynb_checkpoints/Fig_25_vLLM-checkpoint.ipynb b/Plots/Fig_35/.ipynb_checkpoints/Fig_25_vLLM-checkpoint.ipynb new file mode 100644 index 0000000..0d800ea --- /dev/null +++ b/Plots/Fig_35/.ipynb_checkpoints/Fig_25_vLLM-checkpoint.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82260886", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d8dec5f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.77), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"AMD MI250: Framework Comparison of 7B Models Using vLLM\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 3\n", + "\n", + "legend_title = \"Framework & Model\"\n", + "\n", + "save_pdf = \"7B_Models_Framework_Comparison_Batch_Size_vLLM_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "482b6a7f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_35/.ipynb_checkpoints/Fig_35-checkpoint.ipynb b/Plots/Fig_35/.ipynb_checkpoints/Fig_35-checkpoint.ipynb new file mode 100644 index 0000000..24426b8 --- /dev/null +++ b/Plots/Fig_35/.ipynb_checkpoints/Fig_35-checkpoint.ipynb @@ -0,0 +1,328 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82260886", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d8dec5f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":(0, (1, 1)),\n", + " \"meta-llama/Meta-Llama-3-8B\":\"dotted\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"dashed\",\n", + " \"Qwen/Qwen2-7B\": \"solid\"\n", + "}\n", + "\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "symbol_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"o\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"p\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"d\",\n", + " \"Qwen/Qwen2-7B\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbol_dict[network])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.73), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"7B Models on One MI250 GPU using vLLM\\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 3.2\n", + "\n", + "legend_title = \"Model\"\n", + "\n", + "save_pdf = \"7B_Models_Framework_Comparison_Batch_Size_vLLM_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols,linestyle, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "482b6a7f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_36/.ipynb_checkpoints/Fig_36-checkpoint.ipynb b/Plots/Fig_36/.ipynb_checkpoints/Fig_36-checkpoint.ipynb new file mode 100644 index 0000000..945c7b3 --- /dev/null +++ b/Plots/Fig_36/.ipynb_checkpoints/Fig_36-checkpoint.ipynb @@ -0,0 +1,330 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "c0bae8ab", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c6e9e16b", + "metadata": {}, + "outputs": [ + { + "data": { + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-7B\": \"#54278f\",\n", + " } \n", + "\n", + "linestyle_dict = {\n", + " \"Qwen/Qwen2-7B\":(0, (1, 1)),\n", + " \"mistralai/Mistral-7B-v0.1\":\"dotted\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"dashed\",\n", + " \"meta-llama/Llama-2-7b-hf\": \"solid\"\n", + "}\n", + "\n", + "\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"o\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"p\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"d\",\n", + " \"Qwen/Qwen2-7B\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + "# for framework in [\"vLLM\", \"llama.cpp\"]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for network in [\"meta-llama/Llama-2-7b-hf\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\", \"Qwen/Qwen2-7B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbol_dict[network])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.7), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"7B Models on One MI250 GPU using llama.cpp\\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 3.5\n", + "\n", + "legend_title = \"Model\"\n", + "\n", + "save_pdf = \"7B_Models_Framework_Comparison_Batch_Size_llamacpp_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3808050a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_37/.ipynb_checkpoints/Fig_26_llamacpp-checkpoint.ipynb b/Plots/Fig_37/.ipynb_checkpoints/Fig_26_llamacpp-checkpoint.ipynb new file mode 100644 index 0000000..0fbbe59 --- /dev/null +++ b/Plots/Fig_37/.ipynb_checkpoints/Fig_26_llamacpp-checkpoint.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82260886", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d8dec5f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-72B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " for framework in [\"llama.cpp\"]:\n", + " for network in [\"Qwen/Qwen2-72B\", \"mistralai/Mixtral-8x7B-v0.1\", \"meta-llama/Meta-Llama-3-70B\",\"meta-llama/Llama-2-70b-hf\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.75), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"70B Models on Four MI250 GPUs using llama.cpp\\n with Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 5\n", + "fig_plot_height = 3.5\n", + "\n", + "legend_title = \"Model\"\n", + "\n", + "save_pdf = \"MI250_70B_Batch_size_llamacpp.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "482b6a7f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_37/.ipynb_checkpoints/Fig_26_vLLM-checkpoint.ipynb b/Plots/Fig_37/.ipynb_checkpoints/Fig_26_vLLM-checkpoint.ipynb new file mode 100644 index 0000000..faf1b4d --- /dev/null +++ b/Plots/Fig_37/.ipynb_checkpoints/Fig_26_vLLM-checkpoint.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82260886", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d8dec5f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-72B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " for framework in [\"vLLM\", \"llama.cpp\"]:\n", + " for network in [\"Qwen/Qwen2-72B\", \"mistralai/Mixtral-8x7B-v0.1\", \"meta-llama/Meta-Llama-3-70B\",\"meta-llama/Llama-2-70b-hf\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"AMD MI250: Framework Comparison of 7B Models Using vLLM\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 8\n", + "fig_plot_height = 3\n", + "\n", + "legend_title = \"Framework & Model\"\n", + "\n", + "save_pdf = \"MI250_70B_Batch_size_vLLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "482b6a7f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_37/.ipynb_checkpoints/Fig_37-checkpoint.ipynb b/Plots/Fig_37/.ipynb_checkpoints/Fig_37-checkpoint.ipynb new file mode 100644 index 0000000..a9e5e2f --- /dev/null +++ b/Plots/Fig_37/.ipynb_checkpoints/Fig_37-checkpoint.ipynb @@ -0,0 +1,326 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82260886", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d8dec5f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"Deepspeed-MII\": \"DS-MII\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"llama.cpp\": \"llama.cpp\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"Intel PVC GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Habana Gaudi2\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"TensorRT-LLM\": \"o\",\n", + " \"vLLM\": \"p\",\n", + " \"Deepspeed-MII\": \"d\",\n", + " \"llama.cpp\": \"s\",\n", + " }\n", + "\n", + "\n", + "linestyle_dict = {\"meta-llama/Llama-2-70b-hf\":\"dashed\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"dotted\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"solid\", \n", + " \"Qwen/Qwen2-72B\": (0, (1, 1)),\n", + " } \n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-72B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for numhardware in [4]:\n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"Qwen/Qwen2-72B\", \"mistralai/Mixtral-8x7B-v0.1\", \"meta-llama/Meta-Llama-3-70B\",\"meta-llama/Llama-2-70b-hf\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[network]) \n", + " symbols.append(symbol_dict[framework])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.85), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"70B Models on Four MI250 GPUs using vLLM\\n with Input & Output Length = 1024\"\n", + "\n", + "\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 3\n", + "\n", + "legend_title = \"Model\"\n", + "\n", + "save_pdf = \"MI250_70B_Batch_size_vLLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "482b6a7f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-72B\": \"#54278f\",\n", + " } \n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \n", + " }\n", + "\n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":(0, (1, 1)),\n", + " \"Nvidia H100 GPU\":\"solid\",\n", + " \"Habana Gaudi2\": \"dashed\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for framework in [\"TensorRT-LLM\", \"Deepspeed\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-70b-hf\", \"meta-llama/Meta-Llama-3-70B\", \"Qwen/Qwen2-72B\"]:\n", + " for inp_out in [512]:\n", + " for numhardware in [4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " for framework in [\"TensorRT-LLM\", \"Deepspeed\"]:\n", + " for network in [\"meta-llama/Llama-2-70b-hf\", \"meta-llama/Meta-Llama-3-70B\", \"Qwen/Qwen2-72B\"]:\n", + " for hardware in [\"Habana Gaudi2\"]:\n", + " for inp_out in [512]:\n", + " for numhardware in [4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " for framework in [\"TensorRT-LLM\", \"Deepspeed\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for network in [\"meta-llama/Llama-2-70b-hf\", \"meta-llama/Meta-Llama-3-70B\", \"Qwen/Qwen2-72B\"]:\n", + " for inp_out in [512]:\n", + " for numhardware in [4]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[framework] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(network)])\n", + " linestyle.append(linestyle_dict[hardware])\n", + "\n", + " x_axis_labels = [1, 16, 32]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.77), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"4 Gaudi2 vs 4 H100 & 4 A100 GPU: Comparison of 70B Models \\n with Input and Output Length = 512\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 16\n", + "legend_fontsize = 16\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 9.5\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.1\n", + "\n", + "\n", + "legend_title = \"Hardware Framework and Model\"\n", + "\n", + "save_pdf = \"A100_Gaudi2_compare_70b.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "243841e3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"sambaflow\": \"Sambaflow\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel Max 1550\": \"Max 1550\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \"Nvidia GH200 GPU\": \"s\",\n", + " \"AMD MI300X GPU\": \"v\", \n", + " \"AMD MI250 GPU\": \"P\",\n", + " \"SambaNova SN40L\": \"H\"\n", + "}\n", + "\n", + "\n", + "color_dict = {\n", + " \"Nvidia H100 GPU\": \"#2171b5\",\n", + " \"Nvidia A100 GPU\": \"#238b45\",\n", + " \"Habana Gaudi2\": \"#d94801\",\n", + " \"Nvidia GH200 GPU\": \"#6a51a3\",\n", + " \"Intel Max 1550\": \"#cb181d\", \n", + " \"AMD MI250 GPU\": \"#7c3f00\",\n", + " \"AMD MI300X GPU\": \"#c51b7d\",\n", + " \"SambaNova SN40L\": \"#525252\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [8]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " for framework in [\"Deepspeed\", \"TensorRT-LLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"Habana Gaudi2\", \"Nvidia A100 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + " \n", + " \n", + " \n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\"]:\n", + " for hardware in [\"AMD MI300X GPU\"]:\n", + " for inp_out in [1024]:\n", + " for numhardware in [1]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + "\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " \n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + "# plt.yscale('log')\n", + "# # plt.xscale('log', base = 2)\n", + "# plt.grid(True, which=\"both\", ls=\"-\", color='0.85')\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + "# from matplotlib.ticker import FuncFormatter, MultipleLocator\n", + "# plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + "# plt.gca().yaxis.set_major_locator(MultipleLocator(2000)) # Major ticks every 1000\n", + "# plt.gca().yaxis.set_minor_locator(MultipleLocator(500)) # Minor ticks every 500\n", + "# plt.ylim(bottom=100, top=10000) # Adjust these values as needed\n", + " \n", + " \n", + " \n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.8), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"Mistral-7B: Comparison Across Accelerators \\n for Input & Output Length = 1024\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n (in log scale)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 7\n", + "fig_plot_height = 3.2\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1.1\n", + "\n", + "legend_title = \"#Devices Hardware Framework\"\n", + "\n", + "save_pdf = \"mistral_7b_across_HW_comparison.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8b8525f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5f3123f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da54bd93", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6403aa2a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_40/.ipynb_checkpoints/Fig 40-checkpoint.ipynb b/Plots/Fig_40/.ipynb_checkpoints/Fig 40-checkpoint.ipynb new file mode 100644 index 0000000..81f63e6 --- /dev/null +++ b/Plots/Fig_40/.ipynb_checkpoints/Fig 40-checkpoint.ipynb @@ -0,0 +1,366 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 8, + "id": "43b6e3be", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"vLLM\": \"vLLM\",\n", + " \"sambaflow\": \"Sambaflow\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia H100 GPU\": \"o\",\n", + " \"Nvidia A100 GPU\": \"p\",\n", + " \"Habana Gaudi2\": \"d\",\n", + " \"Nvidia GH200 GPU\": \"s\",\n", + " \"AMD MI300X GPU\": \"v\", \n", + " \"AMD MI250 GPU\": \"P\",\n", + " \"SambaNova SN40L\": \"H\"\n", + "}\n", + "\n", + "color_dict = {\n", + " \"Nvidia H100 GPU\": \"#2171b5\",\n", + " \"Nvidia A100 GPU\": \"#238b45\",\n", + " \"Habana Gaudi2\": \"#d94801\",\n", + " \"Nvidia GH200 GPU\": \"#6a51a3\",\n", + " \"Intel Max 1550\": \"#cb181d\", \n", + " \"AMD MI250 GPU\": \"#7c3f00\",\n", + " \"AMD MI300X GPU\": \"#c51b7d\",\n", + " \"SambaNova SN40L\": \"#525252\"\n", + "}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " \n", + " for framework in [\"sambaflow\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"SambaNova SN40L\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [8]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " \n", + " \n", + " for framework in [\"Deepspeed\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Habana Gaudi2\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI300X GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + " \n", + " for framework in [\"TensorRT-LLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)])\n", + "\n", + " \n", + " for framework in [\"vLLM\"]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"AMD MI250 GPU\"]:\n", + " inp_out_row = []\n", + " for inp_out in [128, 256, 512, 1024, 2048]:\n", + " for numhardware in [1]:\n", + " for batch in [16]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " inp_out_row.append(throughput)\n", + "\n", + " if all([x is None for x in inp_out_row])^ True:\n", + " results_data.append(inp_out_row)\n", + " legends.append(str(numhardware) + \" \" + alias_legend[hardware] + \" \" + alias_legend[framework]) \n", + " symbols.append(symbol_dict[str(hardware)])\n", + " colors.append(color_dict[str(hardware)]) \n", + "\n", + " x_axis_labels = [128, 256, 512, 1024, 2048]\n", + "\n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.73), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols = get_data_rows()\n", + "\n", + "plot_title = \"LLaMA-3-8B: Comparison Across Accelerators \\n for Batch Size = 16\"\n", + "x_axis_title = \"Input & Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 9\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 8.3\n", + "fig_plot_height = 4\n", + "\n", + "legend_title = \"#Devices Hardware Framework\"\n", + "\n", + "save_pdf = \"llama_3_8b_across_HW_token_length_compare.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "39837b38", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_4_a/.ipynb_checkpoints/Fig 4 a-checkpoint.ipynb b/Plots/Fig_4_a/.ipynb_checkpoints/Fig 4 a-checkpoint.ipynb new file mode 100644 index 0000000..0708a41 --- /dev/null +++ b/Plots/Fig_4_a/.ipynb_checkpoints/Fig 4 a-checkpoint.ipynb @@ -0,0 +1,368 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "17ba4d9a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2c6ff6ea", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Deci/DeciLM-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "\n", + "color_dict = {\"meta-llama/Meta-Llama-3-8B\":{\"Nvidia H100 GPU\":\"#006d2c\", \"Nvidia A100 GPU\":\"#41ab5d\"},\n", + "\"mistralai/Mistral-7B-v0.1\": {\"Nvidia H100 GPU\":\"#a63603\", \"Nvidia A100 GPU\":\"#f16913\"},\n", + "\"Deci/DeciLM-7B\":{\"Nvidia H100 GPU\":\"#54278f\", \"Nvidia A100 GPU\":\"#807dba\"}}\n", + "\n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":\"dashed\",\n", + " \"Nvidia H100 GPU\":\"solid\"\n", + "}\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\"]:\n", + " for network in [\"Deci/DeciLM-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[network][hardware])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + "# colors = ['#006d2c', '#74c476', '#a63603', '#fd8d3c', '#08519c', '#4292c6']*5\n", + "# symbols = ['o', 'p', 'd', 's', 'v']\n", + "# symbols = ['o', 'd']*15\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.75), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"DeciLM-7B vs Mistral-7B vs LLaMA-3-8B \\n for Input & Output Lnegth 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 2.3\n", + "markersize = 8\n", + "fontsize = 18\n", + "legend_fontsize = 14\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 5.8\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 1\n", + "\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"NAS.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c22fd1fb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dd3c7a58", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fcd2a8c7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "852924ee", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c0282cb0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "122fa5ee", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a6f1c581", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_4_b/.ipynb_checkpoints/Fig 4b-checkpoint.ipynb b/Plots/Fig_4_b/.ipynb_checkpoints/Fig 4b-checkpoint.ipynb new file mode 100644 index 0000000..c8eba34 --- /dev/null +++ b/Plots/Fig_4_b/.ipynb_checkpoints/Fig 4b-checkpoint.ipynb @@ -0,0 +1,324 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "cb8f696b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b54b56ce", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5a2533f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d966a464", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size):\n", + " csv_file = \"All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " KV_Cache_Block_size = int(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if KV_Cache_Block_size == KV_block_size:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [1024]:\n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.77), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "legends = [\"LLaMA-2-7B w SD\", \"LLaMA-2-7B w/o SD\", \"Mixtral-8x7B w SD\", \"Mixtral-8x7B w/o SD\"]\n", + "x_axis_labels= [128, 256, 512, 1024]\n", + "\n", + "lines_data = [\n", + " [214.50439353572852,200.75277521106744,191.61914188688405,154.44860203180713],\n", + " [154.74356101498938,151.9386900806288,147.7035571768963,146.79892520483097],\n", + " [194.0931214469079,194.98524128176933, None, None],\n", + " [78.9618469301463,90.70961964773838,84.37619707399361,None]\n", + "]\n", + "\n", + "\n", + "\n", + "colors = ['#08519c', '#a63603', '#006d2c', '#006d2c']\n", + "symbols = ['o', 'p', 'd', \"s\"]\n", + "\n", + "plot_title = \"Speculative Decoding (SD) on One A100 GPU \\n using vLLM for Batch Size 1 (fp16)\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 10\n", + "fontsize = 16\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 6.3\n", + "fig_plot_height = 2.7\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 2\n", + "\n", + "legend_title = \"Models & SD\"\n", + "\n", + "save_pdf = \"Speculative_decoding.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "65cca659", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "490a9ed0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b061628d", + "metadata": {}, + "outputs": [], + "source": [ + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,JackFram/llama-68m,3,1.1934487484395504,214.50439353572852,With Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,256,1,JackFram/llama-68m,3,2.5504006082192063,200.75277521106744,With Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,512,1,JackFram/llama-68m,3,5.343933752737939,191.61914188688405,With Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,JackFram/llama-68m,3,13.260074698366225,154.44860203180713,With Speculative Decoding\n", + "\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,None,None,1.654349934309721,154.74356101498938,Without Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,256,1,None,None,3.3697802694514394,151.9386900806288,Without Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,512,1,None,None,6.9328052727505565,147.7035571768963,Without Speculative Decoding\n", + "Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,None,None,13.951055821031332,146.79892520483097,Without Speculative Decoding\n", + "\n", + "\n", + "Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,128,1,None,None,1.3189545208588243,194.0931214469079,Without Speculative Decoding\n", + "Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,256,1,None,None,2.625839764252305,194.98524128176933,Without Speculative Decoding\n", + "\n", + "Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,128,1,JackFram/llama-68m,3,3.2420720886439085,78.9618469301463,With Speculative Decoding\n", + "Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,256,1,JackFram/llama-68m,3,5.644384818151593,90.70961964773838,With Speculative Decoding\n", + "Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,512,1,JackFram/llama-68m,3,12.136124114505947,84.37619707399361,With Speculative Decoding\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1e93d489", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "dfbcdb3c", + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "invalid decimal literal (3803448979.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[1;36m Cell \u001b[1;32mIn[1], line 1\u001b[1;36m\u001b[0m\n\u001b[1;33m Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,JackFram/llama-68m,3,1.1934487484395504,214.50439353572852,With Speculative Decoding\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m invalid decimal literal\n" + ] + } + ], + "source": [ + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,JackFram/llama-68m,3,1.1934487484395504,214.50439353572852,With Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,256,1,JackFram/llama-68m,3,2.5504006082192063,200.75277521106744,With Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,512,1,JackFram/llama-68m,3,5.343933752737939,191.61914188688405,With Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,JackFram/llama-68m,3,13.260074698366225,154.44860203180713,With Speculative Decoding\n", + "\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,None,None,1.654349934309721,154.74356101498938,Without Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,256,1,None,None,3.3697802694514394,151.9386900806288,Without Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,512,1,None,None,6.9328052727505565,147.7035571768963,Without Speculative Decoding\n", + "# Nvidia A100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,None,None,13.951055821031332,146.79892520483097,Without Speculative Decoding\n", + "\n", + "\n", + "# Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,128,1,None,None,1.3189545208588243,194.0931214469079,Without Speculative Decoding\n", + "# Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,256,1,None,None,2.625839764252305,194.98524128176933,Without Speculative Decoding\n", + "\n", + "# Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,128,1,JackFram/llama-68m,3,3.2420720886439085,78.9618469301463,With Speculative Decoding\n", + "# Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,256,1,JackFram/llama-68m,3,5.644384818151593,90.70961964773838,With Speculative Decoding\n", + "# Nvidia A100 GPU,4,vLLM,mistralai/Mixtral-8x7B-v0.1,512,1,JackFram/llama-68m,3,12.136124114505947,84.37619707399361,With Speculative Decoding\n", + "\n", + "# legends = [\"LLaMA-2-7B w SD\", \"LLaMA-2-7B w/o SD\", \"Mixtral-8x7B w SD\", \"Mixtral-8x7B w/o SD\"]\n", + "\n", + "# x_axis_labels= [128,256,512,1024]\n", + "\n", + "\n", + "# lines_data = [[214.50439353572852,200.75277521106744,191.61914188688405,154.44860203180713],\n", + "# [154.74356101498938,151.9386900806288,147.7035571768963,146.79892520483097],\n", + "# [194.0931214469079,,194.98524128176933, None, None],\n", + "# [78.9618469301463,90.70961964773838,84.37619707399361,None]]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5af9b1d9", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_5_a/.ipynb_checkpoints/Fig 5a-checkpoint.ipynb b/Plots/Fig_5_a/.ipynb_checkpoints/Fig 5a-checkpoint.ipynb new file mode 100644 index 0000000..480f382 --- /dev/null +++ b/Plots/Fig_5_a/.ipynb_checkpoints/Fig 5a-checkpoint.ipynb @@ -0,0 +1,250 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "5fc6961a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5a6e3eee", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "db12c99f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size):\n", + " csv_file = \"TP_PP_Results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " KV_Cache_Block_size = int(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if KV_Cache_Block_size == KV_block_size:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [1024]:\n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x/1000)}k'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.67), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "# lines_data = [[4532.289817276331, 6134.860263293455, 10751.501446953935], [4038.4544796358964, 5458.615773504087, 5536.747570388061], [None, None, 8248.083492557043]] \n", + "# x_axis_labels = [1, 2, 4]\n", + "# legends = [\"TP\", \"PP\", \"TP = 2, PP = 2\"]\n", + "\n", + "\n", + "lines_data = [[10751.501446953935, 6134.860263293455, 4532.289817276331], \n", + " [5536.747570388061, 5458.615773504087, 4038.4544796358964], \n", + " [8248.083492557043, None, None]] \n", + "x_axis_labels = [4,2,1]\n", + "legends = [\"TP\", \"PP\", \"TP = 2, PP = 2\"]\n", + "\n", + "\n", + "colors = ['#08519c', '#a63603', '#006d2c']\n", + "symbols = ['o', 'p', 'd']\n", + "\n", + "plot_title = \"LLaMA-3-8B: Parallelism Comparison on A100 for \\n Batch Size 64 and Input/Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Degree of Parallelism\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 10\n", + "fontsize = 16\n", + "\n", + "n_cols_legend = len(legends) \n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 2.7\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 2\n", + "\n", + "legend_title = \"Input/Output Length\"\n", + "\n", + "save_pdf = \"llama_3_TP_PP.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e09facef", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "219480ae", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f9e0b6a9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "25acf59b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00b475e3", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_5_b/.ipynb_checkpoints/Fig 5b-checkpoint.ipynb b/Plots/Fig_5_b/.ipynb_checkpoints/Fig 5b-checkpoint.ipynb new file mode 100644 index 0000000..33c395e --- /dev/null +++ b/Plots/Fig_5_b/.ipynb_checkpoints/Fig 5b-checkpoint.ipynb @@ -0,0 +1,232 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "24d3a432", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6447589c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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lJSQkMEdHR3bkyBEuTddz+euvvzIArFq1aioiZ8iQIQyASr+aaNq0KbO2tlY5/l27djEAbNOmTUrpc+fOZQBYo0aNVNpq06YNEwgEnBgrKdDUUilA4UR66NAhJCUlAQBOnz6NJk2acGZRQxg0aBD69++PmzdvYt68edi6dStMTU25aS1d4fNzLquHDx+ibt26qFixIjp37oy9e/di+/btXBlzc3MkJCRwfiBAzgoBOzs7g1YQqSMuLg6ffvopNm/ejF27dmHDhg3w8fEBkOPHMnDgQKXAeDweD1u3bkXlypXxzTffcObd77//XuPy37ysXbsW7dq106ps9+7dcevWLdy6dQvh4eFIS0vDP//8g82bN8PFxQXLli1TKu/i4oIzZ87ghx9+0O4E5NPfgwcPcO/ePezcuRM9e/ZUmSKztLQEAJVpjSpVqgAANw2SG8U1sGfPHgwePBgA8M0332DHjh2YMWOG3u3qQ1xcHHbv3g1/f39Ur15dKa9NmzaQy+XYtGmTwf28fv0a+/fvR2pqqlL6pEmTEB8fr7aOn58fatWqxb0XCATcEvJevXopla1ZsyYAaB3A0dramnstlUq1qqPg/fv32LNnD0QiEdevgqZNm8LBwQE//vijWgf0jh07KvVdqVIlVK5cGYD6Y2KMqV0hx+PxIJfLVe5DVatWhVgsxuHDh/H+/Xsu3dLSEhKJBBEREUrlq1SpArlcrvYzUFynhw4d4pbTHz9+HCdPnkTt2rVVT0weXr9+je3btytN0Sim0hT96XMuFd/B/v37q/juKe5b2kwzXr9+HZcvX0bbtm2VPhMgZzEJj8fD2rVrldIVfasLweDj4wOZTMaFmygpkJApBfj5+cHd3R1ZWVmc74CxVytt2LABzs7OWLZsGVavXo01a9YY3Ob58+fRqVMnADlfjt69e3NLVq2srHDt2jWcP38enp6ekEqluHbtGrZu3Yrk5GSD+84NYwxdunTBvXv3cPXqVfTv3x+jR4/G7du3cejQIdSuXRsSiUTlYVatWjVs3rwZWVlZaNWqFZo0aYKAgACt+rx16xauXLmChg0b6jVmU1NTBAQE4N9//wWQ48+0ZMkSvdoylJkzZ+Lw4cP48ccfAeQ4BB8+fBinTp0qsO7ly5c5Z3Rra2uEhIRwAqZly5Y4f/48zp07BwBITU3FmTNnsHPnTqOOPywsDFKplPP1yo3iYRMWFmZwPwEBATh79iyqV6+OHj16YMGCBfj333/xySefYPPmzWrr5BYxChSr5/I6WyuW/mr7/cjt46SrX8O1a9cgl8s1+ta4ubkhMTFRra+KsY+pQYMGKmmurq6QyWRcVGIAOHv2LE6cOIHOnTtDLpfjzp072LlzZ4H+JNnZ2ahQoQJMTU0B5MTIUsTlKoiAgACsWLECrq6uGDhwIFauXImLFy9i4cKF3A9QY59LxcpCbaIMX7lyBYB6H6kKFSrA3t4ed+/eVbtazdC+ixISMqUExa+SHTt2QCaT4fjx4wgKCjJa+7a2tti0aRPkcjnevn1rlAtVJpOhRYsWGvPr1asHc3NzDBw4EN7e3ti4cSMyMjK4G4oufP7556hfvz73N3PmTC7v+PHjuHLlCubOnatiTenSpQvOnDkDGxsbtb9wPv30U/Tr1w8pKSl4+/at1uP55ZdfAAAeHh46H0tuXF1duc956dKlOv+yNgYmJiYICAjA9u3b4efnh5CQEFy7di3f5bwKGjRogIoVK2rMb968Oe7du4f27dujdevWOHTokEGrx9ShsO4dO3ZMyUFdLBZj8ODB3FYRhjJp0iSMGDEC6enp+PvvvzF//nwEBQXBxcUFhw4dUlsnPydwQ8fUsmVL7rU221xkZmZi0qRJAHIcUwEoOZjnRvEZqRNIxj6mvJaE3OPKbbWrUaMGXF1dMWbMGHh4eGD58uWIi4sr0GrNGMv3PpUfmzdvRuvWrfHq1Svs2LEDU6ZMQYsWLeDt7c1Zzgw5l9p8x/JDm74ZY5yl35h9FyUkZEoJCiFz5swZ7Nq1C35+ftwvW2Oxf/9+NG3aFNHR0TpHus278gAAKleurPYmpGDWrFlo2rQpAgICcPfuXWzevBmjR4/Wa7osKioKjx494v5yT1eFh4cDyInQqY4aNWrgk08+UZsXFxeHR48eoVatWvj555/x999/FzgWmUzGRUqtVq2aroeigsIcnZycbLTpFl148OABfHx88Oeff2L//v04deoU5s2bx63myo/8Iu2mpqaiU6dOGDt2LObNm4fr16/ju+++w6effmrE0X98EHbs2JGbTlP8RUZG4u3btzh//rzB/ZiammLTpk14+/Yt9u7di8mTJ6Np06ZISEjAwIEDVaacChs/Pz/OmqEpDlVuLl26xE2RKH55a1qOrTgWe3t7I4w0f9T9qFKk5Y57tH79ejRo0ADVqlXDnTt38Pvvv2P8+PGws7MrsA99I0JXr14dZ86cwdOnT/HLL79gxIgRqFevHu7fv49Ro0YpjbE4zqW2fWtzjkoyJGRKIDKZTGXuuU6dOmjcuDHkcjkmTJjAxZcxFgcOHEBiYiLOnj0Lb29vHDhwAFu2bNG6/sCBA1XS8vsl/scff2DJkiUYMWIEhg8fzgWLy87OViuKCuLMmTNgOc7rYIwpLatVmLU1+SkAOb9G1U0DDR8+HAsXLsS2bdvA5/MxfPjwAgPFhYWFcRsvKvw9DEFhCbKwsNDaP8dYMMYQHByMZ8+eYe/evUrTM7mXUWsiv2tg6tSpOH78OFavXq0kJLVpVxf8/PzA4/Hw8uVLjWXyLs/VB3d3dyQlJcHOzg69e/fGypUrcenSJezcuRNJSUm4f/++wX3oyqJFiwDk/EgpaErq559/Rr9+/QAA/v7+4PP5Kv4mQM796enTp7Czs1Px+SgM1I3h2bNn4PF48PPzA5AzhTlu3DgEBgZizpw5SlYhQ69TTTx+/BitWrUCkDMNM3ToUGzatAmPHj3CmDFjuE17i/NcKn5sqOs7JiYGiYmJ8PHxMboVtKghIVMCiY6OVvswV1hlMjIy0LVrV6P1FxkZifnz52Pjxo0wMzPD77//DjMzM0ycOFHtTcDKykrpV1JycjIqVaqkU5+KX4h5g8jt2bOHmz5hRoqP0rVrVwiFQo3m/aioKNy9exfDhg1TSl+3bh0Xq6VFixaYMmUKYmJiMHz48Hz7U8RWMTU11esGmZv09HScPn0aADBy5EhO8L1+/Rrt2rXD1KlTDWq/IGJjY3H//n3Y29sr7c+UnZ3N+Wvp+zlpugYUPjLG+vyrVauGnj174urVq2q/V9euXVP57PWBx+Op9WNSbPtQtWpVg/vQlR49emD06NFISEhQmm7Ny5EjR5CRkcEFzqtSpQqCg4MRHh6ucg84deoUUlJSMGzYML2mgXUlb0yh6Oho3L59G926dePOqcLPKu+1dP78eU7AGut6UmBtbY1z587h6NGjKnkdOnTgxlac57JRo0Zo3LgxTp8+rSJkDxw4AABcvK/SDAmZEkZmZibWrFmDZ8+ecc6VCvr37w+BQIAOHTqoPCAVfgCanPpev34NQNWp7vHjx+jYsSM6duzIiRGRSISvv/4aKSkp6Nevn8r8acuWLfH+/XvuF8fixYvxxRdfcPmK8klJSRoD2zVq1AgAcPjwYU64HDp0CCtWrOCmgJ4+fapiElUchy6/oJ2dnbF27VqsXr0aP/30k5K168qVK+jVqxfWrFmj5By5ZcsWTJo0CePGjePSvv32W7i5ueHQoUNYvHixxv4Un4E2pmLFcaiz8kRFRaF///549eoVQkJCsGLFCi5v165d+O+///Ddd9/pNN2k+Gxyr/bIDwcHB7i6uiI2Npb7vBMTEzFw4EDOgVDhC5Bb3Cr6UVim1KG4BhRB/2QyGZYuXYqIiAjY2trixYsXkMlkStdAZmYmd62ruwY0XR8//vgjXFxc0Lt3b0RGRnLpR48exZQpU7Bu3Tqt2smdl/e7ZG1tjRUrVuC7777jokdnZ2djwYIFGDhwoJI1S3H+835fGWOc5TCvBVHxOSv8HrTlxx9/xKxZs/Djjz9izJgxSp99SkoKli9fju+//14lOODatWtRu3ZtDB48mOvz+fPn+PLLL9GyZUssWLBAqbymY8rOzubOoz7H9ODBA86xPCsrC2PGjIG9vb3SahvFtXTixAnuerl06RK+/PJLzmry9OlTlWkqba5TQP1nrpiyHDRokNKPpNjYWKxatQrffPMNl6bruVScJ3X3BcW0ubbf4W3btsHc3BzDhw/njv/mzZuYPXs2+vbtqyJkjNl3kVEsi74JtYwfP55ZWVkpxThxcnJi//zzD1emQ4cObNu2bYyxnJgTijggues4OzszkUjELly4wP766y/WoEEDxufzGQDG5/OZl5cX27p1K5s5c6ZSeo8ePRhjjI0ZM4bZ2tpy7dnY2LCff/6ZG0NcXBwLDg5m9vb2rHHjxmzNmjWMMcbS09OZSCRiDg4OXN3q1aszkUjETpw4oXSscrmcLVy4kNWsWZM5Ozszb29vNmLECPb27Vv25MkTJhaLmZubGxs9ejSTSCRszpw5XKAqAMzCwoKJRCKd4mOcP3+e9erVi7m4uDBPT09Wr149FhwczK5fv65Urnr16lw/1tbW7Pfff2exsbHM09OTO18AmKurq9oYLxcuXGCVKlVSiQ2hIDw8nIlEIi4eiuKvbt26XGyXOnXqMHd3dzZy5Eh2/vx5tW04OjqyoKAglbgveXn+/DkTiUTM09OTi+cBgNWpU4eJRCK2bt26fOuHh4ez9u3bM3t7e+bt7c2aNm3KBSibP38+s7a2Zu3atWP//fcfCw0NZT4+PszS0pLrp169ekwkEqnEComPj2dDhgxhjo6OzN3dnYlEIrZw4UKWnZ3N/vrrL1a9enXm6+vLxR7p3Lmz0mfj4ODAAgICGGOMDRs2jNWsWVPpmhWJRFwAMMZyguKNHz+eubi4MG9vb9aiRQs2c+ZMlpiYyJXZsGEDa9CgAXeeTE1NmY+PDwsNDc33u8RYzndz7969bMmSJaxRo0bM19eXNWnShC1fvpyLz8RYTuyU3N/zunXrsgsXLrDt27czFxcXLt3W1pYNHjyYZWVlMS8vL2ZiYsLFnvHy8uIClWnLlStX2Oeff85q1qzJ3N3dWaNGjVibNm3Yxo0bueB1eYmNjWXjxo1jderUYb6+vkwsFrMVK1YoHQ9jOfF7zMzMGADG4/GYh4cHe/78OVu+fDlzdHTkjqlKlSps1qxZ7Pnz58zDw4M7z+bm5iwwMFCpTcX3Iz09nU2YMIE1btyYVa1alfXs2VMp9o6CjRs3svr16zMnJyfm7e3N+vXrxyIiItj79+9Z69atmZOTExs4cCBLSkpiU6ZMUbqfWFpaMh8fHzZ+/HilNufMmcNq1aqlVE4kEnFxh6pXr84uX77MRo0axRo2bMj8/PxYq1at2F9//aXXuYyIiFD7WYeHh7N79+5xMXFy52lzD4yMjGSDBg1itWvXZr6+vszf359t3rxZ6d4RGhqq8pl4e3uz2NhYduLECVa3bl2l+6+Pj4/S96s44TFmZHsbQRAEQRiIm5sbIiMjjT4lRJQ9aGqJIAiCIIhSCwkZgiAIokQhlUq5IG25QykQhDpIyBAEQRAlhqlTp8LNzY1zBK5Xrx4XJZcg1EE+MgRBEARBlFrIIkMQBEEQRKmFhAxBEARBEKUWEjIEQRAEkQdN+xOVdErruA2BhAxhdNLS0mBjY2P0PXNyk5ycjKlTp8LX1xcikQghISG4c+dOvnV27dqF1q1bQyQSoXXr1iqRTHVl//796NSpE1xcXCAWi9G0aVOsXLkSmZmZePz4MerVq6dU/sWLFxCLxahZsyZ4PB73V61aNfj4+KBevXqwt7eHSCTCjBkzlKKNTp06FWKxGJaWlly9SpUqQSwW48svv1Tq55tvvoGDg4NSH9WrV8e2bdsMOl517N27Fz4+PvDy8oKfnx/++ecfo/ehiTt37kAsFnO7Vyv+XFxcIBKJUL9+fdjZ2cHNzQ1Dhw7VagfookCxv43iswwICDBa23FxcZg8eTLq168Pb29v1KtXD71798bVq1eRkpICNzc3XL58WanOtm3bYGNjUyjXh75IpVKsX78eLVq0gFgsRvv27bFnz54i6z8hIQG9evVSEQXFeb0riIuLw8yZMyEWi9GoUSP07t0b169f5/JnzZqldtuEMk2xhuMjShQpKSnM1dWVPX/+3KB2tmzZwgCwefPm6VQvOzubrV69mlWuXDnfcomJiczT05MNGjSIJScnM5lMxjZs2MDMzc3Zv//+q7bOrFmzmIuLC7t16xZjjLG7d++yWrVqsS+++KLAyLh5SUpKYp06dWLVqlVj+/bt4+onJyezb775hvn4+LD27dvnexxBQUEMAOvYsaNSemZmJlu9ejXj8/msatWq7P79+0r5N2/e5KJrhoWFaWw/Ozub9e7dmwFg8+fP1+n4tOWPP/5glpaW7MKFC4wxxvr06cMsLS1ZZmZmofSnCZlMxjw9PRkAFhQUpJK3Y8cOZmpqyiwsLNjZs2eLdGz5ofgsW7dubZT2oqOjWa1atdi3337LRYuVSqVs7969rFq1aqxRo0YMALt06ZJSvS5dujAArEuXLkYZh6HExcWxpk2bssDAQPbkyRPGGGOHDx9mANiMGTO0amPy5Mk6338UpKamsqZNm7JTp04ppRfW9Z6amsrmzZvHPD09Cyx7/fp15ujoyL766isuIvW0adMYn89nR44cYYzl3McbNWqkMv6yDAkZgmP06NEMgMFCplu3bgwAc3NzK1AkSKVStnr1ajZo0CBWpUoV7iGdH8OHD2eurq4sKytLKX3o0KGscuXK7P3790rp58+fZwDY0aNHldJDQ0MZAPbLL79ofWxJSUnMy8uL2djYsIcPH6ots3LlSgaACQQCje188cUXDAD74osv1OYPHz6cAWCNGjVSSn/+/Dl3jgr6nM6dO8cAsPj4+HzL6YNMJmM1atRgI0eOZIzlbDfA4/GYUChkSUlJRu+vIFq3bp3v+fzqq68YAFazZk0mk8kM7m/ChAns9OnTBrdjTCHTq1cvNmTIELV5jx49YpUqVVIrZE6cOMEaN27Mjh07ZpRxGIJMJmMBAQHMw8NDSSD8/PPP3JYRGRkZ+bZx8eJFxufz9RIycrmcde3alc2ZM0dlXMa83hMTE9mKFStYnz59uO1gXF1d860THR3NqlatyoYOHaqUPnDgQAaAffLJJ1za3bt3mb29PXvw4IHOYyuNGG1q6eHDhzh58iT++OMPHD58GGFhYcjKyjJW80Qhc/r0aWzcuNHgdh4/fgxPT0+0aNECL168wJkzZ/ItL5PJEB8fj1q1aqFv377c7s6aiIyMxJYtWxAcHAwzMzOlvKFDhyI+Ph6rVq1SSp83bx7s7e3RoUMHpfSWLVuiTp06mDt3LuRyuVbHN378eNy9exeTJ0+Gu7u72jKTJ09GixYtIJPJuKBeuqLYMfnatWt49uyZXm04OTkBgM47k2vDrVu38OrVK3h7e3N9nDp1CufPn+c20ytJtG7dGkDORn337t0zuL3CnDbVh/j4ePz111/o1q2b2vx69eph6dKlavMCAwNx5coVle9HcfDrr7/izJkzmDdvHoRCIZd++/Zt7rVik1l1ZGZmYsiQIVp/n/Oydu1a3Lt3D7Nnz1ZKN/b1npWVhdTUVHh6eqJnz55a1ZkyZQpiY2Pxv//9TyldcW5yb4bboEEDDBkyBIMGDVJKL7MYooJu3brFbfrG5/NV/iwsLFiHDh2UzO9EySMlJYU1bNiQ23zSEIvM9OnT2YMHD9imTZsYAPb555/rVL958+b5WmSWL1/OALDff/9dJS8jI4MJBAKlXzZv375lfD6ftWvXTm17ISEhDIBWv64vXbrEbYr39u3bfMsqTOGvX79Wm1+QRebEiROc5eXixYtcui4WGUXZwmDPnj0MANuyZUuhtK8rBVlkjh8/zp23mzdvGtTXmzdvmLm5eYmyyFy+fJkBYNu3b9dYJisri1WpUkXFIlOSqFOnDhMKhSpWlxcvXrABAwao/d7nZsqUKaxZs2Z6TW1HRkYyKysrtmrVKpW8wr7eq1Wrlq9FJjIykvH5fNaqVSuVvJMnT7I+ffqoTDW/fv2amZqashUrVhh7uCUOvSwyr1+/Rvfu3dGwYUP89ttviI2NhZubG8RiMVq0aIFGjRqhfv36EAgEOHHiBPr06YP69evj7NmzBkguorCYPn06JkyYgKpVqxrUjkwmw9OnT1G/fn307dsX5ubm2Lt3L1JSUrRuw9TUNN/80NBQAECNGjVU8szNzVGlShVERkbi7du3AIDz589DLperLQ8Arq6uAKDiAKmOrVu3AgBq165d4Lnq2LEjHB0dkZSUVGC76nj37h33WtPYi5PStjJCEea+YsWKGi1p2hAbG4vBgwcjMzPTWEMzCorvzcqVK5GcnKy2jJmZGbp3716Uw9KJu3fvIiIiAv7+/jA3N1fKc3V1xc6dOzFw4ECN9a9cuYJbt25hxIgRevW/YsUKpKenq40iXNjXe0H3vb///htyuRytWrVSyWvXrh327NmDRo0aKaVXq1YNbdu2xYoVK0rc9WpsdBYyu3btQoMGDfDixQssXrwYN27cQHp6Op4+fYrr168jNDQUV65cwb1795CSkoLnz59j8+bNqFu3LgIDA/HVV1/pbfYjjM+ZM2fw4sULfPHFFwa3deTIEXTq1AkAYGNjg549eyI9PR1//vmnwW0ruH//PgDA3t5ebX6VKlUAAA8ePNCrfH4cOnQIAFCrVq0CywoEAnTr1k1vIbN//34AOTcpZ2dnvdrIj1OnTqFly5YQiUTw8vLCzJkzMX369AKnF9+8eQOxWIw5c+YAAObOnQuxWIzmzZsrlXv48CH69OkDd3d3+Pj4oGnTpti1a5dSmdGjR6NGjRrg8Xjcg+vx48do06YNqlSpovcDSR0HDx4EAHz77bewsLBQyouPj8fs2bMREBAAkUiE6tWro2vXrrh586ZSuTt37qBz586cKX/48OEQi8UQi8Uq05mvXr3C8OHD4ebmBl9fXzRv3hz//vuvxvElJiZi+vTpaNeuHWxtbdG4cWNcvHhR6+Nr0KABrK2tcfPmTTRo0AD/+9//cOXKFUgkEqVymzdvRtOmTQEAx44dg5eXF0xNTdWunvrzzz/B4/FgYmICDw8P7lgVK+I6d+6sVD4jIwPz5s2Dh4cHvL290aBBA3z//ff5TgXl5siRIwCgl9DMysrCuHHjsHHjRvB4PJ3rp6Sk4Ndff4Wvry8cHBy49IKu94kTJ3KrzwIDA8EYw9KlSxEQEAAXFxd07drVKKvl9D03HTt2xPv377F7926Dx1Ci0cV8s3jxYla3bl3OO1pXnjx5wnr27Mk6dOjA0tLS9GqDMB6pqalMLBazqKgoxthH87y+U0ufffYZS05O5t4fPXqUAWAtW7bUug3FGDRRsWJFBoA9fvxYbX6TJk0YALZ//37GGGPjx49nANisWbPUlt+wYQMDwLp3757vuCQSCePz+QwA69+/v5ZHoxlNU0svX75kkydP5pz33r17p5RvjKml8PBw1qhRIxYdHc0Yy1kpNWXKFAaALVmyRKvxK1amqTO1X7hwgVWoUIFNnDiRSSQSLs3a2ppNnz5dqaxUKmW+vr5MKBSyzMxM1rx5cxYREcHc3d0ZABYeHq7VeDRNLSUmJrIZM2YwOzs7tnnzZpV6b968YS4uLmzlypWcE/C9e/eYk5MTs7W1ZZGRkSp15s2bl+90ZHh4OHNwcGCffvopS09PZ4wxdurUKcbn81UczgEwd3d31rp1a3b79m3GWM50qIeHB7Ozs+NWpmjDunXruGtD8Wdpacnat2/PVq9ereIEr2Dfvn1qp7g2bdrELC0tuXExluPkWq1aNSYQCNjly5e59MzMTPbJJ58wLy8v9urVK8YYYw8fPmSurq5s4MCBWo1/5MiRDACbOnUqS05OZnPmzGEBAQHMzc2NtWvXjh04cEBj3WnTprHVq1czxvRbNfn3338zAGzw4MFq8/O73t+8ecPMzMyYq6srmzhxItuzZw9jLGequ2fPnszOzo5FRETk27+rq2u+U0v16tVjANjhw4dZREQEGzFiBGvcuDGrWbMm69u3r9JnlJuTJ08yAKxPnz759l/a0dois2DBAjx+/Bjh4eEqSlxb6tSpgwMHDmDQoEEIDg4u8+auks6MGTMwduxYo/zif/fuHSwsLFCxYkUuLTAwENWqVcO5c+fw9OlTg/sAPpp4TUxM1OYrHIAVTra6ltdETEwMZ0nM62RsCH///Tf3S9fDwwMdO3ZEdHQ0Dhw4gNDQUM5iZEzWrFmDQYMGwdHREQAgFAqxYsUKdOrUCQkJCQa1nZ2djQEDBqBq1apYuXIld96bN2+OmTNnYtmyZTh+/DhXXiAQwMvLCwCwZcsWjB07FrVr10Z8fDx4PB4sLS116j/3+fTx8YGDgwPWrVuH2bNno1evXirl16xZg6ioKCQnJ4PPz7kdenp64quvvkJiYiL+/vtvnfqXyWTo27cvUlJSsHHjRs76c+3aNcjlcmzevFmlzqNHjzBjxgz4+PgAAKpWrYq5c+ciLi4O+/bt07rvL7/8En/88Qc8PT25tPT0dJw4cQITJ06Ei4sLVq5cqVKvYcOGattLTExESEgINy5FH2/evMG0adPQpEkTLn3hwoU4f/48fv75Z1SvXh1AjvXghx9+wPbt27WKa6KYTo2Pj8enn36KoKAgnD59GtevX4ednR169eqFxYsXq9S7evUqrly5gnHjxhXYhyYUU9a1a9fWua6TkxMcHR3x8uVLSCQS9OnTB0DOVPdPP/2EpKQkTJ48We+xAR/PzeXLl/H1119jzpw5uHLlCo4cOYL79++jSZMm+O+//1Tq1a1bFwAKXHRR2tFKyGRkZKB+/frYsmWLytylPgwcOBDffvttifP8L0+Ehobi0aNHRjPfb9u2DYMGDVJKEwgE3Jy2ocHnFCiuP03makW64gGia3lNVK5cWaVOXi5evAixWIw6derA0dERjo6OcHJygre3N/744w+1dbp3745bt27h1q1bePDgAe7du4edO3eiZ8+eepnIteH169fYv38/UlNTldInTZqE+Ph4g9r+559/EBUVhW7duqmsQFP4Z6xbt04pXSEgDh06hL59+wIAjh8/jpMnT+r8YMl9PsPDw5GWloZ//vkHmzdvhouLC5YtW6ZUXiGU8k4tKgSkYgdmbTl+/DgePnyIXr16KU1nKlaO1KlTR6WOk5MTt0pNgUI8hIeH69R/3759ce/ePdy+fRvLly9Hp06duGPMzMzElClT8OOPP2rVlkQi4aaKAWDfvn3YtWsXvLy8MH/+fC5dLpdjw4YNcHJyUhI3ANCmTRsAwE8//VRgfxkZGQCAX375BTNnzuSmwCpXrozff/8dTk5OmDNnjtKqs6ysLIwdOxabNm3iriN9ePnyJYCcKXF94PF4kMvlCAkJUUqvWrUqxGIxDh8+jPfv3+s9PsW5WbNmDbZs2cL9+Kxfvz527tyJzMxMfPHFFypTiba2tgByfohlZ2fr3X9JR6tP3sLCAv369dOYf/fuXUybNk3l18bz588xa9YszvEyN35+fvDw8NBxuIQxSE9Px4QJE7Bp0yajtblz505MmDCB+zWs+FP8ot26datRfKMUX0xNS/sVVj7FkmNdy2tCKBRyDyZNVovmzZvj1q1bePjwIezt7fHu3TuMHj0ad+7cyff7U9QEBATg7NmzqF69Onr06IEFCxbg33//xSeffKLWYqALV65cAaD+ge3m5gZAvWN1dnY2KlSowDk9isVitG3b1qCxADlOlAEBAZx/yowZM7BkyRIuf+bMmTh8+DD3cH/37h0OHz6MU6dO6dXfhQsXAKj6MsyYMQP37t1Ta1GoVauWimhViA9tfax++OEH/PDDD9x7Hx8fTJ06Ff/++y/i4+Nx8OBBzhl00aJFWrU5a9Ys9O7dGwDw/v17jBkzBiYmJti6dauSVfLx48eIi4vjHOdzoxDGYWFhBfan+H7Vrl1b5bM3MzNDYGAg5HK5kpVq/vz56N+/v0oUbV1RjFNXC2BeGjRooJLm6uoKmUyGW7du6d2u4twEBwer3Ku8vb3h7OyMV69e4dKlS0p5VlZW3Ou4uDi9+y/pGBxH5urVq2jSpAm+++47jB49WsmxqWbNmmjSpAmCgoLw8OFDQ7sijMSsWbMwYsQI7sFiKBcvXkSfPn24X8K5/x48eICGDRvi5cuXak2fuqIQv5p+KSvC+iseJLqWz4927doByIllkx8mJibcjUfdzd0Qcj/wtBGG6lZDTJo0CSNGjEB6ejr+/vtvzJ8/H0FBQXBxceEcmvVFIfLUWbgUcUESExNV8hhjaNGihUF954erqyuCgoIAAEuXLuWsaiYmJggICMD27dvh5+eHkJAQXLt2TekBoAuKX93VqlVTSufxePD09FRrNdA07QnknBdtOX36tNp0oVCIHj164MKFC2jUqBHevHmjs6Vp9OjRiImJwezZs1WmohQPSMWWEbn/2rVrh6pVq+Z7jAoUq/M0WeEU+a9evQKQM1137tw5TJo0SadjUUeFChUAwGCrhbqYMorvgq7nPDe6nhsFuX/AKY6xLGKwkJk1axbWrVuHMWPGYMSIEdycnIIePXrgt99+w4wZMwztijASFy5cwKZNm1RuOteuXQMABAUFQSwWY+7cuVq19+uvvyI4OFhjvmLOeMuWLQaPXWFuVpiCc5OdnY23b9/C2dmZm6dXmLrVlQeAqKgopXbz4/PPPweQ49NQkC9JYZlxc5u+804N5SUhIUHtMnFTU1Ns2rQJb9++xd69ezF58mQ0bdoUCQkJGDhwYIHt5ofCAqZuuaqiXU0ryIwlrDVRs2ZNADn7dCkeKg8ePICPjw/+/PNP7N+/H6dOncK8efNUpkgKIj4+HpmZmdxUZnEEAz169KjSsv28mJmZcdO/BQWezM3vv/+OAwcOQCwWKwWKU/z6Vzy8vb29VX7IPHv2DG/fvi1Q/AMfp6E0BXBTfKcUFokzZ87g/fv38PPzU7qPKe5bP/30E5dWEAp/MUOufeDjFJC6NMV3Qx90PTcKFMdjbm6u5L9Y1jBYyCQlJWHIkCFYv349fvrpJ7W/OHx8fNROLxHFQ1hYGG7fvq1y01GYno8cOYJbt26pRJBUR2pqKm7fvp2vaVfh93DgwAGNMS60RTFFk3dpLJATfVMqlXL9ATlTHH5+frh9+7baX7dhYWGoWrUqF/k1Pzp37ox27dpBJpNxMWXUIZfL8eTJE20OR2dsbW05kVbQJpnnzp1TG3fC3d0dSUlJsLOzQ+/evbFy5UpcunQJO3fuRFJSErdkXR8UAiAiIkIl7/HjxwAAf39/tXUL+0aruAdZWFjAwcEBjDEEBwfj2bNn2Lt3r5L1TFf/veXLl+POnTucb4um5fzGcnpXR3Z2Nr755pt8y2RmZqJmzZpaR3t+/fo1JkyYADMzM2zdupWz8GVlZXH+dfXr10eFChU0/lgAoFUsqdatW6Ny5cp48eKF2nxF+4qlz1OmTMHjx49V7mOK+9bo0aO5tIJQ3PsUP2z0Rd11/+zZM/B4PPj5+endrsJRPb9zY2JigsaNGyulK8rnTS9rGCxkYmNjCzR/SiQSvHnzxtCuiBLItm3bCoyrUqtWLfj5+SEjI0Oj06u2eHl54dNPP8XevXtVrB67d+9GhQoVMGXKFKX0efPmIS4uDseOHVNKv3PnDh48eIA5c+ZoZfrm8Xj47bff4OjoiKVLl2oU59u3b4evr69Bzof5MWbMGADA999/r+LcpyAhIQGrV69Wu1qCx+Mp+YkoUDicGhIYsXv37nB2dsahQ4dUfj0eOHAAQM4DpqhJT0/npl5GjhwJgUCA2NhY3L9/H/b29twvciBHECj8MNTd2xTTTrl/fT979gx16tRB7969YW1tjQMHDqhYpW7dulWg0DCUn3/+WaPvm0Qiwfbt2/HVV19p3d7w4cORmJiIefPmKa1eOnr0KOcnY2pqihEjRuD169ecVTc3kZGR6NmzZ4FToRYWFpg5cyaePn2q4uuRmpqK48ePw93dHV27dtV6/Nqi2J7BEBEPQGWVWXR0NG7fvo1u3boZ9L1q0qQJunTpggMHDqissDx//jzev3+PwYMHw87OTilPcTzt27fXu+9SgaHrt/v168cmTpzIpFKpxjITJkxgAQEBhnZFFCJyuZzbQfjq1ata1Xny5AlzdHRkzs7OBYbsDw4OZgBY/fr1WWpqqtoyMpmM2yYhv40O37x5w9zc3Njw4cO5jSNPnDjBrKys2MGDB9XWGTVqFKtZsyYXzyEmJoY1btyY9e3bV+ftM6Kiopivry/z9PRk586d49IlEgnbunUra9GiBYuPj2dNmzbVGNK8Z8+eDADr3LmzTn0r+unVqxe3e3beHbLPnz/P/P392datW9XW9/f3Z3w+n61YsYI7f1lZWeyrr77SOubHsmXLGAC2aNEilbxz584xKysr9tVXX3H3hePHjzNzc3M2ZcoUlfKKc6GIv6EPDRs2ZABYp06dVPIiIyO5jUxDQkK4naEZy4nfwePxuB2NExISWJ8+fVj37t0ZAPbZZ58xxhgXD4axj1tVKDYQvHnzJgsJCeHy9+7dy0xMTFjv3r25uErPnz9njRo1UoqLEx0dzQAwLy8vlTFfuXKFAWA9evTQ6vhXrVrFALDx48ez6tWrs3HjxnFxghhj7OnTp6x9+/YsJCRE5XpXbKrq6+urlL5x40YGgPn7+yvd3yMiIli9evWU4s6kpaWxxo0bs3r16ikd4+XLl1mrVq00brCal+zsbNa9e3fm4+PDxfDJyMhggwcPZg4ODlrFFVJcm2PHjtWqTwUdOnRgFhYWSp913jbVXe+M5VxHAFhwcDA7efIkYywntk6PHj1YlSpV1MYjUpCens5sbGyYnZ0dF3dJHa9fv2a1a9dmn332GReH7c2bN6xhw4asUaNGSjG8FAwaNIiZmppysX3KKgYLmQcPHrAKFSowZ2dnNnv2bLZt2zZ28uRJdvjwYfbdd98xPz8/xufz2b///muM8RKFQLNmzZiLiwsXREsoFDIfHx8WGxursc7QoUOZiYkJV8fc3Jx5enqq1Bk4cCCrXr26UpCuChUqsPnz53Nlpk+fzkQiEXN2dubK2NjYMJFIxEQikdpxvHv3jg0bNoy5u7szHx8f1rZtW+5hpA65XM7Wr1/PfHx8uL8VK1bovRNydnY2++WXX1jbtm1ZnTp1mFgsZn5+fmzu3LncTWbRokVKQub58+dMJBIxT09PxuPxuGOtU6cOE4lEbN26dTqNYefOnSwoKIhVr16dVa9enTVs2JD5+/uzkSNH5rvrbYcOHdjevXvZkiVLWKNGjZivry9r0qQJW758udJDXh2XL19m3t7eTCgUMgCMz+czT09P1qxZM6Vyd+7cYT179mS1a9dmYrGYtWzZku3bt0+pzJQpU7jAd/gQvM3Hx4eNHz9eq+MPDw9nIpGIe4go/urWrctdO3Xq1GHu7u5s5MiR7Pz582rbaN++PbO3t2fe3t6sadOmnKCaP38+s7a2Zu3atWP//fefUr01a9awGjVqsPr167MBAwaoCO+LFy+yoKAgVq1aNebn58cCAwOVrs9hw4Zxu1EDYLVq1WILFixgjDHWqFEjVqFCBaU8dcH8crNq1SouqGN8fDybO3cuE4lEzMvLi9WtW5c1b96c/fbbb0oi5vXr10wkEjFLS0ulvhTnv3bt2gwAs7e3Z7Vr12a1a9dmzs7O3LXbrVs3pTGkpaWxOXPmsNq1azMPDw/WokULNm7cOPbmzZt8x56XrKwstnLlSiYSiZhYLGb169dnw4YN4wJ3amLJkiXMy8tL6b5Up04d9uuvv2rV7+nTpxkAtnfvXi5N2+tdcQ2mp6ezCRMmsMaNG7OqVauynj17sqdPn6rtb9CgQUwkErGqVaty43VwcGAikYg1btxYbZ13796xCRMmMC8vLyYWi1mDBg3Y/Pnz1QaYzczMZHZ2dhp3RC9L8BjTwS1eA6dOnUK/fv24IFa5rD0QCARYuXIlJkyYYGg3BEEQBFFo9O/fH2/evOEC5GmLm5sbIiMjdVplVtj8+uuvmD59Ou7du1cogTVLEkYRMkCOM9f27dtx8eJFvH//Hubm5vDx8cHnn3+uspKJIAiCIEoa8fHx8Pb2xo8//ogePXpoXa+kCZmUlBRur6v8VpSWFYwmZAiCIAiitHPjxg2EhIRovUWIVCqFk5MTYmNj8ebNGzg5ORXBKPNn+PDhqFGjhlIE5rKM0ZZVxMfHc3u4KMLSp6amYsqUKcUSU4EgCIIgdKVhw4bYtGkTvvjiiwLjQU2dOhVubm5cXKJ69erhs88+K4phamT9+vWwsbEpNyIGMJJFZsuWLZg4cSIXfMfR0ZFbbn3w4EFs3rwZf/31l1ZLXAmCIAiiuLlx4wZ8fHxK3XPr6tWrZT5uTF4MFjKHDh1Cnz59MHr0aLRp0wZxcXGYN2+eUmChHTt24M2bN5g6darBAyYIgiAIglBgsJD55JNPMH36dHTr1o1L8/X1VYq8yhhDmzZtyvxW4gRBEARBFC0G28wSExOVRAwAlZ1ceTyewXtYlAbkcjnevHmDihUrqpwDgiAIgiA0wxhDSkoKqlWrplNkdIOFjEQigUQiUbvLroLY2FhuV9iyzJs3b+Ds7FzcwyAIgiCIUsvLly+5Hb21wWAh06JFCwwdOhSbNm3itivPTWZmJoYPH47AwEBDuyrxKDa9e/nypdrt3HVFKpXivzPnEJeQhHaB7eFga1nmLT0ymQwXL15EUlISOnfurNMuvUTJhz5fgij9FNb3ODk5Gc7OzjpvIGuwkPn222/RuHFjuLq6omPHjnBxccHbt28xe/ZsvHz5EsePHwcAtZuJlTUUIsPa2togIZOYloXtp59g45F7cGSvAQCTjxyGW1VrjAnyxMA2dWFrJTTKmEsaMpkMVlZWkEgksLa2pgddGYM+X4Io/RT291jXH+wGC5nq1asjNDQUgwcPxo4dO7h0xe66DRs2xPbt23UyE5VnTtx8hQErTiE9Swo+j8HR4WPe83cpmLblCubvvI5dU9uhvW/ZO6eMMaRnSZGcIUVsciaqlAMrFEEQBKE/RlkgX7t2bZw7dw537tzBxYsXERcXB2tra/j7+6NJkybG6KJccOLmK/RadByMMTCWs4tYbhTryzKypOi16DgOzO5QZsSMOivUmL27yoUViiAIgtAfo0b68fb2hre3tzGbLDckpmVhwIpTYIxBXsCCeDkD+GAYsOIUIjb3L/UP+PJuhSIIgiD0x2hbFORl586dGDduHL799lu8e/eusLopM2w//QTpWdICRYwCOQPSs6TYcSaicAdWyCisUBlZ0hwrVJ7jV6QprFAnbr4qnoESBEEQJRKDLTIdO3bEy5cvkZCQgAoVKuDJkycYO3YsNm7cCGdnZ/j6+qJZs2Y4e/YsLU3WAGMMG47cV51LKrAe8L+d1/EsOhlmpgKYCvgwNeHDVMCDQMDP9f7jaxPF/3zexzxFeu7yucqoyzMV8MHnG+a7Up6tUOUV8oEiCMLYGCxkhgwZgrFjx+Knn35Cnz59EBUVhY0bN8LGxgbXr1+HnZ0dzpw5g5kzZ2L79u3GGHOZIy4lC8/epuhVNzlDgh+P3DfyiLSDx4OKWDJRI4RMBR8FVO7yUTGpSMuUat2fnAHpmVLM3X4N/VrVhqWZCSyEJrAwE8BSaAILs5zXAkGhGRoJPSEfKIIgCguDhcyuXbvw559/ol27dgCAM2fOcFsS2NnZAQACAgIwc+ZMQ7sqs6RlSop7CHrBGJAtlSNbKi+6PgFsPvYQm4891FhGaCqApVAAczMTWApNYGlmAvMPYsdSqOG1mQnMP/xvKRR8EEg5ZVTEklAASzMTmJrwyZqgBeQDRRBEYWKwkHn69CknYgDg+vXr4PF4KquVJJLS+bAuCqzMNUdFJnQnSyJDlkQGILtQ+xHweR/ETl7hI/hgHfogpHKLKhXxJPggnkw+lBHkev0h3VRg8DRecVGeV+IRBFE0GCxk8m5NcPXqVQA5m0kqiIqKQuXKlQ3tqsxiV1GIWo4V8fxdioqza0FYW5ji0+ZukMoBiVQOiUwOiVQOqSzXa7kijX0s8yFPIpNDxr1nXJ5cW6/jcoxMzpCaKUFqEVjUzM0EqlNpKpYiE1iaqRdVivKWZnnSPpRXtGFqYrxpOfKBIgiiKDBYyHh7e+Pff/9F586dce3aNVy9ehWOjo5o2rQpgJwtCkaPHo0ZM2YYPNiyCo/Hw5ggT0zbckXHesDcED982aWB0ccklzMlsaMkjGTKeQqxJJUqCyTJB+EkzSOoJDI5ElOzsHTvbb3HV9HCFFkSWZFOaxUnmdkyZGbLgNSsQu3HRMBTEUZqrUl5ptlUBZYJjt98hfRMqdY+7LlX4hXGNU0QRNnEYCHz/fff49NPP8WcOXPw4MEDmJqaYv369eDz+diyZQsWLVqEZ8+eoVKlSmjbtq0xxmxUzp07h0uXLsHX1xfu7u5wdHSETCbDq1evcPToUQwbNgyWlpaFPo6Bbepi/s7ryNByCTafB1gITfBZQJ1CGQ+fz4OQL4DQtHBCyDPGsOf8M52tUDweULNqRdxd3wc8Hg9SmRwZ2VJkZMmQkS1FepYUGdmynP+zpB/SZMjIkiI9W5H2If/D+/QsKTI/pHGvs1XTywNSGUNyugTJ6cUzFcwYMOf3MJy7G40KFqacaFIIJCvFe/Mc65KVuSkshAJYCZXLWgqNa10iCKLkYrCQsbe3R2hoKC5evIjXr1+jefPmqF69OgAgIiICI0aMgLW1NWxsbPRqPyIiAmvWrMGVK1eQkpICJycnhISEYPDgwWr3d8jKysKmTZuwf/9+xMfHQyAQIDAwEBMnTuTGlZvw8HBMnz5dbd+fffYZxo8fr9e4dcXWSohdU9uh16Lj4CN/Uzyfl2PF2T2tXak1wetrhQKAsV0acE62JgI+KlqYoaLqfqVGhTGGzGyZqgjKK6LyCCmV/GwZJ54+tiFD5oey6VlSSGXle1ovI1uGv65EGtyOqQk/x//IPEfYWOURQxa50z4Io7xlleqZm8LCTAArc1NuWo6cvQmi+NFayDx58gR169bVmN+8eXOVtEWLFuk3qg/s378fGzZswOLFi/HDDz+AMYajR49i0KBB2LZtG44ePaq043ZMTAx69eqFIUOG4MiRI7CwsEBkZCSGDh0KLy8vHDp0CC1atFDqIz09HS1atEBiYiJevHiBjIwMuLm5YfDgwUU+HdbetwYOzO7ArfDIe49UvLcQmmD3tHYIFJdup8iSZoXKDx6PlzNlIjRB5YqFKx4lUrl6YfRBFH20LCnKaBBSasXTR+tUZrasUI+juJFI5UiSZiMpvfCcvvNagRR/VuY502tW5h+n4azM87cqqbMwkVWJIAqGx5h2hn0+nw83Nzd06tQJnTt3Rtu2bWFlZVVoA3v//j2aN2+OW7duoUKFCkp5a9aswcSJEzFt2jQsW7aMSw8ODsZnn32GXr16qbTl6uoKe3t7PHv2TMlB+X//+x8CAwPVCjFdSU5Oho2NDZKSkgze/XrHmQj8dPguF3Pj4ntruFW1xtguDTAwoC5srMwMHm9JIPeqFjkD+DyG5lWSAeQcs5zlqDeFFergNx1KvYArKcjlDJkS1Wm29CwZMj+IoPRsKTKz1E+1ZX6YtuNeK4RWlhSpmRK8ik1T6VPT50uoJ69VSZOFKbdVKT8Lk8KqZJnrNVmVCF2RyWQ4d+4cEhMT0a1bN6Ptfq3vM1Rri8zZs2dx7NgxHD16FBs3boSpqSmaNWuGTp06oVOnThCJRHoNXBN///03LCwskJGRoSJkWrVqBSBnGwSFkMnKysLBgwcxfPhwlbaqVKkCd3d33L59G6GhoUrLxVNTU1G1alWjjt1QbK2E+LJLA4zq6I7jp84gNj4ROzp3hoNN2YuCWt6sUCUJPp/HWRCMDWMMXl/+qddKvMoVhBjd2QPpH6xHaQqBlSlBerYMaZkSbkouPVOC9CwZ0rIkOvdTGihOq5ImC5M6q1J+fktkVSp7lLQI3VrfwVq2bImWLVti4cKFiImJwdGjR3Hs2DF8//33mDVrFqpWrYoOHTqgc+fOaN++vcHLrePj43H37l3UqFEDR48eRZs2bVTKxMTEcK+TkpIgk8nQuXNnDB8+HJs3b1bbbu46ABAXF1fihIwCHi/nQWNtYQK7iuZlTsQoaO9bAxGb+3NWKLBkLq9m1YplzgpVHjBkJd6sfr46r1pijCFLIuNET0aWFGmZH/yOMqWcFSn9gzBSWJ/SMnOsUWlcGckHK5OEszYpXufEJip7FLYzu8KqlK+lSK1Pkma/pY8Cy7RUx1kqbZTUCN16/RRzcHDAoEGDMGjQIABAWFgYJ2wGDhwIAPDz80PHjh3RqVMnNG3aVOeHsMLqkp2djbt37yoJmYsXLwIAPDw8uLQqVarAw8MDDx48wI0bN5TaSkpKwr1791TqAEBKSgrWrVuHkydPIi0tDS9evICHhwemTp2Kzp076zRmQn/KkxWqvFCUPlA8Hg/mZjmBBO0q6jFYLVCskEvLlCpZipStRjniKXeZjDwCKq+FSSG6yKqkP/pYldQ5gKv4LQlNYCU0JasSSnaEbqPYlP39/eHv7485c+YgKSkJx48fx7Fjx7BlyxZ8++23qFSpEtq3b4/du3dr3WbTpk3x119/4d69exg2bJhS3i+//AIAmDRpklL6kSNHsGXLFnz66adK6Vu3boVUKkWbNm2UpsBkMhkePXoEb29vHDp0CObm5khLS8PkyZMRFBSEJUuW5Ovwm5WVhaysj3E9kpOTNZYltKO8WKHKA2VtJd7HFXKFYxlUWJUUU2W5rUrc6yzVP4VVKa+FSUk0kVXJIEwEPFgJTdVaipRea7Aqca/VCqySb1Uq6RG6tXb21Zc7d+7g6NGjOH78OE6cOGFwezt27MDAgQMREBCAU6dOgc/PXyknJCTA3d0d6enpuHz5Mry8vLi8I0eOYPHixTh//rxSHblcDn9/f9y8eROnT59G69at1bY9f/58LFiwQCX9zp07qFjR8J+FMpkM4eHhkEgk8PPzM5pDVUmmPB5zWefcwzhM2BKOzGwZ+DyGZrmcfdkHZ19zMwHWDvHBJ/XtinOoZR6ZnCEjW4ZMiSxntZtEnrOS7cNfZrYcGRLFa1lOaIDsD2UkOa/TP+Qp0jKy5DlO4x/SKSi4fpib8nMibX/4Mzfl50ThNlWk5eSbm31MMzfjfwhaKcj5P1cdczPleqZ6bqabnCFB6/nnkSmRcYIlP6d9Hg8wNxXg7PxPYG2h2/Y7KSkp8Pb21tnZt9CETHp6Ou7fv4+qVavC2dnZKG1GRETA398fNWrUwNmzZwv0w5HL5ejVqxeOHj2Kffv2oWvXripjjI+PR40aqspx5cqVmDJlCrp27Yp//vlHbfvqLDLOzs4Gr1pSUFie4SWZ8njM5YHytBKvPMMYQ7ZUnsfnKNe0WubHGEqqViNVC5O6qbqyalUqbNRZlSyEH+Ii5WNVuvr4PQ5ceqHUVkGrD3k8YMXQpjr7uhX6qiVNbN68GQkJCUhISEB8fDw2btyIw4cPY9CgQUhKSgIADBo0CL/88otBD6X4+Hh07doV9erVw+HDh7VyJp4+fTpOnTqFgwcPqvV3sbS01Bi1193dHQBw6dIlje0LhUIIhSXTDE4QJQnygSof8Hg8CE1zIoIXVrwlmSzHQvRRHElyrWAryC9J/fRcXmfwsrjXnFTGkJReuL5Kufnx8D2MDfIsku+3UXa/Xr58OTp37oxJkyYhIyMDgwcPRkpKCnbt2oUOHTrgf//7H3744Qd8/fXXevWRlZWFnj17wsPDAzt27NBqy4ANGzZgx44dOHv2LPz8/NSWOXToEAYMGIBp06Zhzpw5SnmKQHspKSl6jZkgCFXIB4owFIGAjwoWfFTQcdpCW/JalXKsR7lXs6n6IuW1GimJI8XquVyvy3owSsaAZ29TEJ+aBbuK5oXen8FChs/nY8qUKVi+fDkA4OjRo4iLi0OzZs3Qt29fAMCyZcvQunVrvYQMYwyDBg2Cr68vVq1apeQTs2TJEowYMQL29vZKdf7++2/89NNPuHz5MlxcXLj0q1ev4vnz5+jXrx8A4Oeff0Zqair27NmjImQUjrtOTk46j5kgCIIonRSHVUl5+k0LC5NK2ADlFXQlxaqUmiEpHULm0KFDuH79Ovf+6tWrAJS3LDA1NUV2tn7mrJkzZ0IsFmPWrFkqeevXr8e4ceOU0m7cuIHVq1fjzJkzqFSpklLeX3/9BUdHR+69VCqFqakphg4dqtL2/fv3AQCBgYF6jZsgCIIg1FFUViVl65GE20A3LUvZwqTOapSWKUVSWhbO3n2r9zgK6/jyYhSLTO6Q/zdu3ACPx1MSMhKJpMDVRer49ddfcevWLRw6dEgl759//sH79++VVge9evUKwcHBOH78uIqISUlJwc6dO5X2f2rbti2sra1VlnHL5XLs2bMH5ubmmDp1qs7jJgiCIIjiIrdVqVIF/a1K+kbo5vFygplWNqBvXTBYyFhbWyMmJgYODg5IS0vDmTNnYGJigoCAAK7M2rVrERwcrFO7//33H0aPHg2JRAILCws4ODigQoUKMDU1hUQiwbNnz+Dg8DEiT2pqKrp27Yrnz5+jbt26qFSpEmxtbWFubg4+n4+XL18iOTkZdnYfl3eOGTMG7dq1w65du9C/f3/weDykpaVhypQpePjwIX7//XfO6ZcgCIIgyhP6RugGgLFdGhSZD5zBQmbevHno2rUrBg0ahP379yM5ORkjR45EpUqVkJKSgsWLF+O7777Dnj17dGq3d+/ekEgkAHKmgKKjo1XK5F65NGfOHNy+fZt7r1hJlV8dCwsLHD16FPPmzeP2bEpNTUWTJk1w7do1eHt76zRmgiAIgihLFGWEbn0xShyZu3fvYs2aNXj9+jUCAgIwefJkCAQC1K9fHzweD9bW1qhcuTL+/fdfY4y5xGKs3a8VlMeYKuXxmMsT9PkSROkjd2RfOdMcR0YRofvgNx302uC32OLIAICXlxc2bdqkkv7w4UNjNE8QBEEQRDHR3rcGDszuwO21lHfGSPHeQmiC3dPa6SViDKHIdsL6888/i6orgiAIgiCMSHvfGojY3B8rhjZFzSrKW/DUrFoRK4Y2xdPNA4pcxABGsshow5w5c9CnT5+i6o4gCIIgCCNSUiN0G0XIxMTE4I8//sCDBw+QkZGhkv/+/Xs8efLEGF0RBEEQBFGMlLQI3QYLmdDQUPTo0QPJycnIz2+4uA+UIAiCIIiyh8FCZtKkSahWrRrWrFkDHx8f2NraqpR58+YNOnToYGhXBEEQBEEQShgsZJ4/f45Hjx4pBafLi6urK7y8vAztiiAIgiAIQgmDVy35+fnlK2IUXLp0ydCuCIIgCIIglDBYyDRo0ABv3xa8qdTWrVsN7YogCIIgCEIJg4XMN998gwkTJnC7RWti8eLFhnZFEARBEAShhME+Moo9lHx8fODr64tatWrByspKqcy7d+8QERFhaFcEQRAEQRBKGCxkxo0bx72+fv06rl+/rrYcLb8mCIIgCMLYGCxkTExMsHPnTjRq1EijWImLi0Pbtm0N7YogCIIgCEIJg4WMu7s7goOD8y3j6uoKX19fQ7siCIIgCIJQwmBn39u3b2tV7vTp04Z2RRAEQRAEoYTBQobP/9hEQkICTp06hb///hsAwBjDrVu3DO1CZ44dO4aOHTtCJBKhWbNmWLVqFaRSqcby0dHRGDVqFEQiEcRiMUaMGIGoqKgiHDFBEARBEPpgsJABgFevXiEkJARVqlRBhw4dMHr0aABAZmYmFi9ejPXr1+vddkREBCZMmIAmTZrA09MT7dq1wy+//AKZTKa2/KZNmxASEoIZM2bg9u3b2LNnD3bu3ImgoCBkZWWplI+KioKfnx9sbW1x9epVXL16FY6OjhCJRLhx44be4yYIgiAIovAxWMhERUWhWbNmOHv2LLp164aWLVtyeRYWFtizZw+uX7+u19TS/v37MWbMGAwaNAiXLl3CnTt3MHnyZEydOhVt27ZV2Wn7+fPnGD9+PBYvXow2bdoAAJydnbFnzx78999/WLRokUofw4cPh5ubG5YtWwahUAgzMzN8++23aNiwIfr3769W/BAEQRAEUTIwWMjMmTMH7dq1w9OnT7F//36cOXMGlStXVirz3Xff4YcfftCp3ffv32PatGk4cOAA/P39wefzIRAI0KVLF8yfPx+hoaGYP3++Up1FixZBIpFgwIABSuk1a9ZEmzZtsGLFCiQlJXHp58+fx4kTJxASEqLS/9ChQ/HkyROKSEwQBEEQJRiDhczVq1fx888/w9zcnEszMzNTKlO5cmXExcXp1O7ff/8NCwsLFasLALRq1QoAsHPnTi5NIpFg3759qFWrFqytrVXqNG7cGJmZmThw4ACXtmvXLgCAWCxWWz5vHwRBEARBlCwMFjImJiYwMcl/FTdjDC9fvtSp3fj4eNy9exc1atTQOC0VExPDvQ4PD0diYiJq1KihtqyrqysA4PLly1xaaGgoAKitoygfFhYGuVyu09gJgiAIgigaDBYytra2OHjwYL5lNm/eDBcXF53aVVhdsrOzcffuXaW8ixcvAgA8PDy4NMVeT/b29mrbq1KlCgDgwYMHAACZTIZHjx5prGNmZgYbGxukp6cjMjJSp7ETBEEQBFE0GBwQb+bMmejVqxdGjBiBXr16wcXFBdnZ2YiIiEBUVBQOHjyIjRs3Yv/+/Tq127RpU/z111+4d+8ehg0bppT3yy+/AAAmTZrEpSmsM0KhUG17iqmvxMREAEBSUhIkEkmBdZKSkrg6ecnKylJyBk5OTi7gqAiCIAiCMCYGC5mgoCB8//33mDx5MjZs2MClu7u7A8jZY2nZsmXo0qWLzm13794d3bt3V0rbsWMHbty4gYCAAAwcOJBLT09PBwCN01wKv520tDSl8rrUycuSJUuwYMEClfSoqChUrFhRbR1dkMlkSExMhEQiQWRkJAQCgcFtlnTK4zGXJ+jzJYjST2F9j1NSUvSqZ7CQAYAvv/wSgYGB2LhxIy5duoS4uDhYW1vD398fo0ePhkgkMkY3iIiIwLhx4+Dl5YV9+/YpBeNTWFw0Bb5TpFtYWCiVV+SZmpoWWCcvM2fOxOTJk7n3ycnJcHZ2houLi1qHY12RyWSIiopCYmIiXF1dy8VNvzwec3mCPl+CKP0U1vdY31kNowgZIMcC8/333xurORXi4+PRtWtX1KtXD4cPH1ZZ4m1rawsAGuO+ZGZmAgAqVaoEALC2tgaPxwNjDFlZWWqFTN46eREKhRqnpQiCIAiCKHyMEtlXG77++mu962ZlZaFnz57w8PDA6dOn1TrnKhx/Y2Nj1bah8KFRTHmZmZmhdu3aGutIJBIkJiZCKBRyK5gIgiAIgihZGCxkGjZsWGCZjIwMbNu2Ta/2GWMYNGgQfH19sW/fPlhaWnJ5S5Ys4USIWCyGUCjUuMxbsXdS06ZNuTTFa3V1Xr16BcYY/P39yfxNEARBECUUg4VMeHi4RisIADx69Aht27ZFfHy8Xu3PnDkTYrEYq1evVvKJAYD169dzUztWVlbo2rUrnj9/rnaVUVhYGIRCIXr06MGl9evXDwBw8+ZNteVzlyEIgiAIouRhsJCRy+UYN26cSjpjDN999x18fX1x5coVvdr+9ddfcevWLUybNk0l759//sH79++VVgd988034PP52L17t1LZ2NhY/Pfffxg/frzStFRQUBAaNWqkNnrv7t274ezsjOHDh+s1doIgCIIgCh+j+MicPHkSI0eO5N4/evQIzZs3x/Tp01GhQgWsW7dOxTm3IP777z+MHj0ax44dg4WFBapVq4Z69eqhQYMGqFevHnr16gU7OzulOmKxGAsXLsTs2bNx7do1ADlLp4cOHQp/f38sXLhQqTyfz8fWrVvx5MkTLFiwgIvgu23bNpw4cQJ79+5VWt1EEARBEETJwuBVS5UqVcLbt2+xcOFCjBo1CnXq1MG8efOQmZmJfv36Ye3atbC3t8fhw4d1ard3795cwDqpVIro6GiVMurE0YwZM1CrVi2MGTMG2dnZkMlk6NGjB+bOnat2hZGnpyfCwsIwffp0eHp6wtTUFDVr1sSVK1fg6emp05gJgiAIgihaDBYyCxcuhImJCebPn4+pU6di+vTpqFatGtavX6/kj6LrLtIJCQl6j6lv377o27ev1uVr1aqFP//8U+/+CIIgCIIoHgwWMmPGjOFer1ixAikpKeDxeEoiBgDatGmDO3fuGNodQRAEQRAEh9ZCRtvl002bNsX8+fMxbtw4NG7cGEDO/kYPHz7Ub4QEQRAEQRAa0FrIDB48GDweTyWdMcalK14zxvDjjz9yey/lLkMQBEEQBGEsdJpamj59OhcZVxfi4uIwa9YsneuVJ6LioxGbpuwXJJfJEZ0Ug5S0FNx8+QB8geoiM3urSnCp7FRUwyQIgiCIEoXWQsbNzQ2LFy/WuyNdnX3LE1Hx0XBf2BWZ0myldAF4aGmRs/XC2Cs/QAamUtfcxAyPvjlUKsUMibeyDX2+BEEUBVoLmblz5xrU0erVqw2qX5aJTUtQETHakinNRmxaQqm78ZdX8VZeoM+XIIiiQuuAeIMHDy6wDGMMDx8+xOXLlxEREQGZTMblBQQE6DM+ooxiDPFGlFzo8yUIoqgwSmRfiUSCOXPmwN7eHg0aNECLFi3g7u4OJycnzJo1C9nZ+t3QCIIgCIIg8sPgODLZ2dno0KEDQkND4eDggEaNGkEoFCI1NRVPnz7F0qVLcenSJZw8eZJ2kS4kbr1+BMYYhCZmMDcVwlzxv6kQQhNTmPBNaNUYQRAEUSYxWMisWLECSUlJuHTpEpo0aaKUJ5fLcfLkSYwbNw5r1qzBpEmTDO2OUMOwnfn7L/F5fCWBIzQxhbmJkEvLEUAKESSEuemHtA+v1aaZCj+8z6derjImAoMvNYIgCIJQweCny549e3D06FE4Oak65vH5fHTo0AHHjh1DcHAwCZliQs7kSM/OQHp2RrGNQcAX5BJSZjDUPjT9r1WwtawI9sFXlIGBfXij9Joxzp005/XHdNWyUMpXfp2rjVx1VcvmSVfqB/nUy11Ww/igXEZ9HwW0kWeshp879fkSuRSGMGr3/2BfwRZCEzOYCUwh/CC4zUxMITQxVZNmppr+4bWijqa2FOkktglCldKw+tDgb65AIFArYnJTs2ZNmtoo58jkMqRlZyDNSGLq5OPLRmmHKJlce3mvyPvk8/iaxZIgl1gyyZuuLk2NsFIjuNS1pU5w0f2TKA5Ky+pDg4VMRkYGkpKSYGNjo7FMYmIiUlJSDO2K0EAFoSUkMimy9FwlQhBEjuUyQ5KJDElmcQ9FBVOBiRorkyYrlHKZ/EWYZsGlrq286QK+gERWGaa0hAYxWMh06tQJPXr0wLZt2+Di4qKSHxkZicGDB6NTp06GdkVo4OyELWjo7Am5XI5smQRZ0mxkSrKQmet/Lk2SjUxp1of3Oa9VyuQqmyVVlPn4v8Y0SRayZZLiPh0EUeaQyKSQyAybrisMeDyeFqJI87Se9lavfNrSIN74fKMsyiVKAQYLmXnz5qFp06aoVasWRCIR6tSpAwsLC6SnpyMiIgLh4eGoXbs29u/fb4zx5ktKSgqio6Ph4uICc3NzreqcO3cOly5dgq+vL9zd3eHo6AiZTIZXr17h6NGjGDZsGCwtLQt55MaBz+fDnJ/jxGtjUbFYxiCXy5GlEEWcMFIWO5nSbNyLjsDXB7/Tu58RzXqjmk0VAOB+EfJyv+bxwIO611BO5+rmLgv1bajrR20fPCh+pPKg3Ify64/95JufO13luPJpI7/jzvW6wOPO3YaGseZt40lMJEbsXgB9mdJ2MKpUrIwsaTaypTniPEekS5TSVNJlufOV07Kk2SVSDJRmGGMffvRkFfdQVDDhm2icCjSG71XutnURb7SK1PgYLGRsbW1x4cIFjBs3Dn/++Sdu3rzJ5fH5fAQHB2Pt2rWoVKmSoV3h/v37mDp1Kho3box58+ap5J8/fx5BQUH5tuHt7Y3w8HDufXh4OKZPn6627GeffYbx48cbNuhyBp/Ph4WZOSzM8heSDhUMux5Gf9IXDZ09DWqDKDwqmlsZVH+AX+dC+XwZY3mEUW6hI1EjkJTTc4uibKkEWbIChJU6EZa3jQ/pciY3+vGWZ6RyKaTZUqP55RkLHo/30cqkxfSd2ilCnXyvTNSIMPWCq7RasYzipm9nZ4ddu3ZhzZo1uHbtGhISEmBrawt/f384ODgY1HZYWBgOHDiA0NBQXLp0CXK5HP7+/mrLPnnyBADg6uqq1iLz9u1bTJ48WSktPT0dLVq0QGJiIl68eIGMjAy4ublh8ODBmDFjhkFjJwiiZMHj8SA0NYPQ1Ky4h6KCTC7LI4okakSPcromUaQuXSmtAOtW3jTCeDDGuHNb0hDwBUqi6KONtWSjtZDJyspCSkoKUlNTuf9TU1Ph5uaGunXrAgAcHBzQuXNnow4wISEBZmZmCAwMRHp6upLFJy9PnjzB9OnTsXTpUrXj7969OwYNGqSUnpGRgeXLl6N58+ZGHTdBEIQuCPgCWJpZwNLMoriHogRjjFtMoE5YZX/I094ypUmkabZ6aWpXJpcVfACE1sjksmIP1aEPWguZ3H4iPB4PPj4+aN68uYowMDYdOnRAhw4dAAAtWrTgXqvjyZMnWLFihdq8n376CSEhISrRhVNTU1G1alXjDVgP7K0qwdzETC/vcHMTM9hbGT5tRxAEoQ4ejwezD/4gJQ2ZXKYyfad+elC94NLd70o7S1lJtLaUZbQWMoogWEOHDsWsWbNQq1atQhuUJkxN8/8ivXv3Dl5eXirpaWlp+O2333DlyhWVvLi4uGIXMi6VnfDom0Nqgw49uf0AKakpWNFiTrEHHTImJN7KNvT5EkWBgC+AhZmgQJ+8ooYxBqlcqp/flbr0gqxbmvpQI8KkBgarLIno5COzbNkyTJ06Va+O7t27hwYNGuhVV1uOHDmi1ht8w4YN6Nq1K8zMVOfFU1JSsG7dOpw8eRJpaWl48eIFPDw8MHXqVKNPk+WHS2UnFUEik8mQ+iIWFswUvs4eZWqvqvIo3soT9PkS5RkejwdTgSlMBaaAsLhHo0zuMB0F+V3dj36KifuXFfeQC0RrIVOpUiV8/fXXenc0aNAg3LhxQ+/62qAuwrBEIsGqVatw8uRJlTyZTIZHjx7B29sbhw4dgrm5OdLS0jB58mQEBQVhyZIl5PBbiJQ38VbeoM+XIEoeucN0FERlS82BbksSWq+1cnBwMGhplkRSPJ7ve/bsgaWlJTw8PFTyjh07hooVK2LOnDncKicrKyts2LABDRs2xKxZs3D27FmNbWdlZSE5OVnpjyAIgiCIokNri8zjx4/Rq1cvveLBJCQk4MGDBzrXMwZr165Fu3bt1OYFBATAx8dHJZ3P5yMkJAQ3btzAd999h9atW6utv2TJEixYoBr0KyoqChUrGh6QTiaTITExERKJBJGRkeXi12t5PObyBH2+BFF6iH4XbVj96GhEyrWPKaXvVkY6+cj8/fffnNOvtvB4PDDGiiWS4a1bt3DlyhUMHTpUbb6lpaXGqL3u7u4AgEuXLmlsf+bMmUpxaZKTk+Hs7AwXFxdYW1sbMPIcZDIZoqKikJiYCFdX13Jx0y+Px1yeoM+XIEoPcfw0g+o7OTnB1dlV6/L6zmroJGQ6dOgAR0dHnTtJTk7GX3/9pXM9Q/nll18AQO20EgAcOnQIAwYMwLRp0zBnzhylPAuLnFgO+SlEoVAIobCEeXIRBEEQhBEoLasPtRYyderUwb///qt3R4W9YikvMpkMf/zxBwCgWrVqasv8/PPPSE1NxZ49e1SEjEIZqnMgJgiCIIiyTmlZfai1kImJiYFUKoWJiX67Gqhb+lyYhIWFISYmBgBQpUoVtWWkUilMTU3VTj3dv38fABAYGFh4gyQIgiCIEkxpWH2o9TKkpKQkzJ8/X++OfvvtN73r6oNiKwNTU1ONjrdt27ZFcHAwJk2apJQul8uxZ88emJub6x03hyAIgiCIwken9dRLlixBSEgIHj16pHNHIpFI5zp5iY7O8aBOSEgooCSQmJgIALC3t9dYZsyYMXjx4gV27drFOTGnpaXhyy+/xMOHD7F161bO6ZcgCIIgiJKHTkKGMYbdu3fD09MTnp6eGD58OC5cuFBYYwMAvHjxAmKxGD4+PhgyZAgAYM2aNahfvz7EYjEWLVqktl7r1q1RqVIlro46LCwscPToUVy9ehW+vr4Qi8UQiURITk7GtWvX0Ldv30I5JoIgCIIgjINOu18nJSUhJSUFycnJ3P/5WTyMgZubG27duqVzvebNmyM+Pr7ActbW1li1apUeIyMIgiAIorjRSshkZGRg1KhR+O6771CzZk2jdDxjxgwEBwejUaNGRmmPIAiCIIjyh1ZTSxYWFpg8eTI6dOiAM2fOGNThmzdvEBQUBEdHRxIxBEEQBEEYhNY+MmKxGDt37sSwYcMwcOBA3LlzR6eOYmJiMH/+fHh7e+PTTz/FV199petYCYIgCIIglNApKIynpycuX76MUaNGQSwWw8vLCx06dICPjw9q164NGxsbWFpaIjs7G6mpqYiKisL9+/dx6tQpXLhwAa6urvjnn3/QvHnzwjoegiAIgiDKETpHt3NwcMD+/fuxb98+/O9//8PKlSvz3UeJMYbKlStj1qxZmDp1qsa9jQiCIAiCIHRFvzC9AHr37o3evXvjv//+w5EjRxAaGoqXL18iPj4eFSpU4HxgOnTogF69epGAIQiCIAjC6OgtZBS0bdsWbdu2NcZYCIIgCIIgdEKngHgEQRAEQRAlCRIyBEEQBEGUWkjIEARBEARRaiEhQxAEQRBEqYWEDEEQBEEQpRYSMgRBEARBlFpIyBAEQRAEUWoxWMhcuHBBbXp0dDTatWuHTp06Yd26dYZ2QxAEQRAEoYLBQmb8+PFq052cnHDq1CkcPXoUpqammDt3rqFdacUPP/yAX3/9FWFhYYiLi4NMJkN8fDwuX76MnTt3qq0THR2NUaNGQSQSQSwWY8SIEYiKiiqS8RIEQRAEoT8GCxnGWIFlRo0ahX///dfQrnD//n106dIFCxYs0Fhmx44dGDZsGBo3bgx7e3uYmJjAzs4On3zyCSpXrqxSPioqCn5+frC1tcXVq1dx9epVODo6QiQS4caNGwaPmSAIgiCIwsNgIZPfhpEAkJWVhd27d+Ply5d6tR8WFoZZs2bhk08+gbe3N44cOZKveGKMoVOnTqhRowZMTU1hbm6Oli1b4tixY+jUqZNK+eHDh8PNzQ3Lli2DUCiEmZkZvv32WzRs2BD9+/dHVlaWXuMmCIIgCKLw0XmvJbFYjMjISCQnJ3NpAoGgwHojRozQtSsAQEJCAszMzBAYGIj09HTcvHkz3/J2dnZaW3/Onz+PEydOYO3atSp5Q4cOxcCBA7F161aMHDlSr7ETBEEQBFG46Cxkbt26BQA4cOAAJk+ejLi4OPj5+Wksb2VlhZYtW+Krr77Sa4AdOnRAhw4dAAAtWrTgXufXn7bs2rULQI44y0vjxo0BADt37iQhQxAEQRAlFL13v+7Vqxdq166NwYMH4/Tp08Yck0ZMTU0LLCMUCrVuLzQ0FABQo0YNlTxXV1cAOVNbcrkcfD6tVCcIgiCIkoZBT2cfHx9MnjzZWGMxmKSkJLx//x6jR49GQEAAvL29UaNGDYwcORKvXr1SKiuTyfDo0SMAgL29vUpbZmZmsLGxQXp6OiIjI4tk/ARBEARB6IbBZoaBAwdqVa4oVgDdu3cPUVFRCA4OxpkzZ3Dnzh0cP34cZ8+eRcOGDXHnzh2ubFJSEiQSCQDNVhxzc3MAQGJiYqGPnSAIgiAI3Smy+RJtBY8h/PDDD5g+fToCAwO5NE9PT+zZswcxMTEIDg6GVCoFAKSnp3NlTEzUz7CZmZkBANLS0tTmZ2VlITk5WemPIAiCIIiiQ28fGQXbtm0rsMz9+/e5aZzCZPny5ahevbpKukgkgpeXF+7evYu//voLvXv35qwtACCVStX63yhEj4WFhdr+lixZojamTVRUFCpWrKjvYXDIZDIkJiZCIpEgMjJSq9VhpZ3yeMzlCfp8CaL0U1jf45SUFL3qGSxkBg8eXGAsGcZYgWWMgZubm8Y8d3d33L17F5cuXULv3r1hbW0NHo8HxhiysrLUCpnMzEwAQKVKldS2OXPmTCUfoeTkZDg7O8PFxQXW1taGHQxyLpaoqCgkJibC1dW1XNz0y+Mxlyfo8yWI0k9hfY/1ndUwWMgAOdsU+Pr6KqVlZmbi8ePH2L17N/r164f+/fsbo6t8GThwII4dO4ZTp07Bx8dHKU9hVVEoPjMzM9SuXRsRERGIjY1FhQoVlMpLJBIkJiZCKBRyK5jyIhQKdVolRRAEQRCEcTFYyFSrVg0//PCDxvxFixZh6tSpapc4G5OEhATs2LEDAHDixAkVIaNQek5OTlxa06ZNERERgZcvX6pYc169egXGGPz9/elXI0EQBEGUUAx29i0oiq65uTmWL1+O5cuXG9pVvsjlcgCAi4sLOnfurJJ///59AFByBO7Xrx8AqI0WHBYWplSGIAiCIIiSh8FCxtvbu8AyFhYWuHr1qqFd5YudnR28vb2xefNmeHp6KuVdu3YNERERCAgIwCeffMKlBwUFoVGjRmp3xd69ezecnZ0xfPjwQh03QRAEQRD6UyTLr2/evInnz58b3E50dDSAnGkkdaxbtw5z587FkydPuLT79+9j4MCB8PT0VBEsfD4fW7duxZMnT7BgwQLOqrNt2zacOHECe/fuVVrdRBAEQRBEyaJQl19nZ2fjwYMH+OWXX/Dpp5/q1f6LFy/Qs2dPyOVyPH78GACwZs0aHDt2DObm5ujTpw9mz54NAGjVqhXWrl2LiRMn4s2bN5BKpeDxeAgJCcHkyZNVHHqBnDgzYWFhmD59Ojw9PWFqaoqaNWviypUrKpYdgiAIgiBKFoW6/JoxBiBns8dVq1bp1b6bmxu3UaU2+Pv748iRIzr1UatWLfz55586jowgCIIgiOLGKMuvJ0+eDC8vL6U0Ho8HKysreHh4kGWDIAiCIIhCwWAh4+rqihUrVhhjLARBEARBEDphsLPvyZMnjTEOguB49O4Ffr3xNw7dPVvcQyEIgiBKOAYLmdq1a3Ov5XI5IiIicPnyZTx8+JDzkSH0p7w91NOzM3D4fihSstIwfu9ipGdnFPeQCIIgiDyUpGeTUZZfJyYmYtKkSahatSrc3d3RokULNGjQAJUqVcLkyZORmppqjG7KHeXxob785K9IzcrZbTw6OQZLT/xSzCMiCIIgclPSnk0GC5m3b9/Cz88Pq1evBo/HQ8OGDdGiRQs0bNgQJiYm+OGHH9C4cWPExsYaY7zlivL2UI+IicLyU79BYchjjGHpyV8QERNVvAMjCIIgOEras8lgIfP111+jatWquHbtGt6/f4+wsDCEhoYiLCwMsbGxuHz5MmxsbDB9+nRjjLfcUN4e6owxjPtzEQCmkj5+72KapiQIgigBlMRnk8FC5ty5czh69CgaNmyoNr9x48Y4evRogXsyER8pjw/1v++cxrGHFyGTy5TSpXIZjj64gH/unimegREEQRAASu6zyWAh4+bmBmtr63zL2NjYFPru12WJ8vZQT8/OwJd/LgKfp/5y5PP4GLtnYbHPwxIEQZRnSuqzyWAh06xZM1y4cCHfMuHh4SpB8WiqST3l8aG+5MTPiE6OgZzJ1ebLmbxEzMMSBEGUV0rys8nggHjffvsthgwZgitXrmDAgAFwcnLi8pKTk7F//37s2bNHacPG7Oxs/Prrr1i2bJmh3Zc5Pj7UGQRQ3fpBzuR4kxSDKQe+w5etBkDO5JAzBrlc/vE1y/NariFd73pyyOUa2iuoXp4+49ISsfXqX5AXYJKUM4YlJ35Gd682aOjsAT6/SPY7JQiCIKDds0nxg/N/XcYV6dh4zMBJrZEjR+LJkyc4f/485HI5bGxsYG1tjYyMDG6lkqOjI4RCIVcnPj4eKSkpkMlkmpotlSQnJ8PGxgZJSUkFTrepIyImCh6LekAqlwIABOChpYUHAOBcxgPIUPZ8Y/KizTHzwIN9hUqwt7KFfQVb2FtV4v63s7L9kP4h/0OetXkFjXuCEUWHTCbDuXPnkJiYiG7dukEgEBT3kAiiTMIYg0QmRYYkExmSrJz/s7OQLsnkXufOS8/OVS7X/+nZmYhJjcexBxfBPtyP87tPmwpMcH/WX6jj4KLzmPV9hhpskfn555+V3icmJiIxMVEpLTo6WqUePVSU0eRERajCwBCTGo+Y1HjgnXZ1TPgmH8SO7QexU4l7n1sIKQSQnZUtKggt6TotBB69e4HD90LBq2mNHqK2xT0cgigyJDIJJyDS1YgJhXD4mJY7PeNjWnZ+AuRjuqbp+sJE8Sz7d8xPRXb/NFjImJqa4sqVKxCLxVrXSUpKQr169Qztukzx8N1zHHt4sbiHUWaRyqV4mxyLt8naxzMyE5jmsvwoLDw5rznLj5IIsoWlmUUhHkXpJ28grfYezeicEcWGVCZVFQmarBS5REeOCFEVEAW1k9dJtiwilctw7OFFPHz3HB6OtYqkT4OFTLdu3XQSMUDOKqb27dsb2nWZon7VmuhYvzlOPb4CqY4Xu4AvAJ/HA5/H//D34TWfrz6dx/uQpyFfY73cdTXk83Wrl5qVjv3hp0rkkvJsmQRvkt7jTdJ7retYmJrnmuayURY6uQVRhUqws7SBfYVKMDcVFtxwGUFdIK2ink8nSi4KYaHddEhu4aBqjVBKz84lQLh2srhpfMJ4mPAFCHRvivpVaxZZnwb7yJR2zp07h0uXLsHX1xfu7u5wdHSETCbDq1evcPToUQwbNgyWlpZatVWUPjKGzEOWNOYcXovFxzdzTmTqjpnP42Fau6H4smV/xKYlIjYtAbGpef5PS0RcWiL3PiY1AVnS7OI8NK2wMrNQ8elR/G9nqd4PyMzEtLiHrTMRMVFosKgnmgvrAsj5fPkCQZm5jssiMrlMi6kMdVMiHwVEeh4xkV87EhkJi8LGTGAKSzNzWJiaw8JUCAuzD/+bCmFpagELM+GH9+bc/5mSLPx4/g9uqqqgZ9ODWX+jtoOzzmMrNh8ZbfH390dYWJhBbdy/fx9Tp05F48aNMW/ePLVlsrKysGnTJuzfvx/x8fEQCAQIDAzExIkTUb16dZXy4eHhGpeCf/bZZxg/frxBY9aFOg4umNF+KPdQ1wSfx8OMwGFl5uY/s/1wbLl8ENHJsYCa4+bz+Khm44A5nUbB0swCNSo5atUuYwzp2Rk5wic1gfs/Lj1J6X1eYVTUN9O07AykxWcgMv6N1nWszSvkmuayUWvxUQgjOysb2FnZwkRQZF93FQoKpHVk9AbyR9ICuVyev3DIa6XIziUclKZDChAgH9ohYVH4mAlMlcSEhan5B6GhLCYsTIXKAoQTIh8ESB5R8rGdj2nmpkII+Po52NtaVtT62aSPiDEEo97ZkpOTkZSUpDJNkJCQgIcPH+rVZlhYGA4cOIDQ0FBcunQJcrkc/v7+asvGxMSgV69eGDJkCI4cOQILCwtERkZi6NCh8PLywqFDh9CiRQulOunp6WjRogUSExPx4sULZGRkwM3NDYMHD8aMGTP0GrMhaPtQn9F+WJGPrbCwNLPA+j6z0fPniRqX9a3vM1tnXwoejwcroSWshJZwrVxNqzqMMaRkpiEuPVGtxUchfOLSEpXeF/Xcd3JmKpIzU/Es7pXWdWwtKqq3/CgcoPNYfipZWut908uLIpBW3s83dyCt7t5tjNJXUSKXy5Epzcp/KkON5UE7q4aqRSNbJinuQy7zmApMlMSCqqjIEQyWKhaNfMSGunY+vDfWd6ywKcnPJoOFjFwux9KlS7F582ZERRl/r4WEhASYmZkhMDAQ6enpuHnzpsayY8aMwddff41evXpxaa6urti1axdcXV3Rv39/PHv2DKamH83yGRkZWL58OZo3b270setDYT3USzrdvdugY/3mOP34qlK6Yr61m1dAkYyDx+PB2qICrC0qoKaddtGoGWNIykhRsfDEpSWptfjEpiYiPj2pyFcUJGakIDEjRes9UXg8Hipb2uRa6aXe4pN7ysvWoqJKjB+lQFoaboBj9yxEoHtTg69rhbDQbzokt0/GB6tGAUtUS8PUZWnHhG+iRiB8FAKWpuYqYiKnvIWqAMlrpTDLLUAsYG5iVqyWy5JMSX42GfyJTZkyBT/88APq16+P4OBgtf4k7969w7Fjx/Rqv0OHDujQoQMAoEWLFtzrvGRlZeHgwYMYPny4Sl6VKlXg7u6O27dvIzQ0FO3atePyUlNTUbVqVb3GVliUlId6UcLj8bCuz2w0WNRTNT14domeduDxeLC1tIatpbXW030yuQyJGSlKPj3qLD+5p8Li05MK+UiUYR8CFsalJWpdh8/j5xI9OQLnRfxrvP7gMJ1fkMe+W6agQ/3mKhaMgqdQPqZnSrKMdfiEBgR8wQfxUNDURz5WCrMPAkRNO3ktFyQsSg4l9dlk8BWyfft2rFmzBuPG5b/yoE6dOoZ2pWRJyUtSUhJkMhk6d+6M4cOHY/PmzWrLxcTEKL2Pi4srcUKmND/UDaGOgwumtRuMCxcugLGc4y2O+daiQMAXwO6DpaNeFe3qSGVSJKQnq1h48k5z5RZESRkphXsgeZAzuc4xfoCc2ECH74Xi8L3QwhtcGUXAF+RjjVCeytBuOkTZSqGUZiaEqaD0OZoTxqGkPpsMFjJ2dnYFihgA+OabbwztKl+qVKkCDw8PPHjwADdu3FDKS0pKwr179wAAHh4eSnkpKSlYt24dTp48ibS0NLx48QIeHh6YOnUqOnfuXKhjzo/y9FDPzbTAofjs2i2kZKahmk2VMuULZCgmAhM4VKwMh4qVta4jkUkQl5b0wfKjfpor74qvlA/Lown94PP46i0PGqdD8hEO6qwUZsoChIQFUZSUxGeTwUKmQYMGkEqlMDHJv6muXbsa2lWBHDlyBFu2bMGnn36qlL5161ZIpVK0adMGIpGIS5fJZHj06BG8vb1x6NAhmJubIy0tDZMnT0ZQUBCWLFmSr8NvVlYWsrI+mrKTk5ONejzl8aFuaWaBLp6tcPheKNb0HlXmfIGKGlOBKRyt7eFoba91nSxJ9gdn5/wdnD8Ko8QSvYkpj8fLEQMq0xg6rhAxy7tEVb3vhanApMxaTQkCKHnPJoOFzMiRIzF79uwCN4Ds0KGDiqXE2Li5uWHBggVKaQkJCVi4cCGsrKywZs0apbxjx46hYsWKmDNnDpdmZWWFDRs24Nq1a5g1axaaNWuG1q1bq+1vyZIlKv0BQFRUFCpWrGjw8chkMgS4+eHMs2uY0+pTxERrH5ittCKTyVBVaItB3p3hXdENkZGRxT2kcosNzGEjdERtoSNgl3/ZDEkmEjJSkJCZgoSMZMRnJCE+PQm/3vgbL5PecXu0FISteQWIHd1zloqaCGFuYgZz0w//K95zrxX5ynkWJuYwNzGD8EM5s8ISFgxANoBsObKRjmykI9H4vRBEiaOwnk0pKfpNhWstZEJD1c9dm5ub4969e2jRogWGDBmCWrVqqVhn4uLiEBERodcADUEul2Pw4MFISkrCvn374OXlpZQfEBAAHx8flXp8Ph8hISG4ceMGvvvuO41CZubMmZg8eTL3Pjk5Gc7OznBxcdErIF5eZDIZGtZsgFqVqqNbm/KxwZ5MJkNUVBQSExPh6upaLo65LPPZJz2Ugjzmh6nABNem7inz06cEUdoprGeTvrMaWguZgIAAjb9qFHFjLl++rNcgCovp06fj1KlTOHjwoFp/F0tLS41Re93d3QEAly5d0ti+UChU2tWbIAhldA3ySCKGIAhd0WlqqUePHko+JtoSHR2tcRVRYbFhwwbs2LEDZ8+ehZ+fn9oyhw4dwoABAzBt2jSl6SUAsLDI8c3Q19RFEEQOJTmQFkEQpR+thYyrqyv279+vd0eapqYKg7///hs//fQTLl++DBeXj3E9rl69iufPn6Nfv34AgJ9//hmpqanYs2ePipBRmLicnJyKbNwEURYpyYG0CIIo/fALLpLD6NGjDero999/N6i+tty4cQOrV6/GmTNnlEQMAPz11194//6jU5JUKoWpqSmGDh2q0s79+/cBAIGBgYU7YIIoBygCaeUNx27CF6CTR4syGeSRIIiiQWsho2ljxfnz5+Orr74qsL6m6R1j8urVKwQHB2Pjxo2oVKmSUl5KSgp27twJO7uPyy/atm2L4OBgTJo0SamsXC7Hnj17YG5ujqlTpxb6uAmirKMIpIU8FpniDqRFEETpR2sho4k1a9ZAKi14RcK2bdvQs2dPjB8/Hm/fvtWrr+joaAA5S6rzkpqaiq5du+L58+eoW7cuKleujFq1asHT0xNeXl6oUaMGXrx4oSRkxowZgxcvXmDXrl2cw3JaWhq+/PJLPHz4EFu3buWcfgmCMAxFIC2FZikJgbQIgij9GCxkgoOD0aVLF/Tu3RteXl7o378/nj59qlTmjz/+wODBg3H9+nUAQFBQENLStIse+uLFC4jFYvj4+GDIkCEAcsRT/fr1IRaLsWjRIgDAnDlzcPv2ba5eQkICnj9/jgcPHuDevXucz0vlyh+jolpYWODo0aO4evUqfH19IRaLIRKJkJycjGvXrqFv3776nxiCIFSYFjgUFYRWAFAiAmkRBFH6MTgg3rBhw9C8eXPOonH//n1cuHABd+/ehY2NDQBg165d4PF42LRpEzp37oxffvkFa9euzTdqrgI3NzfcunWrwHKrVq3CqlWrdB6/tbW1XvUIgtAditxMEISxMdgi89tvv8Hf3x///vsv7t+/jwMHDqBy5cpYuXIlV0YRnbV58+YAgJCQEBw9etTQrgmCKIW4V3XD0Ibd0dVLfaBJgiAIXTDYInP+/HmcO3cOtra2AID69eujYcOG6N69O/73v/8BALcfkSLarYWFBZKSkgztmiAIgiCIco7BFhmBQMCJGAXOzs5ITU3l3iumnbKzs7k0uVxuaNcEQRAEQZRzDBYyPB4PV65cUUr7448/1FpcXrx4wb2miLkEQRAEQRiKwVNL/fr1Q5s2bdC3b184OTnhwYMHOHz4MKpVq4akpCRYW1sjJiYGVapUwf79+zFz5kyEhobC3t7eGOMnCIIgCKIcY7CQmTRpEv766y9s27aNS5s5cybatm2LgIAA2NraIj4+HqtWrcL58+fRtWtXXLt2DdOmTTO0a4IgCIIgyjkGCxmhUIhz585h3759iIyMRNOmTdGqVSsAwK+//opTp05h+vTp6NSpE7p164bPP/8cn376qVbRgAmCIAiCIPLDYCEDACYmJtxGjLnx9fWFr68v975WrVo4f/68MbokCIIgCIIw3NlXWw4dOlRUXREEQRAEUU4oMiGTd2NGgiAIgiAIQzF4akkR9C4/7t+/j2fPnhnaFUEQBEEQhBIGC5n58+eDx+NxQe/yosjjKba8JQiCIAiCMBJGcfZduXKlklMvAGRmZuLx48fYsmULOnfujIkTJxqjK4IgCIIgCA6DhYybm5vGpdQdO3bE+PHjMXfuXMTHx6NKlSqGdkcQBEEQBMFhsLPvtWvXCiwzb948rFq1ytCuCIIgCIIglDBYyFSuXLnAMgKBAGFhYYZ2pTXHjh1Dx44dIRKJ0KxZM6xatQpSqVRj+ejoaIwaNQoikQhisRgjRoxAVFRUkY2XIAiCIAj9KJLl18eOHUNMTIzB7dy/fx9dunTBggULNJbZtGkTQkJCMGPGDNy+fRt79uzBzp07ERQUhKysLJXyUVFR8PPzg62tLa5evYqrV6/C0dERIpEIN27cMHjMBEEQBEEUHoW6/Do7OxsPHjzAP//8g/Hjx+vVflhYGA4cOIDQ0FBcunQJcrkc/v7+ass+f/4c48ePx5o1a9CmTRsAgLOzM/bs2YO6deti0aJFKuMdPnw43NzcsGzZMi7t22+/xcWLF9G/f3/cuXMHQqFQr7ETBEEQBFG4FPrya4FAgP79+2Px4sV6tZ+QkAAzMzMEBgYiPT0dN2/e1Fh20aJFkEgkGDBggFJ6zZo10aZNG6xYsQJff/01bGxsAADnz5/HiRMnsHbtWpW2hg4dioEDB2Lr1q0YOXKkXmMnCIIgCKJwMcry6zVr1sDLy0spjcfjwcrKCvXq1UPFihX1brtDhw7o0KEDAKBFixbc67xIJBLs27cPtWrVgrW1tUp+48aNcfLkSRw4cACDBw8GAOzatQsAIBaL1ZYHgJ07d5KQIQiCIIgSisFCpk6dOvjyyy+NMZYCMTU11ZgXHh6OxMREiEQitfmurq4AgMuXL3NCJjQ0FABQo0YNjeXDwsIgl8vB5xfZbg4EQRAEQWiJwU/n8PBwY4zDYO7fvw8AsLe3V5uviGHz4MEDAIBMJsOjR4801jEzM4ONjQ3S09MRGRlZGEMmCIIgCMJADLbImJubAwCkUikOHTqEy5cvIzExEfb29vD390dQUFC+lhRjoVgVpckxVzHOxMREAEBSUhIkEkmBdZKSkrg6ecnKylJaCZWcnKzP0AmCIAiC0BOj+MiEhYWhf//+ePHihZLTL4/Hg6urK3bt2oUmTZoYoyuNpKenAwBMTNQfkpmZGQAgLS1NqbwudfKyZMkStUvBo6KiDPILUiCTyZCYmAiJRILIyEgIBAKD2yzplMdjLk/Q50sQpZ/C+h6npKToVc9gIRMREYH27dujevXqmDJlCtzc3CAUCpGamorHjx/jn3/+QefOnXH9+nXUrFnT0O40ktsypA5FuoWFhVJ5RZ46q1HeOnmZOXMmJk+ezL1PTk6Gs7MzXFxc1Doc64pMJkNUVBQSExPh6upaLm765fGYyxP0+RJE6aewvsf6zmoYLGTmzZuHMWPGYMmSJWrzf/jhB4wfPx4LFy7EL7/8Ymh3GrG1tQUAtUHvgJxNLAGgUqVKAABra2tu2XhWVpZaIZO3Tl6EQiHFmCEIgiCIYsRgZ9+bN2/mGyPGxMQEa9eu1WpPJkPw8PAAAMTGxqrNV/jQuLu7A8iZNqpdu7bGOhKJBImJiRAKhdwKJqLokCTFFfcQCIIgiFKAwULGzMwMPB4v3zKafFCMiVgshlAoxMuXL9XmK/ZOatq0KZemeK2uzqtXr8AYg7+/f7Gbv8vTQz07NQkvTx/A2xM7cGnBEGSnJhX3kIhCoDxd0wRBFC5GETLnzp3Lt0xoaGihiwErKyt07doVz58/V7vKKCwsDEKhED169ODS+vXrBwBqowUrNrlUlCkOyttDPSb8Iv4d1AhJz+4BAF6e/BNHBogQE36xmEdGGIvydk0TRFmmpPwgMVjIjB8/HkFBQVi4cCHu3LmDjIwMADmrgsLDw/Htt9+ia9eumDBhgsGDLYhvvvkGfD4fu3fvVkqPjY3Ff//9h/HjxyvFjAkKCkKjRo2wc+dOlbZ2794NZ2dnDB8+vNDHrY7y9FCXS6W4s3kBTo5sjazYaDAmBwAwuQyZsdE4OSoAd37+H+T57GBOlHzK0zVNEGWZkvaDxGAhM2jQIIwcORJz586FWCxGhQoVIBAIULFiRfj6+mL+/PkYOnQoF03XEKKjowHk7L+kDrFYjIULF2L27NmcT05aWhqGDh0Kf39/LFy4UKk8n8/H1q1b8eTJEyxYsAByec4DdNu2bThx4gT27t2rtLqpKChvD/XUN89xcmQr3P1lIcAYmFymlM/kMkAux93N3+LkyFZIffOieAZK6E15u6YJoixTEn+Q8Jim3R515NixY1i3bh2uXr2KhIQE2NraokmTJvjyyy/RqVMnvdt98eIFevbsCblcjsePH3Orktzd3WFubo4+ffpg9uzZSnX27NmDFStWIDs7GzKZDD169MDcuXM1rjB69uwZpk+fjjt37sDU1BQ1a9bE0qVL4enpqdNYk5OTYWNjg6SkJL2WX6e+eY6L33yGuPthOQ91Hh9xdT4BANhFnAfvwwMA4MGugT+aL9yJCtXcdO6npPDi6E5cXToG8uwsMFnOQ0zzMQM8gQn4ZkI0nvkT3DoOUNsmUbIob9c0QZRV5FIp7m1ZlPOjk2+C2FrNAOR8j/k8HhgYvIZ9gwaDZ4Gvp1+svs9QowkZwjAho+tDHTweeAITODZuB2uXemAM+PBPTlDCD3+MyT/8z1TymVyuWh65XqvLV7Qhl2vo72OfKu3lGpMkLQWJj2+pnId8jzkXldx9YWpVEQAv51zwcv4Hjwcecr3m8QDkyf+QplRPizI8Hr+AfDXtahhPzmtoLpNnTFq3re5YtGmbx9e93QLOY8ztC3j618+QSyXAB2tnvkKVLwDPxBT1B0yEY+NA8Pj8j+edz/84zlzpPD4/p0++8mvw+TnHkCddXVsa29XQd0GLGwiirFFUP0iKTcgcPXoUc+bMQYUKFfD777+r3YCxvKDvhxD/6CaOfe6vkq7tQ70sUR6PuTxRZj5fXi5h9OH1RzGoWRTlK85yCzJFW7n74Oqj4LZyldd1jNoLPX6Ods3Th+p4tRCjKu3yNLer5jjUt8vTqi217eZzHAUK5TxtFXhMJVwoF6XlXN9nqMHrogcPHoz3798DyFnpU56FjL5UqiuCZVVnpL9Tv3ScIIgSBmNgMhkYZAWXJQhdUQggddZGbcVZfkJZneWSa/ej9VmWlYHEJ7ptDM1kUsgypLg0dxBsanqgUj2x8c9PHgwWMlWqVMG+ffuQnJyMzp07ayz333//oW3btoZ2Vybh8fmo3X0o7v6yUMXZlSAIgihnfBDKAMBK6SPBsqozbOuKiqQvg4XMhAkTsH79emzevDnfclOmTMGNGzcM7a7M4hY0CHc2q25AWRA12gbDzKqiks+Cwgyq3tfhgzk4Tz5XR41fRsHtqfpWaGyP91Htg8fDw52rkPrq6Qd/mwLg8VChRm3UH/CVkr+Osv+NappaXx3k8gPS4Muj5E+kVbtQ7zekTdu50+TyAutoHJMmnyYdxqP53MqBD8eoTbvy7Cykvn6q8zVtZm0HnoD/4bORfzwnCn+vPK+5MuTuRxAlAh6fj9o9hhXZNJnBQmb48OGoVasW+vXrh7p166JTp05o0aIFKlSowJWRSqUatw4gcqhQzQ0Ovi0Re/vCByfb/OHx+bAXfYKWS3YXWLYkY2JuicsLhmhXmDF4Df0GNYMGFu6gCKNxcnQbna/pwJ/+06svZWEo/yhSFa8VAjEfUaRWIKkpk7ttpXYVDvJ5XxfYbq62co1f6VjUtKv1MeVtK/d5yf1aXbtypnwc+Y1RTbsqfWs6P1q1lWtBQX7nnWl5vDqMkYSy9jC5HDWDBhVZfwYLmbFjxwIAXFxccPv2baxfvx4ymQyVK1dGxYoVAQBJSUlqo+0SytTuPhQxN/OPkqyAyeWo3X1oIY+o8HFu8ynClo6FLCujwLICoQWc2/QqglERxqIor2nO4gcAoF21CeNSoFDWIIo0ly/Y2vhx1akOYjQ/oZxHTBco+j6IxYc7vkfq62daiTnFDxIrp6Lbo9BgIfPTTz+pTY+Li0Nc3MfwxSXNE7skUh4f6iYWVnBp3xcv/t3BecSrgycwgUuHfjCxsCrC0RGGUh6vaaJsUp6Fsi6W8+L4kW1wZF9LS0vcuHEDMpkMcrlc7V9CQgIcHByMMd4yjeKhzhPkry/L2kO9Vtcv8hUxAMBkUtTq8kURjYgwFuX1miaIsoRzm08hEFpoVbY4fpAYbJGpU6cOxGJxvmVsbGzg5ORkaFflglpdv8DzQ1vzLVPWHuoO4pbouPUqAEAmk+PagydISUlBm5nLIRB81NqV3H2La4iEAZTHa5ogyhIl3XJucEC8mJgYrawtmZmZRb5vUVFj6BYFQM48bMKjmwDyPNQbN1R5qJfF6TqZTIZz584hMTER3bp1K/Rd04nCp7xf0wRRFnh/MxSnRueEUMkvIF67n06jim9LvfootoB42k4Z9e/fHwcPHjS0uzIPj8dD5foNAeQ81C1iUpFlYoHK9X3poU6USuiaJojST0m2nBssZLQhKSkJ585pt3KBIAiCIIiSRUn+QWIUIbNz505s2rQJ4eHhSEpKMkaTpRLFLF1ycrJR2pPJZEhLS0N6ejqSk5OL/WIpCsrjMZcn6PMliNJPYX2PFc9OXT1eDBYyS5YswezZs2Fra4u6devC0tJSpUxMTAwePHhgaFclnpSUFACAs7NzMY+EIAiCIEonKSkpsLGx0bq8wc6+NWrUQP/+/bFo0SIIhUK1ZRhjcHV1RVRUlCFdlXjkcjnevHmDihUrGs1pMTk5Gc7Oznj58qXeDsSljfJ4zOUJ+nwJovRTGN9jxhhSUlJQrVo18PnaR4cx2CJjZmaG7777Lt8yPB4Po0ePNrSrEg+fzy+03b+tra3L3U2/PB5zeYI+X4Io/Rj7e6yLJUaBwQHxfHx8tCo3a9YsQ7siCIIgCIJQwmAh069fP6xZs6bAco0bNza0K4IgCIIgCCW0nlrS5N/SokULfPnll7h8+TKGDBmC2rVrw8REudnY2Fg8ffrUsJGWU4RCIebNm6fR/6gsUh6PuTxBny9BlH5K0vdYa2dfPp+frwMrY6xAB1eZTKbb6AiCIAiCIPJBJ2ffhg0bwsvLS+dOoqOjceLECZ3rEQRBEARB5IfWQsbJyQlXrlzRaUlUburWratXPYIgCIIgCE1orUqCg4P1FjEA8P333+tdlyAIgiAIQh1a+8hkZWUhJSUFqamp3P+pqalwc3Mja0sJ4P3791i2bBn+++8/SCQSVKpUCb1798bYsWNhZmZW3MMrkB9++AHW1tbw9vZGrVq1YGtri6SkJDx+/BjPnj1DSEiI2npxcXH47rvv8O+//8LExASurq6YNWsW/P7f3n2HRXGtfwD/Lh0EkQ42QJoIsmtELFHBXoKALTE2TOxEjLkx1mv9YUnu1VhSNNGYplGvRNSoaETQqwZLDBpRoyKoKAoCUqSssO/vD+5OWHeBXdgF0ffzPPs8euacmXdmZ5l3Zs6c6dixntfg1ZKZmYkNGzbA398f3t7eaNmyJYyMjPDo0SP89ttv8PT0hFgsbugwGWO1dOTIEaxduxYPHz6EmZkZ3nzzTURGRio9zPNCIDXp6ekJH319ferQoQO99957lJiYqO4sGBElJyfT4MGDaenSpVXWKSkpoQ0bNlBQUBD5+flRhw4d6KOPPqL09HSV9VNSUsjd3Z2+++47Ki0tJSKiGzduUFBQEHXr1o2Ki4t1si7VuXnzJkVGRlJAQAB5e3tT7969acuWLVRWVqayvr+/PwFQ+ujr69Phw4dVtvn999/J0dGRZs2aRU+ePCEiojlz5pCenh4dOnRIZ+vGiK5cuaLy+wJAnp6eVFhYqLJdYWEhLVmyhNq1a1fjMuLj42nUqFHk7+9Pbdu2peHDh9Ovv/6q7VVh7JWizjFo8+bNZG1tTcePHyciort375K/vz/169ePSkpKVLap6++1rKyMAgICKD4+XqP1ISJSO5ERiUQkEolo4sSJlJKSovGCXmXnzp2j+fPn0+uvv056enoEgJYsWaKybmZmJr3++uu0ZcsWKioqIiKitLQ06t27NzVr1oxOnTql1KZnz54qd8pHjx6RiYkJrVmzRqvrU5Po6Gjq27cvnTt3jsrLy6msrIx++eUXsrKyop49ewrrVVnHjh1p4MCB1LJlSzI0NCQTExPq0aMHHTt2TOUyMjIyyMHBgd59912F8rFjxxIA6t69u07WjVU4d+4ceXt7U0BAADVr1oxEIhHZ2dnRxIkT6eHDhwp1nzx5Qv/6179o5MiR1KxZMwJAzs7O1c5/zpw59O6771JaWhoRERUXF9Mnn3xCAOijjz7S1Wox9lLS5Bh0+/ZtMjIyok2bNimV6+vr06JFi5TaaOP3unr1agKg+0Tmk08+0XgBcleuXKl128buyJEjtGTJElqyZAl16NCh2p1o+PDh9PPPPyuVy5OSli1bklQqFcrT0tIIAP3yyy8q5yeRSCg4OFgr66GOR48ekZubGxUUFChNW79+PQGgOXPmKE3r37+/RssZM2YM6evrK12lat++PQGgrl27ahY408iJEydoxYoVatV99OiRsP9PmDChxkTmwIEDFBISonLa0KFDCQBfcWNMA5ocgyZOnEgikYjy8vKUpvXt25dMTEyEK+BE2vm9Xrt2jUxMTGqdyKjde9fKygoffvhhrW9hjRs3rtZtG7v+/ftj6dKlWLp0KT7++OMq65WWliImJgampqZK0+zt7eHl5YX09HScPHlSKM/IyAAAXL16VeU8iQjNmjWr2wpoYP/+/TA1NUVxcbHStJ49ewIAduzYoTStSZMmai/j7t27+Omnn/D666+jRYsWCtM+/fRTjBw5Uq3RplntFRYWwsHBQa269vb2wv6/bds2NG/evNr6O3fuhJWVFUpKSpSmVbcPMcZUU/cY9OzZM0RHR6NNmzYq358UEBCAkpIS7N27Vyir6+9VJpNh6tSptRraRU7tRMbOzq5OTy09e/as1m1fJoaGhlVOy8vLQ3l5OQYNGoTJkydXWS8rK0v4d+vWrQEAK1euREJCgkK91NRUJCcnY8KECXWKWRM5OTm4cuUKWrZsifj4eJV1Kscvp8nokPv374dMJhN+JJX16dMHu3fvhr+/v/pBM41lZ2erncg8r7rfAFCxD3333XdwdXXF48ePVdZRtQ8xxmpW3e/v8uXLePLkSZUvP3Z2dgYAJCYmCmV1/b2uWbMGvXv3ho+Pjzrhq6R29+MbN25g6NChsLKy0nghubm5uHbtmsbtXjX29vbw9vbGtWvXcPHiRYVpeXl5SE5OBgB4e3sL5c2bN8fAgQMRGxuLXr16oV+/fpg2bRpcXV0xZswYrFixAn369Km3dZAnF1KpFFeuXEGvXr2EaWfOnFGKH6hYt8zMTEybNg3Xr19HdnY2cnNzMXjwYCxevFjpR3Xo0CEAgJeXly5XhVUjJycHly5dwubNm1FQUICUlBTY2Nhg4sSJiIiIgL6+fq3nHRgYiMOHD+Phw4fIyMiAra2tMK2qfYgxVnfyK/uVf3OV2dvbA4DC8bwuv9e//voLe/bswalTp6o9ea+JRs9R7d+/H6Te09oCkUik1usLWIVDhw5h27ZtGDZsmEL5d999h7KyMvTq1UvpsdZt27ahV69euH79On799VdhFOUJEybgH//4R73FDgBdunTBvn37kJycjIkTJypM27p1KwDggw8+UChPTk7G3bt3MX/+fPTt2xdAxQ9q6NCheO211xAXF4f27dsL9eXv7bK2tkZKSgo+/vhjXLp0CVlZWejUqRMWLlyo9lvZWe0kJyejoKAAX3/9NRwdHSGTybBlyxZERETg6NGj2Lt3b60f05w9ezbMzMxgbm6u8L1nZmbiwIEDMDQ0xIwZM7S1Koyx/5FfOanqCrmJiQkA4MmTJ0JZbX+vMpkMU6ZMwZdfflnjVdqaaPSXpn///nB0dNR4Ifn5+di3b5/G7V5FLi4uWLZsmUJZbm4uoqKi0KRJE5V9PxwdHZGYmIh+/frh/PnzQvm3336LpKQk/PLLL0p9SXQpJCQEISEhCmXbt2/HxYsXERQUhLFjxypMW7duHebOnSskMQDQrl077N69GxKJBCNGjEBycrJwYHz06BGAisubX331FTZu3IhWrVrh+vXrGDlyJDp37oyDBw+id+/eOl7TV1NhYSF+/PFHZGVlCX2b9PT0MGXKFFy7dg3r1q3DypUrsXjx4lrNX19fH5GRkUrlCxcuRElJCRYvXgw3N7c6rQNjTFlRUREAVHkSIh+T7OnTp0JZbX+vn376Kbp3747XXnut7oGr2yvYw8ND457ElakzbsSrID4+vtoe488rLy+nkJAQMjIyogMHDqisExcXRy4uLhQSEkJxcXH0wQcfkKWlpTCuR69evbS4Bpq7efMmNWvWjHx9fSk7O1tpempqqsKTWJX5+voSANqzZ49QZmRkRADI0tKScnJyFOpfvnyZACg93cW066+//lJZfuHCBQJAzZo1o2fPnqms4+zsXOPj18/7z3/+QwBozJgxJJPJNA2XMfY/1R2D/vWvfxEAGj16tMq2R44cIQDk6+tb7TJq+r3euHGDOnbsqDAmTXh4uO6fWsrKykJZWVmtE6bGMLrsi2ju3LmIi4tDTEwMgoODlaZfunQJgwYNQlhYGPbt24fevXtj7dq1uHfvHpYsWQJDQ0PEx8c3WB+lnJwcBAcHw9PTE/Hx8bC2tlaq4+LiUuWlRXk/mN9++00ok9+DHTFihFKfrfbt26NVq1ZIT09XaMO0y9PTU2W5/Pt68uQJrl+/rpVlnT9/HuHh4Zg8eTK+//57vk3NmI7In3AtLS1VOV3+ZFJ1fWVr+r3KZDJMmjQJn3/+uUYPeVRH7UQmLy8PS5curfWCvv3221q3fVV9+eWX2L59O06cOIFBgwaprLN69WqYmJhgxYoVCuUWFhZYunQp1qxZAwANksiUlpYiLCwM3t7eiI+Pr7ID2dixY2FnZ4fLly8rTZM/il5QUCCUyTv/VnV7QT49PT29TvEz1e7evYuWLVtiwIABSn3mKg8dUPk7q63U1FSEhIRgwYIF+Oqrr+r05CRjrHryTrk1PX1U1YMW6vxeN2zYgICAAHTu3FlLUWuQyADAqlWrMHr0aPz1118aL4jfu6KZ/fv3Y9OmTUhMTFR4b9C5c+ewa9cu4f+XL1+Gl5cXzMzMVM7n7bff1nmsqhARxo0bhw4dOiA6OlohvlWrVgk/lNzcXGzfvh2PHz8WOilXlp+fD6Di7ety8iehysvLVS5bKpUCqP6sgdXezz//jPv37+Po0aPIyclRmCb/vgDF76w2cnJyEBoaijVr1mDhwoUK0+q7EztjrwKJRAJjY2Pcu3dP5fS7d+8CqHio43nq/l5PnjyJw4cPQyKRKHz2798PAJg0aRIkEgkmTZqkdtwaJTJEhJ07d6Jdu3Zo164dJk2ahNOnT2syC6aGixcvYv369UhISBDGiZHbt28fMjMzhf+bm5srHUwqk18K1EqHKg3Mnz8fEokE69evV8rKK19SlMlkACrGw1F11Un+OGDljsBDhw4FAKSlpalc9r1792BgYICAgIA6rwdTJr/FPHz4cNjY2ChMk39fbm5ucHFxqfUypFIpxowZg7Vr1yq9MPTmzZs4ceJErefNGFOtSZMmCA4ORmpqqsKTSXLnz5+HsbExQkNDFco1+b3+/PPPuHLlCpKSkhQ+8gdEtmzZgqSkJGzZskXtuNVOZEpLS5GZmYmUlBRcvHgRX331FYYNG1bl7QJWO+np6RgxYgQ2b96sdEWhoKAAO3bsUDh4jBgxQhj4TpXdu3djyJAhdTqoaOqbb75BUlIS5syZozTtwIEDyMzMhIWFBQDAxsYG7du3x9dff4127dop1L1w4QJu3bqFoKAgdO/eXSjv3Lkz3njjDezdu1eh9zwAnDp1CpmZmZgwYYLSQZZpR+/evdG8eXPs2bNHadpPP/0EAFi0aFGdljFp0iS8/vrrCgms3KZNm/i7ZUxH/vnPf0JPTw87d+5UKH/8+DGOHz+OyMhIpeN+g/9eNe4ezOpkx44dBIBmzpypNK2goIDEYrHwtJGVlRW5urqSt7c3+fj4UNOmTQkAxcbGCm1KS0upT58+5OvrS7///rtQLpVK6bPPPiM/Pz/KyMiol3UjqniCytDQkACQgYEBOTk5kYeHB7Vr1448PDxIX1+fHB0dFdqcOHGCOnfuTDdu3BDKkpOTycvLi9q1a0cPHjxQWs79+/fJzc2NxowZQ0+fPiUiogcPHtBrr71G/v7+lJ+fr9sVfcVNmzaNZs+eLbwAtLy8nL7++mvS19enWbNmVdmuqKiILC0tycbGpsqnmpYvXy78BuTvF/Py8iIfHx9q3bo1AaBRo0bpZL0Ye9lVdwySW7VqFVlbW9P58+eJqOKt9UOGDKHu3bsrvf1aW7/XQYMGEQDavXu3xuvEiUw9SE1NJbFYTO3btydjY2PhS/fy8iKxWExRUVFERDRr1ixhWnWfc+fOKcz/2bNntH79eurUqRO5uLiQr68vtW/fnubPn6/yxV+6JH+7cXUfVY/inzt3jgYNGkRisZh8fHzI19eXli1bpvLlk3KPHj2imTNnkq+vL0kkEvLx8aGlS5cKiQ3THZlMRhs2bCB/f38Si8Xk5uZG/fr1o3379qmsP27cOBKLxeTg4CDsB3Z2diQWiykgIECo98cff5BIJKpxH4qIiKivVWWs0VP3GFTZrl27yN/fn/z8/MjHx4cWLFiglMRo4/c6fPhwcnd3F+rq6+uTr68vXb58We31ExFpOFQvY4wxxtgLgp9lZIwxxlijxYkMY4wxxhotTmQYY4wx1mhxIsMYY4yxRosTGcYYY4w1WpzIMMYYY6zR4kSGMcYYY40WJzKMMcYYa7Q4kWGsDq5evQqJRAI3NzeIRCLh4+HhAYlEUqs3xTcGffr0qfLN6nv37sXgwYPh5uaG9u3bo23btggPD8fZs2frOcrGYfz48RCLxTAxMRH2Hzs7O0gkEixfvryhw9O6rl27wtLSEiKRqF7fAcdeYmqPAcwYq1ZISAgBoCFDhjR0KDpVWFhIRkZGtG3bNoXy/Px8Cg4OJltbW9q9ezeVlZURUcV7vz7//HMyMTGhyMjIKt+x9KrbvXu3MEz7kydPGjocncrIyCBjY2NydnZu6FDYS4CvyDCmJfK3lVtbWzdwJLUXGhqKtLS0auscP34cUqkUAwYMEMqKiorQo0cPHD16FEeOHMHIkSOhr68PADA0NERERAR27NiBjRs3IjQ0FKTlN6NIJBKtzq8uahuLnZ2d8G9LS0stRdNwqtuXHB0d4ejoWL8BsZcWJzKMMUFqamqNdWJjYyEWi+Hk5CSUzZ49G5cuXcLUqVPx2muvqWw3dOhQ9OrVC4cOHcLatWu1FnNOTg6ePHmitfnVxYsUS0NTZ19iTBs4kWGMAQD++OMPXLlypcZ6R44cwcCBA4X/37hxA19++SUAYOzYsdW2nTJlCgBg8eLFKCgoqEO0f/vuu++0Mh9teJFiaUjq7kuMaQMnMowxpKWlYeLEiTXe8rl16xZSUlIUbiv98MMPAAAjIyN07Nix2vbdunUDUHErKjo6uo5RAwkJCYiKiqrzfLThRYqlIam7LzGmLZzIMKZjZ8+ehbu7u/BEypUrV5CUlITx48eja9eusLCwwODBg5Genq7Q7v3334eZmRlEIhH69u0LIsLq1asRFBSE1q1bIzg4WOGpqOLiYnh4eAjLWbp0qTAtOzsbrq6uKqcdO3YMw4YNE/ozDB48GBKJBBKJBLt27VKI6fDhwzA3N0f37t2FsqNHjwIAXF1dhX4xVWnVqhUMDQ0BVFzZAYCTJ0+iRYsWQmwJCQkKy7O3t1c57ZNPPsGsWbNQUFCABw8eCDFLJBKkpKQAADp37gx9fX2IRCJERUUhLy8PU6dORbdu3dCqVStEREQgPz9fmKcuY9GlxMREDBgwAG3btoWXlxfCwsKUroj069cPpqamEIlEmD17Np4+fYoFCxZg0KBBsLOzg7e3N/bs2aNy/iUlJVi9ejUkEgn8/Pzg4+ODadOmITExEZMnT4aVlRUWL16s0b5Ued4rVqzAwIEDYWtrC19fX+zfv1+r24e95Bq2rzFjL4/w8HACQOHh4SqnR0REEACKjIyk6dOnU3FxMRERJSYmkpmZGXXu3FmpzYMHD8jIyIicnZ3p/fffp927dxMRUXFxMYWFhZGNjQ3dunVLoc3GjRsJAC1ZskRpfmvXrq1ymjz+1NTUKtdx8ODBFBISolDm5OREACggIKDKdpU5ODgQAHr99dcVykeMGEEAKD4+XqG8vLycwsLCVE4jInJ2dq726Zfo6GgCQKNGjaIhQ4ZQcnIyERHdu3eP3N3dqVOnTiSVSusllurEx8cLTy1pIiYmhgwNDWnDhg1ERCSTyWjBggXUtGlTunjxokLdc+fOEQDq1asXDR8+nK5fv05ERAUFBRQYGEj6+vr0559/KrSRSqXUpUsXMjY2ptOnTxMRUXZ2NgUEBBAA+uWXX2j69OkUGRkptFFnX3J2diY7Ozvq27cvHT9+XIijZ8+eZGRkRCkpKRptB/bq4isyjNUTf39/AEB0dDQ+/fRTmJiYAKi4avDWW2/h7NmzuHz5skIbJycnODo64t69e3j27BlGjhwJADAxMcGmTZuQl5eHf/zjHwptfH19q4yhQ4cOtY6/tLQUCQkJCv1jACArKwsAYGxsrNZ8jIyMAACZmZkK5T4+Pirr6+npQSwWaxquQL7Ou3fvxrhx49CuXTsAQMuWLbF69WqcP38en332Wb3Eom05OTkIDw9Hnz59EBkZCQDC1Sc3NzdMnz5dob58H4yPj8eECRPg5eUFADA3N8fy5ctRXl6Ob775RqFNdHQ0EhMTMXLkSOHWoLW1NZYtWwYA2LJlC7744gts2LBB4/izsrIwfPhw9OrVS4jj448/hlQqxbfffqvx/NiriRMZxuqJSCQCAIwaNUrpoO/n5wcAuHbtmsp2MpkMo0ePVih3cHCARCLBwYMHlZICXTh58iSKiooU+scAQJMmTQBU3CJQR1lZmUI7XZNvdxMTE4SGhipMk6/Ltm3b6iUWbfvxxx+Rl5eHoUOHKpSLRCIEBgbi7NmzSEpKUigHABsbGwQHByu0qWofvHPnDgCgefPmCuXOzs4AUKdBHw0MDDBu3DiVcTyf1DNWFU5kGKtnbdq0USpr1qwZgIp+LlVRdZXA2dkZ5eXlCgcrXYmNjYWHh4dS/J6engCAvLw8teaTk5MDAPDw8NBugDXw8PAQrgbJmZubw8bGBn/++SdKS0vrNZ66WL9+PQDgzJkzAP5OKiqTb+fz588rTXN1dVUqq2of7NKlCwDlBOfGjRsAqr56pQ4HBwelhNbMzAyA+vsTY5zIMFbPanslomnTpkplpqamAIDHjx/XKSZ1xMbGKt1WAoDevXsDqHhapby8vNp5pKenCwlDnz59tB9kNVRtP+DvbZidnV2f4dRabm4uNm3aBODvmN977z2FDsZ+fn44evQoHBwcVF4p02QfDAwMxPz583Ho0CHs3LkTRIR79+5h0aJFcHJywsqVK2u9LgYGBlVOI37qiamJExnGGglVV2vkZfKzaeDv2weqqHv7Ry4zMxNlZWVIT0/H1atXVSYy77zzDkQiEaRSaY23A06dOgWg4krIW2+9pTBNm3E/ePBAqayqq13y8sqj6eo6lro4duwYzM3NAfydnH3++edISkoSPpcvX0ZGRgYePnwo9J2pi969e8PJyQkzZsyAu7s7goODMWTIECQnJ6t9ZU2+LzGmbZzIMNZI3Lp1S6ns9u3bEIlECuO3yM+2pVKpUv2bN29qtMyZM2ciNzcXhw8fhrGxMYKCgpTqeHl5YebMmQBQ5SO2cl999RUAYPXq1QrJl7bjVjUwX0pKitJZfn5+PrKzs+Ht7a1wlULXsdTF999/LyQwnTp1AgDcu3dPZd3S0lKV66CJixcvCiM3P378GCkpKbh06RJWrFghvJZDHfJ9iTFt40SGsUbi+QHkMjIycOnSJQwZMgQODg5CuaenJ/T19ZX6NBCR0hMplckP3pWvXGRnZ8PW1haxsbHo0aOH0H/heatWrYJEIsGGDRtw9epVlXX27t2L+Ph4hIaGIiIiQmm6t7c3AOW+GBkZGTh8+HC1cVeOOT8/X+UBNjc3F/Hx8QplsbGxAIDJkyfXayy1dfz4cRw8eFBIZMLDw2FmZoaYmBiV9efOnSusY23FxcXB0tJSKfGsTnX7EmPaxokMY1oi769QVV8LeefLR48eKU3LyMgAoPxIcmXXrl1DXFwcgIoz7enTp8PW1hYbN25UqNe0aVOMGjUKBw4cEA5iZWVlWLx4sXBrSFWy0aNHDwAVCQdQcZD38/NDeXk54uLiVN5WkjM1NcWJEyfQs2dP9O7dGzExMZDJZACAZ8+eYfPmzRg9ejRmzpyJ6Oholbdu+vXrhzZt2mDNmjW4ffs2gIptuWDBArz99tvVxp2ZmSl0fF25ciXCw8OV6vn6+mLlypXCYG3p6elYuHAhunfvrnT7RdexqFL53UTyfUVOKpXihx9+QFhYGIhISGScnJywdetWxMbGYunSpcLVl6dPn2LevHkwNDRESEiI0nxV7WfyfVD+OL2cr68vTp48CTs7O7Rt2xZt27aFt7c3JBIJQkNDsXPnTpXbAVDel+Tfe0lJCZ48eYK8vDyl203y2PidVUxtDTqKDWONXHJyMonFYvL09BQGMwNAnp6eJBaL6fr163Tr1i3y9fUlAwMDAkAGBgbk6+tLly9fpuTkZPL29iY9PT2FaZUHuXN2diYAVFRURDNnzqSAgABycHCgsLCwKgcNKyoqolmzZlHz5s1JLBbTpEmTKDk5mR4+fCjE2KZNG9q3b5/QRiaT0fz588nBwYH8/Pxo2rRpVFJSQv/9738JAF25cqXG7SGTyWjXrl00YMAAcnd3Jx8fH/Lw8KCxY8fSb7/9VmP7u3fvUmhoKNnY2FBgYCDNnTuXcnJyaOfOnQSA9PX1ycfHh+7fvy+0yc7OphEjRpCtrS0FBAQIA8PJpaamEgAKDAyktLQ0GjZsGEkkEmrevDm9//77VFhYWG+xqDJixAhycXEhfX194buxsLAgNzc3cnNzI1dXVzI1NVXYv2bMmKEwj1OnTlH//v2pRYsW1LlzZ+rXr58weKLc6NGjycbGRphH69atKSoqioiIhg0bRpaWlsI0Z2dnWrt2rdD2008/JXt7e4UYKn+2bdumsKyq9iUiokWLFgmDIgKgli1b0tSpU4mIKDQ0lKysrBSmLVu2rMZtyF5tIiLuGs7Yi8zFxQV37tzhpzhqKS0tDa6urggMDFR4rQBTT0pKCubOnYsOHTpg2LBhcHFxgZGREfLz83HmzBlMmTIFHTt25NcKsAZT9bNvjDHGXnnjx4+HpaUlFi5cqFBuZWWFN954A0OHDuUkmzUo7iPD2AusrKwMT58+BfB3HwamGfnAag8fPuQDbi34+fnhwoULOHHihEJ5UVERtm7dilOnTiklOYzVJ761xNgL6qOPPsJPP/2E+/fvA6gYeyUkJATbt29v4Mgaj6CgICQlJQnJjKOjI+bMmYMPPviggSNrPMrKyrBu3Trs2rULWVlZsLCwgJ6eHiwtLTFw4EBERkbCwsKiocNkrzBOZBhjjDHWaPGtJcYYY4w1WpzIMMYYY6zR4kSGMcYYY40WJzKMMcYYa7Q4kWGMMcZYo8WJDGOMMcYaLU5kGGOMMdZocSLDGGOMsUaLExnGGGOMNVqcyDDGGGOs0eJEhjHGGGONFicyjDHGGGu0OJFhjDHGWKPFiQxjjDHGGi1OZBhjjDHWaHEiw1gdXL16FRKJBG5ubhCJRMLHw8MDEokEf/31V0OHqBN9+vTB22+/rXLa3r17MXjwYLi5uaF9+/Zo27YtwsPDcfbs2XqOsnEYP348xGIxTExMhP3Hzs4OEokEy5cvb+jwtK5r166wtLSESCSCi4tLQ4fDXgbEGNOKkJAQAkBDhgxp6FB0qrCwkIyMjGjbtm0K5fn5+RQcHEy2tra0e/duKisrIyIiqVRKn3/+OZmYmFBkZCQ9e/asAaJ+8e3evZsAEAB68uRJQ4ejUxkZGWRsbEzOzs4NHQp7CfAVGca0xMrKCgBgbW3dwJHUXmhoKNLS0qqtc/z4cUilUgwYMEAoKyoqQo8ePXD06FEcOXIEI0eOhL6+PgDA0NAQERER2LFjBzZu3IjQ0FAQkVbjlkgkWp1fXdQ2Fjs7O+HflpaWWoqm4VS3Lzk6OsLR0bF+A2IvLU5kGGOC1NTUGuvExsZCLBbDyclJKJs9ezYuXbqEqVOn4rXXXlPZbujQoejVqxcOHTqEtWvXai3mnJwcPHnyRGvzq4sXKZaGps6+xJg2cCLDGAMA/PHHH7hy5UqN9Y4cOYKBAwcK/79x4wa+/PJLAMDYsWOrbTtlyhQAwOLFi1FQUFCHaP/23XffaWU+2vAixdKQ1N2XGNMGTmQYY0hLS8PEiRNrvOVz69YtpKSkKNxW+uGHHwAARkZG6NixY7Xtu3XrBqDiVlR0dHQdowYSEhIQFRVV5/low4sUS0NSd19iTFs4kWFMx86ePQt3d3fhiZQrV64gKSkJ48ePR9euXWFhYYHBgwcjPT1dod37778PMzMziEQi9O3bF0SE1atXIygoCK1bt0ZwcLDCU1HFxcXw8PAQlrN06VJhWnZ2NlxdXVVOO3bsGIYNGyb0Zxg8eDAkEgkkEgl27dqlENPhw4dhbm6O7t27C2VHjx4FALi6ugr9YqrSqlUrGBoaAqi4sgMAJ0+eRIsWLYTYEhISFJZnb2+vctonn3yCWbNmoaCgAA8ePBBilkgkSElJAQB07twZ+vr6EIlEiIqKQl5eHqZOnYpu3bqhVatWiIiIQH5+vjBPXcaiS4mJiRgwYADatm0LLy8vhIWFKV0R6devH0xNTSESiTB79mw8ffoUCxYswKBBg2BnZwdvb2/s2bNH5fxLSkqwevVqSCQS+Pn5wcfHB9OmTUNiYiImT54MKysrLF68WKN9qfK8V6xYgYEDB8LW1ha+vr7Yv3+/VrcPe8k1bF9jxl4e4eHhBIDCw8NVTo+IiCAAFBkZSdOnT6fi4mIiIkpMTCQzMzPq3LmzUpsHDx6QkZEROTs70/vvv0+7d+8mIqLi4mIKCwsjGxsbunXrlkKbjRs3EgBasmSJ0vzWrl1b5TR5/KmpqVWu4+DBgykkJEShzMnJiQBQQEBAle0qc3BwIAD0+uuvK5SPGDGCAFB8fLxCeXl5OYWFhamcRkTk7Oxc7dMv0dHRBIBGjRpFQ4YMoeTkZCIiunfvHrm7u1OnTp1IKpXWSyzViY+PF55a0kRMTAwZGhrShg0biIhIJpPRggULqGnTpnTx4kWFuufOnSMA1KtXLxo+fDhdv36diIgKCgooMDCQ9PX16c8//1RoI5VKqUuXLmRsbEynT58mIqLs7GwKCAggAPTLL7/Q9OnTKTIyUmijzr7k7OxMdnZ21LdvXzp+/LgQR8+ePcnIyIhSUlI02g7s1cVXZBirJ/7+/gCA6OhofPrppzAxMQFQcdXgrbfewtmzZ3H58mWFNk5OTnB0dMS9e/fw7NkzjBw5EgBgYmKCTZs2IS8vD//4xz8U2vj6+lYZQ4cOHWodf2lpKRISEhT6xwBAVlYWAMDY2Fit+RgZGQEAMjMzFcp9fHxU1tfT04NYLNY0XIF8nXfv3o1x48ahXbt2AICWLVti9erVOH/+PD777LN6iUXbcnJyEB4ejj59+iAyMhIAhKtPbm5umD59ukJ9+T4YHx+PCRMmwMvLCwBgbm6O5cuXo7y8HN98841Cm+joaCQmJmLkyJHCrUFra2ssW7YMALBlyxZ88cUX2LBhg8bxZ2VlYfjw4ejVq5cQx8cffwypVIpvv/1W4/mxVxMnMozVE5FIBAAYNWqU0kHfz88PAHDt2jWV7WQyGUaPHq1Q7uDgAIlEgoMHDyolBbpw8uRJFBUVKfSPAYAmTZoAqLhFoI6ysjKFdrom3+4mJiYIDQ1VmCZfl23bttVLLNr2448/Ii8vD0OHDlUoF4lECAwMxNmzZ5GUlKRQDgA2NjYIDg5WaFPVPnjnzh0AQPPmzRXKnZ2dAaBOgz4aGBhg3LhxKuN4PqlnrCqcyDBWz9q0aaNU1qxZMwAV/VyqouoqgbOzM8rLyxUOVroSGxsLDw8Ppfg9PT0BAHl5eWrNJycnBwDg4eGh3QBr4OHhIVwNkjM3N4eNjQ3+/PNPlJaW1ms8dbF+/XoAwJkzZwD8nVRUJt/O58+fV5rm6uqqVFbVPtilSxcAygnOjRs3AFR99UodDg4OSgmtmZkZAPX3J8Y4kWGsntX2SkTTpk2VykxNTQEAjx8/rlNM6oiNjVW6rQQAvXv3BlDxtEp5eXm180hPTxcShj59+mg/yGqo2n7A39swOzu7PsOptdzcXGzatAnA3zG/9957Ch2M/fz8cPToUTg4OKi8UqbJPhgYGIj58+fj0KFD2LlzJ4gI9+7dw6JFi+Dk5ISVK1fWel0MDAyqnEb81BNTEycyjDUSqq7WyMvkZ9PA37cPVFH39o9cZmYmysrKkJ6ejqtXr6pMZN555x2IRCJIpdIabwecOnUKQMWVkLfeekthmjbjfvDggVJZVVe75OWVR9PVdSx1cezYMZibmwP4Ozn7/PPPkZSUJHwuX76MjIwMPHz4UOg7Uxe9e/eGk5MTZsyYAXd3dwQHB2PIkCFITk5W+8qafF9iTNs4kWGskbh165ZS2e3btyESiRTGb5GfbUulUqX6N2/e1GiZM2fORG5uLg4fPgxjY2MEBQUp1fHy8sLMmTMBoMpHbOW++uorAMDq1asVki9tx61qYL6UlBSls/z8/HxkZ2fD29tb4SqFrmOpi++//15IYDp16gQAuHfvnsq6paWlKtdBExcvXhRGbn78+DFSUlJw6dIlrFixQngthzrk+xJj2saJDGONxPMDyGVkZODSpUsYMmQIHBwchHJPT0/o6+sr9WkgIqUnUiqTH7wrX7nIzs6Gra0tYmNj0aNHD6H/wvNWrVoFiUSCDRs24OrVqyrr7N27F/Hx8QgNDUVERITSdG9vbwDKfTEyMjJw+PDhauOuHHN+fr7KA2xubi7i4+MVymJjYwEAkydPrtdYauv48eM4ePCgkMiEh4fDzMwMMTExKuvPnTtXWMfaiouLg6WlpVLiWZ3q9iXGtI0TGca0RN5foaq+FvLOl48ePVKalpGRAUD5keTKrl27hri4OAAVZ9rTp0+Hra0tNm7cqFCvadOmGDVqFA4cOCAcxMrKyrB48WLh1pCqZKNHjx4AKhIOoOIg7+fnh/LycsTFxam8rSRnamqKEydOoGfPnujduzdiYmIgk8kAAM+ePcPmzZsxevRozJw5E9HR0Spv3fTr1w9t2rTBmjVrcPv2bQAV23LBggV4++23q407MzNT6Pi6cuVKhIeHK9Xz9fXFypUrhcHa0tPTsXDhQnTv3l3p9ouuY1Gl8ruJ5PuKnFQqxQ8//ICwsDAQkZDIODk5YevWrYiNjcXSpUuFqy9Pnz7FvHnzYGhoiJCQEKX5qtrP5Pug/HF6OV9fX5w8eRJ2dnZo27Yt2rZtC29vb0gkEoSGhmLnzp0qtwOgvC/Jv/eSkhI8efIEeXl5Sreb5LHxO6uY2hp0FBvGGrnk5GQSi8Xk6ekpDGYGgDw9PUksFtP169fp1q1b5OvrSwYGBgSADAwMyNfXly5fvkzJycnk7e1Nenp6CtMqD3Ln7OxMAKioqIhmzpxJAQEB5ODgQGFhYVUOGlZUVESzZs2i5s2bk1gspkmTJlFycjI9fPhQiLFNmza0b98+oY1MJqP58+eTg4MD+fn50bRp06ikpIT++9//EgC6cuVKjdtDJpPRrl27aMCAAeTu7k4+Pj7k4eFBY8eOpd9++63G9nfv3qXQ0FCysbGhwMBAmjt3LuXk5NDOnTsJAOnr65OPjw/dv39faJOdnU0jRowgW1tbCggIEAaGk0tNTSUAFBgYSGlpaTRs2DCSSCTUvHlzev/996mwsLDeYlFlxIgR5OLiQvr6+sJ3Y2FhQW5ubuTm5kaurq5kamqqsH/NmDFDYR6nTp2i/v37U4sWLahz587Ur18/YfBEudGjR5ONjY0wj9atW1NUVBQREQ0bNowsLS2Fac7OzrR27Vqh7aeffkr29vYKMVT+bNu2TWFZVe1LRESLFi0SBkUEQC1btqSpU6cSEVFoaChZWVkpTFu2bFmN25C92kRE3DWcsReZi4sL7ty5w09x1FJaWhpcXV0RGBio8FoBpp6UlBTMnTsXHTp0wLBhw+Di4gIjIyPk5+fjzJkzmDJlCjp27MivFWANpupn3xhjjL3yxo8fD0tLSyxcuFCh3MrKCm+88QaGDh3KSTZrUNxHhrEXWFlZGZ4+fQrg7z4MTDPygdUePnzIB9xa8PPzw4ULF3DixAmF8qKiImzduhWnTp1SSnIYq098a4mxF9RHH32En376Cffv3wdQMfZKSEgItm/f3sCRNR5BQUFISkoSkhlHR0fMmTMHH3zwQQNH1niUlZVh3bp12LVrF7KysmBhYQE9PT1YWlpi4MCBiIyMhIWFRUOHyV5hnMgwxhhjrNHiW0uMMcYYa7Q4kWGMMcZYo8WJDGNM6w78mQCXJf1x4M+EBo6EMfay40TmJSCVSiESiYSPpaUlPDw8FMo8PT1hbW2tUHb69GlIJBK0aNFCodzZ2Rl+fn5wd3eHjY0NAgICsGLFChQWFjb0qr4Q0tLSIJFI4OrqqrDdmjdvDj8/P3h6esLW1hZisRjz5s0TRkrds2cPJBIJ7O3thTZ6enpwc3ODn58f2rRpA1tbW3Tv3h0bN27Es2fPGnhNa6dIWozpu/8Pd3IzMH33/6FIqvpljZrYtGkTJBIJLCwshG1nb2+v8Mbn57+Po0ePQiqVQiKRwMvLS2GanZ0d2rdvj7Zt28Le3h7e3t6YMWOGwui6jLFGosGG4nuFyWQyysorprRH+ZSVV0wymaxO88vMzBRGwpw3b54wguaAAQMIAA0ZMoSIiJ49e0arV68W6j569EiIx8fHhwAII2zKFRQU0Lx584TRajMyMuoUa0PKvXlZ6/McPHgwAaABAwYolJeUlND69etJT0+PHBwc6OrVq8K00tJSYfTSVatWKbR7/PgxhYeHEwDq2rUrFRQUaD1mXfvnLxtIb2Z7QqQv6c1sT4t+2ai1ecfExAj77+PHj5WmJyUlkYeHBwGg//znPwrTIiIiCAB5e3tTeXm5UF5WVkY7duwgU1NTMjc3p4SEBK3Fqwt3sh/Q73eTNf7cyX6g1vxLS0sVRu1t2rQpubu7K5R5eHgojMCL/408ffr0aRKLxdS8eXOFaa1bt6b27duTm5sbWVtbU6dOnSgqKqpR7t/q+PLLL0ksFpO5ubmwDezs7EgsFgsfFxcXhW105MgRIqrY/qpGC7e1tSVfX1/y8vIiOzs7atu2Lb333nt0+/btBl7bhseJTD3KLSyhjQf+pHbTd5HJ0C3Cp930XbTxwJ+UW1hSq/mmpKQQAHrzzTcVyuUHxPDwcIXyd999lwAoDG8fGBhIAGjJkiUql9G3b18CQCNGjKhVjA2ptOAJnf7nWNoRoE+nF42j0oInWpt3VdtYbtKkSQSA/P39Fcrlrx14fmh3IqLy8nLy8vIiADR79mytxVofbmbeIYP3JYRIX+FjOEtCNzPvaGX+8fHxwh/2qiQnJ5Oenh598803CuVLliwRXlWgSlRUFAGgFi1aCCcDL5o72Q/I5IPXFLavuh+TD15TK5mp64kRUeM4OSopKaENGzZQUFAQ+fn5UYcOHeijjz6i9PR0rS2jLok3UeNIvvfu3UshISH02muvkY+PD40fP57OnTtXrzHwraV68usf6XCfvBNztp1F6qMChWmpjwowZ9tZuE/eiV//SNd43vn5+QCAJUuWqFV/wYIFEIlEKCgoqLny/wwYMAAAsG/fPpSUlGgcY0PJunwGh94W4+6x3QCAu7/uwqG3xci6fKZeli/fbhcuXBBePlgTPT099O3bFwCwa9cuncWmbUSEGf9ZgYq/24rlkXtW1ttgdO3atcPgwYOF34W65N/V/fv3cfr0aV2EVmePn+aipExaq7YlZVI8fppbYz3534U333wTq1atgrGxMYCKMXgAwNraGgBgYGCAuXPn4t133wUAhVvPIpFIeNO1vJ2cubk5Vq1ahb59++LGjRtKL+ysD1lZWejTpw/MzMxw6NAhXLp0CXv37sXvv/8OX19frX3/lpaWwr9tbGyUpovFYsTExEBPT0/l32M7OzsAgL29PfT0/j5c6+vr4+2338bChQtRWFiIMWPGoLS0VCsxq0smk2HMmDFITEzE119/jd9//x2//fYbrK2t0aVLF6WX2eoSJzL14Nc/0jF0xVEUl5aBCHj+77m8rLi0DENXHNU4mSkoKICXlxfatWunVn15nwxN+rw0a9YMQMWbjHNza/5j2NBkZWX48+tlODYlECWPM0CycgAAycpR8jgDx6YG4c8tyyF77s272ibfboDqt17X1E6TNg1t/5/xOHL9DMr+t63lymTliL12GgeuJOhs2VKpFEFBQcL/33jjDY0SdaD239XLpj5OjICGPTmaPn06PvzwQ0ycOBGmpqYAAGdnZ/z0008oKSnBqFGj6q2PWm0Tb6Bhk+8vvvgCtra2WL16Nezt7QEAFhYWWLt2LTp06IBZs2bhypUr9RILJzI69uRpKd7+VxyICLIaTkhlVHH2+va/4vDkqfrZdX5+Prp166ZRXN26ddMokZH/YTc1NVV5ZvEiKXyQimNTeuLK1iiASEhi5EhWDshkuPL1/+HYlJ4ofJCms1gqHxBbtmypcTtN2jSkImkx3vvPCuiJVP9J0RPpIWJ3lFY6/qqSnq6Y/Pft21ftxF6utt/Vy6Y+ToyAhjs5Ki0tRUxMjJDAVGZvbw8vLy+kp6fj5MmTOotBG4k30LDJ986dO2FhYYGy504GRSIRunfvDplMVm9XlDmR0bEf42+iqLSsxiRGTkZAUWkZtifcUnsZbdq0wTvvvKNRXOPGjYOLi4tadYkIMTExAIDRo0fDyMhIo2XVp7TYHTg0WoKc6xeVL30pIeRcv4hDo8VIO/KTTuL5+eefAQB9+vRBq1at1GpTUlKCw4cPA4DG32tDWfXrFmTkZ0FGMpXTZSRDRn4WVv+6VSfLP3jwoML/3d3dMWzYMI3mIf+uvLy80LVrV63F1tjUx4kR0HAnR3l5eSgvL8egQYMwefLkKuvJnzbUBW0k3kDDJt85OTlYsWIFxGJxlVevdLkNK+NERoeICF8euvp8lwG1fHEwWe0+Bd7e3ujRo4dG8+/atSu8vLxqrHfz5k2MGzcOFy5cwNChQ7FhwwaNllOfcv76A78tGY/y4qegcvVuGVF5GcqLn+K3xeOQeyNJa7Gkp6fjww8/xM8//4zu3btjx44dNcdChEuXLiE0NBT379/HtGnTMH/+fK3FpCu3su5i9a/fQFbD/iojwupjW3Er667Wlk1EOH78OBYvXlzreWRlZWHVqlVYv349fHx8cODAARgYGGgtxsZG1ydGgGYnR0uXLlV4dL6mz9KlS6tdtvxxewC4ePGiwrS8vDwkJycDgFBHF7SReAPqJ98JCQkabcPKV4uqEhgYCAD466+/lJLYM2cq+iDqchtW9ur+WutBdkEpbj/U/HIhEXD7YQFyCkthY2Gig8iqtmnTJuEPTHFxMYyNjeHv74+4uDj07t27XmPRlJWHGGYOrVD06J7Gbc0cWqGZh7jWy96/fz8kEgmAikvXenp6EIvF2Lt3L0JDQyESiVS2W7x4MdatWwciQklJCczNzdGlSxesXLkSHTt2rHU89aWqDr411T88fVOV20RdEokE2dnZSme3Nblw4YLwXUmlUshkMrRr1w7btm3DW2+99UJfcawPtTn4aHIF6+bNm1i2bJnaJ0e2trZqnXRVrl+TQ4cOYdu2bUrJw3fffYeysjL06tULYnHt/x5UhYgQHx+PxYsX12n+WVlZ2LJli5B87927t9rk28zMTKNt2Lp16xrrrFmzBs7Ozmjbti2srKyE8suXL+P8+fOwtrZGeHi42susC05kdOhpSd06ixUWP6v3RGbatGk1ntG8qER6enALeRdXtkYp9YupsV3oxDodWENCQvDtt99q3G758uWYMGFCrZfb0K4/SsWR6+o/AVYmK8eR62dw/VEqvB3b1GnZSUlJACr+cI4aNUrtdv7+/khISKjTspn66npyNGPGDMyYMUOrMbm4uGDZsmUKZbm5uYiKikKTJk10cuW5tok3UPfkOyAgANevX69N2FUyMzPDvHnzlMo//PBDAMC///1vhT48usSJjA41MTGsU3tz07q1fxW5DB6HP79eVnPFSkgmg+vgcTqK6OXW1sEVA9p2Q9yNs0pPK6lioKePvl5d0NbBVWsx+Pn5Yf369VixYoVC+ZEjR9C/f/86X/lhddMYTo5kMhkmTJiAvLw8REdHw9fXV+vLqG3iDTSe5HvNmjU4duwYFixYUK/9+7iPjA7ZWBijjaMFNP07KhIBbRwtYG1urJvAXmLmzV1g16EHRHrq7doiPT3YdeiJJk7OOo7s5SQSifDZyIUA1NvJRSIRPhuxUOvJhb+/v1LZlClTOIlhapk7dy7i4uIQExOD4OBgnS5Lnng/78iRI/U21pIu7N+/H3PnzsWyZcuUTip0ja/I6JBIJML0we0wZ9tZjdtGvOHDf4RryS3kXWT98V+16pJMBreQd3Uc0cvN3a415vV7FyuPfl1th189kQjz+k6Em516T29pwsrKSuGMNS0trVGMd8Rq9tlnn+Gzzz5Tu76mt6K+/PJLbN++HSdOnKi3fmlVJd537tzRyfLOnTuH8ePHq10/ICAA33//vdr1L1y4gPDwcGzdurXe+sVUxomMjo3t5YGlO35HsZqPYOuJAFNjA4wJctd9cC+pVr2G4fzqCJSX1jxmib6xKVr1GloPUb3c5vebhG2JMcjIf6zyEWw9kR6aW9phXr+J9RLPjz/+iCZNmtTLsphuPX78GH/99ZdG9dW1f/9+bNq0CYmJiQodXM+dO4fU1FS89dZbGsWqrvpOvIuKijTahs+Pxlyd27dvY8yYMYiOjlbo81RcXIwVK1YgKipKo1hrg28t6VizJsb46aM+FW86ruECi56o4irOzjl90KwJ31aqLQPTJmjd702I9KvP00X6Bmjd/y0YmPIBr67MjEzx+ciF1Y4j8/nIhTAzUh6ETNvS0tLw73//G+bm5jpfFtO9pUuXgireC6jWR93+OBcvXsT69euRkJCg9JTOvn37kJmZqYO1UU3XiXdQUJBG21Dd/jhPnjzBO++8g127dil13D516hSuXbumg7VRxolMPejXoSX2LuwPU2MDiERQ6jMjLzM1NkDMP/ujr0Q7AxvJR4pUJ9PPy8sDgHr98epSm+DwGseSofIytHmjbpdBa7PdZDKZMO7Cy7K9ASCkfS8MaNsNBnr6CuUGevoY6P06hvgG1XkZDx8+FP6dnZ2tMK28vBy//PILevbsiby8PKUDg/y7ysrKatR9EVjdpaenY8SIEdi8ebPCo8NAxd/NHTt2KAzSd+zYMXTu3Fkn7w9qrIn3s2fPMHz4cEyaNEl4okqOiPDVV1/V20CHfGupnvTr0BK3vh6F7Qm38MXBZIXxZVwdLBDxhg/GBnnAskndxrBISkrChAkTIJVKhcftDhw4AB8fHxgaGuKHH35A+/btAVQMWhQREYHi4mLcuHEDQMX94oSEBBgZGWHJkiUYOrRx3naxk/TAgO/O1VjPyquDxvNOS0tDWFgYnj17JpxxHD58GB4eHmjSpAkmT56M9957T6ndnj17EBUVhby8POEgvHDhQvzwww/Q19fH5s2b0blzZ43jeVHIO/56rwhVLq9jB98NGzZg3bp1uHfv7zGC3N3dhT+UMpkMmZmZePr0qTC9SZMmkEqlCAgIgEwmE76rq1evwsXFBVZWVnjjjTfqvWNiXdg2sYKJgVGtXhxpYmAE2yZWNVesgiYnRsCLe3JUWFiI4OBgpKamwsPDA1ZWVmjWrBlMTEygp6eHe/fuIT8/X+EgvG7dOpw7dw6///47hg8fjubNm6u1rOcT78rzLC8vx+HDhxEREYG8vDyVAwo+n3y/SP0mp0+fjuPHj+P48eOYPn06bGxsYGpqCgMDA2RnZ+Phw4cqH8/WBRHxqUm9IyLkFJaisPgZzE0NYW1u/ELtoIzVxaKDG4WOv3oiERb2n4Llb2h3HJBX2d2cDLXeYv082yZWaG3tpFGb50+M5AdTb29vpRMjQPXJEVAxyN6LcnL0wQcfYN26dTXWO3fuHDp16gQA2LZtG2bMmIHi4mKcPXtWKK9K5cRb/i6iZs2aVZt4d+vWDadPn1ZKvuXtW7du/cIk3/v27UNYWFiN9T755BN89NFHOo+HExnGmFYVSYvh+X/BuJ+XiZbNHPDXPw/US98YxnQtICAAsbGxsLa2buhQWCXcR4YxplVmRqb48s1FcLZywhcj/8lJDHspnD9/Hn5+fpzEvID4igxjjDFWjZs3b+K9997Dnj170LRp04YOhz2Hr8gwxhhj1YiLi8P27ds5iXlB8RUZxhhjjDVafEWGMcYYY40WJzKMMcYYa7Q4kWGMMcZYo8WJDGOMMcYaLU5kGGOMMdZocSLDGGOMsUaLExnGGGOMNVqcyDDGGGOs0eJEhjHGGGONFicyjDHGGGu0OJFhjDHGWKPFiQxjjDHGGi1OZBhjjDHWaHEiwxhjjLFGixMZxhhjjDVanMgwxhhjrNHiRIYxxhhjjdb/A6P7CIs55Y3BAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size):\n", + " csv_file = \"TP_EP_PP_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " KV_Cache_Block_size = int(row[6])\n", + " Latency = float(row[7])\n", + " Throughput = float(row[8])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if KV_Cache_Block_size == KV_block_size:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " \n", + " for inp_out in [1024]:\n", + " for KV_block_size in [8, 16, 32, 64, 128]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for hardware in [\"Nvidia A100 GPU\"]:\n", + " for numhardware in [1]:\n", + " for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch, KV_block_size)\n", + " batch_row.append(throughput)\n", + " results_data.append(batch_row)\n", + "\n", + " x_axis_labels = [1, 16, 32, 64]\n", + " legends = [8, 16, 32, 64, 128]\n", + "\n", + " colors = ['#08519c', '#a63603', '#006d2c', '#a50f15', '#54278f']\n", + " symbols = ['o', 'p', 'd', 's', 'v']\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize)\n", + " \n", + " for x_value in x_axis_labels:\n", + " plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + "# return f'{int(x/1000)}k'\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.67), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 0, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "# lines_data = [[4532.289817276331, 6134.860263293455, 10751.501446953935], [4038.4544796358964, 5458.615773504087, 5536.747570388061], [None, None, 8248.083492557043]] \n", + "# x_axis_labels = [1, 2, 4]\n", + "# legends = [\"TP\", \"PP\", \"TP = 2, PP = 2\"]\n", + "\n", + "\n", + "lines_data = [[233.90597524688462, 233.0299487813092,229.55132763744902, 222.05415007205326],\n", + " [91.47116250292869, 91.67552559238369, 91.30853007976957, 90.09986487036139],\n", + " [133.01547593423567, 133.37360975818072, 126.23491705731135, 132.81915783276602],\n", + " [184.2671127575044,182.8706478828114,183.10132418436478,178.33549635453417]]\n", + "\n", + "x_axis_labels = [128, 256, 512, 1024]\n", + "legends = [\"TP\", \"PP\", \"EP\", \"TP = 2, EP = 2\"]\n", + "\n", + "colors = ['#08519c', '#a63603', '#006d2c', '#006d2c']\n", + "symbols = ['o', 'p', 'd', \"s\"]\n", + "\n", + "plot_title = \"Mixtral-8x7B: Parallelism Comparison on \\n4 A100 GPUs for Batch Size 64 (fp16)\"\n", + "x_axis_title = \"Input/Output Length\"\n", + "y_axis_title = \"Throughput (Tokens/sec)\"\n", + "\n", + "linewidth = 3\n", + "markersize = 10\n", + "fontsize = 16\n", + "\n", + "n_cols_legend = len(legends) \n", + "\n", + "fig_plot_length = 6\n", + "fig_plot_height = 2.7\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 2\n", + "\n", + "legend_title = \"Input/Output Length\"\n", + "\n", + "save_pdf = \"Mixtral_TP_PP_EP.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "64873963", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "f8d261d3", + "metadata": {}, + "outputs": [], + "source": [ + "# [[233.90597524688462, 233.0299487813092,229.55132763744902, 222.05415007205326],[91.47116250292869, 91.67552559238369, 91.30853007976957, 90.09986487036139], [133.01547593423567, 133.37360975818072, 126.23491705731135, 132.81915783276602], [184.2671127575044,182.8706478828114,183.10132418436478,178.33549635453417]]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "43be2284", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_6/.ipynb_checkpoints/Fig_6-checkpoint.ipynb b/Plots/Fig_6/.ipynb_checkpoints/Fig_6-checkpoint.ipynb new file mode 100644 index 0000000..c364cc2 --- /dev/null +++ b/Plots/Fig_6/.ipynb_checkpoints/Fig_6-checkpoint.ipynb @@ -0,0 +1,811 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "a5c18f57", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "57f1458e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d44d2d4d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ea97b91a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "6eede0b6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = fp8, KV Cache = fp8\": \"{fp8, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "color_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\":{\"Nvidia GH200 GPU\":\"#006d2c\",\n", + " \"Nvidia H100 GPU\":\"#238b45\",\n", + " \"Nvidia A100 GPU\":\"#41ab5d\"},\n", + " \n", + " \n", + " \"meta-llama/Meta-Llama-3-8B\":{\"Nvidia GH200 GPU\":\"#a63603\",\n", + " \"Nvidia H100 GPU\":\"#d94801\",\n", + " \"Nvidia A100 GPU\":\"#f16913\"},\n", + " \n", + " \"mistralai/Mistral-7B-v0.1\":{\"Nvidia GH200 GPU\":\"#54278f\",\n", + " \"Nvidia H100 GPU\":\"#6a51a3\",\n", + " \"Nvidia A100 GPU\":\"#807dba\"},\n", + "}\n", + "\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"X\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"AMD MI300X GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"dotted\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"dashed\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"solid\"\n", + "}\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " colors = []\n", + " symbols = []\n", + " linestyle = []\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia GH200 GPU\", \"Nvidia H100 GPU\", \"Nvidia A100 GPU\"]:\n", + " for network in [\"mistralai/Mistral-7B-v0.1\",\"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \", \" + alias_legend[network])\n", + " colors.append(color_dict[network][hardware])\n", + " symbols.append(symbol_dict[hardware])\n", + " linestyle.append(linestyle_dict[network])\n", + " \n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + "# colors = ['#006d2c', '#74c476', '#a63603', '#fd8d3c', '#08519c', '#4292c6', \"#54278f\", \"#9e9ac8\"]\n", + "# symbols = ['o', 'd']*4\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols,linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle = linestyle[i])\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.yscale('log')\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " \n", + " y_axis_labels = [100, 300, 500, 1000, 2000, 5000, 10000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.83), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"TensorRT-LLM: 7B Models on One GH200, H100 \\nand A100 GPU for Input/Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 3\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = 3\n", + "\n", + "fig_plot_length = 9\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.8\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"7B_A100_H100.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "49971a4d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bcf6493e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2d4484d3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "08de9b75", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "79ee55e9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e31f161c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bfe8e814", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d9ac17b0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1fd1614d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ffa449be", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "752601e3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "084e17d6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ad8d6de4", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9e4d61ec", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "89063c66", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "22971053", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0deb77b2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "742fcb02", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47af963f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "09dd6b34", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "29e3ec96", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "23783169", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "92344a3f", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b5b0bc70", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c3661899", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e25078b1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f438bb7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "49d9ebc3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7662cc41", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6c6f8a43", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "81d78e1e", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0c686f6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3caf5c03", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7f981c28", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "be3ac899", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "201ea866", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5cf424e9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1a58ea31", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d71a4452", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dd39b0af", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41c1c330", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cd4c3e9d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "d676e36f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nvidia GH200 GPU 1 TensorRT-LLM meta-llama/Llama-2-7b-hf 1024 1 5.529353046417237 370.386911960163\n", + "Nvidia GH200 GPU 1 TensorRT-LLM meta-llama/Llama-2-7b-hf 1024 16 9.83061203956604 3333.261435617238\n", + "Nvidia GH200 GPU 1 TensorRT-LLM meta-llama/Llama-2-7b-hf 1024 32 13.57693121433258 4827.011271208067\n", + "Nvidia GH200 GPU 1 TensorRT-LLM meta-llama/Llama-2-7b-hf 1024 64 21.23245747089386 6173.190276239938\n" + ] + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Latency, Throughput\n", + " return None,None\n", + "\n", + "# AMD MI300X GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,2.2758256473345684,\n", + "# AMD MI250 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,2.1599140379267436\n", + "# Nvidia H100 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.4216477160962919\n", + "# Nvidia GH200 GPU,1,vLLM,meta-llama/Llama-2-7b-hf,1024,1,16,0.3566369306606551\n", + "# Nvidia A100 GPU,1,Deepspeed-MII,meta-llama/Llama-2-7b-hf,1024,1,16,1.6275303363800049\n", + "# SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,1,16,0.5\n", + "# Nvidia H100 GPU,1,TensorRT-LLM,mistralai/Mistral-7B-v0.1,1024,1,16,0.4019413948059082\n", + "\n", + " \n", + " \n", + "def get_data_rows():\n", + " results_data = []\n", + " legends = []\n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia GH200 GPU\"]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " batch_row = []\n", + " for network in [\n", + "# \"mistralai/Mistral-7B-v0.1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\",\n", + " \"meta-llama/Llama-2-7b-hf\"\n", + " ]:\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [1]:\n", + " latency,throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " print(hardware, numhardware, framework, network, inp_out, batch,latency,throughput)\n", + " \n", + "get_data_rows()\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5c7a8087", + "metadata": {}, + "outputs": [], + "source": [ + "[9.83061203956604,8.858555221557618, 8.423872923851013]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "238567a6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a44d6de4", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_7/.ipynb_checkpoints/Fig_7-checkpoint.ipynb b/Plots/Fig_7/.ipynb_checkpoints/Fig_7-checkpoint.ipynb new file mode 100644 index 0000000..751e74f --- /dev/null +++ b/Plots/Fig_7/.ipynb_checkpoints/Fig_7-checkpoint.ipynb @@ -0,0 +1,301 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 30, + "id": "0e7a15b8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[348.0026363000684, 4439.034624963039, 7567.3913345314895, 11622.439937334919], [222.05415007205326, 2587.3351857054863, 4312.516421222086, 6463.30600005541], [103.11636685856892, 1390.8488201861999, 2400.781412647536, 4038.5212769463687], [56.84590300590635, 385.6002345921707, 386.14713924639256, 315.8881191808972], [103.74457395744068, 1389.517524652333, 2453.1091346811086, 4094.0309884938833], [57.90781816136552, 425.1603908930084, 402.1244376847519, 688.4282936067523]]\n" + ] + }, + { + "data": { + "image/png": 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JCqp9vBQKBUVFRdHSpUvJ3d2dhEIhLVu2zKTjSUQUGhrKtfv06VOT5fJD89sWNJKvhqdPn3J6FTYCbIsWLbhotIcPH+baO3/+vF7dwMBAunHjBhERzZkzJ89jsmvXLq583LhxBdLp6dOnJBaLue/9+/fnIrDn5syZMxQcHMx9z++Y3rhxg9zc3Khp06b0/PlzIiJKSEigXr16kVAopKNHjxrVK/e5lZ2dTZs2bSIrKysdfQvDL7/8Qo6OjnT8+HFu27Fjx8jJyYksLCy4yPO5mTBhAgGgHj160JAhQ7jrXqFQ0Pz587lI9LkjrhMRvXz5kvz9/cnf35+7vl+8eEEtWrSgb775pkjnpqG+BAIBXblyxeC+AyA3Nzej8mFhYdzxz33NExn/3ZVKJd28eZPatWtHrq6utGzZMoPHIj/mzJnDXWPJyclkZWVFAGjRokV6dYcNG0bLly8nIqKTJ09yeoeGhhpsu6DjIhHRkiVLCADNmjWL5HI5qdVqCg0NpdatW3NjpqEo01u3biVzc3OaOXMmSaVSIiI6e/Ys+fn5UbNmzSgtLc3gvhsbYzZt2kQtW7ak2NhYIsq5JlasWEHm5ubk5eVlcH+NMWrUKDIzM6N169aRSqUiopzfXSQSUdeuXfXuJ4mJiSSRSAgA/fTTT9S5c2eKjIwkopzzrUGDBgSA1qxZUyA9NBj67bKysig0NJQsLS3zvCcXdJxRKpU0ZMgQo/f6xMREqlixotHzKCIigvh8Pjk7OxMRUadOneiPP/6gKVOmEAAaNGhQgfc/NDSUOnTooLOtd+/eBIBcXFyMRn031lZ+zzGatvv27Wu0ztdff00AqEGDBtw2TfT3qVOnGpXr1atXvm0zGB8CzCBmfLAUxCD+/fffCQCtXLlSr2zevHkEgA4cOKBX5uPjQwCoZs2a3IOIBs2D16hRo/TkGjduTLt27dLbvn//fgLAPSQREf31118EgPr166dX/9ixYwSAevfurVc2Y8YMAkD79u2jhg0bUmpqKu3evZsAEI/H03tY1DzA2NraklgsJjc3N+Lz+eTq6kpTpkyhgwcPGnzoy4vyYhCrVCry9vYmADR8+HCdev/99x9VrVqV+56fQZyYmEi1a9cmNzc3o8acMXIbxNqGeu62vvjiC51UHHkd08zMTJJIJCQUCik+Pl6nTCaTUUBAADk4OFBMTIxBvXKfWxqjCECRDOLY2FgyNzcne3t7vb5Xrlxp9Lohenvt8Hg8gylJKleuTADo4sWLemVt27YlAHT48GGd7a9eveJSghWXQTx79myjBpLGIPTx8TEqf+TIEe5Yv3z5Uq9c87tbWlqSWCzmPpr0dL6+vhQaGkoZGRmF0l/bICYy/pJGJpORs7Mzp2N+BnFhxsVz584Rj8ejRo0a6clMmzaNeDyeQYP41q1bJBAIqFevXnpyp0+fNpo6KC+D2NPT02AKquXLl5NAINDbboxVq1YRkJPuLjfr1q0jADR58mS9ssGDBxMAsrKyoujoaJ2yf//9l0vxVRi0fztnZ2cSi8VkZmZm8KWrNoUdZ/IzGj/99NM8X6x4eXmRs7Mz/fPPPzRmzBgiIurcuTP3wqygNGvWjPbs2aOzLTw8nNv/3GV5YYpB3K5dOwJAgwcPNlpH8zyg/ZtqXhTMnDnTqNzAgQMJALVv395knRmM9xHmMs0o96jVaixYsAA8Ho+LhKpNly5dAADff/+9Xplmfc+XX36pt+6xRYsWAHKipubm5s2buH//vt72bt26oW7dujqumpqUKRp3Q23atGkDX19f7N69GxERETplFhYWAIC//voLHTp0gJ2dHTp06IBhw4Zh+fLlXFqq3PTu3RtRUVF49eoV7ty5g/bt22P16tU4ffo0rKysDMqUd/h8PhfYbefOnTpr4goaTMvJyQnXrl3Dq1evuDRihaVt27ZcyhptVz2lUok9e/agf//+JrWzYcMGREVFoXPnzjprx4Gc9DIDBw5ESkoKfvrppzzb0ZxbiYmJ2LhxY4GCsBkiLi4OSqUSqamp2Llzp05ZtWrVAACvXr0yKKu5dgUCgcHIrMau32vXruHo0aMQCoV66+bd3NxMPqamoFAosGbNGrRt2zbPenm54muPS0RktF6jRo0QFRXFfRITE5GSkoKZM2di/Pjx8PHxwfLly/NswxQ049ijR49w7tw5bnt4eDiCg4O59Ez5UZhxccmSJSAi9OjRQ0/GUAReDd999x3kcjlCQkL0ypo3bw57e3usWrXK5LgUr1+/xsuXLw3eA7744gs4OzubFFtBpVJh/vz5AAwfhwEDBkAgEGDlypV67v+a879Xr156aa0aNmwIKysrPHjwoMhBD5cuXYqoqCgkJSVx91ljFNc4k5v8lqpo7pW//fYbvv76awDAtGnT0KdPHy5KtKk8fPgQjx8/5p4bNLRv397gWFycmDIOGLp+CyvHYHxIMIOYUe65efMmYmJi4O7uzuW31UbzQH3p0iW9NccaqlevrrdNsyYpOTlZr0wikWDOnDkYMmQIdu7cicePH3M3nCtXrnBRKePj47l1kMHBwQb71tQ9fPiwwfJ9+/ahZ8+eAHLWGq5fvz7Phz9tKleujC1btqBly5b48ccfMXbsWJPkyiOa9Wvp6enYs2cPgJyXLX/++WeZBQnSNtT//PNPzlA/cuQIKlWqZHKqskOHDgEwfg5qUuQYOwdzY2Njg5CQEJPTdBmjdu3amDlzJnr16qWXjkjzkJffg5xEIjG4/tbY9XvkyBEAOYFoDAW8Kc7Aafv370dcXJzR9fmayLB5rZfNzs7m/m9nZ1eg/u3t7TFy5EiEhYUhJSUFkyZNwpdfflmgNnLz8ccfc+edtmFQkOjShRkXVSoVFxjIUCReT09Pg2u4iYg7/w3JJSUlQaFQQC6X4/Llyybp7+DgAHt7ewwfPhxjxozB/v37ubRYAoEAsbGxBqP+5kbz4sza2tqgbjY2NggKCoJMJjO6vt3QvQt4m1HA0P2rMNjZ2XHXqjGKe5wpCNnZ2YiLi+PWrzdt2hR//vmnUV2MsX79eoSEhHBGtgY+n8+9UDl8+DDi4uKKRW+gYOOA9hhQWDkG40OEGcSMco8mUMfr168hkUj0PoMGDYK9vT1sbW2NPhwYCkqhyTdr6IF88eLF4PP52Lp1K/r3748KFSrA0dER3bp1w4ULF7h6UVFR3P81Dyi5cXR01KurDY/HM5rb1FSGDx8OIOdmn1dqoaJw8eJF+Pj46Hz69OlT5HYjIiLQsWPHIrWxevVqLF68OM86FStW5IwhzYO+JkhQXtE/SxptQ10TxGr79u0FMtKfPn0KoPDnoDEMzdRdu3atQLMyCxYswO7duyEQCLBmzRoMHDgQNWvW5M7Z/DAWUMbY9asxXIw9IJo6w2kKa9euBfB2tjs3muj6mZmZRtvQzFpqxrDC0KJFCy4l1KpVq7hgPIWBz+dznjh//vknMjMzkZGRgaNHj3Iv7vKjMONiYmIi90KoIL+dZqYcyJl5zn1/qFy5MiwsLGBvb2+y8WhhYYGFCxdCJpPh119/RY8ePSAWi+Hm5oaBAwfizp07JrWjuS6dnJyMzvLld20W9PwvKp988onRspIaZ0whMzMTjRs3LlIbSqUSW7ZswZYtWww+S2iCemnqFRcFGQe8vb2LLMdgfIgwg5hR7lEqlQBy3B21XQZzuw6mpKTAzc3NYBumRA/Wplu3brh48SI+++wz7kaTmpqKgwcPokWLFlxqBO2HEWMPJhr9jaVnqFGjRoH1y43mLblareaiVhc3MpkML1680Pm8fv26yO2eO3euyJGsT58+DWtr63zradwWT506hadPn74TOVUrVKjAuV6HhoZCKpXi77//LtDLBs25V9hz0BiGZqgvXrzIGZ2m8PLlS4SEhKBKlSp4+PAhxo0bh6tXr2LdunUmyRf02tBE7VWpVAbLjW0vKLGxsTh+/DgAcJHsc6O5LjVGpbF2ABT5pVjdunW5/xclmjbw9iVNRkYGdu/ejX379qFly5ZGl3HkpjDjona05YL8dpp2AODEiRN694f4+Hju/mCqQQ/kREA+duwY+vbty3kjvH79Gtu3b0ejRo1w+/btfNvI77rU1t/YtVnUe0NByStFYkmNM6aimYEuLH///TeCg4Px4sULg88SMTExaN26NYDidZvWjAN5zTobGgcKK8dgfIgwg5hR7tE8lCclJemlqCgJ7ty5g4YNG6JevXoIDQ1FTEwMYmJisGfPHgwcOBBKpZJbr6z9IGwsBYzGaDTm/lrQHM2G8PPz41zATp06xW1//PhxsR2zli1bgnIC/XEf7b4Ky/79+01+0DaETCbD4cOHTWqjX79+sLGx4dL4HDhwQM+VtyzQGOqnT5/GihUr0KhRowKlNtKch4U9B40hEAj0ZnsOHz5s8kzmgwcPEBwcjMOHD+Pq1atYunQpmjRpAgsLCx1DpjjRvMAyNhtYXK6Q+/bt466t3OspNQQEBHBuvo8fPzZY59GjRwCADh06FEkfzYwhgCLnia5QoQKXWig0NLTAHguFGRednZ25tFUF+e1cXFy42AnF8YIOyDGc+vXrhzZt2mDnzp14/fo1IiMjsW3bNnTs2BEZGRlYsWJFvu1ojkNe967CXpslRbt27XTSH2lT2HFG+9w0RHx8vEm6FfVeuX79er3UT7nRjMX37t3Df//9V6T+NLRu3Ro8Hi/P9HeGxoE2bdoAMD52qFQqPHnyBDwer1DpLRmM9wlmEDPKPfXr14eTkxNkMlmeb+WnT59uUqCT/BAKhbh06RKuX7/ObfP29kbPnj3xxx9/YNCgQYiOjgaQ48KneYurXV+DWq3GrVu3AEAviIeG3GuZCgOfz4efnx8A4NixY9zDl7E+3xXu3r2LY8eOGVwbbiqhoaFIS0vTa0Mul0Mul+tsE4lE3CzRjz/+iODgYC6PY2lgSCcA6Nu3L2eoz549u8Cz1hqXc0PnoPb2rl27FlBjXR4/foxDhw5BKBSaVH/atGmIj4/HyJEjIZFIdMoKkz/UFJo3bw4AePLkicG1d0XJHa3N2bNnAQCWlpZ5rifVPGAb6/fs2bMQCAQYPHhwkfTRPFADOUGXTMXYOakxHM6cOYOLFy8WaCwpzLhoYWHBucTeu3dPTyY2NtagZ4K5uTkXPM1QXmsN69atM3p95EYoFOLAgQM6BnhAQAAGDBiA8PBwNG3alLsH5EW9evXg6uqK7OxsgwG6kpOT8ezZM1hZWeUbmO1doLDjjMaV2lAAMLVabbILelHulXFxcThz5ky+Y2CvXr04l/3imiWWSCRo1aoVUlJSDJ7br1+/xv3791G5cmWdGAfNmzdHYGAg7ty5Y/DY3bhxAxkZGWjbtu0780KFwSgpmEHMKPcIBALMmDEDQM76OEOsWbMGMTExJgU6yQ/Nw/7kyZMNvtW3sbFBrVq1uO+aaKqGbp5hYWFISEhA3759Ubly5SLrlhea4CsJCQn4+++/kZCQAHt7+yLPFpUUUqkUw4YNg1qtLvQMcWRkJHduaLdBRHj27JlBo0tjoCgUikIF00pKSkLdunXh6elZYOPq6dOniI+P15sBE4lEXDAbc3NzdOvWrUDtDhs2DD4+PggPD9eL2pyVlYWdO3fCyckJ48aNK1C72kilUnz22WdQqVQmG8SaGZHcM6hZWVlYuXIlgOJzYdbQvHlz1KpVCzKZDH///bdOWXx8PLetqDPUmgdbzcO+MSZNmgQ/Pz+sWbNGb18vXLiA27dv4+uvvzbqdm0Kz58/R3h4OICc5R6NGjUyWfbp06cGr5O+ffvC1tYWRITOnTubtCRBm8KMi5pggnv37tVzy125ciXnmZD7t5s5cybMzMywZs0ag4EVb968iV9++cXkMVgoFEImk2H69OkGy3PfA4xhbm7OjU+GjsPmzZuhUqkwfvz4InnJlBaFHWfq1KkDPp+Pq1ev6v1227dv5150lGSk5BUrVqBixYr5ZmKwtrZGv379AAA7duyAVCotlv6XLl0KMzMzrF69Wq9ME4tg+fLlOi7yPB4Py5Ytg1Kp5Opo8/vvv0MgEGDp0qXFoiOD8U5TCqmdGIxSJzs7mxwdHQkAffzxx/nWV6vVNHToUMKbJPUpKSlERJSWlkbz5s2jdu3a6eXgTUlJIXt7ewJA//zzj16bmhywtra2XHtEOfkUAZCZmRn16NGDoqKiOB127dpFnp6e9ODBA522Zs+eTQBo/vz5JJPJiIjo1KlT5OrqSh999JFO+xpGjBhhcv7AFy9ecDkSO3XqZLDOli1buDpOTk5UuXJl+vnnn/Ns9/vvvzeaB7ewPH/+nMtjW7FiRZJKpTrlcrmc/vnnH6pduzbX99KlS3Xq/Pnnnzo5MdVqtU55amoqrV+/ntzc3Lh6V65cISIihUJBP/74IwEgb29vunnzpo6sWq0miURCAoFAL9czEdFnn33GtXnq1Cm98l27dnHl48aNM/m4xMfHU/PmzQkADRo0SO98PXHiBAGgvn376slqn8uVKlXizjFtLl++TM7OztSkSRN6/vw512fnzp3JwcGBjh07ZlCve/fucfvTtm1bvXzdUqmU/vrrLwoODubq/fTTTybt89SpUwkA1a5dm5KSkrj+mjdvTmPHjiWhUEguLi6Unp5uNHepRCKh7OxsvbY1+XIN5faMiIggR0dH8vb2phs3bhBRznnZvn172rdvHwEgR0dHev36tUn7YQhNHuTg4OB86166dIns7e3ps88+o9TUVCLKyZ0bGBhIPXv2JKVSaVAuIyODnJ2duWtJLpfrlCsUCjp8+DBVqFCB+Hw+ff7553rXW16cPn2aLC0tyczMjHbt2qV3nWnyw4aHh+vJbty4kTsf5s6da7D9ooyLX331FclkMlKpVLRmzRoaOXIkl3PVUF7WdevWkZmZGXXo0IGePHlCRERKpZK2b99OderUoXv37unJhISEEAAaOXKkzvb79+9z94BRo0ZxOXcVCgWtWrWK/P399fLwGkOtVlNISAiZmZnR2rVrSaVSkVqtpj179pC1tTX16tVL73dVqVTUunVrAkDTp0/XazMhIYFsbW0JAB09etQkPbTZuXMn99vNnj27QLKFHWeGDBlCAGj8+PHc9RweHk6fffYZjRo1igDQ0KFD9c7B9PR07llh27ZtBd5XIqIDBw6QpaUlWVtbGxzTczNv3jzu+CxYsCDPulOmTCEA1Lp1a6PXsYbff/+dzMzMaOXKlVzdPXv2kI2NDf34449G5WbMmEHW1ta0c+dOIso5r3/99VeytLTktjEYHzrMIGZ8UHTp0oXEYjHZ2dlxNxwA5O7uTmKxmBYtWpSn/I4dO6h58+bk6OhIFStWpIYNG9Kvv/6q90DRqFEjsrGx4do3NzcnPz8/ioqKoujoaPLx8SEzMzOu3NbWlurVq8fJu7q6UkREBP3www9UtWpV8vDwIB8fH+rXrx89evTIoG7h4eHUpk0b8vT0pICAAGrQoAGtXr2aFAqF3jHw8PDQ2X9nZ2cSi8V0/Phxnbr16tUjsVhM1tbWOvVdXV1JLBbrGJJqtZq+/fZbcnJyInt7e5o0aZKecUNEdPz4cRKLxeTr60s8Ho9r08rKisRiMYnFYsrMzMzzdzBEr169yN7eXqdNzbG3t7fnPnw+X6ccAK1bt46IiNzd3UkoFOqVW1pacvIikUivHAA9fvyYpkyZonesNMf3zp07nK5z5syhbt26cd8PHjxIYrGYXF1ddeTMzMzIx8eHKlasyNVNTEyk2rVrk4eHB124cMGkY+Pj42PwuGi/DNIY6vv27eO2ffrppyQWi3XOZQAkFApJLBbTjBkzdPqJjo6mUaNGkZ+fH0kkEqpYsSJ9+eWX3EsdbebOnUt2dnZ6ellZWXHH2lA5AFqzZo1J+y2Xy2nevHlUoUIFsrOzo4oVK1Lbtm25h/i9e/eSn58ficViGjt2LMnlcjp37pze8bKzs6PevXsTEdGyZcs4I1F7/FiyZIlO348ePaLevXuTg4MDVapUiXr06EF3794lmUzGnYNWVlZUo0YNk/YlN/PnzycbGxuTj0VUVBSFhISQr68vicViqlWrFq1evVrPACAiGjdunMHf3c7OjrtG/fz8yM/Pj+rWrUvTp0+niIgIk3Xfu3cv94Il93mluRaJiE6ePEkuLi7cGBYfH09isdjg+awZw69du6bTl6njoga1Wk2//PILValShZydnal+/fq0dOlSbnzT7m/9+vU6spcuXaKePXuSq6srSSQSqlmzJs2YMUPvxUe/fv30xmB3d3fuBdeLFy/Iz8+Pnjx5Qt9++y0FBgaSl5cX+fn50fDhwykuLs7kY61h69at1LhxY/Ly8qKAgABq0aIF/fHHH3r1Jk6cSE5OTjq6eXl50Y4dO4iIqEmTJtwLR+172+PHj/PsPyoqijtvLCwsdNr39PQ06f6roSDjjIbs7GyaMmUKubu7k729PXXq1Im2bNlCRETLly/XGatXrlxJDx48ILFYrHM/4PP55OPjQ7Vr1zZJT6VSafA8d3Z21hsviIhat25NDg4OevVdXFx0xuWJEyeSWCwmT09PnXr29vbc9fny5UuDOp0+fZrat29P3t7eJBaLqXXr1ia91Ni3bx81a9aMfHx8yM/Pj7p06cK9BGYwygM8IpZtm8FgMBgMBoPBYDAY5Y93c/Efg8FgMBgMBoPBYDAYJQwziBkMBoPBYDAYDAaDUS5hBjGDwWAwGAwGg8FgMMolzCBmMBgMBoPBYDAYDEa5hBnEDAaDwWAwGAwGg8EolzCDmMFgMBgMBoPBYDAY5RJmEDMYDAaDwWAwGAwGo1zCDGIGg8FgMBgMBoPBYJRLmEHMYDAYDAaDUYxkZGQgKioK9+7dg0qlQmRkJIRCIa5cuaJTLzs7Gx999BHEYjEePnxYRtoyTOHq1as4duxYWatRbKxduxavX78uazUYjHcCZhAzGO8o8+fPh6enJ3g8Hng8HiQSicmyu3fvhkQigUgk4uR5PB4cHR0hkUiwf/9+ru73338PiUQCGxsbnbru7u6QSCS4e/dunn1lZGRg7dq1JukVExOD0aNHo2LFipBIJGjZsiU2bdoEIspT7u7duxg8eDCCgoIQEBCAjh074uDBgyb1mRdEhL1796Jbt27w8PCAt7c3KlWqhM8//5zb77///hu1a9fWk/32228hkUggFAp1jpuFhQW8vLzg4+MDe3t7uLq6omXLlli+fDkyMzM5+StXrkAikcDHx0dH3tzcHH5+fpBIJHj27JlOn127doWlpaVOfT6fD29vb6hUqiIfD2M8fvwYffr0gaurKwIDA9GyZUvcuHGjxPrLC5VKxR03c3NznWPh6ekJiUSCf//9t0x0KyuysrJgbW2Nr7/+2mC5VCrF6tWr0apVK7i7u8PX1xc+Pj7o3LkzNm3aBLlcXsoaf3ikpaVh7ty5qF69Onx8fODt7Q1/f39UrVoVNWvWRP/+/XWufw137tzBuXPn8Pz5c4SFhZWB5gVn7969iIqKyreeSqXCypUr0bBhQ4jFYlSvXh2TJ09GQkJCnnKxsbGYOXMm6tatC7FYjGrVqmH06NG4fft2gXWNjo7Gxo0bCyyXm//++w8hISGoVq2aXtmOHTtQp04duLu7IygoCGPHjoVMJityn9oU5D4LAOnp6Vi4cCHq1asHsViM+vXrY/r06UhOTubqBAYGom3btnj16lWx6spgvJcQg8F4p9m9ezcBILFYXGDZ9PR0sra2JgAUEBBASqXSaN2oqCgCQACoWbNm+badmZlJmzZtooCAAJN0u3XrFjk6OtKQIUMoPj6e1Go1HT58mFxcXKhHjx4kl8sNyh09epSsrKxoypQplJqaSkqlkrZu3UrW1tY0bty4fPs1RkxMDDVu3Jjs7Ozohx9+oOTkZCIiUqlUdPjwYapZsybNmjWLqlevnuf+SaVSCgwMJABka2tLr1690im/f/8+9erViwBQUFAQPXnyRK+NBQsWcMd++/bteeqdnp5Offv2JQBUq1YtevHiRYH3vSA8ePCAnJycqG/fvpSenk7Jycnk6+tLlStXLtF+TeHkyZPccZszZ05Zq1OsREZG0r59+0yqu3//fgJAJ06c0Cu7ePEi+fr6kq+vL+3cuZOys7OJiCg7O5u2bt1Kfn5+FBgYSFeuXClO9fVYv349d429a1y9epVOnjxZaPno6GiqUKECjR49mmJjY7ntt27don79+nHnKAC6fPmyjqxKpaJhw4bRxx9/rCP7LvLff/9R9+7dCUC+x0sul1PHjh1JIpHQhQsXiIjo+fPn1KFDB3J3d6eIiAiDcocOHaL69evTrl27KDU1ldRqNd25c4datWpFFhYWtHr16gLp3K5dO2rRokWBZHJz8+ZN8vT0pOvXr+uV/fDDD2RmZkbbt28ntVpNe/bsIQC0ZMmSIvWpoaD3WSKiK1eukI+PD3Xr1o1u375NarWaYmNjydXVlTw9PenZs2dc3d9++42qV69OiYmJxaIvg/G+wgxiBuMd5+nTp4U2iImI/Pz8CAA1b948z3pqtZp7aAsJCTFa7/vvv6ePP/6YbGxsuPr56SaTySgoKIjq1KmjZ5T/9ddfBICmT5+uJ5eQkECOjo7UrVs3vbJffvmFANDvv/+eZ9+GuH79Onl4eJC9vb3eA6qGtLQ0atq0KQEgOzu7PNtr0aJFnsdBpVJR48aNCQDVrFlT7xiEhoZyx9KUB/P79+8TANqyZUu+dYtKx44dSSgUUmpqKhERLV++nACQp6dnifedH5prAwCFhoaWtTrFyp49e/K8DrX5/PPPycHBgRQKhc727du3k0AgIH9/f6PG1vPnz0ksFpOlpSXt3LmzqGobpUaNGvT06dMSa78o/Pjjj0V6odKkSRP64osvjJYvXbrUqEH8rnP27Fnq27cv+fr66hj2+Y1Ts2bNIgB07do1ne0ZGRkkFospMDCQMjMzdcqePn1KlSpVMmicpaWlkYeHB/H5fM7Azo81a9YQgCIZxK9fvyYfHx9aunSpXllMTAxZWFjQkCFDuG3BwcFG72cFoTD3WSKiR48ekaOjI3Xt2pXUajW3PTo6mgQCAQGgKVOm6Mh07NiRWrVqRSqVqkg6MxjvM+XaZTo+Ph4XL17E/v37sXv3bpw+fdokNyAG432Cx+Pp/M2vXn4IhUI0bdoUU6ZMQdOmTU2S+e233/D48WOMGjUKZmZmOmWffPIJKlasiB9++AHPnz/XKVu0aBGSk5MxZswYvTY///xz2NnZ4ZtvvkFWVpZJegA5ro29evVCXFwcZs6ciXr16hmsJxKJsGvXLtjZ2SE9Pb1ILsl8Ph+ffvopAODWrVs4ceJEodsCAH9/fwCAj49PkdrJj7S0NPzzzz+oWLEi7OzsAADDhw/Hxo0bcfz48RLtu7xz/fp1k+oREf7++2+0b98e5ubm3Pa7d+9i2LBhkMvl+PXXX+Hp6WlQ3tfXFz/++CNkMhmGDh2K+/fvF4v+2mRlZeHBgwfF3m5xYeqxNsSFCxdw4cIFDB8+3Gidr7/+Gn369Cl0H2UJn89HlSpVMGzYMIwcOVLnHDNGXFwcli5disaNG+stN7G1tcXIkSMRGRmJ5cuX65T99ttvaNiwIZycnPTaFIlEaN++PdRqNX7++ed8dYiOjsbkyZPzrZcfX3zxBUQiESZNmqRXtm/fPigUCtSvX5/b9scff2DTpk2YOXNmkfotzH0WAIYOHYr09HT8/PPPOvf0K1eucEsjBAKBjsyqVatw9uxZvd+DwShXlLVFXtrExcXRrFmzKDg4mPh8vsGPv78/jR07lh48eFDW6jIYRZ4hFovFJr8lhwkzxNo8fvzYJN1q1qxJAOjmzZsGy4cPH04AaP78+dw2hUJBLi4uxOPxKCUlxaDcxx9/TABo8+bNJulLlDObhjezvlKpNN/68+bNIwB5upTlN0NMRBQeHs4d3x9++EGnrKAzxERUoLqF5cqVK0WeYSlJPtQZ4qysLPLz8zPpOrx06RIBoK1bt+psr1OnDuembwoVKlQgAFSvXr3CqJwnq1atIgDv5AxxXFwcCYXCQs8QL1u2jADQjRs38qz38OFD4vP5790McW6aNWuW79jz008/EQCaNGmSwfJz584RAAoMDNTZ/sknn5CVlRUNHTqU4uLi9OS++eYbAkDVqlXLV88OHTpQ27ZtizR+aZYrrVmzxmD5uHHjSmXsMfU+q/G26tChg16ZXC6nr7/+moYPH05JSUl65f379ycrKysdd2oGozxRbmaI09PTMW7cOPj7+2PRokW4efMmKMdlXO8TFRWF1atXo2rVqhgwYADi4uLKWn0G450k92yvIV68eIFbt24ByAniYYgqVaoAgE4Ez//++w8JCQlwdnaGvb29yXJ5ERsbi02bNgEAWrRoASsrq3xlRo8eDQsLC6SkpJjUhzFIK3CYqbPxZU1GRkZZq1DuePXqFXr37q3nLWGMsLAwmJmZoWPHjty248eP49q1awCA9u3bm9ROu3btAOTMJJ06dapgShtBrVbjzz//xDfffFMs7RU3T548QdeuXYt0nmdnZwMAtmzZkme9ChUq4KOPPip0P+8Kpoz54eHhAPIf7yMjI/H06VNuu52dHbKzsxEaGorvv/9eT04TZNDS0jLP/tevXw8LCwsMHDgwX13zYv78+TA3N0ffvn0NlpfW+GjKMQeANWvWAADatm2rV2ZhYYGlS5di7dq1cHR01CsfNGgQsrOzsXTp0qIpy2C8p5QLg/jkyZOoXr06fv31V1SrVg0zZ87E3r17ce/ePbx+/RpSqRQKhQJJSUl48uQJwsPD8d1336FJkybYvXs3qlWrhp07d5b1bjBKkdu3b+PTTz9F5cqV4enpCU9PT7Rt29agm+i///4LDw8PLtJtSEgIgJxIz5988gn8/f1hZ2eHTz75ROfmn5usrCzMmDEDEokEYrEYDRs2xO7du0tsH0sLTTRiW1tb2NraGqyjcee8efOmnpy7u7vRtg3J5cWBAwegVCoBwGC0UEO4ubmhTZs2OtE5C4O2y2idOnWK1FZ+XLlyBW3btoVYLIafnx+6dOmCo0ePolq1aibtx7///guJRIJ+/frpfJdIJHpuiKmpqZgxYwYqVarE9de3b1+9KNS7d++Gr68vzMzMwOPxOFf1mJgYdOjQAU5OTmjWrFmxRjzV7k8sFgMArl27hoEDB6JGjRqwsbFB/fr1cfToUT3ZWrVqgc/nc9HZiQgRERHo0aMHKlWqBHd3d4SEhCA6OlpH7rvvvtOJ2D537lyd8q5du3I68Xg8HePz+PHjaNq0Kf777z/umGmOu0QiMehqHxYWhiZNmui4mR44cID7v6nnuXY9TRR6mUwGd3d3nUje2pw7d04nkn3Lli11ynv27ImpU6dCKpUCAJo1a8btS9euXQHkRCJ2cXHh2ggODgYAnD17Fu3bt0dAQAC8vb0xfvx4JCUl6bQ/ZswYnajruaMJBwcHc78hj8fTWRK1detWtGnThrsuly9frnOsTU2BVLlyZQDATz/9hHHjxuHRo0dG6546dYo777OysvSi1Oc+VwDA29ubi17v4+PD6ad9zO7du6cjk5qaiunTp6NixYoQi8Xw9/dHSEhIqbmt5zd2Ozk5cW672mP3qFGjYGFhAQDc9apBoVBw539eLxZevHiBhQsX4vfffy+0/gBw5MgR3Lp1C02aNNF7ITt58mRIJBLs2rVL57smwn3u62LixIkAgHXr1qFJkybw9PRE5cqVsWzZMqjV6iLpqUEul3PjmOYaKght2rSBpaUl1q9fj7S0tGLRicF4ryi7yenSYc2aNSQQCGj48OF0//79AsvHxMTQ5MmTydbWlmbPnl0CGjLeNfbt20c2Nja0a9cuLsjE1atXyd/fnwAYDTyjcROrW7cuTZ48mX755RdSKBSkVqtpw4YNxOPxKDAw0KCbbkZGBtWrV4+cnJzo/PnzRESUnJxMPXr0oBkzZryzLtOmuHNrgl+5ubkZrRMWFsb1nZWVRUREkydPJgDUoEEDo3IrV67Mt21thg4dyvWzYsUKk2RMIT+XaZlMRtWqVSMA1LRpU51gJ0TF6zJ99+5dCgoK4qIGq1QqCg8PJy8vLwJADx8+NHm/NFGcjZ07z549owoVKlDlypXpzp07RJRzLo8bN44sLCwMBv36+++/uetELpdTgwYN6OTJk9SnTx8CQN9++63J+pniMn358mXi8/kEgDZu3EgjR47kAoRdvnyZnJ2dycLCgtNfmytXrnCyBw8epA4dOnBRva9evUoeHh7k5eVFjx8/1pHLzs6mVq1aGY1+HRUVRU5OTkZ/Q835kN91GB0dTQDo+++/19muCQYHwORI1fv27eNkcgfgO3LkCFeWG5VKRVOmTMnzPNGMQXm5TGv6t7S0pAMHDlC/fv24qNRHjhwhW1tbqlq1KiUkJOjIpaamUuXKlY2eA9evXydzc3Oj/c+ZM6dIUcqzs7MpKChIJ+CURCKhgQMH0qpVqwyeV9pIpVL66KOPjOpgY2NDDRs2pPj4eG6bUqnkfuN+/frp1NdEvG7YsCF3XiYkJFCfPn1IJBLRqVOnCrWfGjRjnbFxKiMjgzsO4eHhRttxdnYmAHpRo+/cuUNHjhzRGyM3b95MAEggEOS5nK1Tp060ceNGInp7HRXGZXrs2LEEgCZMmGC0TkhIiNHzTqVS0aRJkwgAtW/fnqZOnUrfffcdKRQKUiqV9L///c/g72cIU+6z165d4477zZs3KTo6mr788kuqXbs2eXh4UO3atWnx4sXc/dUQmqVNe/fuzVcnBuND44OeIV65ciV++uknnD59GmvXrkWlSpUK3Ia3tzd++OEH3Lx5E2fOnMH48eNLQFPGu4JcLsfnn38OmUyGoKAg8Pk5l0idOnW4QB4//fSTQVnNjMe1a9eQlZWFsWPHcnlShw4divbt2yMyMlInB7CGSZMm4cqVK1i8eDGaNGkCAHBwcMC2bduwY8eOYtk37Vk+Y5+SQPO2OXcgD220XeBSU1MLLKeRyY/Y2Fju/8Zmq4sTmUyG06dPo3379rhz5w46d+6MgwcPlqjL9IIFCzBq1CjUrVsXQE5QnI4dOyIsLAx8Pj/fHKCmQkTo06cPIiMjsWfPHlStWhVAznHV5B4dNmyYXsAibXe+0NBQ9O7dGy1btuRmuQoSIM0U6tWrBy8vLwA51+6vv/7KBQirV68epkyZAoVCYTBQT926dTkvhDFjxmDr1q1cW5oxITY2FiNGjNCRs7S0RPPmzY3qpMnJWlT++usvAECXLl10tr9+/Zr7v1AoNKkt7esh9yy9IRdMDZrzq6h07twZQM41M2fOHGzatAkODg5c/3PmzMHdu3cxZcoUHTk7Ozs0bNjQaLvBwcHcb1YSWFpaIjw8nDv/ASAqKgrbtm3D2LFjUa1aNQQGBmLJkiWce7U2VlZWejPrGuRyObKysvDjjz/C1dWV2/7999/j/Pnz8Pb2xq+//qoj069fP7x48QIHDhzgXJadnZ2xdetWeHt7Y9CgQcV+jWmjPbtYmLG7atWqaNu2rc4YmZ6ejunTpwPI8cCoWLGiwTZDQ0NBRJyXVlHQLMPReAAUFD6fj06dOgEAzp8/j9jYWEybNg3m5uYwMzPDlClT0KlTJ+zcuRObN28usr7aOeuvX7+OPn36YMCAAbh27RoePXqELl26YMaMGWjRooVRV2+NK/uRI0eKrA+D8b7xwRrEGzZsQHh4OP777z80atSoyO0FBgbi+PHjICJuYGZ8eGRkZCA5ORkqlQobNmzQKdO4FBpz6dSs8yEigxEpW7RoAQC4dOmSzvZXr14hNDQUANCjRw+dMisrK4wcObIQe6JPo0aNEBUVleenJMnLCNS8eAB019qaKpdbxhja7ml5tdu+fXuIxWI4OTnBwcGB+3h7exuMeK0hJiaGe7ng5+cHiUSCL7/8EkFBQTh9+jTCwsIMRlAtTm7evGkwUnCdOnXQvXv3YjOI//77b1y6dAkNGjTQMQY0fPbZZ1AoFFi4cKHOdo1LJJCz7nL06NEAcgz5/v37Y8KECcWinzaaa/PLL7/UOdcA49elBk1U3c6dO8PZ2VmnrEuXLrC0tMTJkycRERFRIJ2K46VIWFgYAgICuAdZQ22bem1oH5eC6lYc+6Idvbh///5660Q1UZq3bt2q5zpdGvrlRYUKFXDr1i3s3bsXffv21TtPnjx5gunTp6Nu3boG7x+5z0kNycnJcHR05F6SAjnGzty5c8Hj8RAaGqqzHvTIkSO4cOECOnTooOeuLBAI0K5dO7x48QJ//PFHUXbXZIpr7B45ciRevHiB0aNH46uvvjJYJzY2FvPmzePW0RYFIkJkZCQA6LyIKCiaczojIwPjxo3TK9ec0ytWrCh0Hxq0jdwxY8Zgx44daNy4MYCcl2Lz5s1Dz549cfnyZaPH0MXFBQDw+PHjIuvDYLxvfLAGcZcuXfD3339zMwHFAZ/Px8qVK0vkgY3xbuDk5IQVK1agS5cueoao5uae3w3cysrKYDARzc0m9xrOkydPQqlUwt7eHm5ubnpy2g9D7yMikQhAzsyPMbRnTjTXbEHkTL3OtR9uNOsaDfHPP//g2bNnuHjxIlJTU5GamopRo0bhxYsXWL16tVE5Hx8f7uXC8+fP8fLlS9y6dQtr167Nc8awOJFIJFi/fj26deuGzZs34+7du1zKqD179ujNJhaWQ4cOATC+Xq1mzZoAch7SDa2Ti4qKgqurK/c7d+/eHdu3b9dbO1icGJqVNXZd5sbQi1UrKysEBAQAeHs8SousrCycPHmSm1nVRjvFkqmBfzIzM7n/57VuvzQwdKwlEglsbGygUChMDqJXmpiZmaFHjx7YuXMnXr9+jVu3buHnn39G586dOeNekwrLVOzs7HD48GHu3pOdnY1BgwZBoVBg3LhxejP3f//9NwAYnUHVGOPnzp0r8P6ZiuZ6Bopn7F60aBF27NiBMWPG5Dn2jhw5EjNnziyWVHRJSUlcrAlTPSzywsLCgvPY0UbzIvHatWuIj48vUh/ax71v374Gx9H+/fsDADZt2mRwXNDsa3HGcWAw3hc+WIPY1dXV6FtXIGcAGjBgAEJCQvDy5UudsvXr12PKlClGZ1I8PDyKVVfGu8WXX36JgwcPwtfXF1u3bsWwYcNQu3Ztk90C3dzcDL4Z17wtzm1Qa6LJGnsweN/PN427ovYDd240N2d7e3vOdbMgct7e3ibpUqtWLe7/ptz0tZdZ5J6FexcwdJ7NmTMHNjY2OHjwIEJCQlCtWjXY2dmhbdu23ANzcaAJEJd7NkyDZuYqIyMDiYmJeuWJiYlo1apVseljCoYMPWPXZW6M5fHVuPXmDq5V0hw7dgxSqdTgCw7t3NqmPtxqLycw9PBemhg71prgRqV9rPOiZcuWOH36tM42Ho+HGjVq4Msvv0RYWBhiYmK4POTh4eF6zxzGsLa2RoMGDbjvU6dOxb1791C5cmWDUZg1s5q//vqr3nIYHx8fHD58GPb29nmOqUVFKBRyxlle/WjK8hq7d+zYgdmzZ2Px4sVYtWqV0RnnTZs2QSaT5ZkLuiBo55w3NcJzXri4uBjM36wZO4Cin9PaL9O173PaaO5ncrncoBeRRkfNywAGozzxwRrEeXHv3j00b94cO3fuxNatW/XWjn366acQi8Vo3rw5YmJiykhLRlmRlpaGCRMmQCKR4OzZsxg8eDAuXLhg8gxQQd3zNLNn2jdhbYxtf1/QzCBmZmYana3SPIzXqFFDTy6vtGeG5PJC23jIHZnVEKa6mxYV7YclhUKRb33NOWFoHXSDBg1w/fp1jBkzhvNUyMrKwrFjx9C5c2e9SLyFRXNsjB0j7YcqYw+Vmlnk0qIorrPGXrBq2iyuaLGmEhYWBpFIZNDzoGfPntz/TTnPAXCp0XLLlwXv2rHOj/zuDS4uLti4cSPnwqq93tNUjh49il9++QXm5ubYunUrrK2t9eporrkxY8boLYeJiYlBSkoKUlJSSjx7QX5jd3JyMuehY2zsPnv2LEaOHInNmzfrLVP777//uHHn5cuXmDVrFtatW1dM2uf8XppzsDhSK+V3PgNFP6crV67MjbPGXqJr3y8Mjdvp6ekAiuYmzmC8r5RLg3jmzJkYN24cRo0ahVq1aund/C0sLDBu3DjMmTMHM2fOLCMtGWVBfHw86tWrh3Xr1uHo0aP4/fff0bp1a1hbW5fYW1PNG3JjLpvvex7sgIAA+Pv7AzC+NkmTqqRDhw7ctoYNG0IoFCIxMdHosTEklxdVqlTh6p4+fTrflw3Ftd42P7QfQAzNpubmxYsX4PF4eoHQMjMz4eXlhaCgIKxatQqPHz9GfHw8/v77b4wZMwZ8Ph+LFi0qFp01LnnGjpEmsJOtra3RddMlGeyouDG2blXze+V2UTQ0I6RNYVwkf//9d6SlpYGIEB4ejvbt2xsMXNS4cWMuNY0p7sVEhMOHDwPIWaLRtGlTvTp5zZQVZl8iIyOxd+9eg2WGjjURceNAQY41EekEGTOV//3vfybXDQ0NzXfWlcfjcS8vDOWBzYvk5GQMHToURITZs2frzOBv2bIF58+fB5CTZgxAofa3OGnTpg2A/Mf7oKAgg8uLHj58iCFDhmD//v0YNGiQTplSqcQnn3zCGZPXrl2DVCpFixYt9GbFNSnitANKzp8/P1/9+Xw+53pd1HR7mjYMGaDaY72fn1+R+nB0dOSWGhgLMqkx7nk8HndP1iYlJQWA/vXFYJQHyqVBfPfuXXz33Xf49ddfce3aNdSvX99gvX79+hkNtML4MPnuu+/w6NEj9OzZU8ftEECJ5XD86KOPwOPxIJVKDc4cXLx4sUT6LU2GDh0KwPi+nD17FgKBAIMHD+a22draom/fvgByHmhyo1Ao8O+//8LZ2RndunUzWZfff/8djo6OeP36db6zpYbyTpcEDRo04IJNnTlzJt/6YWFhaNiwIbf+VYOtrS1evXqlk4fW1dUVnTp1wqpVqzB9+vRiczfVLCHIHUVag2Z7XmuWtQNsvevkzqsM5My8P3nyBIB+JGaN0WMop2dmZiYnVxB+++038Hg8XL16FbGxsQbXD2vYsGEDhEIh7t69yxlMxtixYweePn0KoVBo9JrIa3+0Z5dNJSIiAhcuXDBYZuhYP378GFKpFBYWFnpRmfPSLTIyslBRlQuSxzY+Ph7Tpk3Lt15MTAy8vb2NrvE1xhdffIEXL16gUaNGmDFjhk7Z5s2bOQNI87Lv6tWrRtt6+vQpli5dWqD+C0pISAjMzMzyHO8BGFxPnZSUhAEDBmDXrl1o3bq1XvmFCxd0Aq598skneP36tcEgkZr91A4oOXv2bJP2QdN3cdz3s7KyDOan1gTiq1WrVrGs29fcP439/rdv3waQkw88970DAOdGbei4MxgfOuXSIM7KyjLZda6g0SwZ7zfGIkuq1Wr88MMPAIrfhVkikXBGw549e3TKsrOzsX37dgCFX9eTn2urBm2XreJ2FZ40aRL8/PywZs0aveN34cIF3L59G19//bXem+n58+dDJBIZDKaya9cuJCcnY/HixQUKfOLn58e5HM6cOZNbC5ubzMxMLFy4MM9ALsWFo6Mjxo4dCyDHkMkrYnF0dDQWL16MJUuWGCy3sbHBt99+azDFi42NjdH1ZQWlS5cuqF27Nq5cuaKnLxFh06ZNEAgE+Oabb4qlv7Jm27ZtekGC9u3bB4VCgfbt26N27do6ZZoXav/9959eW8uXL+faMnStacYf7dmprKwsEBFEIhGXQkuT1sUQQUFB2LBhAwQCAUaMGGF0Jj86OhrffPMNrKyssHnzZlSoUMFgPWP7k5aWxhmPxsYNQ/tz/fp1o2uVDRnlf/75J4AcIyp38MG8jrX2WltTj/XTp08RFBRkUDdj/PLLL3l6X9y9exd79uzB/PnzC+S6/8cff2Dnzp2wtbXFli1bdGbqo6Ojcfr0aS7+RPfu3VGrVi1cv37d4MsGmUyGzz//3GggvOJCIpFg/PjxuHTpEq5cuaJTplQqsX79egQEBGDixIk6ZQqFAr169YKPjw/Mzc3x+vVrnWsuKSkJixcvNhq3oDjRXFuGXs4UhtxZK4C357QpL1NMYdiwYahatSp27dpl8HrfsGEDzMzMDJ6nSqUSd+/ehZmZGdq1a1cs+jAY7xWlkOv4naNBgwZ09OjRfOv9+eefVLFixVLQiPGusHr1agJAvr6+9Pz5cyIiio6Oph49etCgQYPIx8eHzM3NKTo6mmJjY0mtVnOyJ0+eJABkY2NDSUlJem1PmzaNANBHH32kI0dE9OLFCxKLxSQSiejEiRNERJSYmEh9+vSh8PBw4vF4ZGZmRg8ePCjQ/qSkpJBIJCIAFBgYSNnZ2Ubr3r17lwAQAGrWrBkplcp82//7778JANnZ2VFKSkqedS9dukT29vb02WefUWpqKhER3bp1iwIDA6lnz55G+wsLCyOBQEDTp08nqVRKRESnT58mFxcXGj9+fL46GuPGjRtUoUIF8vHxoS1btnBtq1QqOnPmDDVq1IjWrFlDRERBQUEUGhpqsB2VSkWVKlUiACQSiSg5OblQ+mRnZ1O/fv0IADk5OdFvv/1GaWlpXHlKSgpt3LiRKlasSLt27TLajoeHB5mZmVHz5s3p9u3b3PaTJ0+Sl5cXnT171mSdtm7dSgBIIpFQZmamXnlkZCRJJBKqVKkS11daWhoNHz6crKys6I8//tCTefHiBXeeXbhwwWRdDHHq1Cmurblz5xqsk5KSQvb29gSA/vnnH73yw4cPEwCytbU1eA6LxWICQGPGjKFevXpRYmIiERHdvn2bvL29SSwW04sXLwz2/dFHHxEA+t///kdKpZJUKhVt3ryZJkyYQF27djWqd1JSEjk5OZGtrS09ePCAlEoljRkzhn777TciIqpTpw41btzYpGN0/vx58vT0pICAANq7dy/J5XIiIpLJZLR9+3YSi8UUGBhI165dy7Odo0ePEo/Ho2rVqtHjx4+JiCgmJoYGDhxIGzZsIADk4uJCr1+/1pOdN28eAaARI0aQWq2miIgIql+/PmVlZenU0/yWY8eOpTFjxlBGRgYREZ05c4ZEIhHVrl2b0tPT9dqXSqVUoUIFMjMzoz/++IPUajXJ5XJaunQpLV68mGrXrk0AaOPGjXqyDx8+JIFAQD4+PhQXF0fZ2dnUrVs3OnTokEnHt0WLFsTj8Wjx4sXk5+dH7dq1ozNnzpBKpeKO886dO8nDw4NmzJhhsI1PP/2UANDw4cN1tj9//pw7dzW/vYb79+9Tw4YNCQDdunWL2x4ZGUn+/v7k5uZGYWFh3L3m9u3b9PHHH9Mvv/xi0n4ZIjMzk7sejI2HGqRSKbVp04YCAgLo+vXrRJQzNgwbNozc3d3p3r17ejKff/45dw7k/vD5fO7/LVu2NEnfOXPmEACqVq1anvc+Q8jlcvLz8yNra2uDYx8RUdu2bQkATZkyxWC55pnA19eXevToQevXryeVSkUqlYpWrFhh8Dc3REHus/fv3ycvLy9q1KgRd51mZmbSpEmTyMzMjNatW2dQ7vjx4wSABgwYkK8+DMaHSLk0iH/77Teyt7enX3/9Ve+GTJTzgLthwwYSCoU0derUMtCQUZasXLmSqlevTnZ2dlShQgVq1qwZ7dixg4iIzp07R5UqVSJPT08aPHgwpaamUlRUFPn5+ZG5uTl3w7axsaFGjRoREdGuXbvI3d1d5+bu7OxM48aN0+k3Li6Ohg0bRi4uLhQQEEDt27fnDAZvb28CQBYWFuTn58cZlMbYtWsXicVisrGx0elXJBKRWCymffv2cXWXLFlCYrGYLCwsdOra29uTWCymO3fu6LS9Y8cOEovF5OvrS2ZmZlx9S0tLEovFeu1rExUVRSEhIeTr60tisZhq1apFq1ev1ntBkJtbt25Rz549ycfHh8RiMTVq1Ih27tyZp4wpyGQyCg0NpU6dOpGnpyf5+vpSxYoVqW/fvnT58mWu3vjx4/UeAGfMmEFisZicnZ11jpuNjQ13HF6+fFlgnf766y8aMGAAVahQgWxtbcnNzY0qVqxIDRs2pFmzZlFsbGye8tWqVaMzZ87QunXrqG7duuTu7k7e3t70ySef0JUrV0zSYceOHXq/r62tLYnFYvr666916iYmJtLkyZMpICCAxGIxBQUF0WeffaZjjBPlPHCJxWKysrLi2tScz126dDH5+CiVShKLxeTn50cCgUDn2Ht5eZFYLKaLFy8SEVGjRo10rgFzc3Py8/OjqKgoio6OJh8fH719rFevnk5/GgPg5MmTdOjQIfroo4/I39+f3N3dacSIEfTq1SujuqakpNDw4cPJycmJ3NzcqHv37vT3338TEdHEiRO5ft3d3fWumQsXLlCjRo1IJBJRtWrVaPny5USU80KBx+PRokWLTD5m6enptGLFCmrRogV5eHiQj48PeXh4UIcOHWjDhg0kk8lMaufgwYMUHBxMAoGA6tevT1OnTqXExERKSUnh9sXKyopatGihI5ednU1ff/01eXl5kYeHB33yyScUGRmp176mjadPn9LWrVupQYMG5OfnRz4+PjRlyhSdF0S5iYmJoT59+pBIJCJfX1/q378/N352796dABCPxyMvLy+da5so56VbzZo1yc7OjmrXrk3bt2836XgQ5RjEs2bNIiKijIwMWrFiBX300Ufk7e1NEomEJBIJ9enTh86cOaMn26VLF/L09NQ5hz08PGjYsGFE9PZFgmY81nxyj+tRUVE67SYlJdG0adOoQoUK5OrqStWrV6eePXty10VB0Fxvmhe22v1qXggNGjTIoKxCoaClS5dStWrVyM/Pj/z9/Wn06NEUFxenV/fo0aNGjeHcn549e+apc9OmTcnLy0tHxtrausATHL/88gsB0LvX9O7dm1xdXXXad3d31xl7iN4axGKxmORyOc2aNYtq1KhB7u7uVK1atTzvfUW5z75+/ZqmT59OVapUIX9/f/Lz86O+ffvS1atXje7rqFGjyMzMTOflCoNRnuARlVIY1XcItVqN9u3b48SJE7CxsUGdOnXg7e0Nc3NzxMfH4+rVq0hKSoKvry+uXbtmNCAMg8FgMD5sJBIJnj17hpMnT+qtXWUULxpX4qdPn+oFjGMwShulUommTZuCz+cXKpbHqVOn0KpVK4jFYkRFRRW/gsVEQkIC/Pz88OWXXxpM58VglAfyDoP5gcLn83Hw4EGMGTMGW7Zs4QI8aFO7dm38+eefzBhmMBgMBoPBKGdoUlxpngc1QR4/NGbMmIGgoCCTInAzGB8q5dIgBnIS3oeGhmLmzJk4dOgQHj16hOzsbLi7u6N58+b4+OOPy1pFBoPBYDAYDEYZUaFCBWzfvh2jRo1C8+bNjeb4fV85evQowsPD9aJ3MxjljXJrEGsIDAzEuHHjyloNBoPBYLxjZGRkcCltHj9+zFymS5CYmBju/48fP2Yu04x3hi5duiAtLQ29evXCsWPHYG1tbZKc5pxOTExEcnJygfNPlzSPHj3ChAkTcPjw4SLnQWYw3nfK5RpibY4fP45z584hIyODS6vzxx9/oE6dOqhSpUoZa8dgMBiMsqBx48a4ffs2MjIyAOQstfHy8sKuXbvQqFGjMtbuw0GlUiEwMBCvXr3iUoWZm5vDy8sL58+fh4+PTxlryGDksG/fPgBAjx498qx3/vx5DBgwAC9evODSGdrY2KB27do4d+5cietpKgsXLkSfPn1QqVKlslaFwShzyq1BfP/+fXz66adcAnN7e3su5/B///2HMWPGYM6cOejatWtZqslgMBgMBoPBYDAYjBKiXBrEsbGxqF+/PuRyOZo2bYrXr1/j3r17nEEMACkpKejUqRPWr1/PZooZDAaDwWAwGAwG4wOkXBrE48ePx+3bt7Fnzx44OjpCrVbDz89PZw0TAFy8eBFr1qxBaGhoGWnKKEnUajViY2MhEom4dB8MBoPBYDAY5Q0iQnp6Ory8vMDn88taHQajVCmXBnHFihVx4sQJnbVJAQEBePLkiV7dWrVq4ebNm6WpHqOUiImJga+vb1mrwWAwGAwGg/FOEB0dzdbuM8od5TLKtFwuN/liT0hIKGFtGGWFSCQCkDP429nZlWhfz58/Z1EcyyHsd2cYgp0XDAbDVEprvEhLS4Ovry/3bMRglCfKpUFsZmaGhIQEuLi45Fnv/PnzEAgEpaQVo7TRuEnb2dmVuEEsEolKvA/Guwf73RmGYOcFg8EwldIeL9gSMkZ5pFwuEujQoQM+//xzyGQyo3WioqIwbNgwdOnSpRQ1YzAYDAaDwWAwGAxGaVEuZ4hnzZqF4OBgVKpUCX379kWFChWQkZGBdevW4fXr17h69SoOHToEoVCIGTNmlLW6DAaDwWAwGIxyQrZChl3Xj2B/xAnEJsbBy9kD3Wu0Rp/a7WBlYVnW6jEYHxzlMqgWAERERKBHjx548uSJnnsIEcHb2xv79+9H3bp1y0hDRkmTlpYGe3t7pKamlrg70rNnzyAWi0u0D8a7B/vdGYZg5wWDwTDGwYiT+GzrTCRL08Dn8aEmNffX0doOmwYvQpcaLYu939J8JmIw3jXK5QwxANSoUQO3b9/G5s2bER4ejsjISCiVSvj6+qJDhw4YMWIECyzAYDAYDAaDwSgVDkacRPd1E4A3U1VqUuv8TZGmo9u68dg/fAW61mhVVmoyGB8c5XaGmMFgM8SMkob97gxDsPOCwWDkJlshg9fM1kiRpoNg/NGcBx4crEWIXXiiWN2n2QwxozxTLoNq5YVarUZ8fHxZq1FsXLt2DadOncq3Xnh4ONq3bw9/f39UqFABQ4YMQURERL5yW7duRfPmzSGRSFCpUiWMHj0az549y1NGpVJh5cqVaNiwIcRiMapXr47Jkyfnm+IqOzsbCxcuRHBwMMRiMerUqYP58+cjMzMzXz0ZDAaDwWAw3gVkCjlepSXgwaun+PfpTRy+ew5f7/sBydK0PI1hACAQkqVp2H3jSClpy2B8+JRLl+mbN28iISGB+4wdOxYAMH/+fPzvf/+DVCqFh4cHfv75Z/Tq1auMtS0cz549w88//4xffvkF06dPR8uWLY3WXbhwIRYvXozffvsNAwcO5AzPunXrYtOmTRgwYIBBuREjRmDfvn3YvHkzOnbsiMTEREyePBnVq1dHWFiYwT4VCgW6deuGe/fuYdu2bWjcuDGio6MxcuRIVK9eHceOHUP16tX15NLS0tCqVSsQEbZt24aqVavi/v37GDx4MLZt24bjx4/D29u7sIeLwWAwGAwGwyQUKgVSstKRItV80pCclab1/e32FGm6Xlm2wniWE1Pg8/jYd+sEBtdnmVAYjOKgXBrEkyZNwunTp2FnZ4fhw4cDALZs2YK5c+fC2toaa9asgbW1NaZPnw4nJye0avV+rNOIjY3FrFmzcOXKFdy6dcskmRMnTmDWrFlYtmwZPv30UwCAUCjEkiVLEBkZiZCQENSoUUPPSN2wYQPWrVuHffv2oVOnTgAAFxcXbNiwAffv30fPnj1x9+5deHh46MgtWLAAhw4dwrVr11C7dm0AgK+vL3bv3o1q1aqhe/fuuHXrFmxsbHTkxo0bh3v37uHx48fw8vICAFSuXBlhYWGoVKkS+vXrhzNnzoDPZ04PDAaDwWAwjKNUKZGWnfnGUNU3ZJOzUg0Yt+lIyUpDsjQdWXJpmeqvJjWSMlPKVAcG40OiXBrEkydPxqtXr3D48GH4+voCANasWQMej4eJEyfi888/BwBUrVoVX3311XtjEAM5xqWvry/atWuHzZs35+v+PXnyZAgEAm6ftZk0aRJ2796Nr776CkeOvHXNkclk+Pbbb+Hl5YVu3brpyPD5fIwfPx6DBg3C7NmzsWbNGq4sLi4OS5cuRePGjTljWIOtrS1GjhyJb7/9FsuXL9dJd3Xjxg1s3boV/fv354xhDZ6enujfvz/Wrl2LHTt2YODAgfkfJAaDwWAwGO8tarUaadkZuYxYY8Ztru1Z6UiXvd9Lrfg8PpxsHcpaDQbjg6FcGsQ//fQT1q9fzxnDCoUCV65cAQB8/PHHXL3g4GA8evSoTHQsDF5eXpg7dy733crKCgsXLjRa//r167h+/Tpq165tMKJ2gwYNYG1tjWPHjukEgQkPD0dcXBx69Oihl7IKAFq0aAEA2LFjB5YtWwZbW1sAwPbt2yGVStGoUSOD+mjkNmzYoGMQh4aGgojylFu7di3Wr1/PDGIGg8FgMN5xiAjp2Zk6bsX5GbEp0nQkv9mWlp2BDyUmrI3AGg7WIvAAvEg1LYaNmtToUbN1ySrGYJQjyqVB/OjRIx3j6u7du5DJZODz+ahXr55OXblcXtrqFRtmZmZ5loeHhwMAAgMDDZabm5sjKCgIEREROHHiBIYOHWqSnLe3N0QiEdLT03Hp0iVuhj0/uSpVqgAAIiMj8fTpU/j7+xdI7uzZs5DL5RAIBHnsNYPBYDAYjKJARMiSS3MZsAaM26y3RmxKrnW0mlRC7ztWFpZwsBbpfBxt7OBgbae33cHa7k1Zznd7axEE5hYACh5lundwu9LaRQbjg6dcGsS5ZzUvXboEIMew0p4pvXjxIipXrlyqupUmN27cAAC4u7sbrePp6YmIiAjcvHmzwHLp6em4efMmZxDnJ+fk5ASBQAC5XI6bN2/C398fGRkZiIyMzFPO09MTQM5M/927dxEcHGxULwaDwWAwGIBUnq0X/Ek/AFSaTvCoZK3vSrWyrHehWLAwM9czVPM1bm1E3LbiSn1kZWGJTYMXodu68eARz6BRzAMP4AGbBi8q1pRLDEZ5p1waxHXr1sWJEyfQunWOu8kff/wBHo+HTz75hKuTmJiIL774AvPmzSsrNUucqKgoAOBcmg2heUHw8uXLIsllZmZyaZXyk0tMTOTknj17xrlFGZPTfonx8uVLowaxTCaDTPY2smNaWppRPRgMBoPBeJeRKxVGohun6bkYvzVq39aVKd9fDzhtzPhmJs/Q6my3ydlmbWFlcPlXWdClRkvsH74Cn22diWRpGvg8PtSk5v46WIuwafAidKnRsqxVZTA+KMqlQfz999+jQ4cO6NSpEx48eIAzZ87Azc0NEydORFpaGkJDQ/Hdd98hKSkJCoWirNUtMTQGYV4uxpaWOW8gU1NTiySnbXwWt5xGJreeufnuu+8MvuB4/vy5wTXUxUlWVla++ZkZHx7sd2cYgp0XDABQqJRIl2UiTeuTmp2BNFnG223Zmdz3nLK3dbOVRUvd867AAw8iSxvYWwlhZymEnaXt24+VLewt32y30tpuKXxT3xY2hTFo5YBCLsXrlLKNFm2IWnYBuDhyIw49PI9/Hl9EYmYKnG0d0D6oMTpWbAorc0GJjB/p6enF3iaD8b5QLg3ioKAg/Pfff/jpp59gYWGBMWPGYPLkyfDw8ICfnx/Mzc3h5uaGgIAArF+/Hr179y5rlUuUvG4kmjRGhoJXvCty2qmW8gqyMX36dHz11Vfc97S0NPj6+sLPzw92dnZG5YoD7aBkjPID+90ZhmDnxYeBSq1CWnaG/gxt1pu8tHqzs7p5aTPLOHVPcWJnJTQwEyvSnaW1EcGRm519u11kactSJhqgUmAFTMRnpTZeMK85RnmmXBrEAODs7IxFixbpbX/+/HkZaFM2aGZFtd2Ic5OdnQ0AOgajxq25IHLaM7DFLaeRya1nbiwtLXVmkxkMBoNRflGr1UiXZWoZssaNWH235JxIxx8KQksbncBPBo1YazvOzVjb6LWzEsKMn3cQTwaDwXiX+aAN4lWrVqFz587sTbwRvLy8cPXqVWRmGs/Hl5GRc8P39vbWkUtMTCyQnFAo5CJP5yWnKdPIaQJmaZcZ6yu3ngwGg8H4cCEiZMiydNfGZuVtxGqn9En9gFL3WFtYGZmh1Z2NdeSMWu1Ix0JYmFmU9S4wGAxGmfFBG8Rffvklxo8fj2rVqqFLly7o3LkzGjduXNZqvTMEBwcjLCwMcXFxRuvExsYCAGrUqKEjFxERUSi5s2fPGpVLTk6GVCrVkXN2doavry+io6ONymn6Mjc351Iw5cWqVauwatUqqFSqfOsyGAwGo2QgIkgV2fmm5zGYl/bNR6X+MMZxgZmFvpuxjZYRmyuysbbRa28lgqUFSzfIYDAYheWDNogjIyNx8OBB/PXXX1i6dCmWLFkCZ2dnfPLJJ+jcuTPatWtX4sGU3mXatGmDBQsW4PHjxwbLVSoVnjx5Ah6Ph3bt2unIbdmyxahcfHw80tLSIBKJ0KRJEx25s2fPGpV79OgRgJw13to5h9u0aYONGzfmK9eyZUuTXKLHjh2LsWPHIi0tDfb29vnWZzAYjKKSrZBh1/Uj2B9xArGJcfBy9kD3Gq3Rp3a79zp9SrZCZjg9j5G8tLlT+ihUH0bqHnO+uQEXY+NGbG7XZGuBVVnvAoPBYJRbPmiD2N/fHxMmTMCECROQnp6Ow4cPIywsDH///Tc2bdoEgUCAjz76iJs9DggIKGuVS5XmzZsjMDAQd+7cQVpamt762xs3biAjIwPt2rWDr68vt713794YP348/vvvP6jVar1gGGfPngUADBgwANbW1tz2kJAQLFiwABcvXjSoj0Zu2LBhOtuHDRuGjRs34uLFi5g4caLJcgwGg/EucDDipH4alRd3sffmMUzYs6RM06jIlQqk6qXnMWbE6m//UFL38Hn8XHlm7XK5GIv0DFlt49ZGYP3OpO5hMBgMRsHg0YeygKYAEBEuXLiAsLAw/PXXX7h79y54PB4qVaqErl274pNPPkHTpk3f+6iHc+fOxbx58zBnzhzMnTvXYJ2wsDB07doVS5cuxddff61TNnLkSGzatAlXrlzRcX0GgJ9//hkTJkzA7t270atXL52ydu3a4cqVK7h37x7c3d11yr766issW7YMly9fRr169bjtSqUSNWvWhEwmw+3bt3UMaQDo2bMnDh06hEePHsHHx4fbnp6eDn9/f1SqVAnnzp0r0AOJZoY4NTWVRZlmlAjsd2ccjDiJ7usmAAQQDETPBw/gAfuHr0DXGq0K3L5SpURqdoaOIZt7Ftb4DG06sj6gSMf21oZcjI0bsdrbRVa2zKBlvJOUZpTp0nomYjDeNT7oGWJj8Hg8NG3aFE2bNsWSJUsQFRXFuVYvX74cP/zwAxwdHdGhQwd06dIF/fr1K2uVC8W9e/cA5AymRGTwZt+lSxfMmDEDs2bNgq+vL/r27QuVSoW1a9di8+bN2LJli54xDADjxo3D5cuXMWrUKDg6OqJ169aQyWRYuHAhLl68iPDwcD1jGAAWL16MW7duoV+/ftizZw+Cg4ORnp6OiRMnIikpCadOndIzhgFg7dq1aN26Nbp3745du3bB398fCQkJCAkJgbOzM/bu3cseZhgMxjtFtkKGz7bONGoMAznbecTDkC0z8M8Xv0Gq7YJswIDVNnCTs9KQIcsq5b0qOUSWtnpGrL4Ba9i4FVnZskjHDAaDwSgU5XKGOC8yMjI41+rDhw8jISHhvQq+1KdPH1y+fBlZWVl4/fo1t93Z2RlCoRDm5uYG1+Lu378fP/74I6KiosDn81GrVi3MmTMHdevWNdoXESE0NBSrV69GfHw8+Hw+mjZtinnz5iEoKMionFKpxIoVKxAaGor09HSYmZmhffv2mDt3rkEjWkNmZiaWLFmCnTt3Qi6Xw8LCAj179sTMmTMLtBZcO6jWw4cP2Qwxo8Rgv3v5ZvOlgwjZ+m1Zq1Fq2AisjczCatbP2hs2bm1EsLcSwtysXL6jZzDyhM0QMxglDzOI84CI8O+//7LI1B8ozGWaUdKw3718oFQp8SQxBvdfPdX5XIm+814FjbKysDRgxNrp5qU1st3eWgSBOUvdw2AUN8wgZjBKHvY6Vov4+HisX78e0dHRCA4OxmeffcaMYQaDwWAAANKzM98avPFvDd9Hr5+9E4avhZm5UQPWqHH7JiqyvbXovY52zWAwGAxGYSmXBnGfPn0QFxeHhIQEZGZm4vnz54iOjkajRo0QFxcHPz8/nDhxAmvXrsWpU6dga2tb1iozGAwGoxQgIsSmxuPeqyd6M74vUuNLvH9nW4eCz9C+WXdrbWHFYikwGB8AcpUcp2Iu43zsVcSnJcAt1gVNveqipU99CMxYzmkGo7gplwZxz549MWjQIEycOBEzZswAACxatAgvX75EkyZNcPr0aZiZmWHmzJmYN28e/ve//5WxxgwGg8EoTuRKBR6/fq5r+L6Z9S2rQFWbBy/GkAZdyqRvBoPxbnA+9hq+v7wGGYos8MADgfAw/RnOvriCX25swbT6o9DEq3ZZq8lgfFCUyzXE06ZNg4WFBRYsWMBt8/Pzw4sXL7BhwwaEhIQAAGQyGapXr45Hjx6VlaqMEoAF1WKUFux3L3uSs1JxL07fzflJYgxU6uINmOgmckJlN39Uds/5BDj74NOt3yI9O9NolGkgJ/WSg7UIsQtPMLdlBqMccz72GmZfWAFjcel5b/6d32QCmnrVKda+2RpiRnmmXBrEVapUwZUrVzhX6FevXsHT0xM8Hg/37t1DxYoVubp+fn54/vx5WanKKEFYUC1GScN+99JBrVbjefJL3H/1VG/GNz49qVj74vP4CHTx5YxejQFcyV0CZ1sHvfphEafQbd34fPMQHxj+M7rUaFmsujIYjHcbuUqBTIUUmYospGSn4pvzSyFVyvKU4QGwtbDB7s4/F6v7NDOIGeWZcukynZ2drbMu+Pr16wAAe3t7HWM4IyODrcdiMBiMdwSpPBsPXz/LMXzjnnAzvg/io5CtyPshsqAILW10DF7NJ8jFD5YWpj+EdqnREvuHr8BnW2ciWZoGPo8PNam5vw7WImwavIgZwwzGe4ZKrUKGIguZCumbv1mccZupkKKGS0VUcJQYlP308FTEZyVCrlYUuF8CkKHIwumYy2grblq0nWAwGADKqUFsa2uL9PR0LnftiRMnAADNmzfXqbd06VJ07969tNVjMBiMcgsR4XVGkv5s76soPEuORXE7NXnZu6GKu67RW9nNH94O7sX2QrRrjVaIXXgCu28cwb5bJxCb+Apezu7oUbM1ege3Y27SDEYpoyY1shRSZCikEAlsYWthrVeHiLD8+kakyzN1DF2N8ZutkufZxxc1Bxg1iOUqeaGMYQ088HAu9ioziBmMYqJcGsQjRozAyJEjsXr1aty7dw9r164Fj8fDp59+CgCQy+VYsmQJvv/+ezx8+LCMtWUwGIwPD6VKiaeJLwy6OSdnpRVrXxZm5ghy8UMVjwBdN2c3CeyshcXalzGsLCwxuH4XDK7fhbnSMxjFiIrUuBwXgUxFlsGZ2tzbMhRZyFJmc/JT6g1HR0lzvXZ5PB6OP7+oU7cgZCqkRsuEAlvESwu/nINASJNnFFqewWDoUi4N4gkTJiA1NRXe3t7Izs4Gn8/H5MmT0bNnT0ybNg2bN29GXFwcgJyI1JcvXy5jjUueb7/9FjExMahVqxYqVqwILy8vCAQCvHr1Cnfu3EFaWhpmzpypJxceHo4VK1bg4cOHMDc3R6NGjTB16lTUqFEjz/62bt2KNWvW4Pnz57C0tESrVq0wffr0PB8SVSoVVq9eja1btyIuLg4ikQgdOnTAtGnT4OLiUuRjwGAwip/07Ew8iI/C/VdPcO9VyebudbAWoYp7gO5sr7s//J29YWFmUax9MRiMgkNEkKnkbwxV/ZnXjFzGbKbWtpE1+qG+h+Fnixnnfyy0TpkK41HlbS1sCm0QZ+TVrrn+jLQmorQp8MCDnaB0XuYxGOWBcmkQA8Ds2bMxadIkPHjwAL6+vnB3dweQE0RryZIlEAqFEAqFnFv1h87du3exf/9+g2V2dnY4c+aM3vaFCxdi8eLF+O233zBw4EBkZ2dj4cKFqFu3LjZt2oQBAwYYbG/EiBHYt28fNm/ejI4dOyIxMRGTJ09G9erVERYWhpYtW+rJKBQKdOvWDffu3cO2bdvQuHFjREdHY+TIkahevTqOHTuG6tWrm7Sv2lGmGQxG0dHk7tUYu9ozviWRu1fs5IXKbv6o4qEb2MpN5MziPjAYJYhcpTA446ptxLbxawxfkaeebLo8Ez3DxkFFhbv3JmanGNxuxuPDxtyq8Iar3LjhKrSwwWsTZnL5PD6EFtawtbCBrYUNhBY28LJ1M1r/y9pDoFSrYPtGRmhhjVMxl7Hk8u8m6UwgNPOqa1JdBoORP+XWIAYAkUiEevXq6WwbM2ZMGWlTtmRmZqJHjx6IiopCVFQU0tPT4eLigjZt2mD27Nk6wcaAnHXXs2bNwrJlyzhXc6FQiCVLliAyMhIhISGoUaOGnpG6YcMGrFu3Dvv27UOnTp0AAC4uLtiwYQPu37+Pnj174u7du/Dw8NCRW7BgAQ4dOoRr166hdu2c/Hu+vr7YvXs3qlWrhu7du+PWrVuwsbHJd1/Hjh2LsWPHchEVGQyGaWhy92qCWWkHtiru3L1WFpao6CpGZXd/nVnfim5i2Aj0Z1cYDEbeKNVKLRdiKXyE7rAxsHY2VZaOZdc2vjF2NYZuzv8VJqx7DXTwM2gQ25hbFdoYBoAMRabRsqLM5Obl2txB8hHS5BmckWvLGb3WWttsYGUmKNDLuCAHfW+4lj718cuNLchUZOU5T6yJMt3Cp77J/TEYjLwp1waxKUyYMAErVqwoazVKnMzMTOzbt08n+nZeTJ48GQKBAJ9//rle2aRJk7B792589dVXOHLkCLddJpPh22+/hZeXF7p166Yjw+fzMX78eAwaNAizZ8/GmjVruLK4uDgsXboUjRs35oxhDba2thg5ciS+/fZbLF++HDNmzCjIbjMYDAMkZ6VqBbN6yrk6l0TuXlehEyq7S/Rcnf0cPWHGNyvWvhiMD4kMRRYuxl7Xm6E15IpsKAjUT82nI9itisG2z7wo/FIxYwamGd8M1uZWkJaA4eon8jRirFrn+qtr1AotbGFtbjyoXZ+KHQula2EQmAkwrf4ozLqw3KjztCYP8bT6o4o15RKDUd5hBnE+bN++vVwYxABMNoavX7+O69evo3bt2gZdyhs0aABra2scO3ZMJ3hMeHg44uLi0KNHD4NvUlu0aAEA2LFjB5YtW8bps337dkilUjRq1MigPhq5DRs2MIOYwTAR7dy9mmBWmhnfksjdG+Di88bNOSDf3L0MxocEESFLmW3QYM0w4nasve27Zl8jwN5Xr91UWTq+M9HF1hCZSsNeHYYiLheo3TzX5FrrGMRWZgKDRqy2war5XsHArKqGH5p/UySd3xWaeNXG/CYT8P3lNchQZHHrijV/bS1sMK3+KDTxqp1/YwwGw2TKrUEsl8uxf/9+XLp0CcnJyQZTeTx58gSJiYlloF3pY2FhesCZ8PBwAEBgYKDBcnNzcwQFBSEiIgInTpzA0KFDTZLz9vaGSCRCeno6Ll26hFatWpkkV6VKzhvuyMhIPH36FP7+/ibvC4PxoaOdu1d7je/D+GeQKgo3U2MMW4E1N8OrPeNb0Ny9DMa7AhEhWyXn3IZzG6vahuyQKt3haGWn18ajlCiMPj6n0Dqkyw27Cgst8l8ilBfG1s6a881hZSbIN62QBd9cx4DVzMB62Loalfm+2RQIzCw4OXN+uX0MNUpTrzrY3flnnI65jHOxVxGflgA3Oxc086qLFj712cwwg1EClMuRKCoqCu3atUNkZGS+OS3LQ4AWIkJaWhoWL16Mw4cPIyUlBdHR0ZBIJBg0aBDGjRsHKysrrv6NGzcAgAtEZghPT09ERETg5s2bBZZLT0/HzZs3OYM4PzknJycIBALI5XLcvHmTGcSMcod27l7dwFYll7s3J5iVRCeVUXHm7mUwigNDQaBquFSCwEDU8ciU51h18w+92VpT17128m9h0CC2LarhamTtbFFmcs14Znnmwf20ao83gaJyz9hqgkZZF8ow87f3KbTO5QmBmQBtxU3RVtyUpWljMEqBcmkQjxs3DpGRkWjfvj1atGgBFxcXmJvrH4r79+/jf//7XxloWLq8ePEC9+/fB4/Hw4EDB+Do6IisrCysWLEC33zzDXbs2IFDhw7B1TXnrW9UVBSAvF2sNa7UL1++5LYVRi4zMxMJCQkmySUmJur0x2CUBdkKGXZdP4L9EScQmxgHL2cPdK/RGn1qt4OVhfG1aqagnbs3d2Cr4s7da843RwVXP70Z39LM3ctgGCIuMwHnY6/mcj/WnrnVzN4aDgK1reNP8LDVT9WnVCtx4/W9QutlbI1rUWdyjbVrzjdHFadAWPDN9QzWvNfO5h8Eqn+lT4qkM4PBYLxPlEuD+OzZs9iwYQNCQkLyrbtx48aSV6iMmTFjBsaOHYvp06dz22xsbDB9+nRkZWVh4cKF6Nu3L06ePAkASEvLefAWCIy/Hba0zHnwT01N5bYVRk4jU5j+ciOTySCTyfT0YTCKi4MRJ/HZ1plIlqaBz+NDTWrwX9zF3pvHMGHPEmwavAhdarTMtx3t3L05M75RuB//FI/in0Guyj/Ka0GwtxahigE3Z5a7l1FU5Co5krJTDeaYzS91T4YiC7s6/2zQmHyREYdVN/8otF7G1rgWfSbXtDW5NuZWBg1YQ7OwthY2BiMSa1jVuvCu2AwGg8HIoVwaxM7OziYZwwDwyy+/lLA2ZU/Hjh3RoEEDg2WTJk3Cd999h1OnTuGvv/5C586dubK83i7z+XwAMOiqWdpyGr777jvMmzdPb/vz589LPN90VlYWnj17VqJ9MMqWo4//w8gDC7nvalLr/E2RpqPb2vFY020m2gY1BBHhVUYiIpNidD6Pk6IRl1H8sQu87dwQ6OSDQCcfBDn5cv93sXHQv7akQGxMbLHrUJ5RqBW4nHQH11LuIU2WAbvHQtRxqIL6TtVgwX+3XjyoSQ2ZWo4spQxSVTayVNlaf2XIUkohVb0tGxnQG3weX6+dy0m3sTpyZ6H1ePj0EZwtHfS2p2cW7WVmZMxTmKfq3yvSFBn5ygr4FrAxs4K1mSWszaze/N8KNuZWUKZk45nC8Dj/Q82vYWNmCSszS4PHyiAEQA5kxqchE+wFbnkk8dI/eLJ+HhI/nwvnBu1KtK/09PQSbZ/BeJcplwZx1apVoVarOSMqL3r16lUKGpUtAwYMMFrm5OSEwMBAPHz4EGFhYejcuTNnPGrPtuYmOzsnWI+d3dv1VBq35oLIaRuqBe0vN9OnT8dXX33FfU9LS4Ovry/8/PzylCsO2BqgD5tshQxTV+dEozecLOPt9rF/LUENrwp4GP8M6TLjeTULg6W5AJXcJHpuzix3b9lyPvaaftTYLB6uJt/F9phDxRo1VjsIlPYsbLZKhubehvOWXoy9jvV3dnMztFkKKdR5ZkLV5duPxhqcyX1tlQ5EFnpXYO/mCLGDn952s3RL4G7B27Pg5wRzcnFzhdhNfzxWqpUYS4PydD8ubBAoMdj4z8ib6IQMJKS+DXSolGbizIbfocgQ4Hno7/ioSjuYW79dOuZqbw0fF9Oyg5gC85pjlGfKpUE8dOhQ/P777/jiiy/yrdu0aVOcP3++FLQqO06dOoUzZ85g3LhxcHJy0it3cXHBw4cPuRlOLy8vXL16FZmZxh/mMzJy3rR7e3tz27y8vJCYmFggOaFQyEWezktOU6bdX24sLS0512oGozjZdf0IkqWmPUzIVQpcjS7E07wWmty9mmBWmsBWLHfvu8f52GuYfWEF8MbApFx/MxVZmHVhOeY3mYCmXnWgUCthYcToepD0BBdeXtdbO/vW8M1J46PxStCGDx6O9tpo0NNGplbgSWp0ofcxU5Fl0CAuqbWzdpZCBLtW0XEr1o92rJ+6x1AgLW3M+eboVaF9kXRmMAqDTKFCsykHEZ+a65y3HgNo3mXOPqZT5O5gjQe/94OlBRvzGYyiUi4N4l69emHq1Kn48ssvMWnSJAQEBBisl5KSglu3bpWydqVLcnIyOnXqBKlUiufPn2PdunV6dZRKJQBwkaaDg4MRFhaGuLg4o+3Gxua4W9aoUYPbFhwcjIiIiELJnT171qhccnIypFKpnhyDUVrsjzjBrRkuLrRz92rP+LLcve8PcpUc319eA+N+A2/N5NkXlsOMZwZrcysc6ParwbqPUp5hy70DhdJFDYJUmQ0bA5GJbc2LmnfWsOGqWTvLBw82Ro1V3VlY7XKJneEXnHYCIX5qMd1gGYPxPiIw58PX1RYJaVKoTXDO4PMAHxdbCMxNdL9nMBh5Ui4N4qFDh+LOnTu4du0aVq9eDSsrK7i5uem9OX/9+jWysownmP8QePDgAWdMamZnc/Pq1SsAQLVq1QAAbdq0wYIFC/D48WOD9VUqFZ48eQIej4d27d6ueWnTpg22bNliVC4+Ph5paWkQiURo0qSJjtzZs2eNyj169AgAEBQUZDRXMYNRkiRmphTaGNbO3as948ty976//PvyBk7HXEZEwgOjgZZyQwCUpEKmIgtEZHAmVygomntkhiLLoEGc30yurbm1jhGb27AVWRjWy0vojrBuv8PavADrZhmMcgiPx8OcAXXRdcE/JtVXEzBnQF2W5o7BKCbKpUG8adMmne9SqdRowKMPfbBxdnYGALRs2RKLFy/WK4+Li8Pz58/B4/HQt29fAEDz5s0RGBiIO3fuIC0tTW/97Y0bN5CRkYF27drB19eX2967d2+MHz8e//33n8E13GfPngWQs6bZ2vrtQ1tISAgWLFiAixcvGtwHjdywYcMKuvsMRrFgY2GVfyUtanlVxNIek1nu3vcMNanxWpqE6PQ4pMsz0Mq3kcF6T1Kj8c+zs4Xro5hncq3MBJwBq1ArDdbxFrljev1RBqMcW1tYw6yQxqwZj1+kXLkMRnlBoVSjhsQJVX0dcC86GYQ8gojyCLUDXfFxsPElYgwGo2CUS4MYAJYtW4YuXbrAzMz42ounT5+iffviW0/06tUr/PLLLzh37hyys7M5A+/bb79FUFAQhg4dWmx9mUqFChVQu3Zt9O/f36Dr+C+//AIiwogRI1CrVi0AOS8Jli1bhq5du2Lt2rX4+uuvdWR+//13CAQCLF26VGe7ra0tFixYgAkTJmDfvn16Act+//13ODo6Yv78+TrbJRIJxo8fj2XLluHKlSuoV68eV6ZUKrF+/XoEBARg4sSJRTkUDEahOPXoMs49uV4gmcltPsPHlRqXkEaMopIuz0R0+kvEZMQhOv0lotPjEJMRhxcZryBTyQHkpM5p6dPQ4MsMX5FnkfrPVEgNGsTuNs5o7l0/z/WyuttMCwJlJxCirbhpkXRmMBg5SGVKJKbLkJiejaQ3fxPTcv6fkCZFQlIaXidnIildiqQMBZKlamToZNPL+wWpmnj4poMve5HKYBQj5dIgdnd3x4QJE/KtJxaL4elZtAcbDbt27cLnn3+OzMxMEBEcHBy4sqlTp2LcuHF49OiRwVnakmbTpk3o3r07nJyc0L17d1hYWCAzMxOrV6/Gd999h969e2PlypU6Ml26dMGMGTMwa9Ys+Pr6om/fvlCpVFi7di02b96MLVu2GFzPO27cOFy+fBmjRo2Co6MjWrduDZlMhoULF+LixYsIDw+Hu7u7ntzixYtx69Yt9OvXD3v27EFwcDDS09MxceJEJCUl4dSpUzqzygxGSUNEWHlmG77a9wNUapVJMjzw4GAtQu/gkk2fwTCNpOwU3El8jJj0OERnvMz5mx6HVHn+6UeylNlIlqXCycpBr8xH6FFgXXjgoZZrZUyq8xkcrQxHvfez88Lcxl8WuG0Gg1FwiAjpUgUS07KRmC57a9xqDN1UKeKT0pCYmplj8GYqkSJVIVtVcoYqj1SQKKIhCjsAanWAGcUMRjFRLg3i/fv3m1z3zJkzRe7vypUrGDx4MD766CN07twZcXFxWLt2LVdub2+PLVu2oH///jhy5IjOutvSoEaNGjh+/Djmz5+P6dOnQ6lUQqlUolatWti9ezd69OhhUG7RokWoX78+fvzxR3z99dfg8/moVasWzp8/j7p16xqU4fP52Lx5M0JDQzF16lTEx8eDz+ejadOmuH79OoKCggzKWVlZ4fDhw1ixYgUGDx6M9PR0mJmZoX379rh586ZBI9oYq1atwqpVq6BSmWbEMBi5kcqzMWrnfGy5HGayDA88gAdsGrwIVhYs2nlpoCY1EqUpcLXRj54PANfj72HRJcMBrEwhOj3OoEHsLXRHZ/9WyFJKcSL6X5PaIhA6SpoXeXaZwWDoo1KpkZwpR1J6jnGrmbHVzOQmpmYhITkdCSlZSEzPRnKmEinZaiipoAZnyRqoxDNDj7QDeHnhLtKe3oN9QNUS7Y/BKC/wiMj0ZIOMQtG7d294e3tjxYoV3DaxWKy3bvnZs2cYPXo0Dh06VNoqlkvS0tJgb2+P1NRUloeYYTLPk16ix7oJuBZzT6+snm81PE54jhRpOhd1WvPX0doOmwYvQpcaLUtf6Q+cDHkmojNyZndj0l8iOiMOMelxeJERh2yVHAe7/mowINXD5KcYfXxOgfuzNreCr8gDI2v0Rx034w+kcpUcvf8anxMoK4/2eABsLWywu/PPEJixQGoMRl7IFao3M7bZuq7Jb2ZyOeM2NQuJGTKkZKqQKlPnuS73XcJKLYWCZw4VzAGtGWAeqSFWPMfspB/g1bg9mi/dX6wzxKX5TMRgvGuUyxliDaW1pvfq1avYsmWLzjZDa5fFYjFiYmKKpU8Gg1H8nHx4CX1DJyMhM1mvbHaH0ZjT4QvIVQrsvnEE+26dQGziK3g5u6NHzdboHdyOzQwXAblKgZeZ8dx63uj0l5yrc4osbxfn6PQ4VHHWj0Cfl2uzGc8Mnrau8BF5wFfoCV+RB3xFnvAResDJyt6kB1GBmQDT6o/CrAvLwTOSeon35t9p9UcxY5hRriAiZMmUSHgzW5uULkNiRjYS094auwkpmUhIzkBimhRJGXIkZSmRpci/bX1K3xjmkRq26iwI1RlvPpmwVWdCpM6ArToD9hYqOFibwVloAWeRFVwchLC34iPm8GZEmFfETy66S/uIx0fPtAMwMzdHvSkrmbs0g1GMlFuDuLTX9JqyvlWlUuWZo7ckUavV2LhxI7Zu3YqoqChkZ2cjMDAQ/fr1w+jRo2FubvhUCQ8Px4oVK/Dw4UOYm5ujUaNGmDp1ar75gLdu3Yo1a9bg+fPnsLS0RKtWrTB9+vQ8Z1FVKhVWr16NrVu3Ii4uDiKRCB06dMC0adPg4uJSpP1nMPKCiLDi1FZMPvCj3nphkaUtNg9ZhO412wAArPiWGFy/CwbX78I8A4qJB0lPMPbEPKjznGc1TnSGYYPYxsIaQQ5i2Jpb5xi7Ig/4Cj3gI/KAp62rSQGp8qOJV23MbzIB319egwxFFnhvTGPNX1sLG0yrPwpNvGoXuS8Go6xQqwmpWXJunS03Y5vxxrhNe2PcpmTkuCtnyJEsVUH+nqxcMiMlZ9Tm/murzoCDhRqONuZwElrA2c4aLg5CODvbw9rRBZZ2rrB0qAKBvRMsHVxg6eACgZ0TzIyk1bsfVAXqFVMgkUfhmYUviGcGHqkgVkSjmuwuak5cClsPv1I+AgzGh025NIhLe02vUChEREREvkbitm3b4OXlVaS+CsvgwYMhEomwfv16+Pv7IzU1FWvXrsXEiROxe/duHDp0SM+oX7hwIRYvXozffvsNAwcORHZ2NhYuXIi6deti06ZNGDBggMG+RowYgX379mHz5s3o2LEjEhMTMXnyZFSvXh1hYWFo2bKlnoxCoUC3bt1w7949bNu2DY0bN0Z0dDRGjhyJ6tWr49ixY6hevXpJHBpGOSdLLsWoHfOx9cpfemWV3CTYN3wFqnjoR2hnGCdDkYUYAzO90+uPhr+9j159D1vXQhvDABCb8cpo2ZqPFxS6XVNp6lUHuzv/jNMxl3Eu9iri0xLgZueCZl510cKnPpsZZrxTKFXqnBnbDNmb2dtc623TctbcJqZkIiFNiuRMBVKkaqjekwV4lupsvdnaHAM3x8h1sCQ4WJvDSSSAi501XJ3sYO9oDysHF1g6eMHS3hmWDs6wtHeGwN4FlvZO4JtbFJt+Fft+iSd/bULPF2H4yTkniB7xzNAzPQwOQTVQsc+4YuuLwWDkUC7XEJf2mt4lS5YgNDQU+/btQ9WqOevNAgIC8OTJE67Ojh07MGLECMyaNQtTp04tUn8F5eDBg+jfvz8SEhJgY2OjUzZ06FBs3LgR06dP15ktP3HiBNq0aYNly5bppTvq06cPDhw4gGvXrukZqRs2bMDnn3+Offv2oXv37tx2tVqNJk2a4OHDh7h79y48PHRdGWfPno0FCxbg2rVrqF377UxKZmYmqlWrBnNzc9y6dUtP/7xga4gZ+fEsKRY91k3EdQPrhbtUb4ktQxbD3lpkXL4c/+4KtRIvM+LfrO3VpDDKWdubLEs1KDO70Ti09Gmgt52I0P3gGKQrMo32x+fx4WXrCp83M7wa92ZfkSecrRzeKffC8nxeMEqXbLnybRCpDNnbtbdc5ORsvE7OzDFw07ORnKlAmuz9eSy00TJkNbO1QnUmhKoMCCkTDpaAk60FnIQCuDjYwsVBCJHTm5lae2dutlbzXWDnBL4Rj7jSJPHuZfwztAkWuE5DlEACiTwKsxKWoH3oRThXqZd/A4WArSFmlGfKpUHs7++Pu3fv6sx45jZQNdSoUQMRERFF6k8ul6NFixa4fPky6tSpgwoVKiAsLAxdu3bF69evcePGDSQkJKB27do4f/48LC1Ld53hpEmTsHz5cgwePFhvrfO2bdswaNAg+Pn56bwwqFOnDu7cuYOEhASIRLoGwYULF9C0aVO0bdsWR44c4bbLZDJIJBLw+XzExMToPaBq+hoxYgTWrFnDbY+Li0NAQACCg4Nx4cIFPf0XL16Mb7/9FosWLcKMGTNM3m9mEDPy4sTD/9A3dDISM1P0yuZ2HINZ7UeBz+fn2UZ5+92zFFIs+G81YjLi8DLzNdSkLpD80Gq9MKRKN4Nl407Mw92kSDhZ2b81eoWenPHraesKi2JwcS4Nytt5wSg6RISMbAUS07Tz2+rnuk1MyURCalbODG+mElLl+/GIxycVbHXckXOMW9GbbbaUCUcrPhxtzeEstIKLgw2cnexg46AxZl10Zm4tHVxgIXIE30C8lveFqz9OxP6DJ/CHXR8MTNuFHl3boO7Xy0qsP2YQM8oz78fTQwlQmmt6BQIB/vnnH4wePRo7d+7ElStXAOQYgBo6d+6MjRs3lroxDIAb+MLC9FPIuLm5AQDi4+O5bdevX8f169dRu3ZtPWMYABo0aABra2scO3ZM58EvPDwccXFx6NGjh8HZmhYtWgDImS1ftmwZbG1zosJu374dUqkUjRo1Mqi/Rm7Dhg0FMogZDEMQEZad3IwpB37SM+hElrbY+ul36FqjVRlpVzZkKqSI0ZrlbeJVGxUd/fXqWZtb4ebre8hWyQvVT0y68fF2ZsMxEApsIbQw3QuEwXgXUasJyZlaeW21gkjpGLepGuNWjuQsJRQFe79UZpiTQtcVWaXrkixCJhyszOBoK4CLnQAuDkI4ONrD2tEZlnbOsHTwhaWDMwRvDFtLe2dYCB3ea+O2MNQcNR/Pjv6JqvHzYOXkjpqj5pW1SgzGB0u5NIjLYk2vnZ0dtm3bhrlz5yI8PByRkZFQKpXw9fVF+/btjebtLQ2++uorKJVKNG7cWK/s9evXAIAKFSpw28LDwwEAgYH6QWoAwNzcHEFBQYiIiMCJEye4aN35yXl7e0MkEiE9PR2XLl1Cq1atTJKrUqUKACAyMhJPnz6Fv7/+gzqDYQpZcilGbJ+LbVfD9coqu/tj3/DlqOz+Ya4XVqqViM18nbOe943xq1nbm5St6+JsbW5l0CDm8XjwEXngccrzfPvjgwcPW1cd1+ZKjhKj9T1sXQu8TwxGSaNQqnVnabXTAaW93Z6QkonEVCmSMuVIlaqgfj8mbmGlluqstxWqM97M5GqM2yw4WJnBSSiAs/2bSMkOjrDUzNw6BMDS3klrBtcFFkJ78PLxrmEAFkI71J+2Gpe+H4f601bBQshmbRmMkqJcGsSDBg1C7969ddb05mbHjh0YM2YMZs2aVax9V6xYERUrVizWNouKvb09Fi1aZLDs+PHjAICvv/6a23bjxg0AgLu7u9E2PT09ERERgZs3bxZYLj09HTdv3uQM4vzknJycIBAIIJfLcfPmTWYQMwpFVOIL9Fg3ETde3Ncr61q9JbYM+Q521sIy0KxkOBR1BlGpMW9y9r5EbAFcnGMyjM/k+go9dQxiR0s7+Ig8uejNviIP+Ag94CV0f29cnBnlgyyZkpudNeSSnJSeE2QqMSUzZ71thhzpsvdj2pZHathQVq4Z21zpgCCFk43GuLWGi6MItg5OWm7IFd4EktKeuTUtBRmjcPi27A61f234sCUWDEaJUi6fRr766iscOHAANWvW5Nb0JiQkYPDgwXpreidMmJB/g8VIr169sGfPnlLt0xApKSnYsGEDduzYgaVLlyIkJIQri4qKAgDOpdkQGlfqly9fFkkuMzMTCQkJJsklJibq9MdgmMqxBxfRf+NUg+uF53Ucg5kmrBd+l8hSSBGT8Qo25lbwERnOtbvzwd94nl646yU6D7lP/FuikWcwl8JIKDB+3TIYJQERIS1LoTtjm/bWJTkpPRsJmrRAqZk5BnCmArL3ZL2tGak4Y9ZWJ6jUW0NXxJPBycYcjiJLuNhbw8lBBBvHnIjIAnv3t+ttNcGl7F1gbitixi2DwSiXlEuD+F1e03v27NlS7U+bEydOoF+/flCpVEhPT4e5uTl+//13DBkyRKdeWloagJzjaAzNcUtNfetqWRg5jUxh+suNTCaDTCbT04dRfiEi/HRyM6YaWC9sZyXEH58uQefqLcpIu7xRqpWIy0zQjeD8JqJzYnYKAKBHUFt8GTzEoLyvyLNABjEfPLjbusJX6IHKTsbdxuu4VyvQfjAYeaFSqZGUITMaREqzPSldioSULCSmy5CSpYDy/Zi4hUAt44zYt2mAdA1cEV8OJ1sLOAsFcHGwgYOjw9tZW3vvnEjJ9rrBpcxthMy4ZTAYDBMplwYxUDJreocNG1YknV69eoXExMQitVEUWrdujfv378PJyQkKhQLnz5/H8OHD8euvv2LHjh16UVHzutlqZtMMBTEvbTkN3333HebN0w9K8fz5c4PBwYqTrKwsvbRejLJFqsjGN0dW4uD903plgU4+WNNtJgJFPgX+3RRqBS4n3cG1lHtIk2XA7rEQdRyqoL5TNVjwC56rMk2RgVjpa7ySJeKlNAGvZAmIy07Ea1kSVPm4OD+Mf2pUfzu14eBUInNbeFg5w8PKBe5WzvC0coG7lQvcLJ10XJzZ+Vx4yut4IFeqc3LWZiqQnClHSqYCKVma7wrue3KGDCkZMqRkKZGW/Z5YtgCs1VmGXZG1ZnPteHLY2/DhaGsJB5EVbO1EsBA5wVzkAAuRI8xF4jd/cz4WIkfwLa3zNW4Vbz4ZCgAJSQCSSmGPGaVBaY0X6enpJd4Hg/GuUm4NYg3FuaZ348aN4PF4eRpl+VHWb3SdnZ0B5MzGtmrVCrt27ULdunXRqlUr3Lx5EyKRiDMetWdbc5OdnQ0AOqH7NW7NBZHTNlQL2l9upk+fjq+++or7npaWBl9fX/j5+bG0S+WMp4kx6L/uW9x88UCvrHvN1tg0aFGh1gufj72G7y+vQYYiCzzwQCDwsni4mnwX22MOYVr9UWjiVVtPTkVqmPEMu2R/c/YHXH5VuNRvicoUo+ddE4u6yDKXvwlo9TaFkYi5OBcb0QkZSEjN1tn26uop3N74PWoMnQa3OrreB6721vBxefePPxEhM1uZRxApGZIy3rgpp2UjMU2KxHQZsuTvh3HLI7WB2drcfzNgZ67KWW8rsoKzgy1sHTXra51haV8BlvZaM7dvXJPNrViUdEbBKK3nB+Y1xyjPlHuDOD/atm2Lo0ePmlx/2LBhaNasWaH6evLkCRYuXFgo2aKQnp6OuLg4nUjSGurUqQNvb288ffoUv/32G6ZMmQIvLy9cvXoVmZmZRtvMyMgAkBM5WoOXlxcSExMLJCcUCrnI03nJacq0+8uNpaVlmaS1YrxbHL1/Af03TkVSlq57PY/Hw/xOYzGj7YhCrRc+H3sNsy+sAJDzQoxy/c1UZGHWheUYXLkrhAJbzr05JiMOlRz9saDJRIPt+oo8C2UQ88ADn8eHSq2CGV8/XUlTr7po6lV20e0/dGQKFZpNOYj4VKl+odVoYHsKsP2AzmZ3B2s8+L0fLC1KL72MWk1IyZRrpf3J1nVN1qy9zZAhMU2KhFQpkjPkkKvej/W25qQwkNtWa+2tKse4tReo4SQUwMXOGg72Qlg7atyPnWDp4Kdl6Dq/MXSdYW6Vf/pGBoPBYLz7lEuD2MPDw6T8wqmpqTh37pzJ7To6OmLt2rVFUQ2hoaFFki8oycnJqF69OmJjYxEaGorPPvtMr46vry9evHiBs2fPYsqUKQgODkZYWFiexzA2NhYAdFJbBQcHIyIiolByZ8+eNSqXnJwMqVSqJ8dgaENEWHpiI6YdXG5wvfC2kO/xSbXmhWpbrpLj+8tr8Nb8NdD/m3+33D+gV2ZjbmW0bR+h4aBYGuwFIvi8idzsK3oTyVnoCW+hGwRmxtfdM0oWgTkfvq62SEiTmpRih88DfFxsITAvfPA2hVKz3lY/7Y/G2NXM4CakSZGUJkVypuK9SQFkqc42MFub28jNgIOA/s/efYdHVXQBHP7dTSedQIBASCD03qt0AUWRIuVDVJoUpUqTXgRBBURUkCYdREQBUUCkCSJNCL2XJLQQCCGbnuzu/f4ICSy7CUk2BZLzPg/G3LlzZza72ey5M3OG/M52eLg44Ormir1bgacC2pJP1ty6Phm5tbKVm6VCCJFX5cmAOCQkhJs3b+Lt7Z3iOVeuXKF79+7Ex8en+brVq5tOhUyvrl27WnyN9NizZ09yEPr0Fknm6PV6AFq0aMG0adO4evVqiuddv34dRVFo1apV8vEWLVqwevXqFOuFhISg1WpxdnamQYMGRvUOHDiQYr0rV64AUKpUqRT3KhZ5W1RcNH1+nMxPJ3aYlJUvVJLNfedRxtM3w9ffd+sYkQnRGa5/JzIkxZHcYs6FsdXYGAe9j/ftLeZcGBfb3LMVVG6iKAqTu9XkrWl/pul8gwqTu9VMXjYTE6czu+3PkxHbWEK1j49rYwmNiEUbo8vKh5SpHJMD2cSvTs+M2CYFvW72CvkfZ0p2dHV/PP3Y4/HobTnjkdvHga+VjdwIEkIIkXZ5MiAGGDduHKtXrzZb9u233zJ27Fiio6PTtaZ3165dFvdr1qxZFl8jPRwcEqd8+fn5MWDAALPnBAUl7ilapUoVABo3boyfnx/nzp1Dq9WarL89efIkkZGRtGrVyuimQ6dOnRgyZAhHjhzBYDCYTEtNyrDdrVu35H4B9OjRg2nTpnHo0CGz/UuqZ2lSM5E7XX9wkw5Lh3H6zmWTsg5VWrDy3c9wtrds3ebBO8eT1wxnhE7VExz9gKJOpnttV/eswLYOS9CksMZYvLherVaUmqUKcPJ6KPpUhmEVwMnBhgmrj/LRggOEamOJSXg51ttqVL3RiK3JlOSnEky5OWjwcLInv2s+8hmtty2SHNDaPV5za/t4urLGOv2J6IQQQoj0yLMB8bp16yhVqhSTJ09OPnbz5k169erF3r17UVWVpk2b8vffphlos8qdO3f4/fff6devX7a12ahRI1xcXJg8eTJly5Y1Kf/777+5c+cO+fLlSw6YFUVh7ty5vPXWWyxZsoQRI0YY1Vm0aBG2trbMnj3b6LijoyPTpk1j6NChbNq0ibffftuknru7O59++qnRcV9fX4YMGcLcuXP577//qFWrVnKZTqfjhx9+oGTJkgwbNsySH4XIhXZe+Jf/rRxFWLRxshBFUZjWZhBjW36QKfsLa+Mi0xUM57O2p1HRWkYjvYXyeZg9N6VkW+LFdT88hgs3H3H+ZhiervapBsOQOJ0+IiaB0wFh2dPBFNio8Y9HaI2D2aTgNjHQTSzPn8+K/M72uLs7PzVimx87N+/kkVo716dGbl3yo7HOsx85hBBCvMDy7F+nhQsXsn79embNmsWoUaNYvnw5w4cPJzw8HC8vL5YuXcprr71GsWLFsq1PXl5eLFiwIFsDYmdnZ5YtW8aIESPw9PTk1VdfxcrKivj4eP744w8GDhyIm5sbP/30k1GWw7Zt2zJu3DgmTpyIt7c3Xbp0Qa/Xs2TJElatWsXq1avNrucdNGgQx44do3///ri7u9O8eXPi4uKYPn06hw4dYtu2bRQqZDpKNmPGDE6fPk3Xrl355ZdfqFatGhEREQwbNoyHDx+yb98+o1Flkbepqsqs3csZu3WeyXphVwdn1r3/OW0yuF7YHBc7pzSPECso1CxUiU9qZ9/vucgaD7SxXLgZxvmgsOQA+EJgKA8iE3K6azgYYp6aihxpMlrr9NSUZXdHGzxcHHBxc0lOGGXn5oGdW8nkJFJPRm49sHV2l+BWCCFErqGoluwR9JIqWLAg9+/fJyYmhtatWxMbG8vx48dRVZUePXrw9ddf4+rqCiSOJL/zzjsWtxkeHs5PP/3EvXv3zG7LpNfr+e+//zh06BAPH2b//oHnzp1jzpw5HDlyhJiYGEJDQ/H19aVNmzYMGTKEIkWKmK23efNm5syZQ0BAABqNhqpVqzJ58uRU93FWVZXly5ezYMECQkJC0Gg0NGzYkKlTp1KqVKkU6+l0OubNm8fy5cuJiIjAysqK1q1bM2XKFLNB9PNotVpcXV0JDw+XbZdykai4aHqvm8QGf9O1mxUK+7H5g3mU9szc52Jn4EE+P7YozeePrd2flj4NM7UPIuskBb7JQW/QQ84FPiQ0GwLfxC2Aos3ubWu09tYQiTPRuDvakt/FASc398eB7eNg9nECqWfX3No4uaGxyr6s1kKI9MnObZey6zOREC+aPBkQ37t3LzmAevToEU2bNuXmzZusXr2aNm3aGJ27YsUKs5mX0+Pu3bvUq1ePW7duAYkBYdJ+xU+vUVZVlUmTJjFlyhSL2hNpIwFx7nPt/k06/DCUM3eumJS9XbUly7tPs3i9sDnx+ng6/T6EqIToVMeIFcDRJh8b3/xGMkC/gEIjYrkQFMb5m48Sg9/AB5wPesiDyCxKVqWqOBsiaBR9MDGgfXp6MjHkd7TF3dURB7f8ydmQbZ+ahvzsNkC2zm4ombAEQAjx4pCAWIislyfnPD09mujm5saff/5JkyZNiI2NNTl31KhRFgfE06dP59atW3Ts2JGKFSsCsHjxYvr3749Op+PixYts3bqVAQMGSDAsRAb9eeEg3VaONrteePobgxnb8oN0JclLycPYcJxsHIwCWlsrW8bU7s/Ef79OceK08vi/Y2r3l2A4hz2MiEsc6b0ZxvmgR5wPuM+FoIfcj9JnWhvWagJeCXfx0t3FK+EuOsWK31zaGp+kKPQNW06l+IvkL1+DGsO/xt4tcSTXxtFFglshhBAiG+TqgPjZ5EypqVevHt27d+fjjz/G3j5xT9CbN29myvTlv/76i3nz5jFo0KDkY7/88otRQq8LFy7QoUMHrl+/TsmSJS1uU4i8QlVVvtj1A+N+/8ZkOYKbgzPrenzB6xUaZUpbZx5c4tPD82ngVZ2Pa/QyKmvgVZ1PGwzli2OLiUyITl5TnPTV0SYfY2r3p4GX5duzibQJi3wc+AYlTnU+ey2Yi7fCMz3wLZIQTFHdHYok3KWo7g4+NhH4eRfEvUQ57AsU5tLaNeh18Zy2r0ygjTeqYoWi6vFJuEnFuPNY2dnzyswNOBYunmn9EkIIIUTa5Oop0xqNJnlq8vM8e97TU5qT9t/NKA8PDx48eGA0OtW2bVtmzZpFuXLlko/99ddfrF69mlWrVlnUnkgbmTL98ouMi6bX2glsPPmXSVnFIqXY/ME8ShW0PMhQVZWNV3aw6MxPyUm6xtTuTysz64Dj9fH8fesY/9w5Toj2AZ4uBXjFqyZNitWWkeEs8igqjvNBj7hwM4xzgQ85e+0ul25rCYnKvK2LrNUECuuCKZpwF6+EO3jp7lLSMZ5SxT1xL1kOV99yuPiWw8W3PA4FvYze7y+um4v/vFGctavAVwWGJh8f/mAeleLOU33YbMp1G5ZpfRVC5B4yZVqIrJerR4gBXnvtNerUqZOhugEBAZkSnHp4eJhM1XzllVf4448/jALili1bytZBQqTR1ftBdFg6lLN3r5qUdarWkuXdp+Nkl8/idqISYpj131L23z5mdHzuieWUcitOSVdvo+O2Vra09GlIS5+GciMkkz2KiuPCzceB740HnLl6l4t3IrgfnXn3dRMD33t4JdyhqC5xynMpN4XSPoVwL1kW1xJ1EwNfn3LYueZP0zXLdBnM9d9XUunGBXzjAwiw9cU3PoBKCZdwLVWZMp0HPf8iQgghhMgSuTogtre359dff8XOzi7D19ixY4fF/ShWrFjyVOiTJ09StWpV2rVrx5tvvsnQoUOxfrx9hcFg4P79+xa3J0Rut/38Ad5Z+QmPYiKMjiuKwow3h/DJq30yZb3w9fCbTDn0Dbci75mUVfIoQ357V4vbEKbCo+I5fzOMizcfcfb6Pc5cvcOlu1GERGdeG1aqjsK6exRNuIOX7g7FDCGULmhLWd8iuJcoi0uJpo8D37JY21t2Y0VjbU3dCUvY2asBb2s3sc61K29rN4FqoO6EJbKFkRBCCJGDcvVf4Tp16lgUDAO89dZbFvejT58+dOnSBRsbG44ePcrAgQP55ptvKFasGC1btmTy5MkUKFCAb775RvbSFSIVqqoy86+lTPjjW7PrhX/s8SWvVXglU9raGXiQuSeWE6ePNyl7v3x73qvQHitFkh5ZIjwqngu3EvfxPXvlDmevBXMpOJqQGMtvZiQxDnzv4q08pGwhB8qWLIJ7yXK4+L6Gq285nIr5obG2ybR2n+VRoTZlugxE2biAz0KmgkZDmc6D8ChfK8vaFEIIIcTz5eqAeN++fRZfY9GitO8tmpLu3buzdetWNmzYAEBEROKo1pdffknDhg1p0aJF8rm9e/e2uD2Ruvnz5zN//nyL14aL7BURG0WvtRP55ZTpeuFKRUqx+YNv8CvobaZm+sTr45l/ai1br+81KXOxdWRs7QHULVLV4nbyEm10fOI2RkEPOX0xiHPX73E5JJZ7MeZuKGQsGE4KfL0eJ7YqbhNJuSKOlC1ZlPx+5R5PdS5PPs9iOZa9uUr/Twn8awNxYSHYuxWkSv+pOdIPIYQQQjyRq5NqpcW5c+fYsWMHAQEBWFlZ4e3tTdu2bSlTpkymt/XLL79w8+ZNevbsiZubGwAbN27kww8/JDQ0lDp16rBlyxajbaFE1pGkWi+PKyGBtF86lPPB10zKulRvzQ/vfJop64WDo+4z5fC3XA4LMCkr616CyfUGU9ixQJqvl9ee94iYxMD3XMADTp0P4HzAfS6HxHEv1irT2rBS9RR6ao1vCcd4ynk5Uc6vGB4ly+FSIjGxlb17wUxrMzPd3LeZo18Mou6Y+RRr0i6nuyOEeMFJUi0hsl6eDYi1Wi19+/Zl48aNZsu7du3KokWLcHZ2zvK+GAwGwsPDcXd3z/K2xBMSEL8ctp3bzzurxhD+zHphjaJhZtuhjGrRK1PWCx++e4qZRxcSkRBlUvZWyeZ8VLU7tlbpm1KbW5/3iJh4Lt4K5+zVu5y6EMC5gAdcuZ/AvbjMm3Rkperx1N2jqO4uRfXB+LkYKFvUhfKlilHAr3xyYisbx6x/j85sufV1IYTIfBIQC5H1cvWU6ZTEx8fz2muvcfjwYby9valcuTLu7u7odDru37/P6dOnWb9+PXfv3mX37t1osnh6nUajkWBYiGeoqsqMnUuYuO07k/XC7vlcWN9jFq3KN7C4Hb1qYMW5X1l78TeTMnsrWz6u0YuWZrZXygsiYxK4cOsRZy7d5NSFAM4HPuRKaAL34sxtH5WxPyeapBFf3V2Kqfcp5aZQvpgbFcoWx6NkBVxLdMSpWCmsbC3LByGEEEIIYU6eDIi//fZbgoKC2LVrF82bNzcpV1WV3377jX79+rF06VL69etncZsnTpxg1qxZ2Nra8vnnn1OkSJHksh9++IGLFy/yySefUKBA2qdjCpFbRcRG0XPtBH49tcukrLJXaTZ/MI+SBSxfLwwQkxDD7qB/TY4XcyrM1PpDKOFaLFPaeZElBr5hnDp3nTMXgzgfFMbVh3qC458NQhUgY3spJwa+IXjp7uCtCaN0fmvKF3enYlkfPErWwLVEefIV9kFjlXnTq4UQQgghnidPBsRr165l48aN1KtXz2y5oii0a9cONzc3xowZY3FAfOHCBRo3bkx0dDSKouDl5cXMmTOTy99//30WLVpE48aN2blzJ8WK5f4P4EKk5HJIAO2XDOXCvesmZV1rvMYP3abimAnrhZM42Toypf5gBu+dRoJBB0DjorUZVesDHG1yV9b3qNgELgSG4n/6Mqcv3+LirUdcfagSnGD/zJnWWDLi66m7T1HdHXxsIihVwIYKxT2oWM6XAqUa4OpbHnuPwpkyzV0IIYQQwlJ5MiAOCwtLMRh+WpMmTXjw4IHF7U2YMIFBgwYRHh7OkSNH6Nixo1G5jY0NgwYNomDBgkyYMIEVK1ZY3KYQL6M/zu2newrrhT9/axgjm/fMkkCqjHsJBld7j3n+q+hfpStvl2ptcTs3923mvy8GYZUDyZOi43Scu3YP/1MXOX35NhfvaLn2SOVeggOqURbnjE9DVlQDnroQiuru4usQQ5kCtlQoUYDK5UtSwK8FLr7lsHV2s/ixCCGEEEJkpTwZECckJKDT6bC2Tv3hJyQkEBMTY3F758+fZ+PGjc/9gN21a1emTpVtOETeYzAY+GznYiZvX2CyXjh/PlfW9/ySluUsXy+cmjdKNKVqwXJ4Oxd57rnPuvkgkgfhscnf62Ki2P/FNBIibAj8YhqNPKph7eCYXF7Q1YFiBRzNXSpdouN0nL0UxIlTlzh75Q4X70RyTatwLyEfqtH7TcZHupMDX8M9SuSLp0wheyqVKEil8n4ULFUH5+JlsLbPXSPpQgghhMg78mRAXLlyZWbNmsXYsWNTPe/LL7+kQoUKFreXNFU6LR4+fGhxe0K8TLQxkfRYO57Np/eYlFXxKsPmvvMo4WH5MoIb4bfYcm0Xg6u/j5VimihPUZQMBcNxCXpeGfUbIeHP3Dxz+OhJHDrJeC10ITcHLi3qip1N2tbLRscmcOrcVU6evszZq8FcCo7imlbDPZ0jqtFjcXr8YNL9MBIDX/19ihlCKOGso2yhfFQq6UnliqUpWLoJTl4l0TznJqIQQgghxMsmT366GTlyJC1btuTs2bP07NmTatWq4eHhgaqqPHjwAH9/f5YvX87GjRvZtm2bxe0VLlyYXbt28eqrr6Z63s8//4yrq6vF7Qnxsrh07wbtlw7l4r0bJmXdar7Okv9NyZT1wruC/uWr48uI1cfjZudCz4odn18pjWytNXgXdOSBNgZDGjax0yhQrIAjttamQXlUdBynTl3A/8wVzl2/x6XgGK5HWnNP7/RU4GsNPH6fyGDgW1B/H29CKelioGwRRyr5FaZKpdIUKv06Dp5FZX2vEEIIIfKMPBkQt2jRgs8++4zx48ezfv16s+eoqsqkSZNo3bq1xe317t2bTp068fnnn9OjRw8cHIynFxoMBlauXMmQIUP46KOPLG5PiJfB1jP7eHf1WLSxkUbHNYqGL9sNZ3iz9y0OzOL1CXx/eh1bru1OPrb6whYqeJSiTuEqFl07iaIoTO5Wk7em/Zmm8w0qfNK+EgcPHOHk2eucuxHC5Xux3IiyIdjg8lTg60DyEHOGA98HFLd6hJ+rmhj4lipKtSpl8SzTETtXj/RfVAghhBAil1HUZxfs5SF//PEHkydP5sSJE0bHq1WrxuTJk2nXLnMS4RgMBlq3bs2ePXvIly8fNWrUoGjRolhbWxMSEsLx48d5+PAh3t7enDhxgvz582dKuyJ12bkJfWBgID4+PlnaxsvCYDAw/c9FTN6+wKTMw9GN9T2/5NWy9S1u5170A6Ye+o6LYabZqmt6VmJW49EWt5FEVVUaffIb/tfuY1BTi15VbNCToGrAzLTtjFBUAwX0ofjYaPFzg3JFnalcuhjVqpSjUJkKRmuXxYtB3g+EEGmVXe8X2fmZSIgXTZ4cIU7yxhtv8MYbb3D//n0CAgJQVRUfHx8KFSqUqe1oNBp+++03PvroI1avXs2BAwdMzqlevTobNmyQYFjkatqYSN5fM44tZ/aalFUrWo5NH3yNr0dRi9s5Fnyaz44uRBsfaVL2ZolmDKrW3eI2nqYoCp+09qbL/OdlpVdIwDrDI74FDA/xsY2kVH4N5Yu6UqWsN1WrlcezZBmsbDK2P7AQQgghRF6W6wNig8FAREQEERERaLVaIiIi0Ov1NGjwJGNtwYIFKViwYJb2w8HBgeXLlzNhwgS2b9/OlStXiI2NpVChQjRu3Pi564uFeNldvHed9kuGcikkwKTsnZptWNJtCvlsLctWrFcNrD6/mdUXtqBiPPnFVmPDxzV60tq3kUVtmKOqKk5bJ+MbX50AG2+LR38LGh7iaxdFKQ8rynu7U6WsN9WqV8LTpwSKJnNGloUQQgghRC4PiJ2cnIy2TdJoNFSvXp0WLVoYBcTZyc/Pj0GDBuVI20LklN/O7OXdVWOJiIsyOq5RNMxqN5yPM2G9cHhcBJ8d/Z7/7p01KSvqVIgp9Qbj51bcojZSor1xgatH9qP3qJmuYLigGoavfQylC9hQvrg7Vcv5UKNWFfIXLiKJrYQQQgghskGuDoijo6MB8PT0ZNy4cbz33nu4u7vncK+eCAkJ4YcffuDmzZtUrVqVXr16YWsr0x5F7mEwGPh0x0Km7vjepMzD0Y0NvWbTvExdi9u58PAaUw99S0iM6bZlr3jVZHTtvjjZWJ6tOiVng8KY5jmO+1YFzJ+gqjioMTSO/ocy+a1o1asvNWtWxb2ALJEQQgghhMhJuToghsQEWX/99RceHjmXUbVz584EBwfz4MEDoqKiCAoK4ubNm9StW5d79+5RvHhx9uzZw9KlS9m3bx+OjpIER7z8wmMieG/1OLae3WdSVr1YeTZ98DU++b0sakNVVX67vpv5J9eiU/VGZRpFQ7/KXelc+rUsHW1dumgtI3eEE5dSMAygKHwYuoSqXOeNr8/jWDhrRqqFEEIIIUT65PrFaMuXL7coGG7fvr3FfejYsSMHDx7k9ddfT85o/dlnnxEcHEz9+vW5evUqFy9epHXr1kydOtXi9oTIaRfvXafunHfMBsPda73BP8NWWhwMA6y9uJV5/qtMguH89q7MaTyGLmVez7JgWK/TM2TkbAb/GUucYmdUZqXqUFQDAIqqxzc+gIpx56ny4XQJhoUQQgghXiC5OiAuUKAAVatWtegap0+ftrgfp06dYvz48Xz11VcUKJA4irRt2zYURaFv375YWVkBMHHiRDZt2mRxe5nhxIkT7Nu377nnbdu2jdatW1OiRAlKly7Ne++9x5kzZ55bb82aNTRu3BhfX1/Kli3LgAEDCAwMTLWOXq/n22+/pW7duvj4+FCpUiVGjhzJgwfPy+wrstPm07upM/sdk+RZVhor5nYYzer3ZlqcPCtJK5+GuNo6Gx2rUqAsi1+dRtWC5TKlDXPCHjykdc+ZLLluugTDLyGAPo9WJe8nrCpWdIzYilupypTpLPkDhBBCCCFeJLk6II6LiyM2NjbD9WNjY3n06JHF/diyZQtjxoxJ/v7evXvcunULgPr1n+y3amdnR1xcnMXtWSIwMJARI0ZQv3795wbE06dPp1OnTnTv3p0rV67g7+9P0aJFqVmzJj/++GOK9fr27cuwYcMYM2YMN27c4ODBg8TGxlKpUqUU20xISKBt27Z89dVXfP311wQGBrJ9+3bOnTtHpUqVOHvWNJGSyF4Gg4FJf3xHh6XDTJJnFXB056+PFjOs2XuZOmLrmc+D8XU/RHm8j9H/yrzBnMZjyG/vlmltPOvMidPU67eYg9FFTMpe83jA9imtqRt9FN/4AIDHo8PnqDthCRrrXL9KRQghhBDipZKrP51FRERQpEiRDCfSCgsLQ6vVWtyP2NhYo3XB/v7+ALi6ulKmTJnk45GRkTmSWfbOnTtMnDiR//77L80j4nv27GHixInMnTuX999/H0jM6v35559z7do1evToQeXKlalUqZJRvWXLlrF06VI2bdpEmzZtgMSR/GXLlnHx4kU6duzI+fPnKVy4sFG9adOmsX37dk6cOEH16tUB8Pb2ZuPGjVSsWJH27dtz+vRp8uXLusRJImWPorW8t3ocv5/726SsRrHy/JoJ64VTUqtQJfpX+R9ejp68UrRmlrSR5JcNWxmw7gaRGuNt2hTVwMiaBqaMG4VGo6Fsl4F0+m0La10683bEFsp2HoRH+VpZ2jchhBBCCJF+uTogBggPDyc8PDzD9TMjQHV0dCQiIgJn58SpnXv27AGgcePGRufNnj07U9YsZ4S3tzfe3t60atWKVatWERISkur5I0eOxNbWlj59+piUffzxx2zcuJHhw4ezc+fO5ONxcXGMHz8eLy8v2rVrZ1RHo9EwZMgQunfvzqRJk1i8eHFyWXBwMLNnz6Z+/frJwXASR0dH+vXrx/jx4/n6668ZN25cRh6+sMD5u9dov3QoV+6bTnl/r3ZbFnWdhIOtvUVt3I9+iJOtIw7WdmbLu5R53aLrP4/BYGDq9O+Z7W+DQWOc9M5RjWZRdz/e7tQm+ViV/p8S+NcGKoRMxT5/Iar0l9wAQgghhBAvolwfELds2RIvr4yNTIWEhLBjxw6L+9C3b1/69evHggULuHDhAkuWLEFRlOSR1fj4eD7//HO++OILLl++bHF76eXl5cWUKVOSv7e3t2f69Okpnu/v74+/vz/Vq1dPDvKfVqdOHRwcHNi1axeBgYH4+PgAieuNg4OD6dChg9kbDU2aNAFg/fr1zJ07N3lU/ccffyQmJoZ69eqZ7U9SvWXLlklAnM02ndrN+2vGERkXbXTcSmPFVx1GMbjxOxbfVDp+7yzTj3xP7cKVGVu7f7bPooiOiua9oV+z7WEheKbpYkoov0x+gypVKxodt3FyofaYBRz9YhC1x8zHxsklG3sshBBCCCHSKlcHxB4eHvz5558WXaNIEdN1guk1dOhQwsPDKVq0KLGxsWg0GkaOHEnHjh0ZM2YMq1atIjg4GEjMSH3s2DGL27REUpKvlGzbtg0APz8/s+XW1taUKlWKM2fOsGfPHnr16pWmekWLFsXZ2ZmIiAiOHj1Ks2bN0lSvfPnyAFy7do0bN25QokSJVPsvLGcwGJi8fT7T/1xsUlbQKT8bes2maenalrWhGlh7cSsrzv2KisquoH+p6FGadn4tLLpuegRcC6D9mHVc0hcyKavveI+NX39Ifg/zSzK8m7bHUKI6xR7fEBJCCCGEEC+eXB0Qx8bGYjAY0GgynjvM3t6yqZ5JJk2axMcff8ylS5fw9vamUKHED9jFixfn888/x8nJCScnJ7Mjri+akydPAiQ/BnOKFCnCmTNnOHXqVLrrRUREcOrUqeSA+Hn18ufPj62tLfHx8Zw6dUoC4iz2KFpL91Vj2Hb+gElZTe8K/Nrna4rnt+xGkjY+kplHF3Ek+JTR8fkn11DWvQTl8pe06Pppseevv3lvwQkeKqavuz6ltMyb8QlW1qnfPBJCCCGEEC+2XB0QR0VFsW7dOt59990MX6Nfv36Z1h9nZ2dq1TJOrPPRRx9l2vWzS0BAAIBRorBnJQX2d+/etaheVFRU8rZKz6sXGhpq1J7IfOfuXqX90qFcvR9kUvZ+nbdY2GWixeuFLz28zpTD33Ev2nQ7rTqFq1DUKeUbKpll3jermLg3igTFeKqzrRrH7DYe9O1runZeCCGEEEK8fHJ1QAwwcOBAChQowGuvvZah+mPHjs3kHr38kjJv29rapniOnV1i8qOnE5plpN7TWb7T296z4uLijLa1yowM4nnJr6d20WPNeLPrhed2GMUgC9cLq6rK7zf28t3JNSQYdEZlGhT6VOpM17Jt0ChZt1tcQnwCA0Z9zbqb+UExfr0VVB/x48ev0LBx3SxrXwghhBBCZK9cHxBHRETwxhtv8Nprr9GjRw+aN29OgQIFcrpbuUJqwU/SNHVVVXO8XpKZM2cydapptt+goKAsn6oeHR1NYKBpFuaXgd6g56t/1zL/yAaTMg8HV+a3HUM978oEBZmOGqdVnD6eVYG/8W/oKZMyF2tHBvh1obxDSW4G3cxwG88T+uAhg778Hf8E0yR8Fa3v8v3w1ngW8UzX8/gyP+8i68jrQgiRVtn1fhEREZHlbQjxosrVAXGbNm2IiIggPDycCxcu8OGHHxIREUGdOnX4559/crp7L62k4PHp0dZnxcbGAuDi8mTKadK05vTUezpQTW97zxo7dizDhw9P/l6r1eLt7U3x4sVTrZcZns62/TIJiw6n+6oxbD9v+vtSq3hFfu3zNd7uhc3UTLubEXf54tAibmhvmZRV9ijDxHoDKeCQsb3E0+r4UX86f76Lu5gGwx0LP2DZV6Owsze/5VNqXtbnXWQteV0IIdIqu94vZNacyMtybUCs0+n4/fffzZalFlil9drW1rn2R/dcXl5eHD9+nKioqBTPiYyMBBIzRz9dLzQ0NF31khKNRUREpFovqezp9p5lZ2eXPLVaPN/ZO1dov3Qo1x6Yjsr2rNuO77tMxN7Gsp/n/lvH+PK/JUTrYk3KOpd+nb6VO2OtydrftTWrfmXIpjvEKPmNjlupOibUt2LM6E+ytH0hhBBCCJFzsm4xXg777rvv6NevHwaDwaTMkqDo66+/ZsiQIZZ07aVXrVo1gOStosy5c+cOAJUrV87yemFhYcTExJjUExm30X8n9b7qbhIMW2us+a7TOJa9M82iYFhn0PH9qXVMOfytSTCcz9qeKfUG82HVblkaDBsMBkZO+JZ+m0KJURyMylzUSDb0KsGY0R9kWftCCCGEECLn5dqAeNiwYeTPn58WLVpw65bpVMz00mq19OzZk7///ptvv/02E3r48mrRInEf2KtXr5ot1+v1XL9+HUVRaNWqVZrrhYSEoNVqcXZ2pkGDBmmud+XKFQBKlSqV4l7FT5s/fz4VKlSgdm3L9snNjfQGPeO2zqPz8hFExccYlXk652fP4KUMbNzNouRZAPH6BA4Hm64XLunqzfctptK4WNY+N9rwCN7o8wXzz+dDfSZJV0nNfQ589jpt3mqVQm0hhBBCCJFb5NqAGODzzz+nWbNmVKxYkS+//DLVDMQpiYuLY8mSJVSsWJGEhAQ2bNiAlVXe3nu0cePG+Pn5ce7cObNrTk6ePElkZCQtW7bE29s7+XinTp1wcXHhyJEjZkfuDxxI3Ne2W7duODg8GbHr0aMHVlZWHDp0yGx/kur17t07Tf0fOHAg58+f59ixY2k6P68Iiw7nzUUDmfnXUpOy2sUrcXzkTzTyq5kpbeWzcWBKvcHYWz3J5NzKpyHfNZuEt7Nlexg/z+ULV6jfZwH7wj1Nypq7BHPoh48oU6FMlvZBCCGEEEK8GHJ1QAwwadIkFi9ezOeff463tzfdunVj5cqVnD592uxaYoPBwOXLl9mwYQO9e/emWLFiDB48mI8++oi1a9diY2OT7j4MHTqU2rVrk5CQkBkPKccpisLcuXPR6XQsWbLEpHzRokXY2toye/Zso+OOjo5MmzaN4OBgNm3aZLaeu7s7n376qdFxX19fhgwZwtGjR/nvv/+MynQ6HT/88AMlS5Zk2LBhlj+4POrMncvUmvU/dlw4aFLWq2579g9dQTELk2c9q4RrMUbU7I2NxprhNXrxSa1+2Ftn7RrvP37fRaNx27huMM40r6gGBpePZOuysbi4Zm2CNSGEEEII8eLIE5mhunbtyiuvvMKAAQP46aef2LAhcfsYRVFwdHTEyckJKysrIiMjiYiISB69VFWV2rVrs3DhQqpXr57h9pcuXUqNGjXSlIhr9+7dLFy4EJ1OR4cOHXj//fcz3G5GXbhwAUjMbKiqqtnpsW3btmXcuHFMnDgRb29vunTpgl6vZ8mSJaxatYrVq1ebXc87aNAgjh07Rv/+/XF3d6d58+bExcUxffp0Dh06xLZt2yhUqJBJvRkzZnD69Gm6du3KL7/8QrVq1YiIiGDYsGE8fPiQffv2GY0qi7T72f9Peq2daDJF2lpjzby3P+HDV7paPEU6JS2KN6BSgTIUypf1W6F9PnsZ0w8moFecjI7nM8TwTcfCdH+/b5b3QQghhBBCvFgUNbWNW3OhEydOMHv2bLZv357iFGoHBweaNWvG4MGDad26tcVtvvXWW6xevZq1a9eyd+9eFEWhXbt2dO/e3ei8Q4cO0bhxYwwGA+XLl+fBgwd06dKFb775xuI+PE/nzp05duwY0dHR3L9/P/m4h4cHTk5OWFtbm13Du3nzZubMmUNAQAAajYaqVasyefJkatZMeWqtqqosX76cBQsWEBISgkajoWHDhkydOpVSpUqlWE+n0zFv3jyWL19OREQEVlZWtG7dmilTppgNop9Hq9Xi6upKeHh4ntx2SW/QM/73b/hi1zKTskLOHmzs/RWv+NWwqI0rYQH8fGUHo2t9kOXZolMSFxtPz+Hz2Byc36SsCA/5eXRzatbLnKngz3oRn3eR8+R1IYR4VkhEHI9iTGcSBt+9S+EipkuJ3PPZUNAp82ZVZednIiFeNHkuIE5iMBg4duwYV65cISQkBL1ej6enJz4+PtSvXz9Tt+c5ceIETZo0ITo6mqQft6Io9O/fnwULFiSf16NHD1avXs3gwYOZN28eERERNG/enK+++opGjRplWn/yuvnz5zN//nz0ej2XL1/OkwHxw6hwuq0czc6L/5qU1fWpwi99vqKoW/pvMjxt242/mee/igRDAp1Lv86HVbtZdL2MuH3zLu1HreBsvOl64dp2d/n5qw8oVCRzp4I/7UV73sWLQV4XQoinxesNvLP8BGFmAuKUuOezYV3PGthaZc7qRwmIRV6WJ6ZMm6PRaKhbty5169bN8raOHDlCVFQUderUoUGDBuh0Ov755x8WLVpE+/btkzMxnzlzBkVR+OijjwBwdnbmyy+/ZOnSpRIQZ6KBAwcycODA5Df/vOb07Ut0WDqM66Gm2df71OvI/M7jsbOxNVMzbWJ1cXxzchU7Ag4kH/v5ynYqepTK8uzRTzt44Cj/m/sPDzANht/1fsCCWaOxsc344xRCCCEyg41GwdPZlkcxCaRllEoBPJ1ssdFkzXImIfKaPBsQZ6c1a9Ywbdo0xo8fb3R8/PjxfPvtt8kBcdIUbl9f3+RzGjduzODBg7OtryJ3++nEDnqvm0T0M+uFbays+ebtsfRv2Nmi9cK3I+8x5dC3XAsPMinbduNvGhWtlWXrkZ+2ZOnPjPzjPvGK8Q0PGzWe6U3tGTL0kyzvgxBCCJEWiqLQq15xxvx2IU3nq0CvesWz5e+pEHmBBMTZ4ObNm4wbN87k+IQJEyhXrlzy90nJvGyfGrWysrJCp9NlfSdFrqY36Bm7dR6zdi83KSvsUoCNvb+iYcmMJ44D+Of2cb44tpgoXYxJWcdSrehf5X9Z/sdbrzcwZNy3LLviBIrxsof8ajirB1SneetmWdoHIYQQIr1qFXelrKcjV+5HYUhlmFijQOmCjtQqnvdmuAmRVSQgzgYxMTEYDAaT/Yvj4+OJiooyOf/Ro0e4u7sbfS9ERoVGPaLbitH8dcl0H+d6vlX4pc9cvFxNpxWnld6g54ezG1l/+Q+TMgdre0bV7ENT76xfmvAw9BFvf7yQw5EFTcrKWwXz68xu+JYqmeX9EEIIIZ6mqipR8XoexSQQHqMjPDYB7eOvj2J06A0qHzXyTdMosUGV0WEhMpsExNnAz8+P0aNHM2vWLDSaxOQHcXFxDBkyhJiYJ6NpSQm3Tp48SbNmiaNYoaGh2d/hXO7ppFq53anbl+iwdCg3Qm+blPVt8Dbfvj3OovXCD2MfMe3wAk49uGhS5uNSlKn1BlPcxSvD10+r06cu8Panv3NLNQ2G27jfZdXXw3B0djJTUwghhLDcheAIDgeEJQe84TE6wmMSCI/VoY1NDHpTYmOl8OErPs8dJZbRYSGyhgTE2eCDDz6gX79+bN68mRo1ahAXF8exY8cICwvD29ubu3fvUrBgQR48eICXlxcLFy6kcePGWFlZMX/+fKpVq5bTDyFXyStJtdYf307vdZOISYg1Om5jZc13ncbRr2Fni65/6v5Fph2Zz8NY0+3LWnjXZ3jNXjhY21vURlps3LiD/muvEq0Yb6ukUfWMqhbHpInjkm9ECSGEEE/TG1S0sU9GbR8lBbGPv4bHJCQHtgqwoGsVs9e5FBLFmmOmN5/TIkGvEptgwMHWKtVRYhkdFiJrSECcDT744AP27NnD+vXruXHjBpCYQOHbb7+lcOHCNG/enIIFCxIdHc2YMWO4evUq1apVw9vbm507d7J69eocfgTiZaLT6xi7dR6z96wwKSvsUoBfes+lQclqGb6+qqpsuLydJWc3YFANRmXWihUDq3XnrZItsvwPtqqqTPpsKXOOg6o4GJU5GaJY1M2Hjl3bZWkfhBBCvDiSpiZHx+vxdDa/febeyw/YdDo4OciNjNWlKbMzgLVGQVVVs3/fXO0t+0gdHpuAg61ViqPEMjosRNaRgDibrFu3jq5du7Jr1y7s7e15++23qVevHpC4RnjTpk1MmTKFsWPHcvfuXZo2bcrOnTsZNGgQ3bpl//6t4uUUGvWI/60Yxa5Lh03K6vtWZWOfryxaLwyw5uJvLD/3i8lxT4f8TK43mPIefhZdPy2io2N5Z9g3/PnAI3H/iaf4cJ+Nk1+nUvWqWd4PIYQQWSdeZzCZfhz+1Dpcc9OT9QaV/Pls+LlPLbPX1MbqOHc3IkP90RlUohP0ONqafnx2c7BJ0zVsrRTcHGxwcbDBzcEaV3sbXByssXm8n3BKGadldFiIrCMB8TNu3rxJREQEZcqUwdo6c3887dq1o1070xGr3r1707t37+TvixUrxpUrV4iKisLJSdY9irQ5eesiHZYOI+Ch6ZSt/g07M6/jGIvWCyd5s0Qzfru2h9DYsORjtQtVZlydAbjaOVt8/ee5fj2I9mN+5IqugElZQ4fbbJg3kPwFPLK8H0IIIdJOb1CJiHsqoI1JQK+qNC1t+l4O8ON/t1l6yHQLv7QIj9WlOJKb1sA1xWvH6MwGxIVc7Gjklx9XBxtc7a0Tvz4OeJ/+am9jZeaqxp4dJZbRYSGyVp4MiNesWcO7775rtuzw4cOsW7eO69ev8+abbzJ9+vQcuRunKMpLEQyPHz+eW7duUbVqVcqUKYOXlxe2trbcu3ePc+fOodVqmTBhgkm9bdu2MW/ePC5fvoy1tTX16tVj9OjRVK5cOdX21qxZw+LFiwkKCsLOzo5mzZoxduxYfHx8suohvhTW/fcHH/w4xex64fmdx9O3QadMa8vd3oXJ9Qby8d8zMagG3q/QnnfLt8NKyfp1urt2HeT9+ccIU0w/QPUtEcrcL8Zhlck3soQQQqTsnjaOgIfRyRmUtY9HbB/FJCSuzX08chthZmqyez6bFANiJ7vnB44p0RsSp0472Zn+PXBxSPlvhJOdVfKIbXIg+3SAa2+dYkDt5WrPlDZlM9znpz07Siyjw0JkrTz5yXHSpEkpBsSdO3emc+fEZENffvklkydP5tNPP820tv/44w927NhBQEAAVlZWeHt789Zbb9GyZctMayM7nT9/ns2bN5stc3FxYf/+/SbHp0+fzowZM1i4cCHvvPMOsbGxTJ8+nZo1a7Jy5coUp4j37duXTZs2sWrVKl5//XVCQ0MZOXIklSpVYuvWrTRt2jRNfc5NWaZ1eh2f/DaXr/auMikr4lKQX/p8Rf0S1TK93UoFyjC0+vsUyudB7cLmE4xktnnzf2TCLi06xXgU2t4Qy+zXXOgzYHS29EMIIXKbeL2B8JikrYCenZ6cgI2Vhg8b+Zqtu+vSfZYdvpmhdsNjElIcyXWxeCQ3wWxA7JPfgaFNS5gEvC721lhbvTgJGJNGiS+FRFHWU0aHhchKipq0108eUqJEieTkVs9Tvnx5LlxIfU+4tLh16xadO3fm6NGjwJMtliDxTmCDBg1Yv349RYsWtbit7NSqVSucnJwICAggICCAiIgIChQoQIsWLZg0aRJlypQxOn/Pnj20aNGCuXPnMmzYMKOyzp07s2XLFk6cOEGlSpWMypYtW0afPn3YtGkT7du3Tz5uMBho0KABly9f5vz58xQuXDjNfU/KMh0eHo6Li0u6H3t6BAYGZvoo9oPIMLquGMWey0dMyhqUqMbG3l9RxNV0G6K0uht1H2ebfDjZOlrSTYslJOjoN/o71geaTscupD5k3dD6NGj6Sg707Pmy4nkXLz95XYiccOJmOEcCwpIzKD8ZwdURnZD6DWI3Bxt++cD8mtzfz95j7t7rGe7X5r61cTaTkOrU7XCG/3oeSJwy7GJvjYv943W3Dja42FunPD3ZwQZ7a81LP6J6POgRc3df4eMWpalZ3C1L28rOz0RCvGjy5AhxWt8g//nnH4KDgy1uLyIigldffZWrV6/SsGFDqlSpgru7Ozqdjvv37+Pv78/Bgwdp06YNhw8fxsHB4fkXfUFERUWxadMmHB3TFjSNHDkSW1tb+vTpY1L28ccfs3HjRoYPH87OnTuTj8fFxTF+/Hi8vLxM1mBrNBqGDBlC9+7dmTRpEosXL7bsAb0k/G9eoMMPwwh8eMek7MNXuvJ1x0+wtc743fVDd/yZeWwRVQuW49P6Q3PsQ0XwvVA6Dl+Kf4zplLqq1rf5dVYPvCSwEELkUqqqEpNgSDGhlDY24ampyjqc7Kz4trP5pUcX70Wy8eTdDPVDG5uAQVXRZFJ2ZUdbq+QANk5nwFz2iTKeTqx4txquDtY42VmbbTu3q1ncjc+ae+KTxcGwEHldrg+IV65cyYoVK4w+0AcHB9O8efNU64WFhXHmzJnnnpcWs2bNwtramgsXLlC6dGmz55w8eZKuXbsyf/58Ro4caXGb2SmtwbC/vz/+/v5Ur14dZ2fTP3916tTBwcGBXbt2GY2gbNu2jeDgYDp06GA2MGvSpAkA69evZ+7cuWnuz8tq7bHf+WD9FGIT4oyO21rZsKDLBPrU75jha+sNepaf+5V1l7YCcPDOCX66vI3/lX3Doj5nxLFjp+n8+S7uqabBcKeCd1j69SjsXqKbR0IIkaA3oI3VEacz4OVqfp/2rWfvsfVMcHLgm6BP+0Q+l1SCU0u2BTKoEBmnw8Xe9Earez4bCjrZJk47fmqdbUrrcF3sn2RUTo2DjRXe7vIeL4TIerk+IH7rrbeoUqUK/v7+LFmyhCNHEqeX7tu377l1S5cuzbfffmtxH3755Rd++eWXFINhgGrVqvHzzz/To0ePlyogtrFJ+yjktm3bAPDzM78tj7W1NaVKleLMmTPs2bOHXr16pale0aJFcXZ2JiIigqNHj9KsWbP0PISXhk6vY/SWr5i7z3Rfai9XT37tM5e6vhlfz/swNpzpRxZw8r7xEoGlZzZQyaM0lQqUSaFm5lu1ditDN94kVjFeM2WtJjCxjoFRYya89FPhhBAvN4OqEhmnS/OWQNpYHVHxiVOTi7nZs/K96mavGxmr49qD6Az1KeLxtkNWGjMjuakkk0qiwJOpyE8FtC72NimO0FbycmF9r5oZ6q8QQrwIcn1A7O7ujru7O9WrV6d379706dOH7du38+OPP6Zar2DBgpQtWxYrq4xnOUwSExNDuXLlnntelSpViIjI2N54OUFVVbRaLTNmzGDHjh08evSImzdv4uvrS/fu3Rk0aBD29k/ugJ88eRKAQoUKpXjNIkWKcObMGU6dOpXuehEREZw6dSpXBsT3Ix7SdcUo9l45alLWsGR1Nvb+isIu5jN1psXZB5eZeni+0VZKSRoXq01JV+8MXzs99HoDoz5dzPdnbECxMypzM2hZ1rMMr7fP/tFqIUTupqoqsQkGk0DWSqPQvIz599Yl/wax4YTpspW0CI/VpViWWhbk51FJHMl1NZOQqpibAy3LFUx1SyAnO2uzwbQQQuRmuT4gftbcuXM5ePBg8jTb7JCQkEBMTMxz1wZHR0cTGxub6jkvktu3b3Px4kUURWHLli24u7sTHR3NvHnz+OSTT1i/fj3bt2+nYMHExE4BAQFA6lOsk6ZS3737ZJ1TRuvlFidunqfD0mEEhZk+to9e6cpcC9YLq6rKxit/svjMT+hV46QqVooVH1bpRodSLbNlNDY8Ioquwxbwd1h+k7JSSjC/ftaB0hUrZHk/hBC5S9DDGG6ERhuN1hr/f+LXeDNTk4u62acYEFsyBTkylZHclLb1sdYoZoPY5CzJDja4OdjgkMI+t74e+RjTslSG+yyEELlVnguIXVxc2LRpU7a2WbduXUaPHv3c6dejRo2idu3a2dQry40bN46BAwcyduzY5GP58uVj7NixREdHM336dLp06cLevXuBxAyGALa2tile084ucVQwPDw8+VhG6z0rLi6OuLgn626TrvsiW310K/1+mmp2vfD3XSbSu36HDF87KiGGWf8tZf/tYyZlBRzcmVxvEBU9Up7mn5kuXrxBh4kbCdCbBsOvOt1k3ddDcc7vni19yYiQiDgexSSYHA9+FE+cQ6TJ8cQ1d3Ymx4UQpgyqSlSc3mRf20cxCWgf/7+LvTUDXvE1W3/HhRB+yuBIrtbM73USc6Ow6RERpzMb/JbxdGT0q364Ps6o7PJ4NDefjZUsFRFCiCyQ5wJiSNxKKa0WLFjARx99ZFF7Y8eOpX79+vj7+9OjRw+qVauGh4cHqqry4MED/P39WbFiBcePH+fgwYMWtZWdXn/9derUqWO27OOPP2bmzJns27eP33//nTfffDO5LLU/6BpNYqINc7uBZbRekpkzZzJ16lST40FBQWaTfGWm6OhoAgMD03x+gl7HjP3LWH7iN5Oywk4eLHxrHNWKlE3XNZ92K/oe86/9SHBsqElZBRc/+pfsjFOkLYGRGbt+euzbf5yRv94iUjEOhhXVQD+fYIYOeZ+HEVoeRryYNzAS9Cqjdt1DG2dI4YwHJkdc7DTMerUQNlby4TYvSu/7QV5x4m4MZ0PiiIg3EBlvSPwaZyAywYDhOXmlPB2teN3b/O+TGmt6UyqtIuL0XL8RYHYkNz7iyYwuOysFZzsNTrYanG2f+WrmuKOthvCQO6R0C7dcPoAYiIOEOHjwKMMPQbzksuv94mVasidEZsuTAXF6TJkyxeKAuGbNmvzwww988MEHHDp0yOw5VlZWLFy4MMUA80XUrVu3FMvy58+Pn58fly9fZuvWrbz55pvJQefTo7TPSpoy/vQeeM7OzoSGhqa73rPGjh3L8OHDk7/XarV4e3tTvHjxF2of4pCIUHouH8W+q6Yjt438avBzrzkUsmC98F+BB5l7cTmx+niTsnfLvUWPih2xUp6fAdRSqqoyY+4aZhyIwaAYT4d3NETxbbuCdOs1Mcv7YSlVVSniqiUiJIq05IJVgCKuDviV8JHRnlwupZkD9x/FU9jDw+T4yzhzQG9QCY9NQBuTOGKbtMdtSgmmirjY81XHimav9dftQPYFmuYxSItoHSm+x/pEh8D5tN9QS5qa7PJ4SnKhosVwtDX9uOTppadBRR2u9jbYWmf9e6bIm7Jr3/KXYdacEFklTwbEq1ateu45qqpy4MABQkNNR9Ay4r333qNy5cpMnz6dv/76K/lOnKOjIy1btmT8+PHUrPlyZWnct28f+/fvZ9CgQeTPbzrVtUCBAly+fDn5zqaXlxfHjx8nKioqxWtGRibeyS9atGjyMS8vL0JDQ9Nd71l2dnbJU6tfVMeDztHhh2HcDDPd/3pQ427MaT8qw+uF4/UJzD+1lq3X95iUOds4MrbOAOoVqZqha6dXbFwCPUZ8x293XEAxXu9WVL3PhtFNqdGgXrb0xVKKotCrXnHG/Hbh+SeTmPSmV73iEgzncvF6Ax/9dIawFKfcms4ccM9nw7qeNbBNw5Y0WUFVVaLiE6cm6w0qPvnzmT3vx/9us/1CCOExCUTG6c2ekxKrVF735rb0SavIOD06vQFrMz+7Ao62FHOzN9r6J3kLoMdrcd0cnmwJ5GibtqnJDjZWKa7XFUII8fLIkwFxz5490/THTlXVTP3QWq1aNTZu3Jg8VVpVVQoUKJA83fdlEhYWRps2bYiJiSEoKIilS5eanKPTJWbRTMo0Xa1aNbZu3UpwsGmwl+TOncR1XpUrV04+Vq1aNc6cOZPuei+bVUd/o9/6qcTpjEdu7axtWdh1Ij3rtrfo+ioqFx5eNTlext2XKfUGU9ixoEXXT6vbt0N4a+RKzseZ3kSpa3uTDXP64pnKjY0XUa3irpT1dOTK/ahUp3ZqFChd0JEqRZ3RG1Q0SupLAcTLy0aj4Olsy6OYhDTPHPB0ssUmEzP8xusMhMUkJG/5Ex6TwKMYHVozWwKFx+rQPk70BFDW05EFXc1v4xYVr+f2o4wlgAyPSTm7clq2BbK30TyVVCopW3JigKtXVbMfamoVd0txiyMhhBAiTwbEkLjHcL169Uw+jIaEhHDu3DmCgoIYMGBAmrZLSi9FUZIzLz/rxx9/THUq8ovi0qVLxMTEAE9GZ5917949ACpWTJwe16JFC6ZNm8bVq6ZBGYBer+f69esoikKrVq2Sj7do0YLVq1enWC8kJAStVouzszMNGjTI8GPKKQn6BEZsms23+9eZlBVzK8Svfb6mtk8li9uxs7Jlcr3BDNg9maiExD0u25ZsxsCq3bG1SjlhWWY68M8Jun21n1BMg+H3i9zhu6/GYvOCj+Kbk9ZRYoOaODrcZdnx5JE1a42ClUbBSlGw0pD4/0bHjP//rcqFaFPR/BZk3+2/waPohOQ6T19b88z3z56TGKibXzpw5o6W6Hi9aZ+Sr4dxe0+dZ2utyZOjaJk9c0BvUBOD2memJzvaWqWYBfm7/Tf441xIhvqf2rZAaQlcUxKdoCdebzA7Cl7CIx9tKxUyypz8dMDr6mCNnXXeey0JIYTIWnkyILa2tubw4cO4ubmZLVdVlXXr1rFnzx6GDBmSrX0bN27cSxEQezxe/9a0aVNmzJhhUh4cHExQUBCKotClSxcAGjdujJ+fH+fOnUOr1Zqs2z158iSRkZG0atUKb+8n+9526tSJIUOGcOTIEQwGg8mI+oEDB4DENc3P29rqRRMSEUrnZSPYf+24SVljv5ps6DXbovXCzyrqVIgxtfvy2ZHvGVajF618GmbatZ9n4bJNjN56jwTFOIGZrSGOGY2tGDj8xV8vnJoa3i4UcrblXoTp2mx4Mjpcq7hr8igcgM6gontexqCnPEplhO1IQBh3wlNea5+at6sVSTEgXnwwkPPBGUtM1KJMAca1Np+t/LM/L3Ms8FGqNwGsrczdGIAynk70rl/c7HV3X7rPheBINE8H/WZuAiQF8k/fLHC1t6G2j5vZ696LiCMs6YaDwnP7WcXLmTKejlx9zswBRYFCTnZcfxDFyVvhPHoc9D5Zh5tARApTk8t4Oqa8LZAFWZDDU8uunMLUZmc7q8SMyCnsc+viYI2bg02K06bLeDpRxtMpw30WQgghMiJPBsT9+/dPMRiGxDv73bt3x8PDg3Xr1vHOO++k6br79++3qF937tzh5s2bFl0ju5QuXZrq1avzv//9j5IlS5qUf/fdd6iqSt++falaNXFdqqIozJ07l7feeoslS5YwYsQIozqLFi3C1taW2bNnGx13dHRk2rRpDB06lE2bNvH222+b1HN3d+fTTz/N5EeZtf4LOkeHpUO59eieSdngxu8wp8NIbKws29bDnIZeNVn7+le422dtIrEkOp2ewRMXseKSHSjGj6eAIYxV/arQrE2rFGq/HK49iGLu3uspBsOQODrcs25RFEUxCojTK7XlpfqUEl2n5bqpzNS1pL+aVKYAR8XrUwz0ni/l6564Gc6OC/czdNXSBR1TDIh/Ox3M+gxu35MaVYXgiDgW/xuU7rqpTUFOaT/btNAb1BRHcqsWc2HS62US190+DnRd7KzNrt8VQgghXnR5MiB+3n7ASV577TXatm2b5oC4adOmeWo94MqVK2nfvj358+enffv22NjYEBUVxYIFC5g5cyadOnUy+Vm3bduWcePGMXHiRLy9venSpQt6vZ4lS5awatUqVq9ebXYd8KBBgzh27Bj9+/fH3d2d5s2bExcXx/Tp0zl06BDbtm2jUCHz00hfRCuObGbAT9PMrhde1HUSPeq2y/C1z4VeYf2lP5hY96MUp0JnVzAc+lDL2x8v4kiE6RTpiprbbJz5P3zLlsmWvmSFmAQ9q4/e4mf/O6mvHVYNlFJvU+tBEPh2RZ/x+BKrsCDU60FQvCaKtfHza1Hgqr2Dev02FK2GYmec9duiAD7yHurVu+BVCSWf8V7SFl035iHqlf1QuByKs6dRWXpG3E2uGx+BenkfFCyF4l4s066LqiYOBT9DoxpwszXwMCFjf47DY1MeyXWxT7ymRiE5Y7Lb48RRrimN5D4+bp/KNPdCznYUcn75ljYIIYQQ5uTJgDit4uPj070vsKenZ4bXHd+6dYvr169nqG5OqFy5Mrt37+bTTz9l7Nix6HQ6dDodVatWZePGjXTo0MFsvc8++4zatWszZ84cRowYgUajoWrVqhw8eDDFTNsajYZVq1axfPlyRo8eTUhICBqNhoYNG+Lv70+pUqXS3O/58+czf/589PqMjkylTWxCHD/772TzmT3cCQ3Gy6Mwb1ZszNGgsyz8Z4PJ+d7uhfm1z9fUKm5+S5LnUVWVTVf/4vvTP6JX9Xx3ci3Da/ay9GFk2Mkzl3l76lbuGEyD4bauQayYN4J8WbzdVVY6EhDGN3/fIFj7/CnKBkVDT/2fcDAAtUxTlneviu7GUXR7v0WPBr1ilfgVDXoS/1/Hk2OGx191WFH21E3UUyEo/TeDtfHWPW9XK0LE/dvoLvyVfB3T6xu3k/Sv6KWTqBf/Q3lvORQ0/n3K72hLoZg49JGhz/TLCh0adErKf0qsAo+i3vgVpdNcKF7LqMyigPjeedStq1DaTIZyr2bedcMCUX//HqXpUHDvZHzdVPY5f64UbpYaFA0N4o7xu6Zumi/lRCwumjhclThclXgSfl6PdYk6KLWMl9s08stPPd/a5LuxD01EMFjbgpUNWNkm/kv63vrx9wZbiLUBnS1q0jEbexSbl2spihBCCJEeEhCnwGAwMHr06OQMyWlha2vLmTNnKFAgY2s+ExISKFy4cIbq5hRfX1+WLVuW7nrt27enffv26aqjKAq9e/emd+/e6W7vaQMHDmTgwIFotVpcXV0tulZKfjuzl55rJhAWo0WjaDCoBjS3z/HrqV1mz29SqhYbes3G09l0b9K0iNHFMvu/H9h760jysd9v7KVSgdK08nklQ9e0xIZNuxiw6hIxipvRcStVx+jKkUycMhnlJcyuDhAaFc+C/QHsu2p+SzYv9T4aVO5QAIOieTI6rF4GgxXq7jl4tf8CnEDl8XR5C+Ksp3Wp4YV66z7que2Zc8HHZr5VHvVhIOqKESmeY0AxG2zbkPKU3kGNS6DVhqPbPDbVmwCJQb1xMF9ETXlLvOreruSztUJ3Zht6o349eyPgmRsFioaiZrZDSmKlKNhba9Dr4tGpGtR07NdtqyagwwrDU3WevDYucdGmLC5qBK7xD3BVo3Al8Z+LGoXb46+uROFCNNY8Mzc+ClTXQiaTyO1trLC3AcP57aiBR9PcVyMl6qN0+NJskeHAQrhx2ExwbT7oVp4+5lQQpUxTs9dVI+5DXMTjcx9fy9ou8Toa6zw1E0sIIUTWy5MB8fMCKq1Wy/HjxwkKCmLUqFFpvm6RIkUyHAwD2NjYmCSaEi+f387spf3SoclBjkE1PP5qPuoZ2uRdZrUfnuH1wgHa20w59A1BEXdNyvbdPELL4g2z7QOkqqpM+Hwlc48moCrGN5OcDREs6lKUDu/0z5a+ZDaDqvL72Xss/TeIqHjT2QXWqo7/GfbSzbCXU0pJxll/kFjv8eiwAqDq4cYheBiQrX3PDhpUNOixQQ+kPI33ab4e+VDz6VDVa88/OR03Dd6oWIg3KhbCcGojqBYsrH7Gh418+bCRL4aF7SD64TM3AUwD7KcD/AtKceZadza6XtJro7Z6mYbRZ8GlCMSY/h6nSWqZ4vUpr2236Lrau/AgDc/dY0ZPoVellAPi/34E/59TuIqCmhR4J41iWz0VjLt6oXljivnrBh1HDTqO8vSouPUz9VMaPbe2Q3HKvASHQqSFemU/RXbNQW05AqVU45zujhC5Vp4MiFesWIGiKKipTH/TaDS8++67TJs2Lc3X3bRpk8V9u3HjhsXXyE4Gg4EVK1awZs0aAgICiI2Nxc/Pj65duzJgwACsrc2/xLZt28a8efO4fPky1tbW1KtXj9GjRz93H+E1a9awePFigoKCsLOzo1mzZowdOxYfH5+seHjpFpsQR881E0BN3Pf3eZZ2m0qf+h0z3N7uoEPMOb6MWL3ptN13yralV8WO2RYMR0bH8c7wBfwV4gLPjJyVUIPZML41lWrXSqH2iy0padaFFDItVzZcZ6j+V3xI3OKmlnqZMoabXNZ4U8ZwM3F0GECxAt+6kN8XtPfA2YJ17ymNTlrbJgZWqdZNpSylGzMaa3D1el6nUrluCoGVooBbMfNlaWGbynRed+/EtbspSe13wz6VbMfu3mDvjAbQACY/saTrqipEhEBCDL7qPf4w1OOqUtR05kDS6+KBBUtmrFMJXHUWBMRZdd0MB/BqYrk+HsytVkiISbnmrVNwdHXGJmTYu6J89Lv5657fgfrvsmdGx5OCdjvTY48DbiXpWK1uZt+n1ZhHEHb7ySi5mUBd0cg2VLmVGheFuns2VjFhqLtmg3dNk/wOQojMkScDYoB3332X5s2bmxy3trbG3d2dGjVqpHv6crVq1TKpdy+Pd999F2dnZ3744QdKlChBeHg4S5YsYdiwYWzcuJHt27ebbIU0ffp0ZsyYwcKFC3nnnXeIjY1l+vTp1KxZk5UrV6a47VTfvn3ZtGkTq1at4vXXXyc0NJSRI0dSqVIltm7dStOmTbPhEafuZ/+dhMVo03y+nXXGRoUTDDq+P7WOzddMp2A72uRjbO3+NPCqnqFrZ8S1G7dpP+ZHria4m5Q1tg9k/dyPcC/0ci0HSLL17D2+/fuG2XWpzmoU/fR/0Eo9juapj9kK0MewnflKO/oYtj8JEzVWKC2GJ374LVEPpe/GTO+vUrg8ygema9Qtvq5bUZQ+P2X+de2dUXr/mOnXBdD0XJM11+36XZrPVbX3UJe/g6KPp6fhT/MzBx6/LnDMD/oE0MU9/hqf+DUpAEz6XhdveszT/NZWABStAg6uT66lSwC9mTaSrvu0VAPXtM0EMCu1QDurRrQtum4q79Wx2sTR8nRSARQNmtopJO4M/A9129TUr6FYGQfiT09R7zQPxd7ZtM7DINSTvz4Jqs3WNxPIJx1z9UocZRdZSj24BGLCE98jYsJR/12K0mxoTndLiFwpTwbETk5OyaPEIuN+++03Nm/ezIMHD8iXLx8Arq6ujBw5knPnzrFixQqmTZtmtE/xnj17mDhxInPnzuX9998HEp+Pzz//nGvXrtGjRw8qV65MpUqVjNpatmwZS5cuZdOmTbRp0waAAgUKsGzZMi5evEjHjh05f/58jq/B3nxmT/Ka4efRKBo2nd7Du7XbpquNkOhQph7+jgsPTacqlnLzYUq9wXg5eZqpmTX+2nOU9747TDjGwbCiGujvc4/ZsyZgZZPKh9QXXPlCTmZnk7xqOE5//e+4EWW2Xg31Kj/o5hgdU17ph+Ly8mRDF5ZTXArBK31R/56f4swBo9eFlQ3Y5svUPmiaDEzzuaqqgkH3JDjWpPwxQanzLpRvbRKcq08H7E8H3U8fL5hKAG+wIOFhVgXEL9xI+WOqPnFU3NzIeEqjx+F34eQvTy7x/FaMKL3WJc6SeLYr96+h/jzUzHpyu2dGx82MeFvZolRpi2Jm1oyqi4Pbp58J2s1Nc7dBSce6/heZGnzB6DlCNYD/RtTyrVAKl8+5jgmRS+XJgPj777+XYDgT7N27l5iYGPr378/q1auNylq2bMmKFStYu3atUUA8cuRIbG1t6dOnj8n1Pv74YzZu3Mjw4cPZuXNn8vG4uDjGjx+Pl5cX7doZb0ek0WgYMmQI3bt3Z9KkSSxevDiTH2X6hEY9SlMwDIlrix9GPUrX9Y8Fn+Gzo9+jjTedutumRBMGV3sPu9Q+YGWyr77fyKSdoegV42lcDoYYZrd0oPfACdnWl6xSqqAjnaoVYYN/4giQl/qAofpfqaFeNT7RwxeaDoW/v4XQAOO1q4omsby68R7aIo+o3gnObUcJDTCeOfACvi4URXkceNgAqU/PVIpVM3/cwj5oXp+I+tr4NIySPx7p1iU8Cb5T2VJO8SyDWrZFyqPsT18z6XvD46RwqY2IWjJSnlXXTe3altwYgJSD+IRYiA3P+HX9GppfRhL1EPWX4Wm6hKqxNgnElZajUYrXMD1Xn4C6a5ZJcK6YDeSTvj51zNULxSHzE3OqBh3qzs8T/24883dE3fk5vPsDSio3qoQQ6Zcnf6O6d++e013IFZISgG3dutWkzNMzcYQyJCQk+Zi/vz/+/v5Ur14dZ2fTaVx16tTBwcGBXbt2ERgYmLwueNu2bQQHB9OhQwezNzKaNGkCwPr165k7dy6Ojjm3xsbD0S1dI8T5Hd3SdF2DamDNhd9YeX6TydpkW40NQ2v04HXf7Eu4EZ+g54MxC/n5hj08s+VOEcMD1g6qRf1XW2Rbf7Lae8UjOHjiPk0Np3jHsAfbpzMn2zig1O8N1TuhWFmjthqDuq6f8QVUFaXVWPkQk0cpGmt4/LqowdMzBxR5XaRAUTSJU3StM2+/Y6XCaygVXktXHVU1JAbcaiqj1uVeRSlUJjGANhPAq0bHkqbEP566/rzHZ+OQWMeQcrZ285SUR/ctDYhTGi3PqkA7PTcGDDqIf+ZnldJzp4sDMxn50zpirrw2HlJ4PRnmv56YQyDVrc6eCbqTjul15vMJqIbE4/6/QM2uaeylECIt8vRfYb1ez44dO9i+fTs3b97EYDDg4+NDq1ataNu2rYwiP8fw4cPR6XTUr1/fpOz+/fsAlC79ZFrctm3bAPDz8zN7PWtra0qVKsWZM2fYs2cPvXr1SlO9okWL4uzsTEREBEePHqVZs2YZf1AWal+5eYpbKz3LoBroUMV0Hbs5ay9uZcX5X02Oezl6MqX+YEq5ZV9SsbshYXQYvoxT0W4mZdWtgtg4+328Spp/rl5U1x9E8bP/XYY3L4mNlemUOwfvSizxXILNHX/jgrItUBoPRHEumHxIKVwetdrbcGpT4gcYRQPVOqIUztj+5CJ3kNfFy0lRNGCTetCquHubnUKcXJ7Rtqu0Q6mSOCtKNegfB9VPrTF/et33s2vBDbqUP8O4FIHKbxmPkJsdiY83Hn3XxSW+drNq5DmlnBoWB9opXNeSqe6QYgCvqirEPZ7FFW9+SU2qnpMoTf1nMZRuKstvhMhEeTYgPnbsGD169ODSpUsAyWsEFUXh+++/p2LFiqxfv54KFSrkZDdfaK6urnz22Wdmy3bv3g3AiBFP9i09efIkAIUKpfwmXqRIEc6cOcOpU6fSXS8iIoJTp07laEDcuXorhv7yOY9iIlLNMq2g4ObgTKdqrdJ03fZ+r7IjYD93o+4nH2voVYNPavXFyTb7RsSPHj9Ppxk7ua+6mZR1yR/I4m9GY5cvley8L5jYBD2rj97i55N30RtUvN0deKdWUZPzFEXBtsVQ1DV9Ekcb8vugNB9udhoegNKwL+rlPajRYSgOrigNPsjqhyJeAvK6EBmlaKwSAyUbe8B0hlW6rlWkAkqRjH22UQ26xKzo5hQqj9L5G+OA+unp6UlrzFMK5O1SeFyqCo4exuemZzu1FEees2qk3MKp7s97bAY96u450P4LGbgRIpPkyYD4/PnztGzZEq1Wi4+PDxUqVMDNzQ1FUQgNDeXs2bOcPXuWpk2bcvToUXx9fXO6yy+NR48esWzZMtavX8/s2bPp0aNHcllAQABAqlOak6ZS3737JGNnRuvlBHsbO1a++xntlg5BURWzQbGCAgqsfPcz7J8z8pDE2daRyfUGM3jvNPQGHR9U7kLXMm2y9Y/h8h938PGGG8Qpxh9abNR4JtWMZcT4qS/VH+ejgWF8s+8Gd7VP9m5ZffQmTUt74OVqb3K+UtAPtU53FDsnqN4ZxSqVZEN2jtBiJLpdc7B5dYRslSEAeV2Il19q0/sVBxfwfv7uBun9K6F4lkbpvzn5+8TEb/qnRrOfGS03GtmOT3n03sY+cerx87Kup7RmPTOmeJuT2lZxYLyfvUcJy9oSQgB5NCCeMGECRYsWZdeuXdSqZX5f1IMHD/LRRx8xYcIE1qzJmq07zBk6dCjz5s3LtvYyw549e+jatSt6vZ6IiAisra1ZtGgR7733ntF5Wm3idkS2tiknfbKzSwwQw8OfJObIaL1nxcXFERf3JPhJum5ma1u5KZs/mEfPNRMIi9EmrylO+urm4MzKdz+jbeWm6bpuGXdfRtXqQwF7d6p5Zl+WSYNBZfiny1h0GlCMnwN3wyOWvVuS1zp1yLb+WOphVDwLDgSw90qoSVm8XmXdvpOMbFfPbF1Nw75pbkcp3Zi7tj4vzB7Z4sUgrwshLJOY+M068R8Zz8iuOLihNBmUeR1LYmOH0n1pmrdPU5OC7oQ4uH4QokJTHyV+ej97IUSmyJMB8YEDBzh27FiqI78NGzbk999/TzFgzio//vjjSxcQN2/enIsXL5I/f34SEhI4ePAgH3zwAd9//z3r1683+eCX2iiiRpO4ftPcNjcZrZdk5syZTJ1quqdjUFCQ2SRflqjqUpJD/Vaw/fJB/rx6iNCoR3g4utG6VH1eL9MQe2tbAgMDTerdjbmPo3U+XGzMjxyVpijEYLZuVoiIimXwl79xWJvfpKyMepPvPqpP8bLlsq0/ljCoKvsDo/n5vJYYnenrxFrV0dWwj07B5wm8XiD17K9pFB0d/VL8bET2kteFELmd/eN/gNXjf2lgVbQphf8chSaVgNigaAgu1wV9UJDFvXxaREREpl5PiJdJngyICxUqlKZp0N7e3ri6Zk5K/fj4eDZv3szRo0cJCwszG7hdv36d0FDTUauXgYeHB5A4itusWTN+/vlnatasSbNmzTh16hTOzs7JQefTo7TPio2NBZ5ksIbE6dChoaHprvessWPHMnz4k60btFot3t7eFC9ePNV6lijrV5ph9DTKmp2SfbeOMuviUirk9+PzRqOwyuH9FC9cDuTtKX8QpDMNhlvlu8GaecNw9iiQAz1Lvxuh0Xy15xrng023qwKoZLjBMP0v+BACUeD84HDiHqsWSsvzLvIeeV0IIczzQY3uh/r3/BTPsGrUn2Lla2Z6y1k1a06Il0GeDIirVavGlStXjDIgm3P79m1KlixpcvzXX3+lY8eOaW4vICCAVq1ace3atVRHMCH1UdAXTUREBMHBwWZ/jjVq1KBo0aLcuHGDhQsXMmrUKLy8vDh+/DhRUSlnXYyMTAxYihZ9ktjIy8uL0NDQdNd7lp2dXfLU6heJzqBj0emf+OXqnwAcDznHqvOb6FUx5/Ym/W3HQXov9icK4xtCGlXP0NL3mfbZZKxsLB9BzWqxCXrWHLvFBv/EpFnPclKj6avfxmvqMTRPrfdWw25avJeqEEIIkW6P9y2X/eyFyD55MiCeOXMmPXv2ZNGiRZQqVcrsOaGhofTq1YuZM2ealA0dOjRdAfGgQYO4du0arVu3pkmTJhQoUABra9Mf/cWLF/nyyy/T/kByUFhYGJUqVeLOnTssX76cnj17mpzj7e3N7du3OXDgAKNGjaJatWps3bqV4ODgFK97584dACpXrpx8rFq1apw5cybd9V4G92Me8unh+ZwLvWJ0fPWFLVQtWJ4antmb5VxVVaZ//RMz90egKg5GZU6GSL55w5Vufcdna58y6ljgI+btu26UNOtpLQwn6K//HXeeGjXO74PSfBhK8exdKiGEEEKA8b7lRmQ/eyGyTJ78rXJxcaFv377Uq1ePunXrUq9ePYoUKYJGo+Hhw4ecPHmS33//na5du3Lu3DnOnTuXXPfq1avJwVdaHThwgGXLlhllXE7JihUr0vtwcsSePXuSfw5Pb5Fkjl6vB6BFixZMmzaNq1evpnje9evXURSFVq2ebEfUokULVq9enWK9kJAQtFotzs7ONGjQICMPJ0ecuHeO6UcX8CjOdN1Oa59GVMifvXv5xsQl8N6oRfxxyyHxTvRTvA3BrB/eiBqNG2drnzLq3N0Ixvx2wWyZl/qAIfpN1FSfuglh44BSrwfU6IKSCWuHhRBCiIySfcuFyF55MiB2d3dHURRUVWXHjh3s2LHD5BxVVVm6dClLly61uD0PD480BcMA3333ncXtZQcHh8TRQz8/PwYMGGD2nKDHCR+qVKkCQOPGjfHz8+PcuXNotVqTdbsnT54kMjKSVq1a4e39ZJuETp06MWTIEI4cOYLBYEhOoJXkwIEDAHTr1i25Xy8yg2pg3cXfWXHuFwzPbMtko7FhSPX3aOPbJFunz9+884C3Rq7iYqzpmvl61jf4aXZfPIu/PGseKxR2oo6PG0cDHyUfs1L1dDXs4x3DbuzQPTm5THOUJgNRnD2zv6NCCCGEGbJvuRDZJ08GxJA4SlypUiWzU5dTc+/ePS5dupSuOhUqVDAbyJnz9tsvx9qQRo0a4eLiwuTJkylbtqxJ+d9//82dO3fIly9fcsCsKApz587lrbfeYsmSJYwYMcKozqJFi7C1tWX27NlGxx0dHZk2bRpDhw5l06ZNJj+jRYsW4e7uzqeffprJj9Iy8fp49t06xsE7xwnRPsDzTgFqelbi3zvHOXrvjMn5RRwLMrneYMq4+2ZrP/f/e5r/zdlHmGoaDPcqFMC8r8Zj8xLcaHiaoigMrunEB4EPiMOaioYbDNP/ii/3npzkXhyl+ccoPjI9WgghxItF9i0XIvvkyYBYo9Fw6tQpihcvnu66Op0OT8/0jST16tWLRYsW8eGHHz733IYNG3Lw4MF09yu7OTs7s2zZMkaMGIGnpyevvvoqVlZWxMfH88cffzBw4EDc3Nz46aefjLKptm3blnHjxjFx4kS8vb3p0qULer2eJUuWsGrVKlavXm12HfCgQYM4duwY/fv3x93dnebNmxMXF8f06dM5dOgQ27Zto1ChQtn5I0jVwTsn+OLYYiITolFQUFG5HBHIgdv/mT2/fpHqjKndD2fb7P2Dt2DF73yy5TY6xbhde0MsnzXQ8+GoT1/oRG8JegM2VuZvNBXxLEg/m5VYx4QZJ82ytkep1xNqyvRoIYQQLy7Zt1yI7KGoz0t7nAu1a9eOLVu2ZLh+ly5d2LBhQ7rqjB49mpiYGD7++GOzmasBHj16hLe390u1F9y5c+eYM2cOR44cISYmhtDQUHx9fWnTpg1DhgyhSJEiZutt3ryZOXPmEBAQgEajoWrVqkyePJmaNVPeSkBVVZYvX86CBQsICQlBo9HQsGFDpk6dmmJytNRotVpcXV0JDw/P1G2XDt45waR/5wEqz/vl0qDQu1In/lf2DTTZuM2STm/gw4k/sOaiaZue+lBW9ClPs7faZlt/MuK/oEd8vfc6HzbypWFJ062hANSr+1F/eyoJWJlmj6dHZ8/NE9leR5gjrwshRFpl1/tFVn0mEuJlkCcD4uzWq1cvzp07x4kTJ1BVFXt7ezw9PU1G3u7fv090dHRyEiqRtbLizT9eH0+n34cQlRD93GBYAWa8MpK6hatkSttp9eBRJB0+XsJ/4aaPubISyIbpXfEtXzFb+5QeD6PjWXggkN2XHwBQ0MmWZd2rkc/WyuRcVVVRN42G8DuJ2aN9amdrXyXwEebI60IIkVYSEAuR9fLklOn0KF++PBcumM9Wm1YrV640+j4mJobAwECz577I01PF8+27dYzIhOg0nasCWjMZprOS/9lrvD11K3f1pn/sOjhfZek3o8nn6p6tfUorg6qy/VwIi/8NJDLuyU2j+5HxrPj7PB+1NJ1qrygKvDYO7JxkerQQQgghhDAhAXEqYmJiuHv3bqZca+7cubRt2xYrK9NRrCQ3btygdevWmdKeyBkH7xxPXjP8PAoK/9w5TkufhtnQM/hx0z4+WnWeWMXZ6Li1msAnFR4y7tPpaFJ5feakgNBo5u69ztm75m8gXL5+A52+ItZm1hMr+V7MAF8IIYQQQuS8PBsQ37p1i/nz53PgwAFCQkLQ6XQm5zx69ChT1vMWKlSIoUOHPvc8Hx+fFNfcipeDNi4yTcEwJK4w1sZHZnGPEqcNj/liHd8cjQXFzqjM1RDOwo6etH/f/NZZOS1Op2fNsdv8dOIOeoPpz9VJjeYD/XZeTziK1XU3KP1y7JMshBBCCCFeDHkyID548CCvvfYaUVFRzz03M6Ywb968Oc3n7t+/3+L2RM5xsXNK1wixi61TlvYnIiqO/41czJ57+UzK/Ay3WT+mJZXq1c/SPmTUf0GPmLfvOnfC48yWNzP4M0C/lfwk3lRQDy6GUo1k2YEQQgghhEizPBkQjxkzBnt7ez799FNeeeWVFLdRunLlCm3atLG4vbp166b53AsXLmRoOyjxYmjoVTPFrZWepaLyilfKWbUtdTUgmHZjfuR6vOl64Wa2V1n79SDcCxfNsvYzKiw6ge//CWD3pQdmywuroQzRb6K2evnJwdJNUZoOkmBYCCGEEEKkS54MiP39/dm9e/dzA1UfHx8KFy6cTb1K9OGHH3L9+vVsbVNknqbFavPdydXPzTKtAI42+WhSLGuyHv+57zjvfXOICIyDYUU18GGxIL6YPRlrO/ssaTujDKrK9vMhLDkYSEScaaZ1K1VPZ8PfdDfsxp6ExIPu3ijNhqH41snm3gohhBBCiNwgTwbE3t7eaR61/fPPP9N83bCwMNzdTRP4BAUFpan+rVu3uH37dprbExkzf/585s+fnyXbW9la2TKmdn8m/vt1ihOnlcf/HVO7P7ZWtpnavqqqzFq0hal/hmBQHIzK8hmimd1UQ8+hn76QI6k6g8qGE3fMBsMVDAEM0/9CCe4lHrC2R6nXA2p0QbHO3J+hEEIIIYTIO/JkQFy1alVCQ0Px8PB47rkGgyFN1/zf//7Hzz//zLhx45g2bZpRma+v7wsZgORVAwcOZODAgcl77mW2Bl7V+bTBUL44tpjIhOjkNcVJXx1t8jGmdn8aeFXP1Hbj4nX0GfcDv1y3BsU4W7SX/h5rPqpB/davZWqbmcnWSsOwpr6M3Hwx+Vhy0iz1KJqk2wulm6A0GYziUiiHeiqEEEIIIXKLPBkQjxw5koEDB7J27dpUt0ECaNu2bZqmMO/ZswdVVfn777/Nlms0Gry8vNBoTLeFSRIaGpqmRF/ixdfQqwYb3/yGv28d4587xwnRPsDTpQCveNWkSbHamT4yfCfkEe1GrOBslLNJWS3NdX764n28SpfN1DazQjV3PS1Vf/5SqpskzcKtGErzYSi+aV+TL4QQQgghRGpydUCc0lRlT09PChcuTLVq1RgxYgS1a9fG2dk0kLhx40aa9yHeuHEjGzdu5MMPPzQp02g0nDhxgsqVK6d6Da1WKwm1chFbK1ta+jSkpU9DAgMD8fHxyZJ2Dp24RJcZf/LAYPoa7uZ2he/njcPO2TSxVk4Ji04gNkFPEVfTNcyKUwEG1HSn2dGlT5JmWduh1H0fav5PpkcLIYQQQohMlasD4rRMVe7Tp0+mtNW4cWMaNza/B6qXl9dzg2EAFxcXs2uQhUjJsvW7GPbTVRIUR6PjtoZ4JlcL5+NJM1BSmZWQnQyqyo7zISw+GIhP/nzMfbsiGjO/n671OlH78u8QBpRqgtJ0EIpL9ia3E0IIIYQQeUOuDogBrKysKFKkSKpTlVPy4MEDoqOjLe7DZ599luZzd+7caXF7IvfT6w0M+2wNS08mgGJjVOahf8gP3YrT+n+msxVySuDDaObuvc6ZOxEAnL0bwY7TN2lT1XRGhGJlAy1HQ0IsSgmZHi2EEEIIIbJOrg6IraysOH36NOXKlctQ/UePHuHt7W1xP9577700n1u6dGmL2xO5W5g2hk4jlvBvqKNJWXk1kA2T21KqRtZs55Re8ToDa/+7xfrjd9AZjHNuLz4YSP3SRXDPZ2NSTylWNbu6KIQQQggh8rBcHRB7eXllOBgGcHNzS/P2TEJkh3NXbtF+/EZu6UzXC79uf4kVXw/HxfPFmF584mY4X++9zu3wWLPlNRPOoYYWgnxlsrlnQgghhBBCJMrVAfEff/yRYpnBYEjTNOpdu3ZlZpeEyLDNO47QZ/F/RGMcDFupeoaVuMXUL6ZjZZPzSacexSSw8EAAf116YLa8sPqQwfpN1FEvwb9nULt8J9uSCSGEEEKIHJGrA+JKlSqZPd6+fXuOHDlCQEAAdnZ22dwrIdJHVVWmfvMLX+4LQ1WMMzM76yP45jUH/vfhpznUuydUVWXHhfssOhhIRKzOpFyj6uls2M+7hl3Yk5CYPdq3Lqh6UHL1W5EQQgghhHhB5clPobt27aJdu3ZpCoZXrFjB/Pnz0el0dOjQgbFjx2JjY7rmUYisEB2bwLuf/MD2mzagGM9o8NXfYd2w+lRv9moO9e6JwIfRfL33OqcfJ816VnlDIMP0v1CS4MQDpRqjNB0s2aOFEEIIIUSOypMBcbt27ZgyZQqjR49m7969KIpCu3bt+OSTT7C2fvIj2b59O71790aj0dC6dWt++eUXTp8+zcaNG3Ow9yKvCLwTSttRa7gS42RS1tDqCuu+6ounr18O9MzY+uO3WX74pknSLABHNYY+hu28YTiCBhXciqE0G4pSol4O9FQIIYQQQghjeTIgnjBhAuXLl0dVVVQ18UP88ePHOXr0KFu2bEk+b8WKFSiKwpQpU5gwYQI6nY42bdrw+++/8+abb+ZU90UesPfQObrN3ku4ahwMK6qBXgWv8vXXE7HJZxoo5wR7GyuzwXBTw0kG6LfiQUTi9Oi670PNrijWskxBCCGEEEK8GPJkQLx582ZUVaVTp040bNgQnU7HgQMH+O233/jpp5/o2rUrABcvXgSge/fuAFhbWzNjxgy+/PJLCYhFlvl25XbGbr6JXnEwOm5viGFGnRgGjJmJkoF9tbPKm6Xy8df+O1xUvYBnkmYB+DVCaToYxbVIznVSCCGEEEIIM/JkQPzLL7+wbNkyevTokXxs+PDhLFiwgMWLFycHxJGRkQAULVo0+bxatWpx9uzZ7O2wyBMSdAYGTFnJuvMGUKyMygrp77OiZ2madng7h3qXMut8LgwrfoshAQXpYPjnSdIs16IozYfJ9GghhBBCCPHCenGGmbJRSEiIUTCcpG/fvly+fDn5e4PBAGC0rhhAr9dnbQdFnhPyMJImfb9LDIafUVW9zr7pr+VoMBz0MIZfT91NsbzUq++zRjOPDwzbsbdSUBp8gNJjpQTDQgghhBDihZYnR4ijo6OJiYnBwcF4SmpoaCjR0dEm54eGhlKwYMHk78PCwrK8jyLvOH72Bm9P3co9vaNJ2duOF1j8zRjyuRfIgZ5BvM7Auv9us/74bRIMKqUL5qOyl6vJeUo+d/K/0h018BhK0yEyPVoIIYQQQrwU8uQIcZUqVejduzcREU+2iLl37x49evQwCoiTRoiPHTuWfOz27dvY2tpmX2dFrrZ2yz+0mPSnSTBsrSYwsfRNVi2fmWPBsP+tcPr+eIrVx26R8Dhp1tfbT5OgNx3FBqBqBzTtZkowLIQQQgghXhp5MiAeNGgQP/30E0WLFqV27dpUqVIFX19fDh8+TIUKFbh8+TJRUVGEhITg5+fH999/nxwoz5w5k1q1auXwI3hxnThxgn379j33vG3bttG6dWtKlChB6dKlee+99zhz5sxz661Zs4bGjRvj6+tL2bJlGTBgAIGBgZnQ86xzc99m/hvQkFt/P8lgbjCojPpiPR+svEQcxvtau+vDWP2mDeO+mILGOvv3vA6PSeCLv64yctN5bj2KNSoLiLbmtxMBZuspipINvRNCCCGEECLz5MmAuGPHjnzyySdERkZy/Phxzp49i6qqrFixgjlz5tC4cWOqVq1KXFwcH3/8MSVKlMDX15cKFSrw/fffM2DAgJx+CC+cwMBARowYQf369Z8bEE+fPp1OnTrRvXt3rly5gr+/P0WLFqVmzZr8+OOPKdbr27cvw4YNY8yYMdy4cYODBw8SGxtLpUqV0hSEZ4ebDyLxv/Yg+d+xs4Fs+GIaVyJs2PDFNI6dDeSfc3dp1H8h3x2JMqlfWh/EzlG1ad+nT7b3XVVVdlwIoeeak+y8eN+kXKPq6aLfy2uhv2R734QQQgghhMgKeXINMSSO9Hbt2pXdu3djb29P27ZtKV68OJA4CrllyxZq167N+++/T1hYGGfOnOH8+fPMmTOH1157LYd7/2K4c+cOEydO5L///uP06dNpqrNnzx4mTpzI3Llzef/99wFwcnLi888/59q1a/To0YPKlStTqVIlo3rLnWc2zQAAjDpJREFUli1j6dKlbNq0iTZt2gBQoEABli1bxsWLF+nYsSPnz5+ncOHCmfsg0yEuQc8ro34jJDzGuMDhI0harj5p1+P/MZ1238L6Iqu+GUT+Yj5Z2k9zbobFMHfvdU7d1potL2cIZJj+V/y4C3eKoSbEoNg4mD1XCCGEEEKIl4Wiqqqa050QL6c7d+6wePFiAKKioli1ahUhISFMnjyZKVOmmK1To0YNzp07x4MHD3B2djYq+/fff2nYsCEtW7Zk586dycfj4uLw9fVFo9Fw69Ytk6m569ato3v37vTt2ze5P2mh1WpxdXUlPDwcFxeXNNdLiaqqNPrkN/yvPcCQjt8qRdXzUZFrzJwzCRsH08RaWSleb+DH/27z43+3k9cJPy2fGkMfww7eMBzGysoGpc67UPsdFGu7bO3nyyowMBAfn+y/wSFebPK6EEKkVXa9X2T2ZyIhXiZ5doQ4rUJCQvD09MzpbryQvLy8jAJfe3t7pk+fnuL5/v7++Pv7U716dZNgGKBOnTo4ODiwa9cuoz8A27ZtIzg4mA4dOphdp9qkSRMA1q9fz9y5c3F0zN6gMomiKEzuVpO3pv2Z5jp2hhi+fiWeHiM+z/Y1uCdvhTN373WTdcJJGhtO8aF+KwXQgt8rKE0Ho7h6ZWsfhRBCCCGEyEp5cg1xetSpUyenu/DSsLKySrV827ZtAPj5+Zktt7a2plSpUqiqyp49e9Jcr2jRojg7OxMREcHRo0cz0vVM82q1otQsVQCN8vwhYhs1nm19itJz5PBsD4b/unifEWaSZgEUUh8yXbeMifq1FHB1RGn/+ePs0RIMCyGEEEKI3EUC4lTs37+f27dv53Q3co2TJ08CUKhQoRTPKVIkccueU6dOWVwvJyiKwietvTGozw9wv+tUjAZtO2RDr0zV83Ykv3W80TGNqqez/m+W6OZQV3MdpX5vlPdXo5RsmCN9FEIIIYQQIqvlySnTzxvJFFkjICAAINUpzUlTqe/evWtxvZygqipOWydTIr4aN2x8wNzIr2rANyGI4v9tQX3nzRzZrsgpnz0fORxiekTidPNyhiCG6n+hFHehZEOUpkNQ3GREWAghhBBC5G55MiBOax4xd3d3SXySibTaxAzGtramGZaT2NklJmsKDw+3uN6z4uLiiIuLM7luZtLeuEDwoe10sAvkqwJDzZ+kaOio3cLdf8+jvXEB15IVMr0fSVRVNRtwK4qGJq935OD63VRUb/Cm4TBWroVRmn6O4icjwkIIIYQQIm/IkwExwO+//568fc/T7t+/z6lTp5g1axbvvvsu7733Xg70LndLbURUo0mcxW/upkVG6yWZOXMmU6dONTkeFBRkNslXRqiafLjXaEbFk/vxjQ8g0KY4qvJkZYKi6vFJuEnFhEu412hGmCYfjwIDM6XtZ116EMeG81oG1s5PfgdzsyLsGOz7AKcb/6Et356Ism1RrWwhi/qTF0VHRxMoP0/xDHldCCHSKrveLyIiIrK8DSFeVHkyIPbw8DAbDAMULFiQV199lVdffZWxY8dy8eJFypUrl809zJ2Sgs6nR2mfFRubmOTp6ZT/zs7OhIaGprves8aOHcvw4cOTv9dqtXh7e1O8ePFM3WKg4OQf+KNLBTpqt5iMEquKFR21W7C2saHR5B9wLFw809pNEh6TwOKDgey4EArA5rP3mdqprtlz1ULDILY37m5Fcc/0ngjZXkeYI68LIURaZee2S0LkVXkyqda9e/fSdN6kSZOYNWtWFvcm7/DySlyTGhUVleI5kZGRQGLmaEvrPcvOzg4XFxejf1nBsXBxqgyYRsW48/jGB6CoeiBxdNg3PoCKceep8uH0TA+GVVVl54X79Fpzkh0X7icf/+eugX+uhpito9g7o7il/DMTQgghhBAiN8uTAXHS9NrncXBw4J9//sni3uQd1apVAyA4ODjFc+7cuQNA5cqVLa6Xk8p0GYybXyU6RmxFVRKnK6uKFR0jtuJWqjJlOg/K1PZuhsUwavN5vth1lfBYnUn5X0dOZ2p7QgghhBBC5AZ5MiBOq127dsm2S5moRYsWAFy9etVsuV6v5/r16yiKQqtWrdJcLyQkBK1Wi7OzMw0aNHhuP+bPn0+FChWoXbt2eh9Cmmmsrak7YQkVY8/hGx8A8Hh0+Bx1JyxBY505qxXi9QZWH71F3x9P4X/LdLpTPjWWgfrNTHg4CzU6LFPaFEIIIYQQIrfIk2uI9+/fn2q5VqvlyJEjfPvttzRu3DibepX7NW7cGD8/P86dO4dWqzWZsnzy5EkiIyNp1aoV3t7eycc7derEkCFDOHLkCAaDwWSE/8CBAwB069YNBweH5/Zj4MCBDBw4EK1Wi6urayY8MvM8KtSmbJeBdPptC2tdOvN2xBbKdh6ER/lamXL907e1zN17naCwGLPljQyn+Uj/GwVcHFGaTQQHt0xpVwghhBBCiNwiTwbETZs2fe7er6qqUqBAAb766qts6lXupygKc+fO5a233mLJkiWMGDHCqHzRokXY2toye/Zso+OOjo5MmzaNoUOHsmnTJt5++22Teu7u7nz66adZ/hjSq0r/Twn8awMVQqZin78QVfqbZrlOr/CYBBb/G8iO8/fNlnuqYQzSb6a+5hrUewel9rsoNnYWtyuEEEIIIURukycDYkjMNF2xYkWT49bW1ri7u1OrVi169uyJp6dnDvTu5XThwgUgMSNiSvvftm3blnHjxjFx4kS8vb3p0qULer2eJUuWsGrVKlavXm12HfCgQYM4duwY/fv3x93dnebNmxMXF8f06dM5dOgQ27Zto1ChQln+GNPLxsmF2mMWcPSLQdQeMx8bp4wn8lJVlV2XHvD9gQCz64Q1qp6Ohn943/AXDr41UJqtRHEvZkn3hRBCCCGEyNUUNbWNW3MpW1tbgoKCKFy4cE535aXXuXNnjh07RnR0NPfvPxmx9PDwwMnJCWtra7Nrfzdv3sycOXMICAhAo9FQtWpVJk+eTM2aNVNsS1VVli9fzoIFCwgJCUGj0dCwYUOmTp1KqVKl0t33pCnT4eHhWZZxOklmbJsQrI2lx2p/dAbTsrKGIIbpf6WUiwGl6RDwe+W5syBE1pPtdYQ58roQQqRVdm67lF2fiYR40eTJEeLWrVtLMJxJfv755wzVa9++Pe3bt09XHUVR6N27N717985Qm0nmz5/P/Pnz0ev1Fl0nuxVysuF/msOsMdRLPpZPjaWXYQdtlf+wqtsNpc67KDb2OdhLIYQQQgghXh55Msv01q1bc7oLIgcNHDiQ8+fPc+zYsZzuSrooGiveaVqNomriSPwrhjMs1c2hfXED1u+vQNPwAwmGhRBCCCGESIc8OUL8tHPnzrFjxw4CAgKwsrLC29ubtm3bUqZMmZzumsijtLEJ2FlrsLO2MimzLdeUEf4zibwXQH3nMJSmo8GvkUyPFkIIIYQQIgPybECs1Wrp27cvGzduNCkbPXo0Xbt2ZdGiRTg7O+dA70RelJQ0a+GBAN4o60LvxmVNzlEUhSqvv4t6fqdMjxZCCCGEEMJCeTIgjo+P57XXXuPw4cN4e3tTuXJl3N3d0el03L9/n9OnT7N+/Xru3r3L7t27Tfa9FSKz3XoUw9d7r+N/SwvAT6ce0LySN77585mcq7gXR2n4QXZ3UQghhBBCiFwnTwbE3377LUFBQezatYvmzZublKuqym+//Ua/fv1YunQp/fr1y4FeiqyS3Um11Cv7KbJrDmrLESilGhuVJegNbDhxh9VHb5LwVPZoHRrmbjvJ3O710ch0aCGEEEIIIbJEngyI165dy8aNG6lXr57ZckVRaNeuHW5ubowZM0YC4lxm4MCBDBw4MHmLgcwUEhHHo5iEJwcSYlB3rUaNcUD5azWKQ3mwcQDgSkgU64/f4o423uy1XMOvEhNdDUdH01FiIYQQQgghhOXyZEAcFhaWYjD8tCZNmvDgwYNs6JHIDeL1Bj766QxhTwfEAPQGG0AH/Gq6J/OzCqqPGKTfTIPiTii8AUhALIQQQgghRFbIkwFxQkICOp0Oa+vUH35CQgIxMTHZ1CvxsrPRKHg62/IoJgE1A/U1qoEOhn94P99JHJt9CKUke7QQQgghhBBZKU9mi6pcuTKzZs167nlffvklFSpUyIYeidxAURR61SueoWC4tOEW3xkWMKCWO469lqGUbizBsBBCCCGEEFksT44Qjxw5kpYtW3L27Fl69uxJtWrV8PDwQFVVHjx4gL+/P8uXL2fjxo1s27Ytp7ubK40fP55bt25RtWpVypQpg5eXF7a2tty7d49z586h1WqZMGGCSb1t27Yxb948Ll++jLW1NfXq1WP06NFUrlw5Bx6FqVrFXSnr6ciVkEgMPD+gtVfj6G3YwVvF4rFuMRPFvXg29FIIIYQQQggBeTQgbtGiBZ999hnjx49n/fr1Zs9RVZVJkybRunXrbO5d3nD+/Hk2b95stszFxYX9+/ebHJ8+fTozZsxg4cKFvPPOO8TGxjJ9+nRq1qzJypUr6datW5razsos04qi0LOKE2N3RT333AqGAMY7/EmhZr2glIwICyGEEEIIkd3y5JRpgLFjx7J161aqV6+OqqpG/6pWrcqmTZuYMmVKTncz14qKiqJDhw5Ur14dd3d3rK2tKVy4MN27d+fYsWNUrVrV6Pw9e/YwceJEZsyYwfvvv4+1tTVOTk58/vnntGvXjh49enD27Nk0tT1w4EDOnz/PsWPHMv1xqapKzfPfU0a9iUY1pHQSXuoDvnbcgmfPBSilm0gwLIQQQgghRA7IkyPESd544w3eeOMN7t+/T0BAAKqq4uPjQ6FChXK6a7leVFQUmzZtwtHRMU3njxw5EltbW/r06WNS9vHHH7Nx40aGDx/Ozp07M7ur6fMwACXwMD2Vh4yz/sD8OYrCIN1mFO1tlIh74FEie/sohBBCCCGEAPJoQBwXF8fatWuJjo7mvffeo2DBghQsWDCnu5XnpDUY9vf3x9/fn+rVq+Ps7GxSXqdOHRwcHNi1axeBgYH4+PhkdlfTLr8vlKhPrYCjlDHc5KpSFIPyZCKGRjVQSr1NLa5BiQaJ5wshhBBCCCFyRJ6cMt2pUyf69u3L0KFD+fjjj3O6O3mSjY1Nms9NSmzm5+dnttza2ppSpUqhqip79uzJlP5llKIoKC1GoGis6Gn40ygYBjAoGnoa/kTRWKG0GC5TpYUQQgghhMhBeTIg/ueff6hVqxaOjo40bNgwp7uT56iqilarZcaMGTRu3JgqVarg7u5O9erVmT17NrGxsUbnnzx5EiDVqexFihQB4NSpU1nW77RSXAqhvNKXWuplyhierCXWqAbKGG5SS72M8ko/FBeZmi+EEEIIIUROypMBcaVKlVi+fDlardbsmtSnDRo0KJt6lXfcvn2bixcvoigKW7Zs4fTp09y+fZsuXbrwySef8Morr3D//v3k8wMCAoDUp1gnTaW+e/duiufExcWh1WqN/mWZ6p1QCpSkp7ozeZTYoGjoqe5EKVASqr+ddW0LIYQQQggh0iRPriH+/vvv6datG5MnT6Zjx46pniv7EGe+cePGMXDgQMaOHZt8LF++fIwdO5bo6GimT59Oly5d2Lt3L0By4Gpra5viNe3s7AAIDw9P8ZyZM2cydepUk+NBQUFm1yZbyrZyD2runUwZ5SaXNd6UMdykpuEywVWmknDzdqa3J1480dHRBAYG5nQ3xAtGXhdCiLTKrveLiIiILG9DiBdVngyIK1WqxN9//82sWbOYNWsWDRs2pFmzZlSpUgUvLy+srKwACA4O5t69eznc29zn9ddfp06dOmbLPv74Y2bOnMm+ffv4/fffefPNN5PLUltvq9EkjsKqqpriOWPHjmX48OHJ32u1Wry9vSlevDguLi7pfRjP5+ODIew0fU7/yXy1LX3UP9FUfxuvas0yvy3xQsrxJG/ihSSvCyFEWmXX+0WWzpoT4gWXJwPiLl26JP9/oUKFWLlyJXPnzs3BHuUt3bp1S7Esf/78+Pn5cfnyZbZu3cqbb76ZPHobFxeXYr2kdcepBbZ2dnbJI8nZRWnYlxqXu7E0eg5KPneUBilsxSSEEEIIIYTIdnkyIN64cWOaz5UswJlv37597N+/n0GDBpE/f36T8gIFCnD58uXkKUJeXl4cP36cqKioFK8ZGRkJQNGiRbOm0xmk2DlCi5Hods3B5tURid8LIYQQQgghXgh5MiAGmD9/Pi1btkx1+5/bt2/TvHnzbOxV7hcWFkabNm2IiYkhKCiIpUuXmpyj0+kAsLe3B6BatWps3bqV4ODgFK97584dACpXrpwFvbaMUroxd219ZIqkEEIIIYQQL5g8GRB7eXnx4YcfPvc8Hx8fChcunA09yjsuXbpETEwM8GRU91lJ67YrVqwIQIsWLZg2bRpXr141e75er+f69esoikKrVq3S3Jek9cbZsW4mIiJC1ufkQfK8C3PkdSGESKvser9IaiO1XCxC5FZ5MiAeNWpUms+dNm1aFvYk7/Hw8ACgadOmzJgxw6Q8ODiYoKAgFEVJXuvduHFj/Pz8OHfuHFqt1mSd8MmTJ4mMjKRVq1Z4e3unuS9JGRXTU0cIIYQQIreKiIjA1dU1p7shRLbKkwHx0KFD03yuuTWuIuNKly5N9erV+d///kfJkiVNyr/77jtUVaVv375UrVoVSFzHPXfuXN566y2WLFnCiBEjjOosWrQIW1tbZs+ena6+eHl5cfPmTZydnbN0rXhSNuubN29mTTZr8UKS512YI68LIURaZef7haqqRERE4OXllaXtCPEiypMBcXoMGjSIN954I6e7kausXLmS9u3bkz9/ftq3b4+NjQ1RUVEsWLCAmTNn0qlTJ7799lujOm3btmXcuHFMnDgRb29vunTpgl6vZ8mSJaxatYrVq1ene/2wRqOhWLFimfnQUuXi4iIfgPMged6FOfK6EEKkVXa9X8jIsMir8nxAfPXqVUJCQpITOT3t1q1b3L59Owd6lbtVrlyZ3bt38+mnnzJ27Fh0Oh06nY6qVauyceNGOnToYLbeZ599Ru3atZkzZw4jRoxAo9FQtWpVDh48SM2aNbP5UQghhBBCCCFedoqaR1fPz507l9mzZ6eauTiJXq/Phh6J3Eqr1eLq6kp4eLiMCOUh8rwLc+R1IYRIK3m/ECJ75MkR4s8//5xx48Zha2tLuXLl8PT0NHteUFAQAQEB2ds5kevY2dkxefJk7OzscrorIhvJ8y7MkdeFECKt5P1CiOyRJ0eIS5YsSfny5fnhhx9S3VYpLi6OggULyvYYQgghhBBCCJEL5ckR4vv373Pq1CmcnZ1TPc/Ozo5GjRplU6+EEEIIIYQQQmSnPDlCXL9+fQ4dOpTT3RBCCCGEEEIIkYM0Od2BnNC8eXP+/fffNJ07derULO6NEEIIIYQQQoickCcD4tGjRzNixAgOHz783HOXLFmSDT0SecGJEyfYt29fTndDZIH0PLenTp2iZ8+e+Pn5Ubp0aV599VU2bNhAHpysk+sYDAaWLVtG8+bNKVmyJF5eXjRq1IjvvvvO7NZ+kLiLwapVq2jdujVlypShRIkStGnThh9//FFeE0LkAdevX2fQoEGUK1cOPz8/GjduzMKFC1N8zzBn9erVkgRWCAvk6jXEn376aYpl3t7eNGzYkEaNGlG7dm2z64kDAgK4e/duVnZR5AGBgYF88803fPfdd4wdO5amTZvmdJdEJknvcztjxgxmzJjB5MmT+frrr3Fzc+OHH36ga9eubNmyhbVr12ZPx0WWePfdd3F2duaHH36gRIkShIeHs2TJEoYNG8bGjRvZvn07Dg4Oyec/fPiQt99+mwYNGrBkyRK8vb0JCwtj4cKFvPfeeyxfvpwtW7YY1RFC5B4rV67ko48+YvDgwezbt4/ChQuze/duXn31VdavX8+uXbuwtk79o/o///xDz5492b17N76+vtnTcSFyGzUXUxRF1Wg0qqIoJv9SOv5suUajyemHIV5Ct2/fVnv37q1WqVJFBZL/TZ48Oae7JiyU0ed29uzZKqBu3LjR6PiXX36ZfI1z585lYc9FVtqyZYvq4OCgRkVFmZT17NlTBdSxY8caHX/jjTfU9evXm73ewIEDVUD98MMPs6S/Qoic9fPPP6uKoqizZ882Or5hw4bkvwl//PFHqteIjo5WS5curQLq3r17s7C3QuRuuXqEGKBJkyY0atQIjSb9s8OvXLnCjz/+mAW9EnmBt7c33t7etGrVilWrVhESEpLTXRKZJL3P7fnz5xk7diwtW7bk7bffNio7ePBg8v/b2NhkSX9F1tu7dy8xMTH079+f1atXG5W1bNmSFStWsHbtWmbMmAHAxYsX2bFjB5s3bzZ7vU6dOjF//nyWLVvGzJkzcXV1zeqHIITIJvfv36dfv36ULVuWjz/+2Kjs6b8Jtra2qV5n3LhxXLlyJUv6KERekqsDYmdnZ3bu3Pnc6Sap+euvvzKxRyKv8PLyYsqUKcnf29vbM3369JzrkMg0GXluJ0+eTEJCAn369DEp++yzz7C3t6dJkyaULl06s7srsomLiwsAW7duNSnz9PQEMLpxcvbsWfR6PY0bN2by5Mm0bt3aqE7hwoUBiIuL48qVK9SqVSurui6EyGZffvklYWFhfPLJJyYDNiNHjuThw4eUKlWKV199NcVr/Pvvv+zZs4ciRYrI8j4hLJSrA+L69etbFAyDZJkWmcPKyiqnuyCyyPOe25CQEDZv3oyiKLRo0cKkvGLFiqxfvz6ruieyyfDhw9HpdNSvX9+k7P79+wBGNzySAuhDhw7xzjvvEBoaalQnMDAw+f/t7OyyostCiByQkJDA8uXLgcTZI88qVqwYq1atSvUasbGx9O3blxUrVtC5c+cs6acQeUmuDoh37Nhh9rher09zgDJgwIDM7JIQIo/5888/0el0eHt7U6BAgZzujsgirq6ufPbZZ2bLdu/eDcCIESOSjzVr1owKFSpw/vx5ihcvblIn6e9X/vz5qVChQhb0WAiREw4fPkxoaCiKolClSpUMXWP8+PG0bduW2rVrZ3LvhMibcvW2S2+++SZNmjShevXqlCpVCk9PT/Lly2f2jpwQQmSF//77DyA5GN6+fTvt2rWjfPnyFC1alNdff52dO3fmZBdFFnn06BFfffUV69evZ/bs2fTo0SO5zMbGhn///ZctW7awa9cuo3parZaVK1cCMGTIEJlhIkQukvQ3wc3NDWtraw4fPky3bt2oVKkSRYoUoVmzZqnmrzl06BA7duwwWrojhLBMrh4h3rZtG4qiANCuXTt69OhB8+bNzW6xJIQQWSFp6quzszPDhg0jNjaWJUuW4OnpyeXLl+nZsyetW7dm5syZjBkzJod7Kyy1Z88eunbtil6vJyIiAmtraxYtWsR7771ncq6rqytvvfWWyfGJEycSFhZGrVq15DUhRC6T9DfBxcWFOXPm8O+///LVV1/h4+PD7du3+eijj3jnnXfYv38/33//vVHd2NhYPvjgA5YuXYq9vX1OdF+IXClXB8SQON3sl19+oXHjxjndFSFEHhQZGQkkZg51cHAwWspRpkwZNm3aRIkSJRg3bhyNGjWiYcOGOdVVkQmaN/9/e/cd19T1/gH8E6bspSIzcSKuOnBv3FUr1r33tmrrqLM4qvXr3ogLrQrurXWvurVaBfdCUUGG7E3y/P7gl1tiEiAhCsjzfr3S4j33nHtuuHnIufcMTzx58gS2trZIT0/H1atXMXToUPj4+GDXrl0Qi8XZ5j9x4gRWr16N0qVL48iRIzx+mLFvjPxvwrt377BlyxY8ePBA6AXi5OSE3bt3o2zZsli/fj0aN26M3r17C3lnzZqFtm3bqpyrgDGmvW+6yzQAbNq0KU+N4YULF+qwNoyxokbeI0UqlWLatGlK6fb29mjevDmICGvXrv3a1WNfgJ2dHUQiEYyMjNC8eXPs3bsXN27cQPPmzREfH68236NHj9CrVy+UL18ely5dgoODw1esNWPsa8j6N2HKlClKQyKKFSsGLy8vAMCaNWuE7Tdv3sTRo0d5xQrGvoBvukFsbm6OTp065amMDRs26Kg2jLGiSL7kDgB89913Kvdxc3MDADx48OCr1InpXnx8vNr1QGvWrAknJye8fv0a69evV7nPx48f0b59e1SpUgXXrl2Di4vLl6wuYyyfaPM3ITU1FUOGDMHGjRthYmLy5SvJWBHzTTeIdTG+IiUlRQc1YYwVVZUrVwaQuXSOtbW1yn3MzMwAAET0tarFdCg6OhoVK1ZEhQoVsHXrVpX7yBu4f//9t1JaYmIiOnTogFq1auHcuXOws7MT0kJCQvDhw4cvUm/G2Ncn/5sA/Lfe+Oc+/5vg7e0NT09PNG7c+MtXkLEi6JseQxwZGYk2bdrAyclJq/zv37/Hx48fdVwrxlhR0r59e4wfPx6pqalISUlReaNOPqasbNmyX7t6TAfOnz8vNFrv37+f7b5SqVTh3zKZDL1790b9+vWxYsUK6Okp3qdesGABmjZtip49e+q20oyxfNGiRQsYGxsjNTUVsbGxKhvFn/9NuHr1KoKDg3HkyBGlfd+9ewcA6Nmzp/D35cGDB8Ja54yxnH3TDWIASstZaIKIhFmqGWNMG2XLlkXdunVx8+ZN3L17Fw0aNFDaJygoCACEcWOscJF3YSxbtqzatevfvn0LAErrjk6ePBnu7u5q56s4ffo0fvzxRx3WljGWn8zMzODl5YXdu3fjn3/+EbpHZ/X53wRVPUvkJBIJ3rx5g127dqFZs2ZfosqMffO++QaxpaWl2m6KOYmLi0NMTIxO68MYK3oWL16Mpk2bYt26dUoN4levXuHixYuoUqUK+vbtm081ZHnRuHFjWFpawtvbW+WX20uXLuHDhw8wNTVVaDBv2rQJmzdvxr59+xASEgJbW1uYmJhAT08P6enp2Lp1K169eqXQhZoxVvjNmzcPR44cgY+PD3r16qXw8CUmJgYHDhyAg4MDxo8fn4+1ZKzo+KYbxObm5vjw4YPWExCkpqbC3t5ex7ViRdHjx48BZK4/yD0Pvi25+d02btwYK1aswIQJE1CmTBlMmzYNJiYmePr0Kbp37w6xWIzDhw/DyMjoa1ef6YCFhQW2bNmCiRMnomTJkmjZsiX09fWRlpaG48ePY8yYMbC2tsbu3buFZZfOnz+P0aNHIz09Ha1atVIoT09PD0QkjB/kBjFj35by5ctj+/bt6N27N4YPH44lS5bAysoK79+/R//+/aGvr48jR47k+NmPi4tDdHQ0gMxhfowx7YjoG57FpXjx4oiMjMxTGaVLl8br1691VCNWlHTr1g23b99GUlISIiIihO12dnYwNzeHgYEBXrx4kY81ZNrS9nd748YNLFq0CPfv34dMJoOJiQm6dOmCSZMmwcrK6mueAvsCHj58iKVLl+LmzZtITk5GVFQUJBIJvv/+e4wbN05hGSVnZ+dcf4GNi4sTlmphjH07Hj16hIULF+L69evIyMiAgYEBvv/+e0ybNk3thFsAsG/fPkyaNAmRkZFITEwUtjs4OGDWrFkYNWrU16g+Y9+Mb7pBrKenh2vXrqFevXpal9GpUyccPnxYh7VijDHGGGOMMVYQfPMNYjc3N5w7dw6Ojo75XR3GGGOMMcYYYwXIN70OMQA8e/YM3333HRYvXoywsLD8rg5jjDHGGGOMsQLim35CbG5ujqSkJOHfIpEIlSpVQuvWrbF06dJ8rBljjDHGGGOMsfz2Tc8ynZCQAJlMhri4OMTFxSE2NhZxcXGQSqX5XTXGGGOMMcYYY/nsm35CzBhjjDHGGGOMqfPNjyFmjDHGGGOMMcZU4QYxY4wxxhhjjLEiiRvEjDHGGGOMMcaKJG4QM8YYY9+Y9PR0hIaG4uHDh4iNjQUAtGvXDmPHjlXad9myZbC0tMTKlSu/djUZY4yxfMcNYsYYYwVK586dIZFIUKxYMYhEIuFlbm4OV1dXODs7w8LCAhYWFvjuu+8wadIkvHv3Lr+rrdaQIUNga2srnMfAgQO/yHEOHTqEVq1awcHBQXifqlSpAkdHR3Tv3h0nT55Umc/Pzw/x8fHYtGnTF6kXY4wxVpBxg5gxxliBcvDgQQQHByMoKEjY5unpibi4OLx9+xbv3r1DfHw87t69i3LlymHp0qWoVKkSLl26pNN6vHr1CocOHcpzOZs3b0ZkZCT69u2b90qpMXr0aMyePRu//fYb3r9/j9DQUERERGDZsmXQ19fH3r171eb97bff4OHhgd9+++2L1Y8xxhgrqLhBzBhjrEAqV66c8LOLiwv09BT/ZJUvXx579uyBm5sb4uPj0b17dyQlJens+P/++69OGsQAoKenh+bNm+ukrM9t2LABhw4dwqVLl9C4cWPhfbK1tcXPP/+MmzdvomTJkmrzd+vWDbdv30a3bt2+SP0YY4yxgowbxIwxxgotfX19tG7dGgAQHh6Oixcv6qzse/fu6awsAEoNel1ZsmQJunbtCisrK5Xp7u7u8PPz+yLHZowxxgo7bhAzxhgr1CwsLISfExISdFJmcnIy/vzzT52U9SXFxMTg+fPn0NfXz3a/77//Ho0aNfpKtWKMMcYKD24QM8YYK9TkE2rp6+ujXr16eS7v48eP6Nq1K96+fZvnsr60lJQUAJkTauV0M2DIkCFfo0qMMcZYocINYsYYY4VWbGwsjh8/DgDw9vaGq6ur0j5v3rzBqFGjULlyZbi4uKBkyZJo1KiRyommzp07h4YNG+LmzZsAgH379kEikQiv8+fPK+XZvXs3mjZtCmdnZ1SoUAGtWrXC9evXs613SkoKFi5ciMaNG8Pa2hpOTk6YNGkS0tLSNDr/kiVLwtbWFsHBwWjatClOnz6NjIwMlfsOHDgQa9asEf49evRolCpVSpj9WiKRKOWZMWOGkF68eHGF90K+/ddff1XKt2fPHjRu3BguLi5wcXFBkyZNsp3YizHGGMsv3CBmjDFW6KSlpeHatWto2bIlzM3NsX37dsyaNUtpvxs3bqBatWqoXLky7t27h5CQEFy/fh0pKSno3r07Fi9erLB/ixYt8OLFCyxZsgQA0LVrVwQHBwsvT09PYV+ZTIZ+/fqhb9++GDp0KN6+fYtnz57By8sLjRs3xrFjx1TW/f3792jRogXc3d3x999/IywsDG3btsXSpUsxceJEjd4HPT09jBkzBgBw9+5dtGnTBra2tmjdujW8vb1x7tw5pKamqsy7bt06hIWFKTSSPxcTEwMjIyOcOXMGkZGRwvswdepUAJkTd40fP14hz+jRozFo0CCMGzcOb9++RXBwMAYNGoR+/fop7csYY4zlO2KMMcYKKAAEgMzMzEgsFgsvKysrAkCVKlWi/fv3U2pqqsr8lStXJgB09OhRhe2BgYEEgOzt7VXm8/PzIwA0YMAAtXWbPXs2AaBJkyYpbP/jjz8IANWpU0dlmQBo586dCmlJSUlUsmRJMjQ0pJiYGLXHVCUjI4NGjhwplP35y8zMjPr160dPnjxRmf/ly5cEgMRisVJar169aOjQoQrbnj17RmZmZgSAdu/erZDm6+tLAGj16tVKZc2ZM4cA0OHDhzU6P8YYY+xL4ifEjDHGCrzPn9TGxMQgPDwc/fr1Q8+ePSGRSLBz506lfCEhIQAylybKqnLlygAyxwtrIy4uTniKLH9CKyfvbm1oaKgyr4uLC3r16qWwzcTEBLVq1UJ6erqQP7f09fXh4+ODoKAgTJo0Ce7u7grpiYmJ2L59O6pXr66y23J2s19HR0ejffv2wr8zMjLQr18/JCYmok+fPujevbuQJpPJMG/ePIhEIvTr10+prI4dOwIA/ve//2l0fowxxtiXxA1ixhhjhVKJEiUwdepUbNq0CaGhoejbt6/QSJXz9fVF+/bt8csvvyhsF4lEeTr2pUuXkJCQAGdnZ6WxtwsXLsSkSZOwceNGlXlr166t8vjytYLDw8O1qlPlypWxePFiPHr0CB8/fsTevXsxYsQIODo6Asgct9y/f3/hJkFu/P7772jVqpXw7/nz5+PmzZtwcXHB2rVrFfa9f/8+3r17B3t7e5VLQMlvPty6dQvp6enanCJjjDGmc9wgZowxVqj169cPpUuXBgDMnDlToUHZs2dPHDt2DHXr1sX+/fsxatQoeHh4oFq1ank65vPnzwEATk5OSmlubm5YvHix0pNauazLRKmiblIsVbZu3YpBgwYpbS9ZsiS6du2K9evXIyQkBH/++SdMTU2RkpKi8km6OrVq1YKZmRkA4Pbt2/j9998hEomwdetWpUbvy5cvAQAREREKk2/JX3369IGVlRXMzMwQHR2d6zowxhhjXxI3iBljjBVqIpEINWvWBACkpqbi6tWrQlpqairmzJkDFxcX7Nu3Dx06dMCFCxfw4MGDPB1TvtyRgYFBnsrRhdOnT0MqlapN19PTQ79+/bBs2TIAQHBwsMbHSEpKQt++fZGRkYEJEyYoTC4mJ2/IlyxZUqF7u/wVFRWFmJgYxMTECE/DGWOMsfzGDWLGGGOFXtaGqXxMbFJSEpo3b465c+fCz88PAQEBaN++PSwsLDR6CpuVr68v4uLiYG9vD0D77s269OHDBxw4cCDH/Zo2bQoAsLGx0fgYEydOxLNnz1CpUiUsWLBA2P7+/XvMmzcPQObYaAD49OkTZDKZxsdgjDHG8gM3iBljjBV68i7MBgYGqFWrFgBg48aNuH79Oho0aCBM6CT39OlTrY6zfv16iEQiNGnSBEBmN+GIiAiV+/r4+Gh1DG1MmjQpx27I7969AwCVT3ez89dff2H9+vUwNDTEjh07UKxYMSHt4sWLCAwMBJA5NtrW1hapqakICgpSW960adMQHx+vUR0YY4yxL4UbxIwxxgq1W7du4e7duwAyZ3x2dnYG8N+Y1hIlSijlWbhwofCzqu7G8jxZG5lJSUkgIlhYWKB8+fLw8vKCTCbD6tWrlfIfO3YMZ8+ezcNZaebt27f4/vvvERkZqTJdKpViwYIFaNy4scIkWTmJjIzE4MGDAQBz5sxBjRo1FNK3b98OS0tLAICRkRGmT58OAEoTbslt2LAB7969y3EcNWOMMfa1cIOYMcZYgRQWFib8HBISAiJSSE9JScGePXvQqVMnGBkZYerUqcI4WQBo164dAODMmTPCE8uoqCiMGjUKHz9+FMYd37lzB1FRUUhNTRXyNmjQALa2tjh37hyePXsGqVSKyZMnY9SoUcI+GzduRNWqVbFgwQKsXbtWmDn53LlzmDBhgkLXYuC/p9hv3rxROleZTIbXr18DyOyGrKmuXbvCyckJ1atXx6ZNmxAbGyukBQYGokOHDoiJicG+ffuU8r569QpAZuM/KSlJIW3EiBEICwtDgwYNMGXKFGF7fHw8Zs2ahVOnTilMrvXLL79g0KBB2LBhA3799VehHvHx8Zg7dy7279+PdevWaXx+jDHG2BeT3wshM8YYY1l5eXmRq6srGRsbEwDhZWtrS2KxWHi5urpSgwYNaO7cufT69WuVZQUEBJCHhwdZWVlRmTJlqHbt2uTj40NSqZSePHlCNWvWJDs7O/Ly8qJ3794p5L127RrVq1ePLCwsqHLlyrRixQql8uPj42nu3LlUuXJlsrOzowoVKpCXlxcFBQUJ+xw5coQcHBwUzqVEiRI0ePBgIiIaNmwYWVtbC2kikYicnZ1p3bp1Ob5Xfn5+5O7uTvHx8UREdPbsWerZs6fw/ojFYqpfvz6tWrWKUlJSFPJu27aNxGIxGRkZCcc2NzcnsVhMnz59ojdv3gjbTUxMyMrKSniJRCIhbfbs2Ur12rVrFzVp0oRsbGyoQoUKVLduXfLx8aG0tLQcz4kxxhj7mkREn91yZ4wxxhhjjDHGigDuMs0YY4wxxhhjrEjiBjFjjDHGGGOMsSKJG8SMMcYYY4wxxookbhAzxhhjjDHGGCuSuEHMGGOMMcYYY6xI4gYxY4wxxhhjjLEiiRvEjDHGGGOMMcaKJG4QM8YYY4wxxhgrkrhBzBhjjDHGGGOsSOIGMWOMMcYYY4yxIokbxIwx9o1o1KgRnJ2doaenB5FIBJFIBAMDA7i6uqJZs2bCfqmpqZBIJHB0dBT2E4lEMDY2hkQiwfDhw/PvJLKoVq0aLC0thfrNnj07v6tU4N28eRMdO3aEo6Mj7O3tUa1aNaxZswYymUzrMu/cuQOJRAInJyeF68XOzg5paWk55o+JiUGxYsUU8trb20MikeDo0aNa10uVuLg4SCQSmJqaCsfaunVrnsps0aIFbG1thfIGDhyok7oyxhgrGLhBzBhj34grV67g3bt3mDlzprBt06ZNePv2LS5evChsMzY2RnBwMD58+KDw5f748eMIDg7Ghg0bvmKt1Xvw4AE+ffoELy+v/K5KoXDgwAE0bNgQ9vb2CA4ORmhoKDp06ICffvoJv/76q9blenh4IDg4GO/fv8eCBQvg4eEBAPj06ROOHDmSY/79+/ejRo0awr+HDBmCjx8/Ijg4GB07dtS6XqpYWloiODgYUVFRqF27tk7KPHfuHKKiojBkyBCdlMcYY6xg4QYxY4x9Y0qXLi38LBaLs93X1dVV+LlcuXJfrE7aMjAwwHfffZff1SjwpFIpRo0aBT09PaxevRpGRkbQ09PDvHnzUKpUKWzZskUnx3FwcEDlypWFRrGfn1+OeQICAtCrVy/h387OzjqpS3ZMTExQqVIlnZUnEonQqFEjnZXHGGOs4OAGMWOMfWNEIpHKn3PalxVe4eHhCA8Ph52dHUxMTITt+vr6cHFxgaGhoU6PN2jQIADAqVOn8OHDB7X7hYWF4f79+2jbtq1Oj88YY4zpCjeIGWOMsUKuePHiMDU1RXh4OGJjY4Xt6enpePXqFX744QedHq9Xr14wNjaGVCrF9u3b1e63a9cueHl5wcjISKfHZ4wxxnSFG8SMMcZYIWdoaIiOHTtCJpPh2LFjwva1a9fCzs4OCxcu1OnxbGxs0KlTJwDZd5sOCAhA7969dXpsxhhjTJe4QcwYYyxHV69eRZcuXeDm5oaSJUvCxcUFXl5e+Oeff5T2nTRpEkqVKiXMyjtp0iQAwOXLl1GrVi1YWVlh0KBBICKFfIGBgfDy8kKJEiXg5uaGLl26IDg4WGV9bty4ARMTE+EYZmZm6NatGwCgYsWKCjMaW1hYYMaMGQCARYsWwdjYWEgrVaqUQrlEhB07dqB58+YoX748bGxsUL58eYwePVpl1+BGjRrB2tpaKE/eGF23bh3KlSsHW1tb+Pj4KOSRyWTw9fWFh4cHXF1d4eLigjZt2uDs2bO5+E2oJ3+f16xZg8TERMyaNQtBQUG4efMmbG1t81S2KvJu00+fPsX169eV0l++fIl3796hadOmuS7zn3/+QZcuXeDs7AyJRAJ3d3fMmjULcXFxavP8/fffaNmyJYoXLw53d3cMHjwYUVFROR7rxYsX6N+/P8RiMVxcXFCxYkXMnDkT0dHRua4vY4yxwo8bxIwxxrK1du1adOzYEWPGjMHTp08RHh6OrVu34u+//0b9+vVx9epVhf2XLFmCsLAwTJ48Wdj26tUrjB8/HgcOHICJiQm2bt2Kc+fOCekXLlxAvXr1kJaWhqdPn+Lp06eYMmUKOnXqhPfv3yvVqV69enj06JHQFXffvn3Yu3cvAODJkycKM2U/efIE8+fPBwBMmTIFz549AwD069cPr169EvYjIvTq1QvLli3Dhg0b8Pz5c0RGRuKnn37C+vXrUbduXaXG0pUrVxAREYGGDRsK23bv3o3Tp09jz549iI6Oxvjx45GcnAwgswtz586dMWvWLCxevBhv377Fy5cv0bx5c7Ru3RrLli3T4Dfzn/v372Ps2LEAMm8W1K1bF7169cKmTZtgbW2NAQMGwM7ODtbW1gqvnCZdy07r1q3h5OQEQPVTYn9/f3Tv3h16ern7qrF9+3bUq1cP9vb2ePr0KYKDg7F//34cOHAAtWvXxtu3b1Ueo3nz5nB1dcXbt2/x+PFjdO3aFW3atEF8fLzaY50/fx7Vq1eHoaEhAgMDERISgv379+Po0aNo0KBBtuOiGWOMfWOIMcbYN8XPz48AEACyt7cnsVis9mVlZSXs+/r1a6WyPnz4QAYGBmRlZUXv3r1TSFu9ejUBoB49eqisx+nTpwkATZw4kXr37k03b96kyMhI4XiHDx8mIqLY2FgqXrw4mZqaUlRUlEIZJ0+eJJFIRADI29tb6RjdunUjADRr1iyF7RkZGWRmZkYA6NChQwppDx8+JFNTU4qOjlbYvnfvXgJAderUIalUqpDWpUsXAkA+Pj4qz3X69OkEgA4ePEh169al2NhY2rdvHwEgkUgkHGvatGkEgI4ePapUxqBBg0hPT4/u3bun8hjqbNu2jYyNjalz5860e/du4f09efKkwn6JiYnUu3dvAkBubm704MEDjY5DlHltDRgwQPj31KlTCQBZWlpSYmKiwr7u7u5069YtIiJ6/fq1UC9Vv8d79+6RoaEh1atXTynt6dOnpKenR3Xq1CGZTCZsf/nyJRUrVoxcXFwoLS1NIc/69euF68bPz08hLTQ0lGxtbal27dpKv+cXL16QoaEhde7cWeW5A1A4f8YYY4UfPyFmjLFv2K5duxAcHKz2NWHChGzzh4WFISMjA7Gxsdi9e7dCWuXKlQEAHz9+VJlXPrNxREQEIiIiUKdOHdjZ2eH333/H6NGjhZmHN27ciMjISDRt2lSpa2+bNm3g5uamtn7Dhw8HAGzZsgVSqVTYfv78eeGp7MaNGxXyHDp0CJ06dYK1tbXC9pCQEADArVu38O+//2p1rseOHUPbtm1haWmJtm3bYvDgwVixYgWsra0RExODlStXonjx4mjfvr1SGfIxwIsXL1Z7vp87ceIEBg4ciE6dOmH//v3o3r07OnfuDAAYMWIEEhIShH1NTU3Rp08fiEQiBAQEoGrVqrk+jjrybtNxcXE4cOCAsP3ff/9Fenp6rtcC/v3335Genq6wLrZchQoV0KBBA9y6dUthfPTy5cuRkpKCDh06KM2iPXDgQFhaWqo81qpVq/Dp0yf069dP6el12bJl4e7ujoMHDwo9CRhjjH3buEHMGGNMrRo1amDmzJno0qULunfvrpAmX7KJPhsL/Lljx46hQ4cOwr9nzJiBtWvXCt2dz5w5AyCz4aNKgwYN1JbdokULlC1bFu/fv8fJkyeF7Tt37sQvv/wCExMT/PXXX0JjF1A/0dPAgQPRv39/jB49Wmnt49ye68GDB/Hjjz8CAMzMzLB582aMGzcOQGa38KSkJJQrV07lclfyxvaVK1eyPYacTCYTxg2vXLlSKHPp0qUoVqwY3rx5g4kTJyrkefz4MTp37owaNWrk6hg5kTdWAcVu0/7+/gprD2dHJpPh9OnTAIDq1aur3KdatWoAoPA7zu66MTY2Rq1atVSWdfz4cbX5UlNThVm6Px8KwBhj7NtkkN8VYIwxVrDNmzcPQOZatxs2bMDFixcRFBSEpKSkXOX/9OkTmjdvrjZdPjZU3RO9zye+ykokEmHo0KGYNm0aNm3ahPbt2yM5ORkHDx7EvXv3EB4ejj///BObN2/G7Nmz8eDBA4SGhqJNmzZKZdnY2GDbtm0AMhuOhw8fxpUrVxAcHJyrSZrk9VH35PXly5cAgHv37kEikSilx8bGwsrKCmlpabk61v379/H48WPY29srvEelS5fG9OnT8dtvv2HDhg3w9PREjx49IJVKsWXLFgQEBOSq/NwaOHAgrl27hgsXLiA4OBhisRi7d+9WaLxmJzIyUhjva2dnp3IfGxsbAFCYZE3b60b+exgwYACKFSumkJaSkoKUlBRYWVkpLF/FGGPs28VPiBljjGUrNDQUAwYMgLu7O549e4axY8fin3/+waZNm3KVX19fH5UqVVKbLpPJAEChy3NW6rbLDRo0CIaGhjh27BjCwsJw5MgRVK5cGWXKlMGwYcMAZHaplslkCAgIQPfu3ZW62MrdunULzZo1Q/v27aGvr49FixYhKCgII0aMyM2pomrVqiqf/gJARkYGAKBmzZoqu69HR0cjJiYGoaGhuTrWixcvAADR0dFITU1VSPv111+Fp9yDBw/GvXv34OPjg2rVqglPW3WlR48eMDU1BRFh27ZtuHLlCmxtbeHu7p6r/Fmfuqt7Ai9/7/T19YVt2l438rL+/PNPpd9BWFgYYmJiEBMTk+NwAsYYY98GbhAzxhhT6+nTp6hevTpOnjyJf/75B0uWLEGDBg1gaGgoNCxyYm9vr9CQ+Zx8pmJ1y92EhYXlWP4PP/yAjIwMbN26FTt27ECfPn0AZC6L5O7ujpCQEJw4cQK7du0S0j63b98+NGjQADKZDI8fP8bkyZOFhnxuz9XR0VFtmouLC4DMMdW6IH+6mZaWJnQ5ljMyMsKePXtgYWGBpKQk/PDDD1i0aBFWrFihsN/PP/+MyMjIPNXD0tJS6Ca+detWjbpLA0Dx4sVhZmYGAGrrIn/P5O8hoP11o+vfA2OMscKNG8SMMcbUmjp1KsLDwzF8+HClbr5Pnz7NVRnqnsbKNWnSBEBmN2VVVK1x+zn55Fo+Pj44d+6cwnjnoUOHAgAmTJgAIlI5JlkqlWLUqFGQSqXw9vaGsbGxQrouztXT0xOGhoZ4/fq12kZceno6Jk6cmONTcSBz6Sn5jYalS5cqpVeoUEFYfurdu3ewtLQUxm0Dmee8b98+mJub53gsubS0NJVduuWTYQUHB2PLli3o2bNnrsvU19dHq1atAGR2J1dFvv2HH34QtmV33aSmpuLu3bsqy5JP5qZqDW25w4cPK91kYIwx9m3iBjFjjH1jctMFVU7e7VTdvvLxliVKlFDYnpSUhNWrVwPIuUtzToYMGQJTU1Ncu3ZNqbvwqVOnhG3ZPaVt1aoVypQpg7dv36JZs2YK9e3fvz+MjIzw8uVL9O7dW2WX5tjYWOHp5Ofn+vjxYxw5cgRA3s7VwcEBI0aMgFQqxfr161Xu4+3tDVNT02yfqMuVKFECgwcPBgBcunQJ27dvV9qnQYMGwmzaDx8+RJ06dXDq1CnExMRg9uzZcHBwUBpHm53Xr1+rvDng6ekprGlcp04duLq65rpMIHOiNQMDA2zdulXpOvz3339x79491K9fX2g4A8DYsWOhp6eHEydOCDOKy23dulX4+fPrZuLEiTA3N8fOnTsRExOjVJeQkBBMnz5daWI1xhhj3yZuEDPG2Dfm9evXws+vXr3Kdt+sS8uoWmamXbt2ADIbGPKnmk+ePEG7du3QsmVLmJub48mTJ0hISMD79+8V8n748AFAZmMzuwm4nJ2d4evri/T0dPTu3VtomF69ehVLly4VJvW6du2a2kaxSCTCkCFDAECpS3Tx4sWFpYjUdZe2tbVFnTp1AGQuyyOVSkFEOHPmDLy8vIQxxHfu3AEAteeaU/fuJUuWoE2bNpg1axaWLVsmNOQiIiIwduxYhISE4Lfffsu2jKxWrFghPCkdPnw4Nm3aJDTa//rrL3h5ecHPzw/Tpk0DkDnuuG3btrCxscHvv/+OqVOn5vpYQUFB2LJlC+7evYtVq1Yp/C5EIhEGDBgAACpn8H7z5o3Kn+U8PDzg4+ODf/75B6NHj0ZiYiIA4MGDB+jevTsqV66M3bt3KyyTVKtWLcybNw/h4eEYPHiwsMTUkSNHcOrUKYwZMwYAcPnyZYVjSSQS7N69GwkJCWjdujUCAwMBZN4QOnnyJLy8vLBhwwbY29sr5JN/rj5+/JjjjSbGGGOFSL6sfswYY0znGjZsSI6OjgRAeIlEInJycqKmTZsK+6WkpJBYLKbixYsr7Kunp0fOzs40bNgwYd+0tDSaM2cOlS9fniwtLalChQrUqlUrOnPmDBERHThwgFxdXUksFtOYMWMoLS2N5s+fTy4uLqSnpyeUbW5uTmKxmObPn6+2/qdPn6aGDRuSlZUVVatWjUaPHk0xMTF05swZoRwrKyuF+mUVGhpKVlZWlJCQoJR29uxZqlatWrbv34cPH2jw4MHk7OxMdnZ2VLFiRerTpw89e/aMiIhmzZpFVlZWVLVqVfLx8SEioo4dO1KpUqUU3kc7OzsSi8V07tw5lcfJyMggHx8f8vDwIBsbG3J3d6cmTZqQv78/yWSybOuoSlpaGq1YsYJq1qxJJiYmVKJECWrevDnNmTOHoqOjhf1Onz5NjRo1omLFipFEIqEtW7bkqvzbt2+TnZ2dwjkCIBMTE/L29hb2e/XqFRkaGlJERISwrUKFCuTi4kIGBgYq36MjR44oHOv69ev0ww8/kIODA5UuXZqqVatGCxcuVPk7lQsICKAaNWqQtbU11ahRg6ZPn06pqam0ceNGhePNmTNHId+TJ0+of//+5ODgQM7OzlS1alUaM2YMvXnzRmG/iRMnkrOzs1L9vby8cvX+McYYK9hERHybkzHGGGOMMcZY0cNdphljjDHGGGOMFUncIGaMMcYYY4wxViRxg5gxxhhjjDHGWJHEDWLGGGOMMcYYY0USN4gZY4wxxhhjjBVJ3CBmjDHGGGOMMVYkcYOYMcYYY4wxxliRxA1ixhhjjDHGGGNFEjeI2TfvyZMncHV1RdOmTZGamprf1Snynj59isTExPyuBmMsn0ilUjg6OuLkyZP5XZUcJSUl4fnz55BKpfldFcZYIcTxrnDgBvFX1KhRIzg7O0NPTw8ikQgikQgGBgZwdXVFs2bNhP1SU1MhkUjg6Ogo7CcSiWBsbAyJRILhw4fneKzz58/j33//zVW9duzYgSZNmkAikcDNzQ0jR47Emzdvss0jlUqxevVq1K1bF2KxGFWqVMGkSZMQGRmZq2MCQFhYGCQSCVxcXKCvry+cp6GhIcLCwnLML5PJ4OTkpPAe2dnZQSKRwMfHR9jv+PHjCAkJweXLlxEUFJTr+hV0R48ehaurKwwMDITzDw4O1rq88PBw/Prrr6hWrRpcXFzg5uaGfv364ebNm7qrNIDWrVvD3NwcxsbGMDc3V/vy8/MDAOzcuRMSiQR2dnYKv2sDAwM4OjrC1dUVxYsXh4mJCVxdXdGtWzecOXNGp3VmHL9UGTBgACQSCUxNTRXO1cbGJtfn6ubmBolEohADRSIRHBwcIJFIsGXLFo3qlFt9+/aFRCKBubm5wnGXLl2aq/y//vqrQr5ixYpBLBajRYsWOeb966+/EBoaKnzGdSU1NRXLly9Hw4YNUbp0aTg7O6NVq1bYuXOn1mXevHkTFSpUgKGhIczMzNTGKxsbGyQlJSnlv379Ojp37ozSpUujbNmy+PHHH/H333+rPFbt2rUhFothaGio8N5aW1tDLBbDyckJZmZmsLKyQu3atTF79mxER0drfW5MPY53yjjeFax4J5VK8eeff6JNmzaoUKECSpcuje+//x4BAQEgIq3KLNLxjthXN2vWLAJAAMjPzy/bfQcOHCjse+bMmRzLfvjwIQ0aNIhEIlGOZRMRDR06lOzs7Oj48eMkk8koIiKCBgwYQObm5nThwgWVedLS0qhdu3YkkUjo2rVrRET09u1batu2Ldnb21NgYGCOx/2cv78/Va1alYyNjQkALV68OMc8Z8+epXr16gnvT8uWLUkmkynt9+HDB2rZsiUNHjyYpFKpxnXLztKlS3VanjaePXsmvG+vX7/WqozAwEBydXWl//3vfxQREUFERB8/fqQ5c+aQoaEhrVmzRid1TU5OJj09PeF3pu5la2tLsbGxCnmlUik1adJE2Cc4OFghPTY2ltasWUNGRkYEgMaNG6eTOuva2wsH6WAHMYVcPJTfVdEKxy9l8fHxZG1tTQDI3d2d0tPTNS7jypUrwns1bNgwjfNrKzExkWxsbMjDw4MAUOXKlXPMI5PJyNXVVSH+hoSE5PqYXl5eBICMjY3p06dPeam+ID09nZo2bUozZsygDx8+EBFRZGQkTZw4kQBQr169tIr/vr6+OcYrADR06FClvFu3biVDQ0NaunQpJScnU0pKCi1btowMDAxo0aJFao955swZodyBAwcqpMlkMrp3754QCx0cHCgoKEjj82K5w/FOGce7/I93UVFR1KxZM5o+fTq9efOGZDIZRUVF0fz580lfX59atWpFSUlJGpdblOMdN4jzwZYtW4Rf/vnz57Pd97fffhP2VdfYCQoKor59+1KFChUULticAuzmzZsJAB08eFBhu1Qqpbp165KNjQ2FhoYq5ZP/gbh7967C9oSEBBKLxVS2bFlKTEzM9tifu3DhAjVt2pS6du1KAKhSpUo55hkyZAitXLlSON8BAwZodExdsLS0/OrHVEUsFmvdIE5NTaVy5crR3LlzVab//PPPpK+vTy9fvsxjLTMb3gYGBnTx4kW1+yxfvpwWLlyoMm3AgAHC71udefPmCfvs27cvz3XWpbT4WNrfxoH86+jTgbaOlBYfm3OmAobjl2ryz2DTpk01zktE9Pr1a+Hcvb29tSpDW2KxmNasWSMc/9atW9nu//fff1ONGjVy9Xn8XFhYmHDTCoDObratXLmSypQpo7LR26xZMwJAvr6+Gpc7ceJEqlevnnCj8HMymYzq1atHb968Udj+5MkTMjQ0pPHjxyvlmTRpEgGgkydPqiwzN9dC1kZJlSpVNDqnL+FtRDzdfRGR61dIREJ+VzlXON6pxvEud75UvGvfvj3t2rVLZdqYMWMIAI0aNUrjcotyvCs0XaZT0lOx/dZRdNn8M5qtGoQum3/G9ltHkZJe+MaEikQilT/ntG92+5QtWxa9evXCuHHjYG5unmOe1NRUzJgxA46OjujUqZNCmp6eHsaNG4fo6Gj89ttvCmlhYWFYsmQJ6tevjxo1aiikmZmZYfjw4Xj58iVWrFiRYx1UGTRoEADg0aNHuHXrltr90tLScPjwYfTo0UOr4+jCy5cvERcXl2/H15W//voLL168QMeOHVWm//jjj5BKpTh+/Hiej/X8+XM0a9YMTZs2VZmekJCATZs24aefftL6GN9//73w8+7du7Uu50t44Psb0mIzu6mlxkTgga93PtdIcxy/vk1t27aFg4MDAOTYtc/f3x+9e/fW6jh//vknOnXqhMqVK+fqWLl14cIFvHr1Ct7eyp+pVq1aAYBWXaefP3+OsWPHonjx4irT9+7di5o1a8LV1VVh+7Rp05Ceno7Ro0cr5ZkwYQIAYNy4cRrXR87c3ByNGzcGAAQFBeHRo0dal5VXqelSNJp8BA0mH871q9GUw0hNL/jjFDnefZsKc7x78uQJTp48iS5duqhM79q1KwBgy5YtiI2N1ajsohzvCkWD+EjgBTjO9ET/HdNx6MF5XHpxB4cenEf/HdPhONMTRwMv5ncV81WlSpUwe/ZszJ49GytXroSXl1eOeU6cOIGwsDDUrVtXZRCXN1h27dqlMAFSQEAAkpOTUa9ePZXlyvNpOw6kTZs2cHR0BJB94Dhx4gSqV68Oe3t7rY6jC76+vvl2bF16/PgxAKht3NvZ2QEADAwM8nysZ8+eKYy/+tzy5cvRpUsXmJqaan0MCwsL4eeEhASty9G1qEe38WzPWpBMBgAgmQzP9qxB1KPb+Vyz/PUtxa/CTF9fH/369QOQ+T6lpKSo3C8jIwP79+/X+mbkli1bMGzYMOHm5z///IPAwEDtKp2FpaUlgMy5FT5XsmRJAJnzJGgqu5gllUoxe/Zs/PLLLwrbIyIicPToUdjY2KBChQpK+ZycnFCuXDk8e/ZM7fi63Cgosc7IQA8uJcygl3N7EACgJwKci5vByKBQfAXVKY53BUNhjndBQUGQSqVo0qQJTp06pZReqlQpAJk3Up4/f65R2UU53hX4aHQk8AK8No1HTHI8AEBGMoX/xyTHo9OmcTgSeCHf6ljQ6Ovr57jPiRMnAABly5ZVme7k5AQLCwvEx8crPKnNKZ+7uzuAzKenr1+/1qjeQGbd+/btCyD7IBUQEKD1Hbu8ysjIwJo1a7B8+fJ8Ob6ulShRAgCwePFiyP6/sZZVYGAgjIyM0K5duzwfy8zMTO0kFDExMVizZo3KO4yaePfunfBzo0aN8lSWrsgyMnDz92EQ6SmGXJGeHm7OHw5ZRkY+1azgKczxq7AbOHAggMzP4qFDh1Tuc+bMGVSsWBEuLi4al3/16lWkpKSgZcuW6N+/PwwNDQHo5qnJggULMHnyZKxdu1YpLSIiAgBQvnx5jcutVasWnJycVKb9+eefcHNzU7qeTp8+jYyMDLXXGfDftXb27FmN6yQnj3VWVlaoWrWq1uXklUgkgnevWpBR7vaXEeDdq1aunqh+6zje5Z/CGu/kN/+uX7+u8ntw1knWjI2NNSq7KMc7nTSIZTIZIuI/6fwV8ikU/bdPBwggqI60lJmI/tunI+RTqM7roKqB8C2Qz2iY3RNWeXeS+/fv5zqfra0tjIyMlPJpQn4nLTY2FgcPHlRKT0hIwJkzZ/Djjz9mW8758+chFothZGQkzF538eJFIX3//v1KMx3a2Njg2bNn+Ouvv2BiYqKQ9r///Q8AUK9ePSxZsgQZ/9+IkUgkwkvemLtx44bC7Hny7icxMTHo2bMn7Ozs8N133+Hp06cKdX7z5g1GjRqFypUrw8XFBSVLlkSjRo2wd+9erd7L3GjZsiUMDQ1x7NgxNGrUCKdPnxZmKIyMjMTs2bOxYsUKSCQSAMDt27eVZgW0sLDAuXPnEBQUpDSL46hRo4RjjR07Vu3d6jVr1qBRo0Z5fuov7xZZrVq1XHfRIZkMKdERX+z1cOsfiH35ECSTfnZcKWJfBOLRtoVf7Nj0Dcawghy/8lNQUBD69++PihUrwsHBAQ4ODmjVqhXOnTuXq/zu7u6oW7cuAPVf2vz9/dGrVy+t6rd582YMGTIEIpEIJUqUQIcOHQBkzpybnp6uVZlyTk5OWLRoERo2bKiUdv78eYhEIqUnG7mxY8cOldtlMhn++OMPDB48WClN2+tTE8HBwbh+/TpEIhFWrlwJExOTXOWTyQgRsck6f31X2hbVSttCP4dGrr5IhGqlbfFdaVud10GW2xZ5IcPxTrWiGu+aN2+OSpUqAYBS12UAwvJOtra2wn659a3FO03kvQ8kgKjEGJScoXpM4NdAIMSmJMB1dmudlx0+/xJKWNjqvNz8Jl+ex8zMTO0+8u4JoaGhAIDExERhmv6c8kVFRQn5NFWxYkXUq1cPN27cgJ+fn1IwOnjwIJo2bQorK6tsy/H09MSbN2/w7t07VKtWTWm69i5duiAiIgJdu3bFhQsXYG1tjYiICBgYGKBChQqIiIiAs7MzqlWrhuXLl6NWrVoAgDt37gD4b7yQqqWO6tWrhzdv3iAoKAjfffedsL1Pnz7o06cPXF1dsXjxYsybN08IQDdu3ECbNm0wf/58rFy5EkZGRnj58iV69OiB7t27Y9GiRZg8ebJmb2YuiMVizJ07F9OmTcP169fRpk0blCtXDp07d8bp06exePFitG/fXti/du3aiI2NxdChQxEQEACRSIRXr14JT5o/ffqE6tWrQyQSwcfHRxj3kZ3U1FSsXr0a69at0/o83r17h6VLl2Lnzp0YPXo0/vjjj1yNzwKA1NgoHGzroPWx8ypww2wEbpj9RcrufDIUxWxKfJGy80tBjl/55dChQ+jTpw+2bduGrVu3Qk9PD3fv3kXXrl3RsmVL7N69G927d8+xnEGDBuHmzZs4e/YsQkJCFJ6MJCcn4/jx41r1jklISMCBAwfw8OFDYduQIUNw8OBBRERE4NixY+jcubPG5WYnIiICS5Yswe3bt7F9+/Zsh2to6vDhw4iKikLbtm2V0rS5PnMrOTkZly5dwrhx41ChQgUsXboUbdq0yXX+qPgUuA7y1+iYuiQlwoPXnyAeHKDzst/69UYJK91/Uc5vHO+UFeV4Z2hoiGvXruHSpUtKNwDj4uKwbds2AJljdnPTAyE3Cmu800SB7zL9revZs6fCE8bPX19qsgP5eFH53UFV5F0t5IPys44x1SSfNuRdWc6dO4eQkBCFNE27Szs7O6NKlSoq02xtbbF37144OjoiJiYGixYtEtIOHz6MmjVr4vTp00JjWFNVqlQRxnOcPn0aEokEvXv3FsbtZl3HbejQoYiLi4NEIhHe37Jly2Lr1q0AkOv18rQxdepUbNmyRWjUvnjxAosXL8b9+/exatUqhaAOAKampvDz80O1atVARJgxY4aQduPGDRgaGuLKlSto0qRJrrrF+fv7Izo6WmWwVSfr58TR0RFisRgbNmzAtGnTMHPmTKFbEftyOH4VDGlpaRgyZAhSU1NRrlw56P1/1/yaNWti1apVAIBly5blqqyePXuiWLFikMlk+PPPPxXSjh49ivr166udcCU7u3fvRpMmTRS647Vt2zZXc0ZoYvv27bCzs4OtrS1KlSqFjRs3YteuXejTp49OypdbsWIF2rZtK3SDzEqb6zO742T9TJUoUQLt2rVDiRIlsHz5cmHCMPblcbwrGDjeZXYb/uGHH4Q5XuRmzZqF6OhoeHh4YOrUqXk6RlZFId5xgzif7dq1C8HBwWpf8tnZvpTsGivyIEMqFvjWNl9u9ezZEyYmJpDJZMLdLiCzC++NGzeErie5paen/lK3s7PD9u3boaenB29vb9y+fRtPnjzB7NmzERAQgGLFiml9HgCEALJ+/XpMnDgRQGYDtFu3bgqzQsob/hs2bFDIL5+d8OPHj3mqR3bS0tKQmJiIMmXK4JdffoGHh4eQdvr0adSpU0dpMgRjY2Ps2rULpqam2LhxIw4ePIjw8HDhybGNjU2uj7927Vo0aNAg2zuMn8v6Ofnw4QOSk5Oxb98++Pv7w8XFBSNGjChQk2p9izh+FQwJCQmIjo6GVCpVmiBH0/hhZWUlPLmQ34yTy2v3wWHDhils09fXx4ABAwBkznavixjXt29fPHv2DJ8+fUJCQgI2b96M/v37o0OHDoiKispz+UBmV83Lly/n+OVMF9fZhAkTFD5TCQkJCAkJQYMGDdCmTRu4ubmpnFiH6R7Hu4KB451qJ06cwOrVq1G6dGkcOXJE4/HD6hSVeMcN4iJK3n0hNVX9slXyCa3kT9qyzvCmST5tfB6k5B+iPXv2oEOHDjofP+Dp6Ylff/0VGRkZ6N27N3r06AFfX1+dzWKdkpKCsLAwlClTBgDQsGFD7NmzB9WrVxf28fX1Rfv27ZXGuX3piUdCQ0NRu3ZtHDp0CMePH8fSpUtx+/Zt3LlzB7169YKenh6SkpIwfPhwSKWKY2Dd3d2F7kTDhg1D165dMWPGDI3Grdy+fRv//POPQiNcG/KJvy5fvozixYtjw4YNaN68udqJ2VjhVdDj19dma2uLlStXomPHjhg+fLhCmjx+aPKFVz6Pw4sXL4QbYTExMbh06VKuZsX93OPHj/H27VuFJdHk5GPSMjIysH37do3L/pxIJBKempiYmKBz587w8fHB8ePH8f333yvFMG34+PgAgNqYpc31qQlnZ2csXrwYs2fPxosXL9CuXTvs2bNH43JY4cDxThHHO2WPHj1Cr169UL58eVy6dEkYs6sLRSXe6WQMsZ2ZNcLnX9JFUQr23DuFsfsW5Hr/td1moFt13Y4jtjOz1ml5BYWjoyOioqIUpuj/nPzpmrzLh7m5uTCTYXb55GnqZqrLrYEDB8Lf3x8vX77E33//jSZNmiAgIADTp0/PU7nqzJ07F+fPn8fNmzdRp04deHp66qzsxMRE1K9fP9t9evbsiZ49eyI5ORn79+/H2bNncfv2baSlpWl93GXLlil1Hfrll18UGt3Dhw9HSEgILl++rDAuu1atWvD398eYMWPQpk0bPHnyBHfu3BEmocia/9SpUzhw4ABevXql8ezfGzduBPDfnd28KlmyJEaNGoXZs2fjzp078PX1xfjx47PNY2xlh84nv8wYqqTwdzgztDFkaeob5npGxdBq098wLems8+MbW9nlvFMhUxjiV3YCAwMxZcoU/PXXX1qXsW7dOsTExAjx8KeffsJPP/2E2NhY7NixA+fPn8e9e/e0uiHUokULuLi4ICQkBH5+fmjcuDH279+P1q1b53pcflabN29GYmKi2llIjY2NkZqaCj8/P0yaNEkpvX79+kpDZ27cuAFn5/8+L1FRUUhISIBYLFbK36FDB+jr6+PWrVs4cOAAunXrBiAzFn7+xWr58uVCuirJycnYuXOnMNeEKvJukZpcn9qYPHky/ve//yEpKQljx45F586dVXZpzMrOohje+n3ZFRouBX5Av2UXlbZv/6UZmlZ1/GLHtbPIW2+ugorjHce7z+NdVh8/fkT79u1RpUoVHDlyRKkbtVxRjHea0MkTYj09PZSwsNX5a0j9H2FjYgkRclgMHSLYmFhicL3OOq9Ddl1tCzP5k8mwsDC1+3z48AEAFKY3zylfdHQ0kpOTlfJpQx6kgMzxFm/fvsWzZ8++2BgCAwMDYaHzW7duYf369Totv1q1atmmp6amYs6cOXBxccG+ffvQoUMHXLhwAQ8ePND6mHFxcXj//r3CK+vYoo8fP+LYsWPo1KmT2knKGjZsiGnTpgFQPYEYkNmYB4D3799j1qxZua5famqqEKBVfZHVVtYx3+fPn89xf5GeHorZlPgiL1u3Gvhu1Lxsj//d6N9h61bjixz/86WevgWFIX5l58qVK9mOt8qNS5cuKfSUiYuLw/jx4yGRSPD333+jb9++uHbtmlZfQvX09NC/f38AwN69e5GYmAh/f3+tlrpLT0+Hv78/Hj16pLarqfym2KNHjxSWjZELDQ1VimMZWZYqe/78OcqUKYMyZcqo/LwbGxsL8yNkHfrx6dMnpXKz+1IHZM4tERsbCwcHB7W/Q22vT02ZmJgIy5lEREQgKCgoxzx6eiKUsDL5oq8uDcugVrni0P//hYn19USoVa44ujQs80WPq5fbhZALGY53HO8y1CzNmJiYiA4dOqBWrVo4d+6cQmM4JCREuC6AohnvNFGgvykVMzTGtr7zARHUNopFmYnY1nc+ihnqpr98USBfC/bFixcq08PDwxEXFwcLCws0aNAg1/nki4CXK1cu2zXJckNPT08Yb7F3715s2rQJXbp0gYGBTjo2KAkMDMSWLVuESRl++eUXpcmkcnLnzh1cuKB6TWz5XTRVkpKS0Lx5c8ydOxd+fn4ICAhA+/btYWFhoTYQ5sbs2bNBRAqv2bNnC+nytQezqxsA1KhRAwBUjgsODQ3FjBkzhJkeFy1alOtlD86ePStMsiD/wqoLWa+RgnBTq0L3n2BVtgpEeoozPor09GFVrioqdBubTzUrnApD/MrOoUOHYG1trXX+1NRUnDx5UigjPDwcHh4e2LRpE86cOQNfX194enrCxMRE6/ghn9gwISEBq1atwv3797Vai/zo0aOoXr16tl34unTpInS7UzXZTHBwsFIcky8DBwBHjhxBXFwcZDIZAgMDs61P1i7T8uE4WV/y81Zn//79ALKPV56enhCJRHj58qXafeTXmiYTCapS0GId8N+6xNL/XwZJKiNedzgPON5xvMsa7+RkMhl69+6N+vXrY8+ePUrz3SxYsACXL18W/s3xLnsFI3pmo2PVZjg0dCWsTTIvHj2RnsL/rU0scHjoKnSs2iy/qlgode3aFZaWlrh586bKtZbld9F79eqlcFduwIAB0NfXx/Xr11WWK8+naq2y7KSlpansGiz/sCYmJmLhwoVa3bHLjcTERPTu3RtbtmzBTz/9hF69eiE5ORm9evXSqAvOlStX1Dais+vasXHjRly/fh0NGjRAx44dFdI+X6tYl+RP4D/vnvO5sLAwmJmZKa0hLJVK0bt3b8yfPx8DBgzAlClTQETo16+fsORDdrI+rdFlg1gefAGoXff4a9IzMEDdmRuV1gQmkqHuzI3Q+0I3eb5VBS1+aeLRo0c4e/ZsjsvGZcfPzw9xcXFCGX/88QeeP3+OH3/8UWmcV27ih6r4W65cOTRq1AgA4O3tDS8vL62e8mzevDnHuG1qaooePXoAyFxFQNNuj/Lfca1atYTeKlklJycjIiICQM49dXIiv0ayi1cSiQTNmzdHTEyMsKJAVhEREXjy5AkqVqyo0IDRFBEJX0Ktra3VdmnMDy2rO6FWuczZeWuVK46W1b9cl9xvHcc7jneqTJ48Ge7u7li1apXKxuHp06fVdp/OraIU7wp8gxgAfqjaHB9+P4/t/RbAq5onmpXzgFc1T2zvtwAffj9f6BrDWQf75zTwP2vw0+UsgGZmZpg3bx7CwsJw8OBBpXRfX1/Y2Nhg7ty5CtslEgnGjRuHW7duCevxymVkZGDz5s0oU6aMxrMtvn79Gi9evFAK9mXLlhXWsXVwcFBac00XiAhDhw5Fjx49hHG+Pj4+EIvFCAwMVDnGA4AwFX/W9Y3v3bun1RJN8g+5qqCzcOFC4WddTAiTlZOTEzp06IDDhw+rnfEwNTUVa9aswcSJE5UmRJg+fTrKli0rjEGZO3cuPDw8EBoaKkxUkZ2swVOTWamzk56ejs2bNwPI7IY9YsQInZSbV3aVaqNC9zH/dWHW00OFbmNh5563ycS+No5f2ktOTsbgwYMhk8m0fmLy8uVLYRydvAx18UMmk2Hx4sUA1MeOpKQkfPz4UeUXSflnOD09XavZVh8/foyTJ0+iZs2aOe4rP1ZsbKzK32l22rVrBz09PSxfvlzlRIh79uyBVCqFg4OD1rPGApmxXh4nc4pXS5Ysgb6+vsq11eVdJlesWJGnp6Z79+4Vbjx6e3vrfLLJvBCJRJjbxwMVna0xt49HoX06zPFOexzv1MtLvAOATZs2YfPmzWjZsiVCQkKQmJgoXH/p6enYuHEjXr16lacGcZGLd8S+ulmzZhEAAkCbNm3Kdt8ePXoI+548eTLHsjMyMqh+/foEgLy9vbPdVyqVUt++fcnOzo7OnTtHREQpKSk0c+ZMMjc3p8uXL6vMl5ycTC1atKAyZcrQvXv3iIgoLi6OBg8eTPb29vT48eMc65lVcHAwVaxYkQDQ5MmTKTk5WSF9y5YtBICmTJmiMq/8/fH09CSpVKq0T1paGpUtW5YA0I4dOxTSoqKiqF+/fgSAHjx4oJC2e/fubH9PgwYNIgD0+++/ExHRhQsXqFmzZgr7xMfHk42NDQEgf39/te/BiRMnCACZm5tTYGAgERFFRkbSyJEjqVWrVlSzZk0CQDdu3KDIyEhKSUkR8sbGxpKFhQUBoGvXrqk9hjrh4eFUvXp1cnNzo7/++otSU1OJiCg1NZUuXLhAdevWpT59+lB6erqQJyEhgaZMmUIA6MiRIwrl3bx5U3jfvL29Vf5O5Nq2bUsAyNraOsd6ymQyYX8AFBwcrLTP/fv3qV27dgSAGjduTK9fv87lu/B1pMXH0v42DuRfR58OtHWktPjY/K6Sxjh+KXv79i0VK1aMAFCFChWUYlhaWhqdOnWKatSoIbwfS5YsUdhnz549QtqAAQNIJpMppMfGxtLmzZupZMmSwn537twhIqJ169YRAHJxcaG3b98SEVFISAh17tyZ+vTpQ87OzmRgYEAhISH04cMHoezk5GT6+eefCQBVrVpV6fMSHx9PZmZmVKpUKaXPsVQqJU9PT7Wfx5CQEPLw8CAANGHCBCGuqPPmzRuhrOrVq1NsrGafjRUrVlDlypXp2rVrwvklJSXRxo0bydLSkpydnenu3bsalfm5sLAwoY4TJkzIcX9fX1/S19en1atXU0ZGBhER7d+/n0xNTWnp0qVq812/fl04zsCBA5XS4+PjydfXlywsLMjCwoJWrFih/UmxbHG8U8bxLn/j3blz58jQ0FDIn/Wlp6dHIpEo2+9JuVXU4h03iL+ihg0bkqOjo8LFKxKJyMnJiZo2bSrsl5KSQmKxmIoXL650oTs7O9OwYcOUyq5Xrx6JxWKh8SV/2dvbk1gsVig/K5lMRps3b6ZatWqRi4sLicVi6t27Nz1//jzbc0lPT6clS5ZQ5cqVydXVlUqXLk0jR46ksLCwXL8foaGhCsFO/jI2NqZBgwYJ+8mDlDyYExF5enqSq6srGRsbK+S1srIisVhM69ato8TERKX3RCQSkaurK23YsIH27dtH+vr6QpqBgQFNnDiRiIh69+5NpqamCmXb2tpSaGioUIeYmBgaNGgQlShRglxcXKhnz54UERFBRERPnz4lsVhM5ubmSr+/GjVqqHw/AgICyMPDg6ysrKhMmTJUu3Zt8vHxIalUSk+ePKGaNWuSnZ0deXl50bt37ygkJETpGPr6+iQWi+nixYu5/j0QZTZ+V61aRY0aNSI7OztycnKiUqVK0ffff08HDhxQ2PfWrVsKwVgkElG3bt2IiOjXX38lS0tLhffN0tKSbt++rfK4fn5+ZGpqSjNnzlRbtx07dpBYLCZbW1ul68TV1ZXEYjG5urqSi4sLubu707Bhw+jUqVManf/X9PbCQTrYQUwhFw/ld1U0wvFLWZcuXcjKykrhC4g8llhZWQkvPT09pTgn/3Jtb2+v8BnOen3L88tveH3+evHihVCX1atXU5UqVcjS0pLKly9PjRo1ol27dhER0ZUrV8jNzY0cHByob9++FBsbSz179iQjIyOl32eJEiUUvpwNGDCAxo8fL/x73bp1Kn9XhoaG5OLiQp6enjR69GilczYxMaFatWopvYfr1q0jBwcHlfv36dNHo9/H1atXqUePHlSxYkVycXEhKysrql27Ns2fP5+io6M1KkudNm3akI2NTa4b15cuXaI2bdqQk5MTicVi8vT0pDNnzqjc18PDg1xcXMjAwEDhvShZsiSJxWKFV/PmzWnJkiX08eNHnZwXU8TxThnHu4IR75ycnFS+P6pecXFxGv2OP1eU4p2IqBCtxs0YY4wxxhhjjOlIoRhDzBhjjDHGGGOM6Ro3iBljjDHGGGOMFUncIGaMMcYYY4wxViRxg5gxxhhjjDHGWJHEDWLGGGOMMcYYY0USN4gZY4wxxhhjjBVJ3CBmjDHGGGOMMVYkcYOYMcYYY4wxxliRxA3iAmTdunWoV69eflfjmxAeHo7KlSujSpUqiIyMzO/qFHmvXr1CbGxsfleDfUEcv1hO6tSpg/Xr1+d3NXIkk8nw8OFDpKen53dVWAHEsY7lhGNd4cMN4gJky5YtuHnzJh4/fqxV/rt37+LixYu52vfEiRNo06YNSpcujfLly6Nfv34IDAzMMd+OHTvQpEkTSCQSuLm5YeTIkXjz5o1G9SxXrhxcXV1hZGQEkUgkvP75559c5a9bt65CPisrK0gkEsyYMUPY5++//8ajR4/w8OFDXLp0SaP6FWT37t2DRCKBsbGxcP65/Z2rEh8fj99//x0eHh5wdXVF+fLl0aVLF5w6dUp3lQYwaNAgWFtbw8jICObm5mpfc+bMAQBcunQJEokE9vb2Cr9rPT09ODg4wNXVFSVLloSJiQkcHR3RoUMH7N27V6d1ZpopKvFrxowZkEgksLS0VLg2LSwsIJFI8P333+dYRosWLSCRSJRiYIkSJSCRSDB37lyN6pRbU6dOhUQigbW1tcJxf/rpp1zl9/HxUchnZGQEV1dXuLm55Zg3KCgIt2/fhp+fX15PQ4FMJsOWLVvg6emJMmXKwNHREY0bN8aaNWuQkZGhVZlv3rxBlSpVYGRkBFNTU7XxysLCAi9evFDK/+jRI/Tt2xflypVDmTJl0K5dOxw5ckTlsTp37gyJRIJixYopvLfm5uZwdXWFs7MzLCwsYGFhge+++w6TJk3Cu3fvtDovphsc6zjWZedLxToAOHz4MLy8vODu7g5XV1c0b94cvr6+WjdoOdZlQaxA+PfffwkAAaDJkydrlDc4OJh++eUXMjIyIm9v7xz3nzdvHpmYmNC2bdsoPT2d4uPj6ddffyVDQ0Py9/dXm2/o0KFkZ2dHx48fJ5lMRhERETRgwAAyNzenCxcuaFRnIqJr166Rs7MzlSpVigDQmDFjcszz4sULcnR0JBcXFwJAbm5ulJ6errRfQkICeXl5kZeXFyUkJGhct+xs3ryZoqOjdVqmpj5+/Ej29vYEQKv3nojo/fv35ObmRpMnT6Z3794REdGnT59o7dq1ZGZmRlOmTNFZfR0cHITrW93L0NCQXr16pZS3b9++wj4XL15USEtKSqKdO3eStbU1AaAff/xR5fVQkMieXSKpb2eSPb+U31XRmaIYv9LS0sjd3Z0AkJWVFSUmJmpcxrt374T3rXXr1iSTyTQuQxsZGRlUqVIl8vDwIABka2tLKSkpOeZr1KgR1atXT6jz33//netjTpgwQcj38OHDvFRfQa9evWj48OFC7IiJiaHFixeTvr4+NW3alJKSkjQu89SpUznGKwDUsmVLpbxnzpyhYsWK0eTJkyk2NpYyMjJox44dZGJiQmPHjlV7zOfPnwvlenp6klQqVUh/9uwZ/fjjjwSALCwslGIh+zo41nGsy8mXiHUpKSnk5eVFI0eOpKdPn1JGRgbFxcWRr68vmZqaUo0aNSg8PFzjcjnW/YcbxAXETz/9RCKRiABQqVKlcvxS//79exo8eDBVq1ZN4aLNKcieO3eOANDy5cuV0rp27UqGhoYUGBiolLZ582YCQAcPHlTYLpVKqW7dumRjY0OhoaE5naaC169fk1gspkmTJhEAsrGxyTFQzZs3j37++WcSi8UEgJo2barRMXWhatWq9Pr1669+3M81bdo0Tw3iJk2a0ODBg1WmrVy5kgDQpUt5b7TFx8cTAPL391cKfHIHDx6kkSNHqkzz9vYWrm917/v27duFfZYsWZLnOn8pspQEkvp0JOnSRiT16UiyFN3erMkvRTF+Ef33GRSLxRrnlZOf+4ABA7QuQxtNmzaltWvXCsffs2dPtvu/ffuW7O3tacaMGTl+Hj+XmppKxYsXF66RSZMm6eAMiA4fPkwmJiYqv6APHDiQANC0adM0Lnf16tVUpkwZevPmjdp9vLy86MaNGwrbIiMjycbGhjp16qS0/5o1awgA+fr6qi0zp2shIyOD3NzcCACVLFlSq4bJl/IxLoWefozP9Ss8PudGSUHEsU6scV45jnXaGzNmDC1cuFBl2uLFiwkAtWvXTuNyOdb9p9B0mU6TpuH0m6vwvr4KP19cAO/rq3D6zVWkSdPyu2p5lpqaip07d+K3334DAISFheHkyZM55nNxcUHnzp0xadIklCxZMlfHmjRpEoyMjDBkyBCltJ9//hnp6en45ZdflOo3Y8YMODo6olOnTgppenp6GDduHKKjo4X6a2rQoEEAgOjoaBw+fDjbfQMCAtC7d2+tjqMLSUlJePr0ab4dX1fu37+Py5cvo2PHjirTf/zxRwDI8feRG8+fP0e5cuXQq1cv6OkphxyZTIZ58+Zh5syZWh8ja9et3bt3a13Ol0ZXNwLJ/z+WOjkWdG1T/lZIB4p6/CrMKlWqhNq1awNAjt37AgIC0LVrVxgYGGh8nMOHD6N06dJo164dAGD79u1ad2fO6sKFC0hOTsaIESOU0lq1agUA2Llzp8blPn/+HIMHD4arq6vK9Fu3biE9PR1169ZV2D5//nxER0dj9OjRSnmGDBkCS0tL/Prrr0hKStK4TgCgr6+P1q1bA8icJyMvw2V0KU0qw+jdgRil4StNKsvvqmuEY13hVZhjXWxsLDZt2oTu3burTO/atSsA4K+//tL4+ynHuv8Uigbx1Q930fXYOCy87Ysr7//B/cgnuPL+Hyy87Yuux8bh2od7+V3FPDl48CAqVqyI6dOnw87ODkDOH1hHR0fMnj0bs2fPxuLFizF8+PAcj3Pv3j3cu3cPlStXhoWFhVJ6nTp1YGJigrNnzyqMNTlx4gTCwsKEsbufa9q0KQBg165dSExMzLEen6tUqRLq1KkDIPvz/vfff5GWlgYPDw+Nj6ErW7duRVpa4b8JIx/7FBcXpzJdfh1q8wfhc8+ePUOzZs3Upu/cuRNVqlSBk5OT1sfIej0nJCRoXc6XRGGPgX/3A/T/XwJJBtzbl7m9ECvq8auwk9+QPH36NN6/f692P39/f/Tq1UurY2zevBnDhg3D4MGDAQAfP37EX3/9pVVZWVlaWgIAjh49qpQmb3iEh4drXG5OMWvatGmYOHGiwraMjAxs374dIpFI6csjABQrVgx16tRBTEwM9u/fr3Gd5ApirDPUE6GkhRGUP12qiQCUNDeCoV5ucxQMHOsKt8Ia654/f47U1FT88MMP8Pf3V0ovVaqU8HNuxpdnxbHuPwW+QXz1w138dm0lEtMz7zIQSOH/ielJmHVtBa5+uJtvdcwr+QfIyMgIffv2BZD5B16T2ZH19fVz3OfEiRMAgLJly6pMNzAwQLly5UBEOH/+fK7zOTk5wcLCAvHx8bh161au65zVwIEDAWQfqPLz6bBMJsOePXvw66+/5svxda1EiRIAgJUrVyI1NVUpXR5UP7/LrA09PT106NBBZVpGRgbmzJmjdKdbU1knXmjUqFGeyvoSSJYBOr0QEH0WckV6oNMLQbK8Py3LLxy/CrdevXrB2NgYUqkU27dvV7nP48ePERMTgwYNGmhcfkhICK5fv46ePXvihx9+EGKPLiac+eWXXzB9+nTs2LFDKS0iIgIAUL58eY3LdXFxQY0aNVSmXbhwAZ8+fULz5s0Vtt+8eRORkZGws7ODlZWVyrzu7u4AgLNnz2pcJzl5rNPX1y8wMx2LRCIMquf6/9/KckYABtVzVdloK8g41hVuhTXWyW/8BQUFoX///oiOjlZIz3pTxNjYWKOyOdb9R+cN4pjUOK1fqZ91f06TpuF/tzfgv+avMnnzeOFtX4QnRaksNzlD+Qu/XFxagso8X8ubN29w584doSuEvHtMenq6Vl29svPvv/8CAOzt7dXu4+DgACCzS21e82miV69eKFasGGQyGf7880+ldCLCrl27crxr9+zZM6VZ7LZu3Sqk3759G4aGhkozJp47dw5BQUEwNzdXSBs1ahSAzC7EU6ZMQXJyMoDMRpdEIoFEIsEPP/wAIPPD+/mxExISkJaWhtGjR8Pe3h5ly5bFtWvXFOocGRmJKVOmoFq1apBIJLC1tYWHhwc2bNgAqVSq1fuZk7p168LOzg53795FzZo1sW/fPuFYycnJmDRpEqZOnSr8UQgLC1OaGdDU1BTbtm1DdHS00kyO8u5CANCtWze1Detdu3bBysoK3333XZ7OR/5ZcXZ2xuzZs/NUFiVFa/9KVxNr7u0DIl/993RYOJgMiHwFurkjh3KT1dc3OU5lnq+B41f+e/PmDUaNGoXKlSvDxcUFJUuWRKNGjXI967q1tTW8vLwAqP/i5u/vj549e2rVgPHz80O3bt1gYWEBQ0NDoSFx7NgxodGqLSsrK8yfP1/lDbdz584BgNLTjdzYsGEDTE1NVabNnz9fePqT1de4zmJjY3H8+HEAgLe3t9pujrkVk5yu9Ss1Q/Fvk4erFdxKmiGnh756IqBscVOUK2GqstzkdPV/8+JSVNfla+BYl/+KaqyrUKGCMASkePHiMDMzU0iXd9s3MDDQuOFYVGJdbuS9P+Rnfjw6Vuu846r3h1e5lsK/L767jYT0nPufE4DE9GT0PPGzyvT+7l4YWPlHlWnjL87HmzjlJ5Lnuyo3yr4EPz8/9OzZU7ggq1atCg8PD9y5cwd+fn4YP368zo4VHBwMAEofpqzkXRRCQ0PznE8T8kC1a9cu+Pn5Ydq0aQrpV65cga2tLSpWrJhtORUqVEBwcDBiYmJQu3ZtpWnia9eujdjYWAwdOhQBAQEQiUR49eqVcCfv06dPqF69OkQiEXx8fNC4cWMAwKFDhwAAEokEb968wZUrVyCRSBTKdnZ2RnBwMMLCwuDm5iZ0Rx4/fjzEYjG8vb0xZswYTJkyBVeuXAEAvHjxAk2bNkX//v1x/fp1mJmZISwsDAMHDsSIESNw//59rF27Vqv3NDvm5uZYtWoV+vXrh0ePHqFbt25wdHREjx49cOnSJfz000/CU3sgs0tOQkICpk6diqVLlwIALl++LHRf//TpE9q2bYuHDx9iw4YNaNOmTa7qsXjxYvTv31/r8wgPD8eGDRuwYMEC9OrVC0uXLhUCsbZo/Q9a5xV5/gxUV4w1FBcGurIx+4zXN4Oub1afXm8QRA2U/zABAO0ZA0QFK9fll79zqm6ecfzKXzdu3ECbNm0wf/58rFy5EkZGRnj58iV69OiB7t27Y9GiRZg8eXKO5QwaNAi7d+/Gs2fPcO3aNaWnIwEBAVp1fSMibN26FQEBAcK2IUOGYPny5UhPT8eOHTvw88+q/25rKyYmBlu2bMGuXbuwZMkSDBgwQGdl37t3DxcvXlTZbfFLXmdpaWm4c+cOxo8fD3Nzc6xYsUL4sp0XXTbd0TrvT01Lw6vaf1015U+Jpx7JfgiIjICXkUnouln1Mov96zhjQF0XlWkT9j/Em0/KNwfP/VRfg5prh2Nd/irqse7IkSM4e/YsqlevDiMjI2G7VCrFunXrAAB9+/YVvsvm1bcW63KjQHeZvvrhH4hyPSql8JHJZPDz88OwYcMUtsvvyNy/fx937+quK7i8gZb1w/Q5eXeL2NjYPOfTlLwB9vz5c1y9elUhTdPu0tbW1qhfX/UfSVNTU/j5+aFatWogIoX1i2/cuAFDQ0NcuXIFTZo00eouYalSpVClShUAwJMnT/D+/XtMnTpVGLebdZKBCRMm4MOHD3BychKCS6lSpbBr1y4YGBhgw4YNX2zsRO/evXHo0CGhYf/hwwcsX74cd+/ehY+Pj9KTbAMDAyxevFho7M6YMQOZkwVm/s5ev36N69evo3379rkae3zhwgU8ePBAeMKeG1mfzDs7O8PR0RFz5szBiBEjMG/evDw3hnWNiEBnlwKyL/OkPz9x/Mp/Q4cORVxcnLDOJ5DZXVLeK0Z+8yonrVq1Esbwf/7k5NatWzA2NtaqF8f58+dhbm6uMM6scuXKuZozQtPjlChRAra2tihRogRmzJiBdevW5XkoxudWrFiBunXrqpwYSZfX2b59+4Q4J5FIULJkSTRs2BBJSUlYtmyZ2sl18pv8KfG3hmNd/ivqsa5YsWLo0KEDnJ2dFbavWrVK6Bm5ZMmSPB0jq6IY6wp0gzguNSGbztKF39mzZ1G8eHHUrFlTYXvv3r1hYmICQHdfGLLKrpEnnwVY3tDRRb7catWqlfBhz3reGRkZ2L9/P3r27KlReapmNJYzNjbGrl27YGpqio0bN+LgwYMIDw8Xnhzb2NhodxL/z9DQEACwfv164UvZmDFj0K1bNyxatEjYLyQkBEBmt5WsrK2t4ejoiIyMDERFReWpLurIZDLExsbC2dkZY8eORbNmzYTf8a1bt9CkSROlGZtFIhG2bdsGe3t7nD59GitWrEBycjJ69uwJX19fjbq1rFmzBmKxWKMxfleuXEFwcDCCg4Px7t07pKam4sKFC7hx4wbKlSuHbt264ePHj7ku74v7FAwE3wDo22sQc/zKf+riR+XKlQEg158FPT09oafG7t27FW7a6WKCmc/Ju5sGBgbin39UPynUhKenJ548eYKoqCgkJibixIkTmDNnDho0aKAwvi4vIiMjsXv3bqHrojq6uM66du0qxDl5j6fw8HD069cPPXv2hEQi0Xk3XV2QPyX+1nCsy38c65Tdu3dPmODt2LFjwkRveVVUY12BbhBbGpt/00+I1X2ArKyshGVv/P39VU56pA15F4bsyktJSQHw3yD+vOTTVNZAtWfPHiFQnT59Gm5ubnBxUd2NSlvu7u5Yvnw5AGDYsGHo2rUrZsyYgUqVKunsGJcvXxZmdqxYsSL27NmDli3/GxawbNkytG/fHrNmzVLKKw82X+IPV3x8PFq1aoUlS5Zgx44dWL16NS5cuIAnT55g5MiRMDIyglQqxZgxY5Tu8Nnb22Pbtm0QiUSYNm0aunTpAi8vL3h6eub6+B8+fMCRI0fyPGO4vr4+GjVqhPPnz6Ny5crYt28f6tWrl+exiTpjKwFK1wdEOU+kUthw/Mp/vr6+aN++vdKTUG16tsh76MTHxwtdBuWTCWrzJTE6Ohp//fWXyu5uWbue6qohYWdnB5FIBCMjIzRv3hx79+7FjRs30Lx5c8THx+e5fD8/P6SmpqqNWV/6OitRogSmTp2KTZs2ITQ0FH379tXpEyFd8XC1gv439rWNY13+41inKDQ0FJ06dYKVlZXw/UdXimqs0/kY4gMd12id18SgmMK/GzrWwt/vcz/GZXyN/mjqXEdpu7G++lnXVjabAdnnE918BVFRUTh27BiuXbuGhQsXKqXLL6ZPnz7hyJEj6NatW56P6ejoiH/++Sfb6fbl3XOzLoHj6Ogo3HnXJJ82Bg4ciAULFiA+Ph779u1D//79ERAQoPVdu5wMHz4cp06dwoEDB/Dq1Sudz2JdtWrVbAN2ixYt0KJFC6Snp+PkyZM4efIkbt68iYSEBK3H+Ozdu1dprEr37t2xbNky4d/Tp0/H5cuX8fTpU4jFYmF7hQoV4OPjg/Hjx6N58+bCOos9evRQKK9Nmzb4+eefsWzZMly4cEHjO3hbt25FRkaGzoK4iYkJJk+ejIEDByI4OBgLFiwQbnZoSjTyiPYVMVScnEIkEgEtJoL8egPZTZCmbwT09IHIQs34H8NiqrcDEHVf+9WfQHP80lxsbCwaNmyIoKAgrcs4fvw4jh49ivXr1wPI/LLVs2dPJCcnY//+/Th79ixu376t1dJwFSpUQIMGDXDt2jX4+fmhX79+uHDhAlxcXNTOWpudnTt3IiMjQ+0MpvK46O/vj6VLlyrNjtqtWzdcv35dYdvevXsVhsLEx8cjLCxMZS+TmjVrwsnJCa9fv8b69euF8YXLli1TiIVA5mzVOXWv3rQpc81wdTHL0dERAL74ddavXz/Mnj0br1+/xsyZM9G/f/9cr237uf1Dtb8haWKo+nmKSCTC9DblMe/kc6W0mW3Lo4az6llp5YwN1D+nWdGlMmRf+cEmxzrNcaxTpItYl1ViYiJ++OEHmJmZ4fLly0rz2chxrNOMzp8QWxtbav0y1lfsj97MuTbMDU1zfEYsAmBuaIp2kiYqyzUxUN8gtjQyV5nnS9uxYwcGDBiAkJAQhe4C8ldoaKjwwdTVXaXq1asDyJwxWJ0PHz4AyGzI5TWfNsqXL4+GDRsCyDzv5ORkHD9+XCd/ZNSRd8V+//69yie1eVGtWrVs02UyGVavXg2xWIxVq1ahYcOGOHbsGAIDA7UeD5uYmIj3798rvD59+qRwzC1btqBRo0YoU6aMyjIqVqwo3JGTT6DwOflNipSUFJWLs2dHPpN41sZ4XtWqVUv4OetSFJoSmdpo/zJUjjUiS3uIGik/XVDYp9Fw6NlXyKZcE/V5TSxV5vmSOH5p7tq1a7laciU7ly9fVvgylZqaijlz5sDFxQX79u1Dhw4dhLH52pCv03nx4kW8fv0a/v7+Wt8k3Lx5M86dO6fy+ggODhbW5oyOjsbhw4eV8kdERCjFsaxPJKKjo1GxYkVUqFBBYSWBrOS9iv7++78J5uLi4pTKVbceu9yNGzfw7NkziEQitT2VvtZ1JhKJhK67qampSvNtaMLaxFDrl7GB+mu5aTk7hRmn9USAW0kzNCtnl2O5Jobqy7UspjrPl8SxTnMc63Qb67KSSqXo2bMnihUrhqtXryo0hiMiIvDy5Uvh3xzrNFOgu0wb6Rthau0RQDYdp0X//9+ptUfASF/9AO+CZsuWLQqz+H5OJBIprM0rv7jyokWLFgCgNPOynFQqxatXryASidC6detc5wsPD0dcXBwsLCy0Wrvtc/JAdenSJaxcuRL16tVD8eLF81yuKqGhoZgxYwa2bt0KPT09LFq0SFiuI7devnyJAwcOqEyT30lThYjQpUsXjBs3DjNnzsSJEyfQrVs3YRxIRoZ2a9MOHDgwczKnLK+sXxjDw8ORlJSUbd0ACHc7VY2nTkxMxKBBg/Dnn3/C1NRUmB08Nx4+fIinT58CgM5mRASgMJFXduPH80WNrkDxMirXIUbxMkCNLvlTLy1x/NLcoUOHYG1trbMykpKS0Lx5c8ydOxd+fn4ICAhA+/btYWFhoXXs6NGjB0xNTUFE2LBhAw4fPqzVpCZ3795FamqqMKGMKo0bN0a5cuUAqG5IXLx4USmONWvWTEg/f/68cF3ltLRH1uXrZs+erVRuTku1ybtV2tjYqJ0wsG7dujA3N0dUVJTSOqFyz59nPjVt27ZttsfLSYGOdfhvLLH8aa6MCue6wwDHOm1wrFOU11iX1YQJE2BsbIyzZ8/C1tZWIW3Lli0KS1BxrNNMwYukn2ngWANzG4yH2f93RRQJTeDM/5sZmmJegwlo4Ki6q0JBdPv2bSQmJmb7AQKAAQMGQE9PD1KpVOXavJpq0qQJypYti4cPH6q8S/Tvv/8iISEBrVq1Urgz1LVrV1haWuLmzZuQyZS7l8vvvvfq1UuYYCI30tLSVHZ36d69uxCofvvtN513Y5aTSqXo3bs35s+fjwEDBmDKlCkgIvTr1w+RkZG5LicwMFBpRmY5+eRaqhw5cgSHDh2Cs7Oz0hPW2NjYLzY5lJ2dHczMzIRJKtQJCwuDSCRSOTZ45MiR6N+/P/r16yd0yfnpp5/w7NmzHI+f9WmNLhvE8gAM4Kss4q4JkZ4BRK2nqliHmCBqPQ0iPZ2PXvliOH5pLjIyEv7+/rCyyr67aHZOnjyJZ8+eCWVs3LgR169fR4MGDdCxY0eFfeU3nLKjKv5aWFgIYyKXLl2K6tWra9VTZfPmzbmK21kbEu/fKy9/mB3576ps2bIYOXKkyn3evn0LIOeeOjmRXyPZxSszMzPhC/WNGzeU0tPT03Hjxg3Y2dmpXZc9t+SxzsDAQKFnTEGSdcZpt5Jm8HDV/trPLxzrNMexTrW8xDq51atX49OnT9i9e7dSt2sAOHXqVJ4n1irKsa7AN4gBoKFjTezrsArTao9AI6da+K5ERTRyqoVptUdgX4dVhaoxDGT26/98tkJVXFxchDt+uuiKIxKJsHz5cmRkZGDjRuV1UX19fWFkZKQ0eN3MzAzz5s1DWFgYDh48qDKfjY0N5s6dq1F9Xr9+jfDwcKU7TBYWFujSJfOJmYGBQZ4/UOpMnz4dZcuWFbpjz507Fx4eHggNDRWeUn9OHiSy1vnevXtafVDlXVtUBZ4lS5YIdz6l2Y091YKhoSEGDRqEa9euqR3jQ0RYtmwZ+vXrJ9zZlPPx8UFYWBgmTZoEABgxYgQ6deqExMRE9OzZM8cxPfLlpwDVT5+1JR9rZGNjk6v1CL82USl3oHqX/54Si/SAGl0gKpX92toFDccvzUilUgwfPhwJCQlaPzWJjIzEmDFjAEAoI7v4kXWso6r4QUR48+aNyi+T8tiXnp6u1dwNUVFR2LZtW66uEXlDQiaTadyQaNy4MSwtLeHt7Q03Nzel9EuXLuHDhw8wNTVV22DOLXnMyilezZ07FxYWFsK6oFnt3bsX0dHRWLBgAczNzbWuy61bt4QlfsaMGaO0DEtBIRKJMKS+K1xtTDCkfuF8OsyxTjMc69TLS6wDMm8STJo0CV26dMHbt28RHx8vnK9MJsOJEydw6dKlPDeIi3SsI/bVyGQy8vX1JZFIRCVLlqTAwMAc9x8yZAgBIAD0559/qt23e/fuBIAGDhxIMpks23KnT59OJiYmtHv3biIiysjIIB8fHzI2Nha2fU4qlVLfvn3Jzs6Ozp07R0REKSkpNHPmTDI3N6fLly9ne8zPhYeHU5MmTQgA9enTh+Li4hTSz58/TwCoe/fuSnljYmLIysqKAJCbmxulpqYq7SOTyahp06YEgH7//XeFtISEBJoyZQoBoCNHjiik3bx5U3i/vb29SSqVKqTPmTOHANCwYcNIJpNRYGAg1a5dm5KSkoR90tPTyd3dnQDQggUL1L4H9+/fJ0NDQ9LX16ezZ88SEVF8fDx5e3uTh4cHtW7dmgDQrl27KDExkaKjo4W8aWlpVK5cOQJA/v7+ao+hTmJiIrVs2ZIcHR0pICBAqH9GRgbduXOH2rRpQy1atKCEhASFYy5dupT09fVp1apVCuWFhoaSnp4eAaDBgwdTWlqa2mOPHDlSeI9jYmJyrOuIESOE/S9evKiU/vz5c+rfvz8BoGrVqtG9e/dy+S58fbKUBJL6dCTp0kYk9elIspSEnDMVEBy/FEVHR5OTkxMBIEtLS/r06ZPSMa9evUqenp7CezB27FiFfW7duiWkNW/enNLT0xXSk5KSaN++fVSmTBlhv3379hER0YkTJwgAmZubC7+LyMhIGjlyJLVq1Ypq1qxJAOjGjRsUGRlJKSkpRJQZn5YuXUoAyMnJie7fv69wTJlMRhKJhIyMjBRijtzAgQPVfh6joqLo+++/F2J3fHx8ju+hjY0NASBnZ2f68OFDtvt/bt++fSQWi+nkyZOUkZFBRESpqal04MABcnBwIGtrazp16pRGZapSrFgxAkBeXl457nv06FEyMjKiadOmUXJyMhERXbp0iYoXL07jxo1Tmy80NFR4Xz09PZU+B8nJybR7924qVaoUGRkZ0dSpU5X+PjHd4FiniGNd/sa6oKAgsrS0FOqS9SUSiUgkEmX7HUkTRTnWcYP4KwkODiZzc3Oli7lkyZK0Y8cOpf3Lly9PFhYWSvuXKlWKbt++TUREXbt2JbFYTCVKlFDYx87OjsRiMZUtW1ZtfQ4ePEiNGjUiZ2dncnV1pY4dO9KdO3eyPQeZTEabN2+mWrVqkYuLC4nFYurduzc9f/5co/fC2dlZ4QMMgAwMDKhly5YKx5JIJHTw4EFhW//+/UksFpOpqalCXnNzcxKLxTR9+nQiIqpRo4bSe+Ls7Ey//fYb3bp1iwwNDRWCSbdu3YiI6Ndff1UKOpaWlsL7TZT5h2XixInk6OhIpUqVovbt29PLly+JKLORKRaLydraWqEMJycnEovFlJiYqPRenDp1iho3bkw2Njbk6upK1atXpwULFlBycjKFhYVRs2bNyNLSklq3bk0PHz4kIlI6hkgkIldXV5XXUXakUilt27aNWrZsSSVKlCAnJyeyt7en5s2b05YtWxQCUGhoqBAo5a+6desSEdHq1avJ1tZWIc3U1JQOHDig8rinT58mS0tL6t+/v9q6Xbx4kcRiMZUsWVLpOpFfe2KxmFxdXal8+fLUp08f2r9/f6H4gih7domkvp1J9vxSflcl1zh+/efnn38mKysr4QaQ/KWnp0dWVlbCS19fX+n8Z86cSUREtWvXVvkFx9DQUMhvaWmpFCcBCDfPiIgCAgLIw8ODrKysqEyZMlS7dm3y8fEhqVRKT548oZo1a5KdnR15eXnRu3fvaPLkyWRiYqJUpp2dnRBfiIi8vb2pU6dOwr+PHDmi8nelr69Pzs7OVKFCBVq4cKHSORsZGZGLi4vwBTVreU5OTgqxWL5/kyZNNPp9BAUF0aBBg6hSpUpUunRpsrS0pGrVqtHUqVM1bmCrM2zYMDI3N6fjx4/nav8HDx7Qjz/+SM7OziQWi6levXpqGzBeXl7k6upKxsbGCu+Fra2tEOfksa5BgwY0d+5cev36tU7OiynjWPcfjnUFI9Y1bNhQ6TzUvR48eKDR7/hzRTnWiYgK2ercjDHGGGOMMcaYDhSKMcSMMcYYY4wxxpiucYOYMcYYY4wxxliRxA1ixhhjjDHGGGNFEjeIGWOMMcYYY4wVSdwgZowxxhhjjDFWJHGDmDHGGGOMMcZYkcQNYsYYY4wxxhhjRRI3iBljjDHGGGOMFUncIGaMMcYYY4wxViRxg5gxxhhjjDHGWJHEDWLGGGOMMcYYY0USN4gZY4wxxhhjjBVJ3CBmjDHGGGOMMVYkcYOYMcYYY4wxxliRxA1ixhhjjDHGGGNFEjeIGWOMMcYYY4wVSdwgZowxxhhjjDFWJHGDmDHGGGOMMcZYkcQNYsYYY4wxxhhjRRI3iBljjDHGGGOMFUncIGaMMcYYY4wxViRxg5gxxhhjjDHGWJHEDWLGGGOMMcYYY0USN4gZY4wxxhhjjBVJ/wd6kEkQ74322wAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + " \n", + "linestyle_dict = {\n", + " \"Nvidia A100 GPU\":\"dashed\",\n", + " \"Nvidia H100 GPU\":\"solid\"\n", + "}\n", + " \n", + "symbol_dict = {\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"o\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"d\",\n", + " \"meta-llama/Llama-2-70b-hf\":\"v\",\n", + " }\n", + "\n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " linestyle = []\n", + " symbols = []\n", + " \n", + " for inp_out in [1024]:\n", + " for network in [\n", + " \"mistralai/Mixtral-8x7B-v0.1\",\n", + " \"meta-llama/Meta-Llama-3-70B\",\n", + " \"meta-llama/Llama-2-70b-hf\"\n", + " ]:\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [4]:\n", + " for framework in [\"TensorRT-LLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " results_data.append(batch_row)\n", + " linestyle.append(linestyle_dict[hardware])\n", + " symbols.append(symbol_dict[network])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + "\n", + " colors = ['#006d2c', '#41ab5d', '#a63603', '#fd8d3c', '#08519c', '#4292c6']\n", + "# symbols = ['o', 'p', 'd', 's', 'v']\n", + "# symbols = ['o', 'd']*3\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " print(lines_data)\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle = linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + "\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.yscale('log')\n", + "# plt.xscale('log')\n", + "# # plt.xscale('log', base = 2)\n", + "# plt.grid(True, which=\"both\", ls=\"-\", color='0.85')\n", + " \n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " y_axis_labels = [50, 100, 300, 500, 1000, 3000, 5000, 10000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + "# plt.yticks(fontsize = fontsize)\n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.73), \n", + " ncol=n_cols_legend, fontsize = fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"TensorRT-LLM: MoE and 70B Models on Four A100 \\n and H100 GPUs for Input/Output Size 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 3\n", + "markersize = 8\n", + "fontsize = 18\n", + "\n", + "n_cols_legend = len(legends) // 2 \n", + "\n", + "fig_plot_length = 7.5\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.4\n", + "\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"70B_Plots_TRT_LLM.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8fb6bba5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "342bf87c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d3c8fc05", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "09219b8e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_8/.ipynb_checkpoints/Fig_8-checkpoint.ipynb b/Plots/Fig_8/.ipynb_checkpoints/Fig_8-checkpoint.ipynb new file mode 100644 index 0000000..0874f0e --- /dev/null +++ b/Plots/Fig_8/.ipynb_checkpoints/Fig_8-checkpoint.ipynb @@ -0,0 +1,671 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "11a7ffa7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6f75f700", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "ad85de7b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"AMD MI300X GPU\": \"MI300X\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "\n", + "\n", + "# color_dict = {\n", + " \n", + "# \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#7f2704\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#00441b\", \n", + "# \"Qwen/Qwen2-7B\": \"#3f007d\"},\n", + " \n", + "# \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#4292c6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\"},\n", + " \n", + "# \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"#6baed6\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#d94801\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#238b45\", \n", + "# \"Qwen/Qwen2-7B\": \"#6a51a3\"},\n", + " \n", + "# \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#9ecae1\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#f16913\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#41ab5d\", \n", + "# \"Qwen/Qwen2-7B\": \"#807dba\"},\n", + " \n", + "# \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#c6dbef\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fd8d3c\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#74c476\", \n", + "# \"Qwen/Qwen2-7B\": \"#9e9ac8\"},\n", + " \n", + " \n", + "# \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"#deebf7\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#fdae6b\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#a1d99b\", \n", + "# \"Qwen/Qwen2-7B\": \"#bcbddc\"},\n", + " \n", + "# }\n", + "\n", + "# color_dict = {\"meta-llama/Llama-2-7b-hf\":\"#08519c\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"#a63603\",\n", + "# \"mistralai/Mistral-7B-v0.1\":\"#006d2c\", \n", + "# \"Qwen/Qwen2-7B\": \"#54278f\",\n", + "# } \n", + "\n", + "color_dict = {\n", + " \"Nvidia A100 GPU\": \"#08519c\",\n", + " \"Nvidia H100 GPU\": \"#006d2c\",\n", + " \"Nvidia GH200 GPU\": \"#a63603\",\n", + " \n", + " \"AMD MI300X GPU\": \"#54278f\",\n", + " \"AMD MI250 GPU\": \"#a50f15\"\n", + "}\n", + "\n", + "symbol_dict = {\"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"x\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"AMD MI300X GPU\": \"v\",\n", + " \"AMD MI250 GPU\": \"h\"}\n", + "\n", + "# symbol_dict = {\n", + "# \"meta-llama/Llama-2-7b-hf\":\"o\",\n", + "# \"meta-llama/Meta-Llama-3-8B\":\"d\"\n", + "# }\n", + "\n", + "\n", + "linestyle_dict = {\"meta-llama/Llama-2-7b-hf\":\"dashed\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"solid\"}\n", + "\n", + "# symbol_dict = {\n", + "# \"Nvidia A100 GPU\": \"o\",\n", + "# \"Nvidia H100 GPU\": \"p\",\n", + "# \"Nvidia GH200 GPU\": \"d\",\n", + "# \"AMD MI300X GPU\": \"s\",\n", + "# \"AMD MI250 GPU\": \"v\",\n", + "# \"Intel Max 1550\": \">\",\n", + "# \"SambaNova SN40L\": \"h\"\n", + "# }\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyles = []\n", + " for inp_out in [1024]:\n", + " for network in [\n", + "# \"mistralai/Mistral-7B-v0.1\",\n", + " \"meta-llama/Meta-Llama-3-8B\",\n", + " \"meta-llama/Llama-2-7b-hf\"\n", + " ]:\n", + "# for network in [\"meta-llama/Meta-Llama-3-8B\"]:\n", + " for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"Nvidia GH200 GPU\", \"AMD MI250 GPU\", \"AMD MI300X GPU\", \"Intel Max 1550\"]:\n", + " batch_row = []\n", + " for batch in [1,16,32,64]:\n", + " for numhardware in [1]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[hardware])\n", + " linestyles.append(linestyle_dict[network])\n", + " \n", + " x_axis_labels = [1,16,32,64]\n", + "\n", + "# colors = ['#006d2c', '#74c476', '#a63603', '#fd8d3c', '#08519c', '#4292c6']*5\n", + "# symbols = ['o', 'p', 'd', 's', 'v']\n", + "# symbols = ['o', 'd']*15\n", + " \n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyles\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyles, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyles[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + "# plt.xscale('log') \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + "# plt.yscale('log')\n", + "# # plt.xscale('log', base = 2)\n", + "# plt.grid(True, which=\"both\", ls=\"-\", color='0.85')\n", + "\n", + " plt.yscale('log')\n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " \n", + " \n", + " y_axis_labels = [100, 300, 500, 1000, 3000, 5000, 8000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -0.82), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 1.8, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyles = get_data_rows()\n", + "\n", + "plot_title = \"vLLM: 7B Models on One GPU \\n for Input/Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 8\n", + "fontsize = 20\n", + "legend_fontsize = 20\n", + "\n", + "n_cols_legend = 3 \n", + "\n", + "fig_plot_length = 8.3\n", + "fig_plot_height = 3.7\n", + "\n", + "labelspacing = 0.15\n", + "columnspacing = 0.65\n", + "\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"7B_Models_A100_H100_PVC_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyles,\n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['#ef3b2c', '#c73125', '#9f271d', '#781e16', '#50140f', '#280a07']\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['#88419d', '#713683', '#5b2b69', '#44204e', '#2d1634', '#170b1a']\n" + ] + }, + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def display_colors(hex_codes):\n", + " num_colors = len(hex_codes)\n", + " plt.figure(figsize=(num_colors, 2)) # Set the figure size\n", + " plt.subplot(111, frame_on=False)\n", + " plt.xticks([])\n", + " plt.yticks([])\n", + "\n", + " for i, hex_code in enumerate(hex_codes):\n", + " plt.fill_between([i, i + 1], 0, 1, color=hex_code)\n", + " plt.show()\n", + "\n", + "\n", + "def generate_color_shades(hex_color, num_shades=6):\n", + " rgb = np.array(colors.hex2color(hex_color))\n", + " shades = [colors.to_hex(rgb * (1 - i/num_shades)) for i in range(num_shades)]\n", + " return sorted(shades, reverse=True)\n", + "\n", + "# Example usage\n", + "color_list = ['#238b45', \"#4292c6\", \"#f16913\", \"#807dba\", \"#ef3b2c\", \"#88419d\"]\n", + "\n", + "for cl in color_list:\n", + " shades = generate_color_shades(cl)\n", + " print(shades)\n", + " display_colors(shades)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91faa581", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "dd2da6a1", + "metadata": {}, + "outputs": [], + "source": [ + "color_dict = {\n", + " \"Nvidia A100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \n", + " \"Nvidia H100 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \"Nvidia GH200 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \"Intel PVC GPU\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \"AMD MI250 GPU\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \"Habana Gaudi2\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + " \"SambaNova SN40L\": {\"meta-llama/Llama-2-7b-hf\":\"\",\n", + " \"meta-llama/Meta-Llama-3-8B\":\"\",\n", + " \"mistralai/Mistral-7B-v0.1\":\"\", \n", + " \"Qwen/Qwen2-7B\": \"\"},\n", + "}\n" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "4a139fbc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Nvidia H100 GPU': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}},\n", + " 'Nvidia A100 GPU': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}},\n", + " 'Nvidia GH200 GPU': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}},\n", + " 'Intel PVC GPU': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}},\n", + " 'AMD MI250 GPU': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}},\n", + " 'Habana Gaudi2': {'Qwen/Qwen2-7B': {},\n", + " 'mistralai/Mistral-7B-v0.1': {},\n", + " 'meta-llama/Meta-Llama-3-8B': {},\n", + " 'meta-llama/Llama-2-7b-hf': {}}}" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "# color_dict = {}\n", + "# for hardware in [\"Nvidia H100 GPU\", \"Nvidia A100 GPU\", \"Nvidia GH200 GPU\", \"Intel PVC GPU\", \"AMD MI250 GPU\",\"Habana Gaudi2\"]:\n", + "# network_dict = {}\n", + "# for network in [\"Qwen/Qwen2-7B\", \"mistralai/Mistral-7B-v0.1\", \"meta-llama/Meta-Llama-3-8B\",\"meta-llama/Llama-2-7b-hf\"]:\n", + "# network_dict[network] = {} \n", + "# color_dict[hardware] = network_dict \n", + "\n", + "# color_dict " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "57a8256c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "67d7a379", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Plots/Fig_9/.ipynb_checkpoints/Fig_9-checkpoint.ipynb b/Plots/Fig_9/.ipynb_checkpoints/Fig_9-checkpoint.ipynb new file mode 100644 index 0000000..4fe1570 --- /dev/null +++ b/Plots/Fig_9/.ipynb_checkpoints/Fig_9-checkpoint.ipynb @@ -0,0 +1,328 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "11a7ffa7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6f75f700", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ad85de7b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['H100 LLaMA-2-70B', 'H100 LLaMA-3-70B', 'H100 Qwen2-72B', 'A100 LLaMA-2-70B', 'A100 Mixtral-8x7B', 'MI250 LLaMA-2-70B', 'MI250 LLaMA-3-70B', 'MI250 Mixtral-8x7B', 'MI250 Qwen2-72B']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from matplotlib.ticker import FuncFormatter\n", + "import csv\n", + "from matplotlib import colors\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "alias_legend = {\n", + " \"meta-llama/Llama-2-7b-hf\": \"LLaMA-2-7B\",\n", + " \"meta-llama/Llama-2-70b-hf\": \"LLaMA-2-70B\",\n", + " \"meta-llama/Meta-Llama-3-8B\": \"LLaMA-3-8B\",\n", + " \"meta-llama/Meta-Llama-3-70B\": \"LLaMA-3-70B\",\n", + " \"mistralai/Mistral-7B-v0.1\": \"Mistral-7B\",\n", + " \"mistralai/Mistral-7B-v0.3\": \"Mistral-7B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\": \"Mixtral-8x7B\",\n", + " \"Qwen/Qwen2-7B\": \"Qwen2-7B\",\n", + " \"Qwen/Qwen2-72B\": \"Qwen2-72B\",\n", + " \"BAAI/Aquila-7B\": \"Aquila-7B\",\n", + " \"Qwen/Qwen1.5-7B\": \"Qwen1.5-7B\",\n", + " \"facebook/opt-13b\": \"OPT-13B\",\n", + " \"facebook/opt-6.7b\": \"OPT-6.7B\",\n", + " \"huggyllama/llama-13b\": \"LLaMA-13B\",\n", + " \"huggyllama/llama-7b\": \"LLaMA-7B\",\n", + " \"EleutherAI/gpt-j-6b\": \"GPT-J-6B\",\n", + " \"meta-llama/Llama-2-13b-hf\": \"LLaMA-2-13B\",\n", + " \"google/gemma-1.1-7b-it\": \"Gemma-1.1-7B\",\n", + " \"bigscience/bloom-7b1\": \"Bloom-7.1B\",\n", + " \"Deci/DeciLM-7B\": \"DeciLM-7B\",\n", + " \"google/gemma-7b\": \"Gemma-7B\",\n", + " \"Tensor Parallelism\": \"TP\",\n", + " \"Pipeline Parallelism\": \"PP\",\n", + " \"Expert Parallelism\": \"EP\",\n", + " \"Tensor (2) and Expert (2) Parallelism\": \"TP & PP\",\n", + " \"Deepspeed\": \"DS\",\n", + " \"TensorRT-LLM\": \"TRT-LLM\",\n", + " \"Without\": \"w/o\",\n", + " \"With\": \"w\",\n", + " \"Nvidia A100 GPU\": \"A100\",\n", + " \"Nvidia H100 GPU\": \"H100\",\n", + " \"Nvidia GH200 GPU\": \"GH200\",\n", + " \"Intel PVC GPU\": \"PVC\",\n", + " \"AMD MI250 GPU\": \"MI250\",\n", + " \"Habana Gaudi2\": \"Gaudi2\",\n", + " \"SambaNova SN40L\": \"SN40L\",\n", + " \"Weight = fp16, KV Cache = fp16\": \"{fp16, fp16}\",\n", + " \"Weight = fp16, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Speculative Decoding\": \"SD\",\n", + " \"Weight = full_prec, KV Cache = int8\": \"{fp16, int8}\",\n", + " \"Weight = full_prec, KV Cache = fp8\": \"{fp16, fp8}\",\n", + " \"Weight = int8_sq, KV Cache = int8\": \"{int8, int8}\",\n", + " \"Weight = int8_sq, KV Cache = fp8\": \"{int8, fp8}\"\n", + "}\n", + "\n", + "\n", + "symbol_dict = {\n", + " \"Nvidia A100 GPU\": \"o\",\n", + " \"Nvidia H100 GPU\": \"p\",\n", + " \"Nvidia GH200 GPU\": \"d\",\n", + " \"Intel PVC GPU\": \"s\",\n", + " \"AMD MI250 GPU\": \"v\",\n", + " \"Habana Gaudi2\": \">\",\n", + " \"SambaNova SN40L\": \"h\"\n", + " }\n", + "\n", + "color_dict = {\"meta-llama/Llama-2-70b-hf\":\"#08519c\",\n", + " \"meta-llama/Meta-Llama-3-70B\":\"#a63603\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\":\"#006d2c\", \n", + " \"Qwen/Qwen2-72B\": \"#54278f\",\n", + " } \n", + "\n", + "\n", + "linestyle_dict = {\n", + " \"Nvidia H100 GPU\":\"solid\",\n", + " \"Nvidia A100 GPU\":\"dashed\",\n", + " \"AMD MI250 GPU\":\"dotted\"\n", + "}\n", + "\n", + "\n", + "def read_csv_without_header(csv_file):\n", + " with open(csv_file, \"r\", newline=\"\") as f:\n", + " reader = csv.reader(f)\n", + " next(reader)\n", + "\n", + " rows = []\n", + " for row in reader:\n", + " rows.append(row)\n", + " return rows\n", + "\n", + "\n", + "def get_matching_row(hardware, numhardware, framework, network, inp_out, batch):\n", + " csv_file = \"../All_results.csv\"\n", + " rows = read_csv_without_header(csv_file)\n", + " \n", + " for row in rows:\n", + " if row != []:\n", + " Hardware = str(row[0]) \n", + " Num_of_Hardware = int(row[1])\n", + " Framework = str(row[2])\n", + " Model = str(row[3])\n", + " Input_Output_Length = int(row[4]) \n", + " Batch_Size = int(row[5])\n", + " Latency = float(row[6])\n", + " Throughput = float(row[7])\n", + " \n", + " if Hardware == hardware:\n", + " if Num_of_Hardware == numhardware:\n", + " if Framework == framework:\n", + " if Model == network:\n", + " if Input_Output_Length == inp_out:\n", + " if Batch_Size == batch:\n", + " return Throughput\n", + " return None\n", + " \n", + "\n", + "def get_data_rows():\n", + " \n", + " results_data = []\n", + " legends = []\n", + " symbols = []\n", + " colors = []\n", + " linestyle = []\n", + " \n", + " for inp_out in [1024]:\n", + " for hardware in [\"Nvidia H100 GPU\",\n", + " \"Nvidia A100 GPU\",\n", + " \"Nvidia GH200 GPU\",\n", + " \"Intel PVC GPU\",\n", + " \"AMD MI250 GPU\",\n", + " ]:\n", + " for network in [\"meta-llama/Llama-2-70b-hf\",\n", + " \"meta-llama/Meta-Llama-3-70B\",\n", + " \"mistralai/Mixtral-8x7B-v0.1\",\n", + " \"Qwen/Qwen2-72B\"]:\n", + " batch_row = []\n", + " for batch in [1, 16, 32, 64]:\n", + " for numhardware in [4]:\n", + " for framework in [\"vLLM\"]:\n", + " throughput = get_matching_row(hardware, numhardware, framework, network, inp_out, batch)\n", + " batch_row.append(throughput)\n", + " \n", + " if all([x is None for x in batch_row])^ True:\n", + " results_data.append(batch_row)\n", + " legends.append(alias_legend[hardware] + \" \" + alias_legend[network]) \n", + " symbols.append(symbol_dict[hardware])\n", + " colors.append(color_dict[network])\n", + " linestyle.append(linestyle_dict[hardware])\n", + " \n", + " x_axis_labels = [1, 16, 32, 64]\n", + " print(legends)\n", + " return results_data, x_axis_labels, legends, colors, symbols, linestyle\n", + "\n", + "\n", + "\n", + "def plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, title, xlabel, \n", + " ylabel, linewidth, markersize, fontsize, legend_fontsize, n_cols_legend,\n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing):\n", + " \n", + " plt.figure(figsize=(fig_plot_length, fig_plot_height))\n", + " plt.rcParams['font.family'] = 'Century Schoolbook'\n", + " \n", + " for i, line_data in enumerate(lines_data):\n", + " \n", + " valid_y_axis = [x for x in line_data if x is not None]\n", + " valid_x_axis = x_axis_labels[0:len(valid_y_axis)]\n", + " \n", + " plt.plot(valid_x_axis, valid_y_axis, color=colors[i], marker=symbols[i], \n", + " label=str(legends[i]), linewidth = linewidth, markersize = markersize, linestyle=linestyle[i])\n", + " \n", + "# for x_value in x_axis_labels:\n", + "# plt.axvline(x=x_value, color='gray', linestyle='-', alpha=0.5)\n", + " \n", + " plt.grid(color='lightgrey', linestyle='-', linewidth=0.5)\n", + " \n", + " plt.title(title, fontsize = fontsize)\n", + " \n", + " plt.xlabel(xlabel, fontsize = fontsize)\n", + " plt.ylabel(ylabel, fontsize = fontsize)\n", + " \n", + " plt.xticks(x_axis_labels, fontsize = fontsize)\n", + " plt.yscale('log')\n", + " \n", + " y_axis_labels = [50, 100, 300, 500, 1000, 3000, 6000]\n", + " plt.yticks(y_axis_labels, fontsize=fontsize)\n", + " \n", + " \n", + " \n", + " def thousands_formatter(x, pos):\n", + " return f'{int(x)}'\n", + " \n", + " plt.gca().yaxis.set_major_formatter(FuncFormatter(thousands_formatter))\n", + " \n", + " plt.legend(title=legend_title, loc='lower center', bbox_to_anchor=(0.5, -1.1), \n", + " ncol=n_cols_legend, fontsize = legend_fontsize, title_fontsize = fontsize, frameon = False, \n", + " handlelength = 2, labelspacing = labelspacing, columnspacing = columnspacing)\n", + " \n", + " plt.savefig(save_pdf, dpi=300, bbox_inches='tight', pad_inches=0.03)\n", + " plt.show()\n", + " \n", + "\n", + "lines_data, x_axis_labels, legends, colors, symbols, linestyle = get_data_rows()\n", + "\n", + "plot_title = \"vLLM: MoE/70B Models on Four GPUs \\n for Input/Output Length 1024 (fp16)\"\n", + "x_axis_title = \"Batch Size\"\n", + "y_axis_title = \"Throughput (Tokens/sec) \\n in log scale\"\n", + "\n", + "linewidth = 2.5\n", + "markersize = 10\n", + "fontsize = 18\n", + "legend_fontsize = 18\n", + "\n", + "n_cols_legend = 2\n", + "\n", + "fig_plot_length = 7.3\n", + "fig_plot_height = 3\n", + "\n", + "labelspacing = 0.2\n", + "columnspacing = 0.5\n", + "\n", + "legend_title = \"Hardware & Model\"\n", + "\n", + "save_pdf = \"70B_Models_A100_H100_MI250.pdf\"\n", + "\n", + "plot_multiple_lines(lines_data, x_axis_labels, legends, colors, symbols, linestyle, \n", + " plot_title, x_axis_title, y_axis_title, \n", + " linewidth, markersize, fontsize, legend_fontsize, n_cols_legend, \n", + " fig_plot_length, fig_plot_height, legend_title, save_pdf, labelspacing, columnspacing)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7420ccd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c2523d56", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a9c95acf", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2dd8dc6f", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/data/Throughput/All_results.csv b/docs/data/Throughput/All_results.csv index 0196ad0..e5768ed 100644 --- a/docs/data/Throughput/All_results.csv +++ b/docs/data/Throughput/All_results.csv @@ -1712,6 +1712,34 @@ Nvidia H100 GPU,4,vLLM,Qwen/Qwen2-72B,2048,1,41.37109545823284,99.0063220379362 Nvidia H100 GPU,4,vLLM,Qwen/Qwen2-72B,2048,16,52.3414384445321,1252.0863382356333 Nvidia H100 GPU,4,vLLM,Qwen/Qwen2-72B,2048,32,65.44973286323172,2002.6361341137497 Nvidia H100 GPU,4,vLLM,Qwen/Qwen2-72B,2048,64,85.14227680036953,3078.8934692766197 + +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,2.008476150998225,127.45981567805345 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,256,1,3.678394772655641,139.1911503914949 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,128,16,4.1604182103571175,984.516409865539 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,256,16,9.36862843768904,874.4076098742925 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,128,32,5.1819398456912795,1580.875163344775 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,256,32,11.994246760984728,1365.988238068805 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,128,64,7.798654060325741,2100.8753399321395 +Intel Max 1550,1,vLLM,meta-llama/Llama-2-7b-hf,256,64,18.662508207043476,1755.8197235049533 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,128,1,1.9594260676725146,130.65050231983855 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,256,1,3.8501614133128896,132.9814376689852 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,128,16,4.585457664293547,893.2587104434743 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,256,16,9.967165799307017,821.8986384845291 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,128,32,5.147350128681865,1591.4984982958233 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,256,32,11.916579132647408,1374.8912181612059 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,128,64,7.715185813314747,2123.604070782683 +Intel Max 1550,1,vLLM,meta-llama/Meta-Llama-3-8B,256,64,18.605946844346665,1761.1573479237588 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,128,1,2.0255657743352153,126.3844419389533 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,256,1,3.7926846219731183,134.99672422898044 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,128,16,4.961787043993051,825.5090280343229 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,256,16,9.609556368668564,852.4847230939371 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,128,32,4.807443611653677,1704.024147083463 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,256,32,11.175277482330179,1466.093349888234 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,128,64,7.297921899318074,2245.0226552206514 +Intel Max 1550,1,vLLM,mistralai/Mistral-7B-v0.1,256,64,17.774440716699853,1843.5460514497681 + + + Intel PVC GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,1,18.744642267934978,13.657235829884018 Intel PVC GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,16,24.706821688916534,165.78417295323192 Intel PVC GPU,1,vLLM,meta-llama/Llama-2-7b-hf,128,32,27.82107778126374,294.4530066163342 @@ -2165,46 +2193,46 @@ Habana Gaudi2,8,Deepspeed,Qwen/Qwen2-7B,1024,16,5.897329950006679,5556.412864429 Habana Gaudi2,8,Deepspeed,Qwen/Qwen2-7B,1024,32,7.008357075043023,9351.121710589738 Habana Gaudi2,8,Deepspeed,Qwen/Qwen2-7B,2048,1,9.716638537996914,421.5449596053813 Habana Gaudi2,8,Deepspeed,Qwen/Qwen2-7B,2048,16,14.28113293898059,4588.991663337745 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,128,1,0.2583,991.2 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,128,16,0.9990,4100.3 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,256,1,0.4545,1126.6 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,256,16,1.6336,5014.7 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,512,1,0.8618,1188.2 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,512,16,2.8166,5816.9 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,1024,1,1.6658,1229.4 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,1024,16,5.3556,6118.5 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,2048,1,3.3564,1191.8 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,2048,16,11.6914,5474.1 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,128,1,0.2568,997.0 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,128,16,2.2799,1796.6 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,256,1,0.4533,1129.6 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,256,16,2.9446,2782.1 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,512,1,0.8575,1194.2 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,512,16,4.3886,3733.3 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,1,1.6557,1237.0 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,16,7.0347,4658.1 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,2048,1,3.3283,1201.8 -SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,2048,16,12.4705,5132.1 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,128,1,0.3879,659.9 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,128,16,1.6981,2412.1 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,256,1,0.6952,736.5 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,256,16,2.8003,2925.4 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,512,1,1.3236,773.7 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,512,16,5.0480,3245.6 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,1024,1,2.5662,798.1 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,1024,16,9.6285,3403.2 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,2048,1,5.1612,775.0 -SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,2048,16,20.3976,3137.6 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,128,1,1.783,143.6 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,128,16,5.743,713.2 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,256,1,3.273,156.5 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,256,16,9.253,885.4 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,512,1,6.316,162.1 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,512,16,16.449,996.0 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,1024,1,12.337,166.0 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,1024,16,30.800,1063.9 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,2048,1,24.343,164.3 -SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,2048,16,64.681,989.5 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,128,1,0.20874103065883887,1226.4 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,128,16,0.5878638268557322,6967.6 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,256,1,0.38283236129804094,1337.4 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,256,16,0.888166097468423,9223.5 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,512,1,0.7771706132361871,1317.6 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,512,16,2.106833320474243,7776.6 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,1,1.4856728327892637,1378.5 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,1024,16,3.6948334573664385,8868.6 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,2048,1,3.1779036387617348,1288.9 +SambaNova SN40L,8,sambaflow,mistralai/Mistral-7B-v0.1,2048,16,11.937340619307832,5490.0 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,128,1,0.21961053444282405,1165.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,128,16,0.554915800739707,7381.3 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,256,1,0.40122247472768596,1276.1 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,256,16,0.8360292691887699,9798.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,512,1,0.8264062626099589,1239.1 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,512,16,1.9934298576469156,8219.0 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,1024,1,1.5842809623269125,1292.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,1024,16,3.5425630824450263,9249.8 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,2048,1,3.2881111021915386,1245.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-8B,2048,16,9.03957295962703,7249.9 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,128,1,0.37317784256559766,686.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,128,16,1.6357827476038338,2504.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,256,1,0.687248322147651,745.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,256,16,2.750839489590329,2978.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,512,1,1.3161953727506426,778.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,512,16,4.981453329279416,3289.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,1024,1,1.7109440267335003,1197.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,1024,16,7.90352146647371,4146.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,2048,1,5.0257668711656445,815.0 +SambaNova SN40L,8,sambaflow,meta-llama/Llama-2-7b-hf,2048,16,19.76357056694813,3316.0 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,128,1,1.633694958519464,156.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,128,16,3.900952380952381,1050.0 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,256,1,3.078773301262778,166.3 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,256,16,4.426433241476198,1850.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,512,1,6.131736526946108,167.0 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,512,16,11.47258595336461,1428.1 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,1024,1,11.8931475029036,172.2 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,1024,16,17.81741069001142,1839.1 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,2048,1,23.855562026790917,171.7 +SambaNova SN40L,8,sambaflow,meta-llama/Meta-Llama-3-70B,2048,16,42.00217906812792,1560.3 Intel PVC GPU,1,llama.cpp,meta-llama/Llama-2-7b-hf,128,1,11.543643478,22.176707 Intel PVC GPU,1,llama.cpp,meta-llama/Llama-2-7b-hf,256,1,23.056763708,22.206065 Intel PVC GPU,1,llama.cpp,meta-llama/Llama-2-7b-hf,512,1,47.236021339,21.678371 @@ -3500,4 +3528,723 @@ Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,128,64,1.194622056093067,13714.79784458592 Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,256,64,2.6042330800555646,12582.59110943359 Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,512,64,5.5271709660300985,11857.060402651407 Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,1024,64,12.956821922096424,10116.060928218149 -Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,2048,64,30.40617926698178,8621.405461641261 \ No newline at end of file +Nvidia H100 GPU,4,vLLM,Deci/DeciLM-7B,2048,64,30.40617926698178,8621.405461641261 +AMD MI300X GPU,2,vLLM,meta-llama/Llama-2-70b-hf,128,1,5.6004650899994886,45.710489376521295 +AMD MI300X GPU,2,vLLM,meta-llama/Llama-2-70b-hf,256,1,8.987423573002161,56.96849556952298 +AMD MI300X GPU,2,vLLM,meta-llama/Llama-2-70b-hf,512,1,19.864360430998204,51.54960833282378 +AMD MI300X GPU,2,vLLM,meta-llama/Llama-2-70b-hf,1024,1,38.20880925399979,53.6002047691557 +AMD MI300X GPU,2,vLLM,meta-llama/Llama-2-70b-hf,2048,1,75.430873117999,54.30137330629187 +AMD MI300X 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GPU,4,vLLM,meta-llama/Llama-2-70b-hf,128,64,12.143052163002721,1349.248918646544 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,256,64,25.020702900001197,1309.6354699131348 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,512,64,53.504656545002945,1224.8653525114669 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,1024,64,119.4529100380023,1097.269208077905 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,2048,64,288.9797756390035,907.136146189943 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,128,128,22.553263536996383,1452.9161132821137 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,256,128,45.8270540490048,1430.0722872109473 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,512,128,96.65962113800197,1356.0160743116003 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,1024,128,213.21179701200163,1229.5004482572979 +AMD MI300X GPU,4,vLLM,meta-llama/Llama-2-70b-hf,2048,128,506.5343061209933,1035.0493415045535 +AMD MI300X 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