api_examples.ipynb

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    "# Functionality walk-through\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "This notebook walks through how to use the functionality of the PPA analysis tool through it's Python APIs.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "While interface.ipynb provides a convenient way for users to get started using the tool, advanced users \n",
    "requiring more flexibility or wishing to automate or batch the analysis may find it better to use the\n",
    "functionality directly through the provided Python functions.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "This notebook aims to help the user understand how to complete an analysis using the tool's Python\n",
    "functions by providing a walk-through of how to use the functions in an analysis pipeline, starting\n",
    "with data loading and continuing all the way through to bill calculation.\n",
    "</div>\n",
    "\n",
    "## Table of contents\n",
    "\n",
    "1. Data loading\n",
    "    1. Load data\n",
    "    2. Generation data\n",
    "    3. Price data\n",
    "    4. Emissions data\n",
    "2. Firming costs\n",
    "3. LCOE calculations\n",
    "4. Contract optimisation\n",
    "5. Battery operation\n",
    "6. Load flexibility\n",
    "7. Bill calculation"
   ]
  },
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    "# Firstly we'll just turn off NEMOSIS warnings to keep things clean\n",
    "\n",
    "import logging\n",
    "\n",
    "logging.getLogger(\"nemosis\").setLevel(logging.ERROR)"
   ]
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    "## 1. Data loading\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "The sections below, Generation data, Price data, Load data, and Emissions data \n",
    "show how the tool's inbuilt functionality can be used to prepare datasets for\n",
    "PPA analysis and modelling. However, the output in the below examples also \n",
    "provides a good guide as to the data formats required by the tool for users\n",
    "wishing to prepare their own datasets.\n",
    "</div>\n",
    "\n",
    "<br>\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Firstly, we define a few common parameters we'll use for the various data preparation steps and import the tool advanced settings, which define where various types of data are stored.\n",
    "</div>"
   ]
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    "from datetime import datetime\n",
    "\n",
    "from ppa_analysis import advanced_settings, import_data\n",
    "\n",
    "start_date = \"2020-01-01 00:00:00\"\n",
    "end_date = \"2020-02-01 00:00:00\"\n",
    "\n",
    "# times need to be given to PPA analysis functions as objects.\n",
    "start_date = datetime.strptime(start_date, \"%Y-%m-%d %H:%M:%S\")\n",
    "end_date = datetime.strptime(end_date, \"%Y-%m-%d %H:%M:%S\")"
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    "### 1.A Load data\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Example load data that ships with the tool can be fetched using get_load_data, \n",
    "as per the example below.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "If the user wishes to use their own data they can store it in the same format\n",
    "as the example data and use the get_load_data function. The expected format is a \n",
    "CSV with two columns, one specifying the datetime and the \n",
    "other load volume in MWh. The datetime column can be in various formats that pandas \n",
    "will automatically pass. Otherwise, the user can create a DataFrame following the output\n",
    "format of get_load_data according to their own methods.\n",
    "</div>\n"
   ]
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       "      <th></th>\n",
       "      <th>Load</th>\n",
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       "                         Load\n",
       "DateTime                     \n",
       "2019-01-02 00:00:00  0.659559\n",
       "2019-01-02 01:00:00  1.430449\n",
       "2019-01-02 02:00:00  1.329035\n",
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       "2019-01-02 04:00:00  1.239689"
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    "load_data, first_load_timestamp, last_load_timestamp = import_data.get_load_data(\n",
    "    load_file_name=\"data_caches/c_and_i_customer_loads/(18) Hospital NQ.csv\",\n",
    "    datetime_col_name=\"TS\",\n",
    "    load_col_name=\"Load\",\n",
    "    day_first=False,\n",
    ")\n",
    "\n",
    "load_data.head()"
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    "### 1.B Generation data\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Generation data in the format required for the PPA analysis tool is prepared by \n",
    "fetching bulk generation data for all generators of the technology types of \n",
    "interest and saving in the parquet file format, then the data is retrieved \n",
    "from the parquet file and filtered to just the desired units. Note, the step to\n",
    "save to parquet is primarily included to speed up repeatedly retrieving\n",
    "data for the same time period, but is also necessary as it processes the data into\n",
    "the format required by other PPA analysis tool functions.\n",
    "</div>\n",
    "\n"
   ]
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>UNIT</th>\n",
       "      <th>CSPVPS1: PHOTOVOLTAIC FLAT PANEL</th>\n",
       "      <th>COOPGWF1: WIND - ONSHORE</th>\n",
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       "UNIT                 CSPVPS1: PHOTOVOLTAIC FLAT PANEL  \\\n",
       "DateTime                                                \n",
       "2020-01-01 01:00:00                               0.0   \n",
       "2020-01-01 02:00:00                               0.0   \n",
       "2020-01-01 03:00:00                               0.0   \n",
       "2020-01-01 04:00:00                               0.0   \n",
       "2020-01-01 05:00:00                               0.0   \n",
       "\n",
       "UNIT                 COOPGWF1: WIND - ONSHORE  \n",
       "DateTime                                       \n",
       "2020-01-01 01:00:00                 82.488179  \n",
       "2020-01-01 02:00:00                 77.129198  \n",
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    "# all_gen_data = import_data.get_generation_data(\n",
    "#     cache='data_caches/gen_data_cache',\n",
    "#     technology_type_s=['WIND - ONSHORE', 'PHOTOVOLTAIC FLAT PANEL'],\n",
    "#     start_date=start_date,\n",
    "#     end_date=end_date\n",
    "# )\n",
    "\n",
    "# all_gen_data.to_parquet(\n",
    "#     'data_caches/examples/gen_data.parquet'\n",
    "# )\n",
    "\n",
    "filtered_gen_data = import_data.get_preprocessed_gen_data(\n",
    "    file=\"data_caches/examples/gen_data.parquet\", regions=[\"QLD1\"]\n",
    ")\n",
    "\n",
    "chosen_generators = [\"CSPVPS1: PHOTOVOLTAIC FLAT PANEL\", \"COOPGWF1: WIND - ONSHORE\"]\n",
    "\n",
    "filtered_gen_data = filtered_gen_data[chosen_generators]\n",
    "\n",
    "\n",
    "filtered_gen_data.head()"
   ]
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    "# And here we can call an extra function to fetch the nameplate capacities of each\n",
    "# generator chosen:\n",
    "\n",
    "from ppa_analysis import user_inputs\n",
    "from ppa_analysis.user_inputs import get_unit_capacity\n",
    "\n",
    "unit_capacities = {unit: get_unit_capacity(unit) for unit in chosen_generators}"
   ]
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    "### 1.C Price data\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Price data in the format required for the PPA analysis tool is prepared by \n",
    "fetching pricing data for all regions using the function import_data.get_wholesale_price_data. If desired, the data can be saved to a file parequet and retrieved again using the function get_preprocessed_price_data, which will be faster if the same dataset is reused.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "Note, if caching is not performed, then the user will need to filter the pricing data\n",
    "to a single region and drop the REGIONID column, as usually this step is performed in\n",
    "get_preprocessed_price_data.\n",
    "</div>"
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       "      <th>RRP</th>\n",
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       "                           RRP\n",
       "DateTime                      \n",
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    "price_data = import_data.get_wholesale_price_data(\n",
    "    cache=\"data_caches/pricing_cache\", start_date=start_date, end_date=end_date\n",
    ")\n",
    "\n",
    "price_data.to_parquet(\"data_caches/examples/price_data.parquet\")\n",
    "\n",
    "price_data = import_data.get_preprocessed_price_data(\n",
    "    file=\"data_caches/examples/price_data.parquet\", region=\"QLD1\"\n",
    ")\n",
    "\n",
    "price_data.head()"
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    "### 1.D Emissions data\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Emissions data in the format required for the PPA analysis tool is prepared by \n",
    "fetching pricing data for all regions using the function get_avg_emissions_intensity. If desired, the data can be saved to a file parequet and retrieved again using the function get_preprocessed_average_emissions_intensity_data, which will be faster if the same dataset is reused.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "Note, if caching is not performed, then the user will need to filter the pricing data\n",
    "to a single region and drop the REGIONID column, as usually this step is performed in\n",
    "get_preprocessed_price_data.\n",
    "</div>"
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       "                          AEI\n",
       "DateTime                     \n",
       "2020-01-01 01:00:00  0.785886\n",
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       "2020-01-01 03:00:00  0.856539\n",
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       "2020-01-01 05:00:00  0.861483"
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    "# emissions_data = import_data.get_avg_emissions_intensity_data(\n",
    "#     cache='data_caches/pricing_cache',\n",
    "#     start_date=start_date,\n",
    "#     end_date=end_date\n",
    "# )\n",
    "\n",
    "# emissions_data.to_parquet(\n",
    "#     'data_caches/examples/emissions_data.parquet'\n",
    "# )\n",
    "\n",
    "emissions_data = import_data.get_preprocessed_avg_intensity_emissions_data(\n",
    "    file=\"data_caches/examples/emissions_data.parquet\", region=\"QLD1\"\n",
    ")\n",
    "\n",
    "emissions_data.head()"
   ]
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    "### 1.E Plotting load and generation data\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Users can access charting functionality to quickly view the average daily shapes\n",
    "of their chosen load and generation. Load data is plotted as an average daily\n",
    "shape for both a weekday and weekend day in each season. Weekend days include all \n",
    "Saturdays, Sundays and regional public holidays. \n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "Average daily generation shapes are plotted for each chosen generator as subplots\n",
    "in the same grid for easy comparison. An average day in each season is plotted\n",
    "to highlight trends in time. All average daily shapes are created using only the \n",
    "timeseries data chosen by the user and sent to plotting functions.\n",
    "</div>"
   ]
  },
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ffDCHHXYYS5Ys6WuxuXLlSnp6ejj00EPp7u7m9NNPZ/HixVx99dX89Kc/xfd9zjrrLFatWgWAUopLLrmEu+++my984Qv86le/Yv/99+eyyy7b4VrtRx55hKuvvpqLL76YSy65BIDFixfzxS9+kXg8zs9+9jPOOeccLr/88n7HFYtFzjnnHFatWsV//dd/ceutt3LOOefw8MMPc/311wPw6U9/mnK5zF//+td+xz744IN87GMfIxwO75YxFUIIMXwNhevmmjVrOP300+nq6uKHP/wh3/ve92htbeWMM86gq6ur3/FXXHEF8+fP58Ybb+Skk07illtu4U9/+lPf49/4xjf44x//yIUXXsgNN9xAOp3mN7/5zW4cUSGEGOSUEGKf8+c//1lNmTJFdXV1KaWU+s///E912mmnKaWU6unpUdOmTVP333+/UkqpO++8U82aNUsVi0V13XXXqdmzZ6v169f3natcLqsPf/jD6qtf/apSSqmnn35aTZkyRT388MP9nvOKK65Qhx56qHIcRyml1NFHH62++c1vqn/84x9q5syZ6rrrruu3/1e/+lV1xBFHKNu2+7Y9/PDDasqUKepnP/uZUkqpt956S51xxhlq3bp1/Y698MIL1fHHH9/382mnnabOOuusvp8XLlyopkyZol555ZVdHzwhhBD7nKFw3bz88svVIYccorLZbN+2np4eNX/+fPWDH/xAKaXU888/r6ZMmaKuv/76fscec8wx6sILL1RKKbV8+XI1ZcoUdeedd/Y97nme+tjHPqamTJnyvsZPCCGGGplRIsQ+aMt66y3F555++mkOO+wwAKqqqpg5c2bfMpeXX36ZefPmEQqFeO6555g+fTqNjY24rovruui6zhFHHNG3/3PPPYemaRx55JF9+7iuyzHHHENHRwcrVqzoi2Px4sVceumlNDQ0cOmll/aLceHChRx++OFYltW37SMf+QiGYfT9PH36dO68805Gjx7N2rVr+de//sWtt97K6tWrsW27b79PfepTvPzyy2zYsAGA+++/n+bmZvbff//dNqZCCCGGr6Fw3Xz++edZsGABoVCo7xyxWIwDDjhgm6Wr77z+jRgxgkKh0Bc/VLrsbKHrOscff/wHG0QhhBhCzIEOQAix99XV1TFlyhReeeUVmpqa2LhxI4cffnjf44ceemjfdN+FCxdy5plnApBKpWhpaWHmzJnbPW+xWCSVSqGUYt68edvdp729nenTpwOVtdRHHXUU//znP7njjjs4++yz+/ZLp9NUV1f3O9Y0zW223Xbbbdx4442kUinq6uqYNWsW4XC4X02Sj33sY1x77bU8+OCDnHfeeTz66KN86Utf2snREkIIsa8bCtfNVCrFI488st3aJjU1Nf1+DoVC/X7WdR2lFFC5/gLbXG+lMK0QYl8iiRIh9lEHHXQQr7/+OiNHjqSqqorZs2f3PXbYYYdx44038vzzz7Np06a+gnTxeJwFCxZw5ZVXbvecgUCAeDxOJBLhd7/73Xb3GT9+fN/3hx9+ODfddBOXXXYZ1113HcceeywjR44EKp/QbVnvvYVSqu8GDuChhx7iBz/4Ad/4xjc49dRT+24EL730UhYtWtS3XzQa5YQTTuDRRx9lypQpFAoFTj755F0ZLiGEEPu4wX7djMfjHHLIIXzhC1/Y5hymufO3/FsSJJ2dnYwaNapveyqV2ulzCCHEUCdLb4TYRx1yyCEsXryYF154gYMPPhhdf/vtYL/99iMajXLnnXdSXV3NjBkzAFiwYAFr1qyhubmZ2bNn9/334IMPcs8992AYBgsWLKBQKKCU6rfP8uXL+cUvfoHrun3PU1dXB8C3v/1tDMPgmmuu6Xvs4IMP5t///ne/rjRPPfUUjuP0/bxw4UISiQTnn39+X5Ikn8+zcOFCfN/v93o//elPs3z5cn77299yyCGH0NjYuPsGUwghxLA32K+bCxYsYOXKlUyfPr3vHLNmzeI3v/kNjz322E6/zoMOOghgmyLoTz755C6PmRBCDFWSKBFiH3XggQdi2zZPPvlk3zrrLSzLYsGCBfzjH//gkEMOQdM0AM4991x83+fcc8/lkUce4bnnnuPqq6/m97//Pc3NzQAceeSRHHjggVx88cXceeedvPDCC/zv//4v11xzDbqubzP9F6ChoYHLLruMf/7zn/zlL38B4JJLLqFQKHDeeefxj3/8g3vuuYerrrqqX82SOXPmkMlk+MEPfsALL7zAQw89xFlnnUVnZ+c2bX/nz59Pc3MzL774IqeeeupuHUshhBDD32C/bl588cWsW7eOCy+8kMcff5ynnnqKr371qzz88MNMmzZtp1/n+PHjOe2007j++uu5+eabeeqpp7jiiitYtmzZ+x06IYQYciRRIsQ+KhaLMXv2bBzH2eaGDyrTex3H4ZBDDunb1tjYyN13383o0aO55ppruOiii3jjjTf43ve+x7nnngtU1jnffPPNnHjiidx0002cd955fS0Pt7Ts3Z4zzjiDOXPm8L3vfY+enh6ampq4/fbbMQyDyy67jF/+8pd885vfJJlM9h1zyimncMkll/Doo49ywQUX8LOf/YwDDjiA//7v/yaVSvW1XtziqKOOIplMcuyxx37A0RNCCLGvGezXzWnTpnHHHXegaRpXXnklX/va1+jo6OAXv/gFH/nIR3bptf7Xf/0XF1xwAbfffjtf+cpXKJVKXHTRRbt0DiGEGMo0taVykxBCDGNKKU488UQOO+wwrrrqqoEORwghhBBCCDFISTFXIcSwlsvl+M1vfsOiRYtobW3t1yFACCGEEEIIId5JEiVCiGEtFApx99134/s+1157LWPHjh3okIQQQgghhBCDmCy9EUIIIYQQQgghhOglxVyFEEIIIYQQQgghekmiRAghhBBCCCGEEKKXJEqEEEIIIYQQQgghekmiRAghhBBCCCGEEKKXdL0BPM+nuzu/W86l6xo1NVG6u/P4vtTJ3d1kfPcsGd89S8Z3z5Lx3Tn19fHdch65dg4dMr57lozvniXju2fJ+O6c3XXtFEOHzCjZzXRdQ9M0dF0b6FCGJRnfPUvGd8+S8d2zZHyHLvm327NkfPcsGd89S8Z3z5LxFWL7JFEihBBCCCGEEEII0WvAEyWpVIrvfOc7HHHEEcybN48zzjiDl19+eYf7r1+/ngsvvJB58+Zx2GGHccMNN+B53l6MWAghhBBCCCGEEMPVgCdKLr/8cl599VWuu+467r33XqZPn855553H6tWrt9nXcRzOO+88AO6++26uueYa7rrrLn7xi1/s7bCFEEIIIYQQQggxDA1ooqSlpYVnnnmGa665hgMOOIDm5mauvvpqGhoaeOihh7bZ/29/+xsbN27kRz/6EVOmTOHYY4/l8ssv57e//S22bQ/AKxBCCCGEEEIIIcRwMqCJkurqam6++WZmz57dt03TKgWFMpnMNvu//PLLzJw5k2Qy2bftoIMOIpfLsWTJkr0SsxBCCCGEEEIIIYavAW0PnEgkOPLII/tt+9vf/kZLSwtXXXXVNvtv3ryZESNG9NvW0NAAwKZNm5g7d+77jsU0d0/OyDD0fl/F7iXju2fJ+O5ZMr57lozv3ifXzqFBxnfPkvHds2R89ywZXyG2b0ATJe/0yiuv8O1vf5uPfOQjHHXUUds8XiqVSCQS/bYFg0EAyuXy+35eXdeoro6+7+O3J5EI79bzif5kfPcsGd89S8Z3z5Lx3Tvk2jn0yPjuWTK+e5aM754l4ytEf4MmUfL4449zxRVXMG/ePH7yk59sd59QKLRNLZItCZJIJPK+n9v3FZlM4X0fvzXD0EkkwmQyRTzP3y3nFG+T8d2zZHz3LBnfPUvGd+fsruSGXDuHDhnfPUvGd8+S8d2zZHx3zu7+YEAMfoMiUXL77bfzve99jxNOOIEf/vCHBAKB7e43YsQIli9f3m9be3s7AI2NjR8oBtfdvW8Mnufv9nOKt8n47lkyvnuWjO+eJeO798i1c2iR8d2zZHz3LBnfPUvGV4j+Bnwx2p133sl3v/tdzjrrLK677rodJkkADjzwQN566y1yuVzftueff55oNMq0adP2RrhCCCGEEEIIIYQYxgY0UbJmzRquvfZajjvuOC688EI6Ozvp6Oigo6ODbDaLbdt0dHT0Lbc59thjqa+v5+tf/zpLly7l8ccf57rrruOLX/ziuyZYhBBCCCGEEEIIIXbGgC69+dvf/objODz22GM89thj/R475ZRTOOWUUzjnnHP43e9+x4c+9CGCwSC33HIL/+f//B8++9nPkkwmOfPMM7n44osH6BUIIYQQQgghhBBiOBnQRMlFF13ERRdd9K77LFu2rN/P48eP59e//vWeDEsIIYQQQgghhBD7qAGvUSKEEEIIIYQQQggxWEiiRAghhBBCCCGEEKLXoGgPLIQQQ51SPgoPpXx8vN7vPRR+31ddKYxyCNuz0IkOdMhCCCGEEEKI7ZBEiRBCvAelPGw/i6fsvgSIrxx8HHzl4ivn7aRI338eoFBK9Z3HMDTcQpBi2SdAHWGzgYAeH7gXJoQQQgghhNiGJEqEEGIHXL9A2U9TdDtwVBal/L7HNE1HQ0fDqHyv6eiYfduh93FN6zvGMHRiwTBOsYe8s4mi10HYqJeEiRBCCCGEEIOIJEqEEGIrvnKx/TQlr4uyl8JVJUwtRFCvQtc+2Fumr1yU8jH1EBEzgOuXyLuSMBFCCCGEEGIwkUSJEGKfp5TCUTnKXpqS246jCmiahqXFCBpJlPIpeJtx/QKuKuGpMt7WX/1y7/atHyvh+uV+Pys8gu1JxkaPY0TwcEw9hKmHJGEihBBCCCHEICKJEiHEPsvzy9h+mqLXie2n8ZSDpUcJ67Vomk7BbWNd4a+0FZ+n7Pfslucse2lWZu5hrfYoYyLHMDpyNJYelYSJEEIIIYQQg4QkSoQQ+5QthVlLXjdlrxtXFdE1C0uPEdICOH6ejcWnaCs9R8ZZ03ecrgUJ6kkMLdj7X6jvq6mH+v3ct10LYmz1WMAMk9PeYmn7gxS8NtbmH6K18Bijw0cxJnosAT0uCRMhhBBCCCEGmCRKhBD7BMcvVGaPuB04KoNS9M4eqUfh020vpq34HJ3lN1C4vUfp1ARmMiJ8MLXBORia9YFiMHSdcYkjqGI+mwsv0ZJ/lLy7gXWFv7K+8ASjIkcwNnIcQaN6q4TJRkmYCCGEEEIIsRdJokQIMWwppXqX1rRT8nrwVLm3MGsNumaQc1ppKT1HW+lFHD/bd1zUHMOI0EE0hBYQNJK7PS5N02kIHUh9cD5d5UW05B8h665lfeEJNhT+xcjwIYyNHk/YqJOEiRBCCCGEEHuZJEqEEMOS7WcpuG2UvHaUUpWlNUYVtpdhQ+FJNpeeI++u79vf0uI0hhfQGDqYuDV2m/Mp5ePjAgqlVOUrfu9XAL9ve2XbVl9V5SdDaWh2ENvT0VUYTdOpC82lNjiHHnsJLflHSDsr2Fj8NxuLT9MY+hDjoycQMUdskzCJGiOIWePQNH3PD6YQQgghhBD7EEmUCCGGFccvUHQ3U/Da8ZVL0EiiodFZfoO24nN02YsBHwANk9rgHEaED6ImMAtdM7Y5n+uXcFQOpRS6ZqGhoaH3Hq+BpqOjAQF0XQN0NM1AxwB0dHTAQNd1TMMgFgrSVmih4HZgaiEsPYauGdQEZ1ATnEHKXk5L/lF67LdoKz1HW+l56oPzGR/9KDFrTG/CpEjWXY+mWcSs0XtraIUQQgghhNgnSKJECDEsuH6JotteaeOrSgT1JB5FVmfvo630Aq4q9O0bN5sYET6YhtCBWHp0m3P5ysNVeVy/iK4FCRv1hIxaTC1SSZJolWSJhgZoOz2rwzR1qkJR3FCcvNbVO+OlC10zCegJdM2kKjCFqsAUMs5aWvKP0FV+nY7yy3SUX6Y2OJfx0Y+SsJpRKHJuC4YWIGzW765hFEIIIYQQYp8niRIhxJDmqTJFt5OCuwlXFbD0OAHNoCX/FzYU/omPA0BAr2JE6CAawwcTNUds91xvzx7xsfQYCWsiQaMaS4/s1pgNLUDEbCRk1FL2UxTd9t72wxoBPY6hBUhYTcyuupics56W/KN0lBfSVX6drvLrVAemMyl+OpYWIeOsQdcsgkbVbo1RCCGEEEKIfZUkSoQQQ5KvXEpeJ3lnE46fxTKiWCTYUHiC1sJjeKoEQMKaSFP0RKoD07c788NXHq6f720TvGX2SF3fDI89SddMwkYdIb0G209T8Nope92UldfXKjhmjWFm1QUU3I/Tkv8rbaUX6LGX8HrP9cyr+RagyNhrqApO2e7sGCGEEEIIIcSukUSJEGJIUcqj5HWTdzdh++lKFxujio3Fp1iXfxRH5QCImWNpjp1MTWAWmqZtc55tZo+Ye2b2yM7QNJ2gUU1Ar8IxshS9DopeJ7abxtJjmFqEiDmC6clzaYqdxKKe/6HgbWJR6n/Yr+oKHJUjY6+mKjAFQw/u9fiFEEIIIYQYTiRRIoQYEpTyKfs95J1NlP0eDC1ASK9mc+kFWvJ/6V26AmGjkebYJ6gPzttmBslAzh7ZGZqmETASBIwEEX8EJbeLotdOwWvHMsJYWoywUcfs6q/wSvcPybvrWZK5hVnJiyj53WScNSQDkwbFaxFCCCGEEGKokrtpIcSgppSqLEtxN1Hyu9AwCOrVdNmvsSb3Z4peOwBBvZqm2Ek0hg7epnvNtrNHJhE0qgZk9sjOsvQoViBK2G+g5HVTdDdT9DsxtABBvZrZVZfwWvdP6LbfZGXuT0yMfZai246uWSSsJrTtdPARQgghhBBCvDdJlAghBi3bz1JwN1PyOlBAQEuScpaxJvcgObcVAEuLMS76UUZFjsTQrH7Hu36Rsp/B0IKEjQZCRu2gmT2ys0w9REwfRdiso+ylesejm6BexfTkeSxO38TG4r8IG/WMihxJ3t2IrgWImWO2u+RICCGEEEII8e6Gzl8LQoh9hq9cCm4beXcDnnIIGgmyTgtLc78m7awEwNBCjI18hDGRD2PqoX7Hb0mQmFqIuDmOsFk/5AudVjrlNBAyaih7PZVlNtZEJsY+xarcPazK3UvIqKM6MI2cu66vs44QQgghhBBi10iiRAgxqNh+lpzTSsnrwtKj2H6axak76bYXA6BjMTpyNOOix2PpsX7Hbj2DJG6OJWw2DPkEyTvpmknYrAcg5SynMXQIRa+DjcV/sSR9K/vV/Acho76vbXDIqBngiIUQQgghhBhaJFEihBgUKrNI2sm76/GVjVIeyzO301F+BQANnZHhwxkf/RhBo6rfsa5fxPaz6Fpg2CZI3ils1uOpMhlnDRNip1Dyuui232RR6hfMq/kWOgYZezV60CKgxwc6XCGEEEIIIYYMSZQIIQac7WfJO+speh2YWoQu+w1WZ+/HxwE0GkMLaIp+vG8mxRauX8L2M301OSpLbGLbf5JhKGqOwlNl8s56piW+yOup68i761nU8z/sX3MlriqSsddQFZiMqYcHOlwhhBBCCCGGBEmUCCEGjFIeBbednNuKp2yUUizO3NhXh6QqMI1J8c8SM0f3O27rBEnUHEXEbNynEiRbaJpO3BqPj0vRbWN28mJe6fkRBW8Ti9M3MTv5Fcp+T1/bYEMLDHTIQgghhBBCDHqSKBFCDAjHz5FzWntnkYTptt9kdfY+fGx0LcjE2KcYFT6iX+eWtxMk1j6dINmarpnEzfF4vo3jp5ld9RVe7fkxKXspK7J3MTl+JkWvE90JkLCahlTHHyGEEEIIIQaC3DELIfYqpTyKXgdZpxVPlVEo3kr/LylnOQBV1lSmJs8hbNT1HfPOBEnYbJC6G1sx9RDJQDOp8jJ0zWRm8gIWpX7B5tIzhM16xkaOpeBuQsckbo2XtsFCCCGEEEK8C0mUCCH2GsfPk3PXU3TbMbQQPfZbrMrdi6/K6ASYGD+VUeEj0TQdAE+VKXtpSZDsBEuPEQ80k7KXE7eamRw/nRXZu1iTe4CQUUdtYDY5t7VSz8UaNdDhCiGEEEIIMWhJokQIscdVZpF0knNacVURUCzJ3ErKXgpA0prMtMTn+4q1KuVT9lMAkiDZBSGjhoTVTNpZSWPoIIpeO+sLT7A0/Rv2q76MiDmSnNuCoQf6zdgRQgghhBBCvE0SJUKIPcrxC+Tc1r5ZJCl7Katy9+CpMjoWE+KnMjp8VN8sEtcvYnsZAkY1cWsMQaN6gF/B0BI2GvD8Mll3LU3Rkyl5XXSWX2NR6pfMq/kWhhYkY6/BCFgEjORAhyuEEEIIIcSgI4kSIcQeoZTfO4tkXe8sElia+TU99hIAEtZEpiU+T8RsBMBXHmW/Bw2DuNVE1BqJrlkDFv9QpWkaMWs0HjZ5dyNTE5+n3NND1m1hUernzKv5Jp4qk3ZWU6VNxdIjAx2yEEIIIYQQg4o+0AEIIYYf1y+RdlaSspej8Ek7y1nY/T167CXoWEyMfZr9q6/oS5I4foGS10lAS1IdmEY8ME6SJB+AphnErXGEjTocP8es5MUE9RqKXjtvpn6FpcVx/DwZezWeKg90uEIIIYQQQgwqkigRQuxWnl8mba8i724GFMsyv2VZ5vd4qkTCauaA2v9kbPQ4NE3HVx5FtxNP2cStCVQHpxE0qgb6JQwLhlZpBxzQ4/iax+zqr2BoIdLOSpZlf09Ir6Hsd5N1WlHKG+hwhRBCCCGEGDRk6Y0QYrfx/DJpZxUlr5OMs4qVuT/hqSIaJs2xkxkbObavFonj53H8PCGjlpg5hoCRGODohx9Tj5CwJpCyl/e2Db6QRamf0156kbBRz/joRym4GzG1EDFrzECHK4QQQgghxKAgiRIhxG7hqTIZZzU5p5W1+Yfott8EIG42MS15LlFzJFCpRVLyuntnPEwgYjaia/JWtKcEjATxQBNpewVxazyT42exPPt7WvIPEzbqqQ3OJee2YuphQkbtQIcrhBBCCCHEgJO/ToQQH5inbDL2arJOKyuyd5F116Jh0hT7OGMjx6FrBgC2n8P184SNeqLWGGn5u5eEjTo80ybjrKYxfCAlr4N1hb+yLPN79quuJ2TUkrVbMIJhKe4qhBBCCCH2eVKjRAjxgfjKIeOsIeus60uSmFqUeTXfZHz0BHTNwFcOBbcDpXySgclUBaZIkmQvi5ojiJmjKXtpxkdPpD44H4XH4vTNoDQcVSDrrMVXzkCHKoQQQgghxICSRIkQ4n3zlduXJFmZ+wNZdw2mFmFu9deJW+MAsP0MJa+HsFlPTXAGUXMkWu8ME7H3aJpOzBpLxGyk7PcwNf45IsYobD/NW5n/JaAnKbmd5Jz1KKUGOlwhhBBCCCEGjCRKhBDvSyVJspas3cLK7N1knNW9SZLLiFvj8JRDwW0HpVEVmEKVNQlLjw502Ps0XTOJm+MJ6jXYqsDM5IV9nXDW5O8naFaRc9dT9NoHOlQhhBBCCCEGjCRKhBC7zFcuWaeFrLOWlbk/kHFWYWhh5lRfStwah+PnKHs9RMxGqoMziJiNMotkkDD0IIlAM5YWwdADTE98AYANhX/QWXodU4+QdVqwvfQARyqEEEIIIcTAkESJEGKXbEmSpJ01rMz+gbSzEkMLMbf6UhJWE7afw1NlkoFJJK1JUhx0ELL0KIlAMxoGicBExkU/CsCyzO+xvTQKl4zTguuXBjhSIYQQQggh9j5JlAghdppSHjlnHRlnLauyfyTtrMDQQsypupSE1Yzt5/CVTcKa2FuLRN5iBqugUUXcGo+nSoyLHE91YDo+NovTN2IQxPZT5Nx1+Mod6FCFEEIIIYTYq+SvGCHETlHKI+usI+Os6U2SLMfQgsyp+hrJwARsP9uXJImYjQMdrtgJYaOBqDEG288wLfEFgnoNRa+dpZnfEtSrKbht5N1NAx2mEEIIIYQQe5UkSoQQ70kpn5yznoyzhpW5P5FylqFrQWZXfY1kYGJvksTtTZI0DHS4YidpmkbMGkPYqMdTZWYmL0TDpMt+g9bCYwT0OHm3lZLXNdChCiGEEEIIsddIokQI8a62JEnSzipWZf9Eyl6KToA5VV+hKjAJ28/gK5ekNUGSJEOQrpnErfFYeoyAkWBK4kwA1uYfIu2sQsMkY6/B8XMDHKkQQgghhBB7x6BKlNx0002cffbZ77pPV1cX//Ef/8FBBx3Ehz70IS677DLa2tr2UoRC7FuUUuTcDaSd1azK3UOPswQdi9nVX6EqMKU3SeKRtCYQliTJkGXqERJWM6BRF5zLyPDhgGJJ+lZ8HFxVImOvxVP2QIcqhBBCCCHEHjdoEiV33HEHN9xww3vu9/Wvf52NGzdy2223cdttt7Fx40YuueSSPR+gEPsYpRR5dwNpeyWrcn+ix36rL0lSHZiK7W1JkkyUJMkwsKW4q+MXmRA7hbjZhKsKLE7dSECPU/K7yTmtKOUPdKhCCCGEEELsUQOeKGlra+Oiiy7iJz/5CU1NTe+6byaT4cUXX+SCCy5g+vTpzJgxgy996UssWrSIVCq1V+IVYl9QSZJsJO2sZHXuXnrsxZUkSdUlVAemUfbS+GxJktQPdLhiN4kYjcTMUThejunJ87G0ODm3lRXZuwnqVeTdTRQ8mcEnhBBCCCGGtwFPlCxevBjLsvjzn//M3Llz33XfUChENBrlgQceIJfLkcvlePDBB2lubiaRSOyliIUY3pRS5J1NvTVJ7qXbfhMNk1lVF1MdnE7ZS6NQJAOTJEkyzGiaTswaS8isA2B68jxAo630HG2l57H0CFmnhbKXGtA4hRBCDG5KKWw/S97dSN7dUEm0u20U3XZKXhclr5uyl8L2Mjh+Dscv4PolPGXjK1dmLwohBpw50AEcc8wxHHPMMTu1byAQ4Ac/+AHf+c53OOCAA9A0jYaGBm6//XZ0fcBzPkIMCzl7Myl7Bauz99BtL+pNknyZmuCMviRJVWASIaN2oEMVe4CuWcStJjy/hGGOYELsFFbn7mNl9g/EzDEEjWoyzhqqtWmYenigwxVCCDGIeKqM7WUoeZ2U/TS+sql8Lqu22VfTNEBDQ3/H18r3mqYDBpZpoYpVlL0QuoqhawP+54sQYh8wpN5plFIsWbKE/fffn/PPPx/P87j++uu5+OKLueuuu4jFYu/73Ka5exIthqH3+yp2LxnfPausOkkX17Aqey9d9htomMypuZi60GzKXgrD0HpnktQNdKhD0lD5/TWJoRkT6CkvZXT0cHJuC+2lhbyVvpkD6/4TT+UpqFaqjEmD6oZ1qIzvcCLXzqFBxnfP2tfHVykf289S9ropel04XgFDtwhZcQwt8J7HKnwUClTv196fK495eJTJlgvk7RIGEUJGHSGjCkuP9SZTxAexr//+CrEjg+cOdyc8+uij3H777Tz55JN9SZEbb7yRo48+mnvuuYdzzz33fZ1X1zWqq6O7MVJIJOST1j1Jxnf3KzidZPLreLP9TjpKr6Fh8KExlzIitj9FpwdLC1EbnkLEkiTJBzU0fn+jREsaXcUVzI9/kafWbSJnb2RJ9hYOHvsNSk43RqibZKip91PBwWNojO/QJ9fOoUfGd8/a18bX8YqUvRQ5u52ym8Y3PeJGDEuv2yMJjLDlY3t5XG8zJa0TZSaIWg2EzCSWEdntz7ev2dd+f4V4L0MqUfLyyy/T3Nzcb+ZIMpmkubmZlpaW931e31dkMoXdESKGoZNIhMlkinierK/c3WR894yyl6K7vIzl6bvoKL2ChsHsmouI+tPo7NkEaFQFJlL2wpTJD3S4Q9ZQ+/1VKgl2DSl3AzOTF/Jy57V0FZfyxoa7aY5/gg35FRSC2qCpVTPUxneg7K7khlw7hw4Z3z1rXxpfX7nYfpaS20XJ78b1S5haEEuPomsWZaBMebc+p65rRGMhCnkb3zeBJL5yKPhddKqNGFqQgJEkbNQRMBLvOYtF9Lcv/f5+ELv7gwEx+A2pRMmIESN4+OGHKZfLBINBAAqFAuvXr+cTn/jEBzq36+7eNwbP83f7OcXbZHx3H9vPkiqtYGX+nreTJNUXUmPNoWB3ATrJwERMqmXMd5Oh9Psb1sdQVgXKfoppiXNZnL6JdfnHiJlNVFlT6CmuQQUDBPT4QIfaZyiN71An186hRcZ3zxrO4+v4ecpeipLXgaNyoDQsPUpQq0NDQ/ngsadee2V2iu+rrf6QNzBJYGrg+iUKXic51YaphQkZdQSNKgJ6HE0z9lBMw89w/v0V4v0Y1IkSz/Po7u4mHo8TCoX45Cc/ya233srXv/51Lr30UgBuuOEGgsEgp5566gBHK8TQ4/gFMvYq1uQfpL30AqAxf9RFJNmvN0likAxMJGTUDHSoYoAYWoBEoIme8lIS1kTGRj5Ca+HvLM38jvk130InQNZeS3VwGrpmDXS4QgghdhNfOdh+hqLXSdnrwVc2phYmqNegv0sCwvWLtJdeYmPxKXJuKzommmaiaxY6vV81E53er5qFtt3tle8Nw6JRn0pYTQK2Xepp6iFMQijl46oiOXc9eW89lhYjZNQTNJKYWnTQLRMVQgxugzpRsmnTJj784Q/z/e9/n1NPPZWGhgbuvPNOfvzjH/P5z38eXdc54IADuPPOO4nHB8+nmUIMBa5fImOvYm3+ETaV/g3AtOTnGJM4mI6eDYBBVWASQaN6YAMVA87SYyQCzaTsZYyLHE/WbSFlL+PN1I3Mq/4mZa+HnLOBuDVebkSFEGKI85VLwW2n6G7GUXl0zcDSYxjaju8HlFJk3bVsLDxFe+klfOy3z4cDysFTxfcd05rsQwT1KhpDBzEifAgRs3GbfTRNx9KiWHoUX3m4fp6MsxrdtQjqSUJGLUGjWpL6Qoidoimltu3XtY/xPJ/u7t1Td8E0daqro/T05GX62h4g47t7eMomba+kJf8oLfmHAJgQO5XmxEcxwwXyeZe4PkGSJLvZUP/9zTnrKzedmsWr3T+i7PdQF9yPqfHP41GkKjB1QNtGD/Xx3Vvq63fPBwty7Rw6ZHz3rOEyvkopyn43eWcjJb8HS49gadF3Lczq+HnaSi+wqfg0eXdD3/aIMYKR4cOpC+2HhoavXHzl4NP7Vbn4OKh+2/vvo3r38VSRLvsNbC/Xd/6kNYkR4UOpD87D1EPv+ro8ZeP4OXzlEjFHkrSaZUnOVobL7++etruunWLoGNQzSoQQu5+vXLLOWjYU/kFL/i8AjIt+lHHR4yl5PSS0KNWBZgyVGOBIxWATNUfiqhIFdxMzkl/itZ6f0ll+jbjVzIjQh8g667C0GIYeHOhQhRBC7ALHz5N3N1H02tDQiRj1O0yQKKVIOyvZVHyajtLCyowRQMeiPjSfkeHDSVoTd9sMQ8PQicYt1rQ/z4b803Tbi0k7K0k7K1mp3U198ABGhg8lYU3Y7nMaWgDDqMFTDgV3E6YWImaN2S2xCSGGL0mUCLEPUcoj67SwIf8vVufuAxSjwkfSHD2ZspfGMDRqwpMpeyH5VEFsQ9MM4tZYPL+Ihs7k+Oksz97OmtyDVFmTsfQYOXc9Cat5j7SGFEIIsXv5yqHgtpN3N+KpEkGjaoddY2w/R1vxOTYVn6bgbe7bHjVHMzJ8OI2hBVj6nukMomsmDeH51Ab2p+z1sLn0PJuLz1L02tlceobNpWcIG42MDB9KY+gggkZym3MYmtV7nWrF1MMDOgNSCDH4SaJEiH2EUj5Zp5VNxWdYlfsjCp+G0AImx0/HUVkUPsnAFCJWrbQAFjtkaEHigSZS5WXUBubQEDqQ9tJLLMn8mv2rv0ne3UhAjxM2GwY6VCGEEDuwZZlNztmI7fdg6TGCxrbv20r5pJzlbCo8TUf5VRQuADoBGkIHMipyOHGzaa/Wpwoa1YyPfpRxkRNIOyvZXHyG9tJCil4bq3P3sTr3ALWBWYwMH0pNcHa/wrOWHsH3bLL2WoxgaI8ldoQQQ58kSoTYByilyLkb2Vx6jhXZO/BxqA3MYVriXBxVwFcuSWsiYbNuoEMdlJRSuI7C97ZseOfj2xywvd0wDEVAd/HcoV0aKqDHiVvjSTnLmRA9hbS9mpLXyercfUyMnUrWWYepx7D0yECHKoQQ4h0qy2w2UvTa0TAIb2eZje1l2Fx6lk3FZyh67X3bY+Y4RoUPpyF0IKYe3tuh96NpGlWByVQFJjMpfjrtpZfZXHqGjLOaLvsNuuw3sPQ4I3oLwEbNUQAE9CRFr4us00IyMGmHM2iEEPs2SZQIsQ/Iu5toL73A8szv8VSZKmsqM6q+hKdKeKpE0pokMwDeQSmFU1Y4JUUx7+GUFL6n3rHPOw7SANX3ZatvKgxDo5TWKds2wSiEYwZWcGguUQkZdcT8Ilm3hWmJc3g9dQNtpeeoDc4kZo4n57ZSZU2SgnlCCDFIVJbZtPUusylvd5mN65doyT/M+sITKCqfDhhaiMbQAkaGDydujdvF53RRvHMp73t/WLB1rwml6Xj+u19LTD3EqMhhjIocRt7dxObis2wuPY/jZ2gtPEZr4TES1kSmJ75A2KwnbNRQ8DownKAsFxVCbJckSoQY5gpuO53lV1ia+S2uKhA3m5hVdTFKubiqSNxs3m6bvX2R71cSI3bJo5TzscugfB/d0LECGnq4/9TiXZ1qbBg6sbhBuQPSHR75tE84phOOGQTC2pBqratpGlFrFB4lQDEu8lHWFR5hWeYO5tdcRdFtw9LixKxRAx2qEELs05TyKfuVNu62n+pdZpN8xz6K9vLLrMreg+2nAIhbzYwKH059cP57dpZ55/M5qoDj5zE0C40PmDBXOrbnkXdz6CqIqUX7Lad5p6g5konxT9Ec+yTd5TfZVHqGrvIiMs4q3kz/knk138LQgoSMavLuJkwtQtQa+cFiFEIMO5IoEWIYK3lddJZeY0n6Nhw/Q8QYxZzqrwJg+1kSVjNRc9++OfBchVPyKRd9Snkf167cMBqmRiCkYZi7921S0zQCIR3DAtdR5FOVhEkoqhNJ6AQjOro+NBImumYSM8fh+HlGhA+lx1lC1lnDsszvmJm8kLy7noARJ6BLSz0hhBgIjp/rXWbTscNlNnl3Iysyd5NylgGVGYOT46dTG5y9S8/l+iUclUMpH0uLkrCaCRpV6Fj99tN4j2vcOx42DZ1EzILSJnL2ZkpeFxo6lh7F0EI7/JBB1wzqQnOpC82l6HXyavcPybsbWZr+HTOS52NoASw9QtZtwdRDBI3qXXq9QojhTRIlQgxTZS9FZ2kRSzK3Uva7CBl1zK2+FF2zKHtp4uZ4ouboITWLYXdxbYVd9rELvckRp7JexrQ0glENXd+5Kbi+X6lb4nsK31V4W77f6qvnqr7vlYLaBkWkpnK8aWmYloHnKkp5j2LWIxjWiCRNQlEdwxz8/zamHqrUK7GXMSV+Fq/1/Ji0s4JNpadoCC4ga6+jOjgVXZPLjRBC7C2esim47RT6ltlUY2j9ExauX2Rt/i9sKPwDhY+OxbjoRxkb/cg2++6IrzwcP4enyuhagJBRR9ioI6An0HfyHO/F0HUCRpR4QCeo1WP7GcpeDyWvC9vPYGhBLD36rs8XNuqYkbyQ13t+Skf5ZdYXmhgbPQ5Lj+J5ZTLOWqq1IKbU1hJC9JI7VyGGIdvP0l1azJLMLRS9NgJ6FXOrL8PUI5S9HmLmOGLWmH0mSaKUqiRHSqp3SY2P5yg0DcyARjiub3csfF/Rs9mlba1NarOD62xJgLyd+Nh1eaJJg/GzQoycGEA3NAxTIxwz+pb+dG9yCAQ1IkmdUHTw1zEJGTVEjdFkVQsTY6exPPs71uYeImlNReGRdzYSD+zaunYhhBC77u1uNuuxvTSWsYNlNqUXWZW7B9vPAFAX3I+J8c8QNt67qLtSCk+VcPwcaBqWFiNmjSWgJ/d4EW9dMwkZNZXrjj8K289QdNsp++nKTBY9iqmFt1tzpCowiYnxz7IyezercvcSs8ZSHZhGUK+m6HX0FnedLIl9IQQgiRIhhh3HL9BTXsJb2VvIu+sxtShzqy8loCcped3EzTHErbH7ROEypRSlvE8+5WGXFJ6rMAwwgzqB0PZrgvi+omdTJTnS3mLjlHcuG6LpYJgaugG6UflqGFv/rGEYGj1tDvm0x1vP5Fn1aoFxM0KMnhrEClSW3AQjGoHeQrLpDo9cqreOSdzYYcyDQdQahaNyJC2N+uB8OsoLWZb5DftV/wd5byMBLy7TmoUQYg/ylE3e2UDe24iOQdjcdplNztnAiuxdpJ0VAISNBibFT6M2OGsnzu/g+jk85WBoISLmSEJGLQE9PiCFu009jKmHCRv1OH6WstdD0euk6HegaxaWHtumWO3o8FFknbW0lZ7nrdT/Mr/2/+tNvNRS9DownDBxa/ygvdYKIfYeSZQIMYy4folUeTlL0r8m66zB0ELMqf4aYaOektdNzBxNzBq3T3QisYs+uVRlOYuma1hBjVB0+8kh36/M4mhb49Cxrn9yxApqNIwPUD/OIhjW0bdKhhhbJUV25qbKMHTCoQBvvZhi7ZtFygXFipeLrHm9xJhpQcbNCBGM6L11TDQCocoyoVzP4K9jomsmcWscrl+gOfYJMs5qil47a3J/pil2ElmnFVOPYGjBgQ5VCCGGHdvPkrVbKPndhIyqbd5rXb/Imvyf2VD4J/Qusxkf+xhjI8e965IVpXxcVcDxC+iagaUliFv1BPTkLhV43ZM0TSdgJAkYSSKqMsuk5HZQ9tOUVU8lodJbAFbTNKYkziLvbiTnrmNx6kb2q/kGhmYRNKrIe+sx9bAUuRdCSKJEiOHCU2XS9kqWZH5NylmKjsXsqkuImWMpep1EzRHErfHDfkpppUCqSz7j43uKUERHN7Yzc8TrTY6stWlvcXDtbZMjjc0BqkeY7z8poXzwXDTfA89Dw8dSASZM8RkzOcbmFp+1i4rk0z5rF5VoWVxi1KQg42eFiCYrySwzoGEGtq1jEqsxCccGV8LL0mPErHGVeiWJs1mU+jmbS89QE5hBzBpLzllPwpogn9QJIcRuopTfu2xkHb6yibyjWKtSirbS86zK3YfTt8xmHpPinyFk1OzwvJ5ycPwMvvKwtAhxcxxBoxpLjw3qGamGFiBs1BHSa3FVnrKXpui19xWADRhJDC3ArKqLeLnre2TdFlZk7mRq4hwMLYihhck6LZhaiMA7liwJIfYtw/svJiH2EUopsnYryzK/o9t+Aw2dmVUXkrAmUvI6iZiNJKzmYZ0k8X1FMeuT63ZxbJ9AyMCM9L+Z8z1F18ZKcqRjXf/kSCDUmxxpClC1M8kRpeit2ormeeC7la+eh+aUwXXAcyuP+z74PoYOhAMYRQfLMBlbFWX0sRHaOwOsWeKRbvfYsLzMhuVlGsZbNM0Ok6yv/JttXcfELipSbS6atuNZMgMlbNThmFkqLYOPZ13hryzP3sG8mm9R8DYTMJI7tQZeCCHEu/NUmZyznry7sXcJSv/31qzTyorsXWScVQCEjUYmx0+nJjhjh+estBJOofAJ6TWEzHoCemKbJSyDndZbO8XSY0TMxsosE6+LgrORkFlPyKhlRvIC3kj9PzaXniVuNTE6ciQBPUbJ6yLjrKVKmzpoZs0IIfa+4ftXkxD7ENtPszx7O+3lFwGNaYkvUBOYSdHrIGzU9yZJdk/1+cFGKUU575NNeZRzfm9xVqNv1oLvKbo29CZHWt+RHAm/nRypbjTRdpQc8Vy0chHNddBcB1y78p+3JQnioSmFotL2UOk6StNRmoGvWSjTQGk6uq5jBEN4FNHcMloujZ7tYaRuMGL/AD2FOKtXWXRsVLS3OLS3OFSPMGmaHaJ2tIWmaei6RiiqUcr7pDscDNMaVMVeNU0nZo7pbRl8GD32UrLuWpZnbmda4ovk7HVYwSimHh7oUIUQYsiyvQxZp4Wy39Pb0ebtRIbjF1ibe5ANxX8BCl0L0hT9GGMix+7wAxOlFI7K4/h5Qno1UWsUQb1mWMwA3FIANqAnUMql6HUSNuqpCU5nQuwUVufuY2X2D8TMMSQDEwnq1RS8DrJuC0lr4rD+kEkIsWPyf74QQ5yvXFZl72Nj8Z8ATImfSUPoAApeB2GjjoQ1Ych9ErSz7FJvHZKMD5oiFH+7dofvKzYsL7Pq1SJOqX9ypLGpd+ZIw3slRwrohQKqkMUvObg+gIavGaDp+JpFb4ES0HVAgdJAVTZpVDZpgEYlBk2DYllHESIYDqIbgOuiuTa1ege1kyE9Nsja9XE2brTo2ezSszlHrNqgaXaIxuZAX9HXYtYn3eFSPcIaVK2EDT1I3BpHj72UyfEzeS31U1LOctpKL1AX2p+c20rSmjSop28LIcRgpJRPwWsj57Ti4xLeaqlN3zKb7L04KgtAfXA+E+OfIfQuxbRdv4TtpzG1CFXWZMJm/bBMDlRqaY3HVSXKfoqQUc3YyEfIOi10lBeyOH0T82v+P4JGkrBRS8FtwyRMzBo7LBJGQohdM/zeBYXYx2SddazO3QvA+OhJjAwfRtHrJKRXk7CaMfThVzzTcxX5tEs+XWnzG4zoGObbf3R3bXBY9mKBfMoDIBh5u+ZIVYO54xuerZIjfr6SHCl7OpgBjHAIw9DQ9EpuRNcVug66Vul4o2l+JTmiqd7/eh/rexxMUyceAzPgk8lAuViJIxAyMUImKgQoRTzkMCfaw+SxPmvXx2jdFCXX4/Hmv/OsXFhg/MwQo6eGCMd0ijmPTKdGsuED1FLZA4JGFTFzDBm1hkmxz7A8eztr8w9SFZhMwW0joCeImCMGOkwhhBgyPL9M1m2l4G7C0iME9bdraNh+luWZ2+ksvwZAxBjJ5PhpVAen7/B8vvIo+yk0NGLmGCLmyGE/28/UIySsJnrsZTh+HkuPMjVxDvnujRS8TbyVvpm51ZehayZBPUnOa60sazLrBzp0IcReJokSIYYwzy+zNP0bXJUnYoxkXOSjFL0uAnqSZGDisLvh8X1FKVepQ1Iu+QRCOsHE2wVN8ymP5S8V6FzvAJWirBP3DzN6anDHSYStkiNeLotbdPE8DS1oYURjxMIawRBYlsI0d65V8DbsEno2jVnMoCfiRBKNBOo0ymXI53VKRY2yB4GgwrQ0sAIoK0AoAtOqPSZNSrGuxWTt+gilvMGyF4t0rC2y/wnVhKIG+ZSHYUG85l2SQAMgYo7A8bMoS1EfnEdH+RWWZn7LnOpLyTqtWHpl/bgQQoh3V/ZSZJ112H6KoFGDsdVy2q7yIpZmfofjZ9AwaIp9vLebzY6W2fjYfhZPlQkZtUTNUQSNqr30SgZe0KgmZo4j46xC1yxMPcSsqi+zsPta0s5KVmX/xOTEGZh6CN+zyTotGHqIgB4f6NCFEHuRJEqEGMLaSy+zqfQ0ABPjn8H2U1h6tDdJEhng6HYfpRTlgiKXcinmfExTI5J4uw6JU/ZZ9WqR9UvLqN5lL2NnBJkwN7z9+h29yREtX8DL5XCLDr7S0YImVjJKNKIRDCisQGXmyLtybPRcCj2bRs+lK9/n+n+v2eV+h8QDQZwxEwmOm0J47BRK9TUUChrFgk65DFZAYVmV14FhYMYMJsyE8dPKbGjRWLYsSHe7ztKnUkw/sopARCfb5WFaOpHE4OmEo2smMWs8jp9nfPQTpJ3VFL021uUfYWzkBLLOOqoCU4blFG8hhNgdlPLIu23k3HWA32+pjafKrMrey8bivwCIGKOYnvwicWvsDs/n+AVsP0tAj5OwmggZtWja4Llu7C1RcwSeKpJzNxAx6omYjUxPnsebqV+wofhP4lYTI8IHEzASFN1OsvZaqoJTpMW9EPsQuTsVYogqu2mWZG4DfOqC+xE1R2EQJBmYhKVHBzq83cYp++TTHvm0D0oRjvWvQ7J+aaUOyZYirfVjLSYfGOlrr9unNzlCroCbzeKXPBRghC2CtVFCYY1AQGFaleUzW9NyaawNq9GzPb0JkVSlEGsujV4u7tTr8IMhVKwKo5hDK+QIrH6LwOq3KqFV1eOMn0Jp1BQyVRPIlYMU8hqmpQgEehMmgGHAuAmKcNRm4UtBNqyBSCJL07wEvqeR7nQxTI1gZPDU/rD0CHFrPClnOVMTZ7Mo9T9sKj5NdWAGCp+AmyBmjRnoMIUQYtBx/RI5dx0Ftw1Lj/a7tmectSxJ/5qi1wbAmMiHaY6d0m+mydY85VD2UhhagITZRMRq3Kf/6Nc0nZg1FtcvUvS6iJj11AXnMD56Ei35v7A8cwdRczRxaxwho4ai10nWaSVpNe+TiSUh9kWSKBFiCFLKZ13hETLOSjRMmmIno/CJB8YNm6mhSilyKY98j4frKIJhHcN6u2Bd53qH5S8VKKR9AGLVBlMWRKgd1f8mUSsVUOlMJTlSrrTUNcMW4cYgwZCGFVCYJkD/5Iie6sRavZjAqjcx21rfPVYriB9P4seq8GPJrf6rqmyPJiEQxDB0ErEguVWrMNYuxWxZjrl5HUaqAyPVQej1Z0gaJs7IZvIjp9BdNY1csBHD1AgEKzVRAOobfabPcljyZoAVr7uEEwUaJ0Uo5jzS7Q7VIwdXJ5yQUUfUz+Irj7GR42gt/J3lmTvYr/oKcu56LD22T037FkKI91L2esg6Ldh+hpBR09e5zlce6/J/ZW3+L4BPQK9iWuJcanZQi2Trdr8Rs4GoOUqWPPYytACJQBM95aWUvTRBI0lT9ESyTgvd9iLeTN3I/NqrCOgxQkY1BXcjphaS5L4Q+whJlAgxBOXdjazI/gGAcdGPoGMSNhoI6jUDHNnu4XuKTJdLtsfDCmj9lpPkelyWv1iga6MLgBXSmDQvzOjJwX4dbDS7CD0pSt1ZDOVhRQMEayMEghqBQG+Tmq2TI0phdG3GWvUm1urFmF2b334IDa9xDF5Nw9sJkK2+Egzt/IvTdPzGMTh1o+CAY6Bcwlq/EqtlOda6Zei5NIH1KwisX0E1D+NGk+QappKqnUa+YRJmLIRhwPgml0IOWtYGePOZIsG4QbIhUOmE0+lS3Th4OuFomkbUGoPt5xkRPpQeeyk5dx0rc39gSvwsck4rph4Ztt2ZhBBiZ1WW2mwi564HFGGjoW+ZadHtYEnmVjLOGgDqgwcwJXHmdmeRbt3uN6hXExtG7X53J0uPkQg0k7KX4fpFTD3M9OQXeaX7+xS9dpakb2FO1dfQNYuAniDnVoq7hozagQ5dCLGHSaJEiCHGUzbLM3dUCrrp1YwMH46GQdQcMSxugFxHke5wKWQ8QlG97499u9Rbh2RZudJyV4fxM0I0zQ1hBbaaPeHY6Nke7M4MvuMSqQoSqwn1W8LSR/kYm1sJrF6MtXoxRrrr7Yd0HXf0ROyJM3GaZ6CiiT3zgoMhnImzcCbOAqXQezqw1i3DalmOuXENZj5N1ZoXqVrzIkrTKVSPJ9swlezUDzFtZpRCQaej3eT1x3Ms+HiCUMykmPUwjMHVCcfQAiSscXTbeSbHz+T1nutI2UvpLL9KbXA/8s5G4tb4YfE7LIQQ74frF8m66yi6bVh6HKu31phSik3Fp1mZ+xO+KmNoYabEz6AhtGC775lbt/tNWpOImA1SC+pdhIza3uKuq9E1E0uPMLPqIl7p/iE99hJW5x5gYvxUTD2M55XJ2msxguG+fx8hxPAk75pCDDHd5bdYX3gcgAmxU/F9h3hg7LCYSmuXfNLtDuWiIhyv1CLxPUXrkhKrXy/11SFpGF+pQxKJb7VO2HXQc2mcrh7KBZdgMkhsVIhwWPVPkHge5sY1WKvfJLBqMXoh2/eQMkyccVNwJs7EaZqOCu3lmyBNw69poFzTQHm/w8GxK7GuW461bjlGTwfR7jVEu9eQ3PAa64+9mLnz4MVnNTIZg1f/nuXAj1cN2k44ASNJzByLr2wmxj/NiuydrMk9SMKcQF7bQMCIy6d0Qoh9kuPnSNurKfspwkZtX2LD9jMsy9xOV/l1AKqsKUxLfoGQse0M0soymx5AI2qOJmqOGnbd7/aUqDkSVxUouJsJG/XEzNFMS5zDW+n/pbXwN+LWeBpC8wnoSYpeBzm3lSprktQrEWIYk0SJEEOI4+dYmr4NH4ekNZmkNQVDDxAxGwY6tA+slPNId7g4TiVJAtDeYrP8pQLFbKUOSbzGYMqHItSM2KoOie+h5zN43d2Usg5m2KRqTJRIDAyjd2mN62C1rsBatRhrzRL0cqHvcGUFcZqmYU+chTNuCgR2c3E73wPPQ/M9NBRgQ9kDw6pMi3k3VgB3/FTc8VMpAnqmB3PdcsIvPk44u5nGp+9k81GfZ96BNs89HSSf1XnjiTT7n1BFIKyT7fIxLX9QdcKJmiNwVA6loC64H53l11iW/T2zqy4h66zD1KKY+i4sZRJCiCHO9tKk7dW4Kk9kq642neU3WJb5HY6fRcNkQuyTjIl8uO/xrTn+lmU2VcSssVL3aRdpmkHcHI/rlyn5PYSNWhpCB5B11tJaeIylmd8SNUcSNUdViru6bVhajJg1eqBDF0LsIZIoEWKIUEqxofAkXfbrgMbE2KcqCRNzwpCu7aCUopDxSXdUao5E4gauo1j8VI72FgeAQFhj0vwIoyYG3q5Donz0fBaV6qacKYFlEm2MEEuA1ZtH0VOdhF56gsDqxWiO3fecfiiKM2EG9sRZuGMmgvE+3wp9v5II8T00b0tCxAX/7donSjdA11GGgQoEIBJFK/Sg53KgVRI1KhAEc/udCvo9XaIae9aH8OpHE7//JhIdS7Ff+gs9B53M/AVlXng2SHebztKnM0w/PIHvMeg64VRuRsfiejmaoieTcdZS9NpoLTzO2Mix5Nz1JK0J2/1DQAghhpuS103GXo2PTcioQ9M0PFVmZfZPbCo+BUDUHMX0xHnbLSLqK5eS19O7vHECEbNRltm8T4Ye7CvuavsZAnqC5tgpZN1WUvZS3kz9ivk1V2HqYSw9Rs5dT0CPETCSAx26EGIPkHdSIYaIotfB8swdAIwKH4GlxwkZNdudfjtU+L4i1+2S7fYwLI1ASKeU83jtiRzZbg9Nh6ZZIZrmhDGttxMkWjGPlurGzRRwlEmoOko8CcFgpQ6JVioQeukJgoueR/O9ynPFktgTZuJMnIU7cjzouzDLwnPR7BK4LprnoVBogNJ0MAyUbqB0ExUOQ6A38WGYKMPs95WgBdVR3HgPXj6PXsih5VOV1+O6KNNEBUJUCqrsOFHgNY4hf9xpxB69nbq1z1CO1cGsQ5k7z+aVl4JsWOURTuRp3i9W6YTT0dsJJzA4kg+mHiEWGI9rL2NK/EzeTP+STcV/Ux2YBugE9MSwmCUlhBDvpui2k3bWoEHfssOMs6a37W87oDEmcizNsZO3afurlMLxs7iqRNioI2qNGTZd7wZSQI+TsMaTclbg+iVMPcSM5AUs7Ppeb3HXXzOr6stYehTX6yLrrKNKnzqkP7ASQmyfJEqEGAJ85bAq+ycK3mZMLcLYyPFomk7UHD1k18d6riLT6ZJPeQQiOqalke5wee2JLHZREQhpzP1wjKqG3ptDpdBKBfRsD246i+0YWPEINVU64XBv61zPJfjGc4RefgK9XALAGTeF4oJj8RrHbqea6w4oBY6NZpfQHAdlmKhgCJVIVBIZ5naSIIa58+e3AqiYiRdLgj8SzS6ilQpouTRaMY+ezlfCCARRwdB2Z7w4E2dROOSjRJ59lFFv/pmWWC0NzdOYPtNmyeIgK1+1iSRKNDQHK51wOlyqR1gYxuCoVxLSa4kao1G+x5jIsawvPM6KzJ3MrbmMnLMOS49ut5ODEEIMdUopCt5mss5adM0koCfwlUdL/hFa8o8APkG9mmnJL1AdmLrN8Z6yKXs9mFqEqsBUwkbtkL0XGIxCRj0xv0jGben994kxq+oiXun+EV32G7TkH6EpdhIhvZqi2yHFyIUYpiRRIsQQkLJXszb/FwCaop9A4RE1RhIw9lAnlj3MsSt/uBezHqGogWFqbF5dZvHTeXwPYtUG+x0bIxyr3Php5SJ6phs/k6FU0tCiERJ1OrGYqtQhUQpr5SLCz/4VI9MNgFs7guKhH8MdN2XngvI9tHKpMnNEKXwriB+Jo2JJVCiCCoZ3bRbKztJ1VCiKCkWhqr6SoCkV0Is5tHwarZBD89y+ZA3W27NNyvsfgdHTQXDJy4x9+Q7WRC9mfPNICjmblpYAbz6VZ37UIFFvUsz6mJZLsn5wFHfVNI2YNRrHzzEyfAQ99lLy7npWZ+9nYuw0cs46koHJMoVcCDGsKOWTczeSc1swtXBlZoJf4q30zXTbiwFoCC1gcvyMbbqqVIq1plH4Uqx1D6q0tB+NS4mC20bEaCBujWdK4iyWZX7L2vxfqApMoSowhYCRJO9JMXIhhiO5AxVikHP8Assyv8FTRaLmGOpD+6NhEDFHDnRo70u5WOlsY5cU4biBpsGqVwusfq0yA6RurMXsI2OVpTZOGSPbA5kU5aLCC0SINBjE4z6BQKUOiLGphcgzD2NuXgeAH4lTPOgj2NPmU5lm8i56Z43gOKBpqGAIv2YEKhLHD0V2f2HXnWEFUFYAL15VmW1SLlVmm+TTaIU8eqF3tkm4krwpHPVJ9Ew31obVjHv2NtZ++KtMmxWnUNDo6LB4/YksCz6eJBTVyfZ4GCbEa967HsreoGsWcWscrl1gSvwMXu+5gW77TWrsmWjaLCw3vt01+UIIMRQp5ZF1Wsm5rQT0OKYexvZzLOr5OVl3LToBpibOpjG8YJtjXb9I2c8Q1JPErDEE9ZpBkfQernTNJG6Ow/OLlP0eQkYNI8OHkLZXsrn0DEvSv+aA2qux9CieV+otRh6RxJUQw4gkSoQYxJRStBdfpK30PAATY5/GU2WqAlOGZGeQYrbS2cZzK51tfA/efCpP29pKodXxs0JMnh9G07VK3Y6uzTj5Mo4eIVhlUp1QhEI+mgZ6uovwc38lsHIRAMq0KM07ktL+R1RmXWyP76M5ZbRyCTwPZVn4wQiqdmTvrI7w+y/suifoBiocRYWjUF0PTrky26SQRe9qqyz1CYTIf/RzxO/5JYFUJ2Oe/g3rj7mQufPhxWc0MlmTV/+e4cCTkgSCGpkuH9PyCMcHxzTtgJEgZo3FUyWaYyezKncPq3P3EbeaegvlxaVQnhBiyPOVS9ZpIe9uJGgkMbQgJa+L13v+H0WvDVOLMqf6qySs5ncc51H2U2joJMzxRKyRUg9jLzH1MHGriR57GbafI6DHmJw4jbSzkqLXxrLM75mZvJCAnqTgtZNzW0lak6QYuRDDhPyfLMQgVvZSLM38BlDUB+cTMRsJ6jWEjLqBDm2XKKXI9rh0b3ZRCsJxA7uoePnRDG1rbTQdZhwaZcqBETRdQ89noG0DxYyHiiSobjSoq/crtUjKBcJP/YXEHdcRWLkIhUZ5xgGkz/4GpQXHbpsk8X20Qg491YWWTaE8Dy9Rizt2Em7TdLzxU/FrR6Ci8cGVJNkeK4iKV+M1jMVrGIOez4HroEIRciedix+MEEm10vDcH9E1n3kLHIJBj3xG8cY/MhiWhq5DusOlXPQH+tX0iRgNRMwRVAdmUR2YgY/DiuydeMom66zDU/Z7n0QIIQYpT5VJO6vIOxsIGtUYWpCcu4FXun9E0WsjqFezf82V2yRJHD9HyesiqFdRE5hOPDBekiR7WdCoImGNx/ULeKqMoQWZkTwfDYPO8qtsKj6FpmmEjRoKbltvEV4hxHAgiRIhBilfuazN/bl3Oq5FU+wTKHxi1ughVbfB9xXpTpd0h4tpQTCik+lyeeGhDJlODyuoMe/4OKOnBEEp9GwPavMGSkWdSF2E+gafWEyhK5fga0+R+P2PCb3+NJrv4YydTPb0r1E45tOo6Lb1WrRSAT3djTJNvIYxuOOm4DbPwBvdjJ+srdQdGYpTlzUNv6YBr7YRPZsC38OvqiP/sc+hdIOqTW+QfOXvBEOK+QfaGLpP92afpc/kCIQ1PE+R7nBwbfWeT7U3aJpBzBxL0EgyIXoKphYl57ayufg0Za+HvLMRpQZHrEIIsStcv0TaXkXRbSNk1mJoFil7Ja91/wTbTxExRrJ/zTeJmiP6jvGVQ8Ftx1c+CWtiXy0MMTDCRiMxcwxlN4WvPOLWOCbETgFgZfaP5N1N6JqFqUfIOq3YfnaAIxZC7A6SKBFikMo561mdvxeAcdGPoqETNhoJ6FUDG9gucB1Fqs0l1+URDOlYQZ32FpuXHslQLvhEkzoLTkpQM8IC5aOnu/A2babsBog3BKmu8THNSqHWxJ3XE3n6YfRyEa+mkezHv0ju5PPw6rZTq8Vz0dNdKM/DHTked+wUvPpRqFgSzMFRn+MD0w28+tF4iRr0TAqUwh09gcIxpwLQuPIfhJa+TDypmDuvDCg2rHRoWVQkFNWxi5UElu8NjgREZYrzOEwjwqT4aQC0Fh6j6HWQ9zZQ9rsHOEIhhNg1jl8gba+g6HUSMurQNZPO0uu80XMDriqQsCayf803CBnVQGX2ZdlLU/J6iJiN1ARnELNGDakPR4ajSvHxMYTMOkpeF0opxkQ+3DcD8q30LfjKIaDH8FWZnNOKr9yBDlsI8QFJokSIQcj1SyzP3I7tZwjptYwIH4KhBYmaI4dM8Tan7JNqc8inPUIxHd2ENW8Uef0fOXwXakeZHHhigkjCAN/H6GnH2dSBa4RINgZIVims9nXE772R2F/vwEh34Ufi5I/5FJnTL8Udv51uNspHy2XQsmm8ZB3euMn4tSOGT3LknUwLr3EsfjiKlksDYE+bT/GAowEY8/q9GK2raRihmD69Uix3xcIS7WttQjGdYsYjlxo8N3NBvYaoMZq42cSI0CGAYnn2Dny/sgTH9UsDHaIQQuwU28+StpdT9tNEjHp0zWBT8WneTP8KH4fawGzmVn+9rw26rzwKXjs6FtWBaSStSdIifRCpFB9vwtJilZoxms60xLlYWrzSsS13PwBBo4aS10ne2TjAEQshPihJlAgxCHWVXmdD8Z8ATIx/Gl/ZRM1RQ+amqVz06d7kUC74ROKVt5nFT+VZubAIwNjpQfY7Lo4V1CuzPzo3UdrYDeEwNY0m8ZhL5N8Pkrjnl5ibW1CmRfHAD5P+3BXYMw7cfjcbu4Se6qp0jBkzEW9kU6Xl7nAXDOM1jgXNQCvkACh96DjsSbPRlMe4F3+H6uxg/ETF+HGVRMOb/86T7fKwwhq5lE+5MDjqlVRaMo4iZFQzJnocIaOest9NS/5RHD9Lzl2PUoMjViGE2JGylyJdXo6jCoSNOkCjJf8oyzK/BxQjQocws+rLffVGfOVS8joJG3VUB6cRNuulIOggZOkR4oHxQGW2UNBIMi35eQDWF56gq/wmumYQ0BOVmZBez0CGK4T4gORdWIhBxvbSLM3+FoVLdWA6cbOZgJ4gbDYMdGg7xS75pNsq9S9CMR3HViz8a5ZNq2w0DaYdFGHaQVF0Xau0523fQKk9g1UVpaZRJ2yWiD78e0KLnqsUap1+AOnPXUHpQ8dtv12v56Gnu9HscqUOydjJ+Mna924NPIyoaAJvxFhwHbBLoOnkj/0sbuNYTKfAuGdvw8sVmDbbp77OxvfhtccyuGWF8hXZ7sGzBMfQApUlOFqEKfEzAJ328oukndUU3M0Uvc6BDlEIIXao5HWRslfgYRM2agHFyuwfWZN7AIBxkROYmjgHXat0HvOUTcnrImKOIBmYJO1lB7mQUUPMHIPtZ/GVR21wNqPDxwCwNPMbbC/T92+YdVrw/PJAhiuE+AD2nb8khBgClPJozT9Oj/0WoDMhdio+DlFrzJCodO/YPul2B7s3SZJPebzwUIZUu4sZ0Nj/uDhjp1faGmt2Edo2UOosEK6LUFOvEXKzxO+/mUDLUpRhkv/Y5yh8+NOV2iLvpFSlm022By+exB0zGa9hzI5bAw9zfqIGv3ZkXyccTIvciefgxasI5jsZ/ezv8ByXuQe4JGIOdhlefSyLYWmUcj759OBZghMwksTMMYSMOsZHTwBgZfYPeKpAzlmH4+cHOEIhhNhWwW0jZa8AFCGjBl+5LEn/mg3FfwAwMfYZJsRP6VtC6/olyl4PUXM0CWvCkLjOC4iYI4gY9ZS8Su2sCfFTiZqjcfwsSzO/QSmfoF6FLTMhhRjSJFEixCBScNtYkbsbgDGRozG1MGGzgZBeM8CRvTfXUaTbXcpFRTim07ne4cWHM5RyPuG4zoITE9SOrtQK0YoFvI0bsVNlYiOiVNVqBHLtxO/5JWbHBvxQlOwpX8KZMHP7T+bYaOkulKbhjp6AN3pipb3vvkzT8OpG4NU0oOfS4PuoSJzcieeirCCxrtU0vHg/Oop5H3IIBjzyaZ/VC/NYIY1cjz+oWgZHzRGEzUYagguIm814qsjK7D04fiVZIoXyhBCDhVKKTGk9qfJKdM0iaCRx/RKLUv9De/klNHSmJ85jbPTYvmNcv4jtZ4mb40lYTVKwdQjRNZOYNQ5TC2F7GQzNYkbyfHQsuu3FrC/8A03TCRpV5N2NlGQmpBBDkiRKhBgkPFVmZfaPlLwOLC3OmPCH0TSTqDlq0K9VrrSbdSnmfEJRjXVvlXntiRyeA9UjTBaclCBaVZlmrOczOBs24BVdEqMjVNVAoG0t8Xt+hZHtwUvWkv30l/FGjNv2iXwfLZtCK+bxa0bijpuCX1UPurGXX/EgpRt4DWPw4tXo2R5QCr9uBLkTzkRpGjWtLxFf9E+CIZi9X2U6cOsym3zKw/N6l+D4g2MJzpaWwZYeY2L8M+hakLSznM7yKxS9Tgpu20CHKIQQKKXIORvpLq3E1MME9Bi2n+X1nuvosZega0FmV32VxvCCvmNsP4ejCiSsJmLWWDRNrmFDjaVHiVvj8Cjj9daRmxj/DACrc/eRddZhaAFMLURWZkIKMSQN7r++hNiHpMorWFd4FIDm2Mn4uESMEQT0wT1TwvcVmQ6XQsYlHNdpWVxm+YsFUDB6SpB5H4kTCOmVpTKZbsrrN6MpRfWYCPEEBFa9QfzBW9DLRdzGcWQ//WX8qrptnkcrFdDT3ahQBHfs5EpNjkBoAF7xIGda+I1j8UORvk447vipFA//BAAjlz5KYMUiauthzOgyoPHW0zmsUO8SnJQ3gMH3Z+kR4tZ4gkaCibFPAbA2/xBlr4ec24rtpQc4QiHEvq7otZF11mAZMSw9StHr5NXuH5F1W7C0GPtVX0ZNcEbf/mUvja8cktZEouboQf9BiNixkFFPxBhJ2etBKZ9R4SOoDc5F4bEkfSueKhMwEriqJDMhhRiC5N1ZiEHA9rMszfwWT5WJmeOoDc7G0qJEzBEDHdq7UkqR6XLJpTzCMYNNK+2+zjaT5oeZfkgE3dAqbXtTXZTWd2AFdKpHh4hEfEKv/ZvYX+9E81zs5hlkP3k+Khzr/ySuU+lm43m4I8fjjp1cqVkyRNokDwQVDOM19HbCKVY64ZTnHExpziEAjH31Lti4nqkzvcoSnIyi5fUiVlAjl/KwB9ESnJBRR8QYSZU1lbrgfig8VmTvwlNlss46PGUPdIhCiH1U0e0g46ytzCQxomSd9bza/SOKXjtBvZb9a75Bwmru239LTYtkYBIRs7GvVokYmjRNI2aNIaBXU/Z70DSNqYlzCOhVFLzNrMz+EagUgK3MhNw8wBELIXaFJEqEGGBK+WwqPktH+WUAJsY/g6fKRK0xmPrgnTGhVGWpRrbbIxTV6dzg8NazlamlTbNDNM8JV24CfR+ts53yhk5CcZPqUQFCAZ/wUw8ReeYRAEqzDyb/0c9tU4hVy2fQ8lm8qjq8cVPwa0eAIeu4d4aKJfEax4DjgF1ZZlM87ESc8VPRfZemF27DyPUwfWYl0bD2zTKlvI/nKjKDaglO5UY0aFQzPnoSAT1BwdvEhsKTlL0e8s5GlBocsQoh9h0lr4u0sxpdM7D0GJ2FpbzS+SNsP03UHM28miv7PuxQSlH0utCxqApM6W0ZLIYDQwsSt8YCOo6fJ6DHmJ78AqCxqfg0HaVX+n5Hcu56yl5qgCMWQuys95UoKRaLPPXUU9x1113cfPPN/OlPf+LZZ5/FtuWTPSF2VdlLsSJzO6BoDB1E2KglqNcSMmoHOrR3lUt5ZLs8giGdbJfLon/mQMGoyQEmze9tb+i5qLZNlDf3EK0LUjPCwtIcon+9g9AbzwJQOPRjFI/4RP92vsqvLLPRDbzRE/BGNqFCkQF4lUObn6zt7YSTBc8F3SB3/Bm4tSOwylnGPXcbdTVlGhvKKAVvPZUjENYoZX3y6cGzBKdyIzoOS48xOX4GABuL/yTnbiDvbaDsdw9whEKIfUnZS5Gx16ABAT1BR/FVnm39Ia4qkrQmsV/1FQSNKqDyYUjR68TSIlQFp/ZtF8NH0KgiZo7B8XP4yqU6MI1xkeMBWJb5PSWvG0uPAD5Zp1VmQgoxROzSR7NLlizhpptu4oknnsBxnG0eD4fDHH300XzpS19i2rRpuy1IIYYrpRRr8w+Rc1sxtCDjoycBELNGD+oK+IWMR6bTwwxolPIerz6ew/egbqzF9EOilZkkjo23uQ0/nSU+MkK8Ssco54j95XeYbetQukH+uNNwJs/pf3LfQ0v34McSeI3jUOHowLzI4aC3Ew6ujdHdjp+sgUCI3EnnkvjT/xDKbKbmjceYPudEuv7lk+mG9UtKjJocItfjEQzrlfoyg0DQqCJqjsFTNqPCR7Gx+E9W5u5iTtXXyDrrMLUoJpJME0LsWbafJWOvwschZNTQXlrIW+n/BRR1of2Ynjivr82vrzyKXichvZpEYGLvH8tiOIqYI3D8LEWvk7BRT1PsE/TYS8m6a1mS/jX7VV9OUK+m4HWQdzYQt5pk6ZUQg9xO3QHncjm++c1v8pnPfIZsNst3vvMdHnjgAV5++WUWL17Ms88+y/3338/ll19OLpfjU5/6FFdccQWZTGZPxy/EkFbyu1iVvQeA8dETUfiEjUYCenKAI9uxYs4j1eFiGJWWwK/8PYtrK5L1JnOOiqHrGtglnPUbUbksVWMjJKp1zEwn8Xt+hdm2Dj8YJvfJ87dNkrgOerobP1mNO6pZkiS7g27g1Y/Gi1f1dcJR8SoKR1eKo9aveYpgaiPTplWW56x6pYRTVviuItvtDZolONDbMtioY1T4SCLGSGw/w5rcQ9hehpy7HqUGT20VIcTw4/h50vZKXMqEjBo6S6+zJH0LoBibOJzZ1RdtlSRxKXmdhI06koHJkiQZ5iotg8djamFsP4OuGUxPnoehBUk7K1iX/yuaphMyqsh7myj5XQMdshDiPexUouTkk0+mqqqKf/7zn9x666185jOfYdq0acRiMQzDoKamhunTp3P22Wdz88038/e//51kMsknP/nJXQrmpptu4uyzz37XfRzH4ac//SmHH344++23H5/73OdYsmTJLj2PEIPFmuwDOCpLUK+lMfQhTC1MxBw5aD9lKBd80u29Vds1ePXvWcoFRTSps/9xMQxTA9eh3NqOaReoGRslGtcx29ZV2v+mu/DiVWQ/9WXcUc39T26X0bNpvJpGvJHN0tFmd7IClU44wbc74TjN07EnzkZTPqNfu4fGUR61NTa+D0uezhIIaxSzHsXs4Ek+6JpJ3BpHQI8zOXE6GgZd9uuknGUU3M0UvY6BDlEIMUy5foG0vRrHzxPSa+gqv8ni9M0ofBrDC5g38gL03ja/nrIpeV1EzBEkA5MGdb2xwc73Fa7tY5cHz7VoR7Z0avNx8FSZiNnQt1x0Tf4h0vYqDC2IjknOXofrFwY4YiHEu9mpRMktt9zCt7/9berqdq741OjRo7n66qu55ZZbdjqQO+64gxtuuOE997vmmmu47777uPbaa7n33nupqanhggsuIJvN7vRzCTEY2F6WlnylHfDYyIcrBVzNUYP2Uye75JNqd/A8hWVpvPZ4lnzaJxjRmfeROFZQB+XjbGwnYGepGhMhFNGwVi8m/sD/opfyuPWjyX76Evyahn7n1koFtGIer2E03ohxYFoD9CqHLxWK4DWOBU1HK1aK7haO+Dh+IEQktZ7E0ueYMcfF0H162n02rbQxAxrZLhdnEN2gWnqMmDWWoF5LU/TjAKzK3oPjZ8g6rdheboAjFEIMN55fJm2vxvZThI1aUs4yFqduROFSF5zHjKov9rX5df0SZa+HqDmahDWhb4aJ2D6lFJ6rcMo+pbxPIeOR63HpaXPoaLXpaLFpW2ezaXWRVLuDXRo816PtCRl1RI1RlLwUSvk0hg6iIbQA8FmSvhXXLxLQEzgqT9ZtlZbBQgxiO5UoaW5ufu+dtmPChAnvuU9bWxsXXXQRP/nJT2hqanrXfVtbW7n33nv53ve+x+GHH87EiRP5v//3/xIIBHjzzTffV4xCDJR1+b9R9rswtSg1wVkE9CoiZsN7HzgAHNsn3e7g2IpAWOONf+ZId1RqlMw7Pk4oZoBSuG0d6Pk0idERgmGd4BvPEn3kdjTXwRk/lewpX0JF4/3OreUzlXomI8fj1Y8G3RigVzn89XXCsctgl1HRBMVDTgBgxLJHCdlpJk+pLMFZ8XIB36ssrxpsS3DCRj0RcwR1wf2osqbiY7My+0dsL0eq1IKvtq2hJYQQ74enbDLOasp+N2GjjrSzmkU9v8DHoTYwhxnJ8/pmkjh+AdvPEjfHk7CaBnWtsb3J9xWuo7CLPsWcRz7tkel06Nro0L7OpmOdTUerQ+d6m+5NDj3tLoWMh+so0MAK6JiWRqbbpWuDQ6rDGVQJ/K1pmkbUGk1Ir6bkd6NpGlPiZxLSayn5XSzP3gn0tgx228lLy2AhBq339Q6+fPlyXnzxRTKZDL7f/41K0zQuueSSnT7X4sWLsSyLP//5z/ziF79gw4YNO9z3mWeeIR6Pc8QRR/RtSyQS/OMf/9j1FyHEAHK8ImvzDwIwKnwEmqb3FnAdfDMpXEeRbncpFxWhmMZbTxfoXO+gG7D/cTFiVZUbRLe7B9WToqoxSDiqEX7mEUKv/huA8owFFI46uX8SRCn0bArftPBHNeEnqgfi5e1z/GQdml3G6NiAbxjYMxcQXPoq5uYWRrz+AOrwz7Npo006E2DJsznmHB2jkPEIRnSiycGRxNI0vbfDQJYJsVN4PfX/yLpraSs+T9wO45eLRPUmDD040KEKIYYwX7lknbUUvQ5CRh1Zt4VFqZ/jY1MdmMGMqi/1JUPKbhbXz5OwmomaI/tmmOyrfF9RLvgUsz5O2cf3wXd5u527BrquoRugmxqmDpqubXfpsWFoWEGdaMKkXPTIdXsUMz7hhE40YVRmtA4ihhYgbo2j216C4+ex9CjTk+fxas9PaC+9SE1gJiPCBxHQ4+TdViw9POg7HQqxL9rlRMkDDzzAVVddtU2CZItdTZQcc8wxHHPMMTu175o1axg7dix///vfufnmm2lra2PGjBl861vfYuLEiTv9nEIMtM2lZ8m5rehY1IfmEdRrCOqDL1HgeYp0h0sx5xOJ66xcWGTTKhtNgzlHx6hqqCR2vEwWv6OTqhqIxDWif7+bwIo3ACgedDyl+UfB1jc/vo+e6cGPRCudbSLx7Ty72CM0Da92JDg2Rk8HfrKG/NGnkPjDz0huXkz3mjeZOWcWzz1j0bnepWOdQ80oi2yXSyCkDZobUlMPEbfG4akik2KfZVn2t6zNPcqYmnl4bhkHh2RgAuYgXcomhBjcfOWScdZScDYTMmvJuxt5o+dneKpElTWFWVVfxuj9cMP2MpjKoCo4GUvVDdo6Y3uD51YSJPlU5QMWTQfT0jBNDS0Iuv7BriFmQMMMGLi2qiRMsj7h+OBLmASMJDFzLBmnUpckGZhIU/Qk1ub/zIrsnSSsCUTMBjyvRNZehxkMy/VKiEFmlxMlv/rVr1iwYAHf/e53GTNmzF69GORyOVpaWvjlL3/JlVdeSSKR4Fe/+hVnnnkmjzzyCLW17z8ba5q7583VMPR+X8XuNRzG11M2a/L3AjAicjABM0I8OALLHPgpuluPr+8rsp0u5bxPrMqkZXGJtW+WAJh5eIwRTZXidF6hiN/eRXXCI94QI/yPewiseAOl65SO/QzO9Pn0m4fguujZHvyqGhgxFiMY3suvcuAMmt9fU4dR49CUi1nIohpGYc8/iuBL/2DM4gdxPjKZSRM1VqwMs+z5PId9pga3rChkfGpGGIPmj4CoUYevFUD3aHQW0FZ6kYUbf8V+NV/HJUXWW0XSmEDAkETcniLXzqFBxnfXKOWRtzdQVpuJBOsouu28kboBVxVIWhOZW/vVvgKttpcFzaMmPB1fS+B5g3NJyJ7m2D7FrEch4+OUfHRTI5o0Kp3wPiDD0Lb62vu7HIZg2MCxfQppHzuviCSNQZUwSRqj8PU8RbeDsF7PhMSJpJwlpOwVLM3cyvy6bxLWayh67RT8VqqsyQOyXEveH4TYvl3+v3HTpk3813/9F2PHjt0T8bwr0zTJ5XJcf/31fTNIrr/+eo488kjuv/9+zj///Pd1Xl3XqK7evW1IE4l954+/gTCUx3d9ZhHd5bcAjQl1R1EVbKQxNnpQrWWOx0J0t9koBxpGhli/osiyFyoFQGcflmD6AQkAvJJDYX2K2iqH2qZ6tJf/BYtfAk1D+8wFhCfPot+/lF0GpwBN42HUOLD2zSJ3g+P3NwrhibB6GQQ0OOZEWLkIq6eDxrceI3roZ2hr88hkDVYtLHLAcTUUcx6WFiRePXiWiCX9yXQUXMKRk8lvXEfO3szCrh9x0OgrCJoOrt5KMjKJkDn4ZmwNdXLtHHpkfN+bUj7pUgvoHf8/e+8dJsdVpm/fp1JX5+7Jo9EoZ1nJluScA05EGzCwZglmyRhYe2FZwsKP3W9JS1oMNskYAyaDbcCACc5Zkq2c40ia2NO5u8I53x81HllYtiVbmhlJdV+XLkkdqk9Xd1edes77Pg+NRjs1b4AV27+MK0tk7Mmc3vkRTD1Y+Xf8Irqv0RibS8JqhePslKaUol6VlPMetYKHVxckEgKrSTsigno8/tztlE5dBq0+vkDPGiQzJpY9+hf+SX82PWUfSR3byLI09l7+tvVjFNxt7Kr/jrktV5FQ46k4veh2jrQ9cdQWI8LjQ0jI/hzyldnkyZPp6ek5EmN5Qdra2jAMY782G9u26ezsZNeuXS96u1IqCoXDE9Gl6xqpVJRCoXrcriocSY72/SuVx7LuHwDQbC/Cq1pIlSbv1YH66A6OYP8mkza7thbJ9bhEYhrbNlRY9scCABNPsBk306RQqCE9j9qOblKqH6MlRWXNk8T+/CsEUDvjMpy2qVCs7tt4rYKoVZDN45DxFii5wPFlujn2vr8mWiSN1t2FyjSin/Mq4r/+NqmN99HXtoAT5k/gwQdstq+t0jShSKrJYOcWh6bxJqY1+hPQpxF+C269j3mZ97K28D0Ga1t5YOd/c0L2XSSMdgqlFaTNKUSNg0tuO9Y5XOJGeO48egj378GhlKLkdlFwt2JpKcqymyf6Pk9d5kkY45mfuZZaWVCjiivLeLJK2pqK1NJgcdzsX6WG2msKPrVi4D9i2gLT0qi7UH+Jp3YpFZVCYPpaHvSplSRN42xaJr/AZYsOlZokv6WKbgniKZ3YGKgwEV4rhfp6appA1+LMSr+ZlblvsXHgTmJMocmehydtusobqETEiJ+rwuPDwXG4FwZCxj6HLJR8+MMf5lOf+hTNzc2cdNJJ2PbIZcMvWbIEz/NYuXIl8+bNA6BWq7Fz504uu+yyl7Rtzzu8Bwbfl4d9myH7OFr376CziZ7q4wC02WegE8dQmTH1Xgr9LrkeB90S5PtcVtxdQClom2IxfXEUKRVK+tR39ZJw+0iMjyMGe4j+/kcIpajPPonq/NPhGSdbUSmC5+O3dCKzLaAEjKH3PNKMqe9vqhkjP4goFPA7pmLMXERk/XI6nvwFzvkfYFJnjW07o6y+r8gpr07jVBW5Hsi2GmOmBUcjTlSMpyS3cOr463lkx9cZcNby1MDXmZV6KxlrJv3eBlKmN2aTpY5WwnPn0UW4f5+fsreHgrsVU8SpeyWWD3yJuhwkprczP/tBNBXF9yWurOCpCiljChbNwxeXx/r+lb6iVpFU8j71igQBlq1hGsG54FAvst26pJwPtlce+lPJB+076h+C1nasrWHHNSbNt+mYHkHTD3z+0XSIJDTcumSgx6WQ84inNKIpfdQEfkNlsUUbRXcnMb2ZRmsRHdFz6Kr+ndW577K48ePYegNK6uSqWyASwdRG/qL8WP/+hoQcKgcllMyaNWu/CbFS6jnbXIQQrFmz5rAMzvd9BgYGSCaT2LbN4sWLOe200/jIRz7CZz7zGTKZDF/72tfQdZ1XvvKVh+U1Q0KOFEpJNhV/hkKSNmcQ1ZqIGW1jKummVvap5xVmRKNa9ln+5yK+Bw3jDOaeEUcIgVKK2t5BYvU+Uu02hnRI3PkDNKeG2z6Jyjmv3mfcqhSilEdpepBskw5d3cccpoVsGofetRk8l+oZl2FuX49d2ENm3X1MmXMO3b0e1YrB5icqTF8Sp5L3sWMasdTYSMEBiBktSK2E5+eZ3/B+1uS+T0/9MdYWvsvUxGtpjZ5M3t2IVC5xY9yYEXlCQkLGBhWvh6K7FUNE8VWdFbn/pS77ieotLMh+CEsLvI48WcVTZZLGZGJG23FxLPFcRb0ctNg4NYWmCyIx7TnFimeilKJWkkNCiBwWQ8p5H6f63LHzmgHxtE48rRON6+zd6lAt+ax7qMK2p2pMXmAzbnrkOT1QzIiGGQnEmHy/T7kgiac0YmkDwxzZz+zpyGBXlqjJHFG9kanJK8m7Wyh5O1iT/w4Ls/9KRE9T8XoputvJWDPGVEt2SMjxyEH9At/73veOyolgz549nH/++fx//9//x2te8xoAvv71r/PFL36R973vfdRqNU488URuueUWGhoaRnx8ISGHQtnbze7qfUAQCWxoMWxt7HxvPTdIuLEjFr6nWPanIm5dkWrSWXBecnhCVOstEq30km0xMCIG8Tt+iJ7vx09mKF/yT6APHVakDOJ/7WiQbBNPjeK7C3k+ZDKDSDeiDfSgMo1UT7+U+F9+QeuGP5PvmM/ceQ08/pjBznUObVMiRJP6UAqOhmGNjYsEIXSSZieeASXZzazUWzBLCbqqf2Nz6ec4skBn7GUU3C0o5ZMwOxBi7Ag9ISEho0fN76fgbkETFgqfJ3NfpjYUCbwg+2EiehoIRBJHFocigI99wdWtS6oln0pe4joKwxJEExriIAxaB7tdtq2q0d/lIv3nflwkJoYFkdjQ3/G0RiS+z+dE1zVOPLeBNY8NsnlFhVpZsvbBClufqjFlQZT2adZBCSaFfg/XCSoiD0bkOZwEkcET94sMnpv+Fx4f+CwFdzNbS79havIKbL2Bmt9HyY2RNEfPryQkJASEUv9Y3PZsXNfFNMfOqvfhxvclAwPlw7Itw9DIZuPkcuWwfO0IcLTuX6UUTw1+ja2lXxM3xjEn9S5S1mSS5sibIh8IpRT5Hi9INWmK8pfbeijlfGIpjSWXprCiQblqPVfByO2mMVXDakgRvee32CsfQpkWxSvejd/UHmzQ9xGFHDKZQbZ2ouww8g7G+Pe3XsXYuRGhFCoaJ/Gbb2N2baHYMoOus97O2qc0uvZEiacES18RtODE0zqZMdSCYxgaiZRge88qyk4fES3LrurdbC39BoA2+1SmJl6Lq0rEjQ6S5sTjcsWuufnwpACF586jh3D/Pjd1f5BBZwMAmtBZkftfyl4XES3LwobriOqBX4QnaziySNKcSMLYP/XxWNu/nqsoDwZzAs9TWBGBYYkXPNYrpejdEQgk+R5v+HahEfiFZIIY33hmnyhyMNUdgYeGTaFQw6n7dK2vs3VldbgiJZrUmLIgStvU5xZMIPA+qRUliUaddNPonLtK7m4K7mZsPYsmTHpry1idvxGAeZn30RiZhydruKpExpxB1Gg+4mM61r6/R4rDde4MOXo4qBni0qVLWbp0Kaeddhqnn34606ZNO9LjCgk5pqj5A+yq3A3AuOg5GJqNrY+dNpRKQVLK+0RsnQdu76eU87GighMvSu4TSYo19MEeGmIVrIYM1sqHA5EEQfnC1+8TSZREFHPITBN+63gwn9ulPmQMEYkim9oxuragIjaVc15N6ravkuzZQHTzk8w8YQF9/T7lgj5U9hylUvCJxDViybFTmWHqMTLWNJTUqXh7GR87H0tLsb7wQ/bWHsKVJWam30LZ60LhkzQnoYvjLKoiJCQEAF/VKbhbUfjowubJ3Jcpe11YWpoF2Q/9g0iSJ2lMJGF0jBlx+HAjZdAmUxzwcOsSy9aJxF7Y10P6it2b62xfVaOSDy60hQbjpkXonB0hkdEPqgrlYNANwYS5Nh0zI+xaX2fbU1WqRcnq+8tsebLKlIVR2qYcWDDRtKBlqDTgY5oa8czIn7viRiueKlH29hLTW2i2T6TDOZeu6t9Ym//+sF+J9B2K7nZ0zR5u+woJCRlZDsrV6DWveQ179+7lc5/7HC9/+cs566yz+OhHP8rtt99Of3//kR5jSMhRz/byHbiyiKVlSJvTierNmNrYqLJwapJiv4duwJoHSvR1ORhmIJJEhy6A3aqL6O8na+WJNKcwdm0idu/tAFRPfRnulLnD29MKg6h4KhRJjkJkqgE/1YhWzCOzzdQWnwtAx5rfImo1Zs+pAbBtZY1KwUfTBaV+D899wcLEEUXXIqTMKcSNDup+jubIiZyQfjcaJv3OSlYN3oAuIpS9vRSczfhy9BOnQkJCRp6K240ji+jYrBz8GiVvB6ZIsiD7QWJGKwC+cnBknoQxgYTZiRBjJ/HrcFKvSnJ7PQb2uEgJ0aT+gq2Vbl2y9akq9/18kLUPVKjkJYYlmDTf5szXZphzepxkg3HYRJJnohuCiXNtzrgyw/TFUcyICAST+8o89Os8ezbXUfLZ5ybdFJgRQb7Po1Z6np6gI4QQOgmjE0skcWQegKnJK0gYE/BUmTX57yCVj6Wn8FWNorMdqY6vhMCQkLHCQVWUfOITnwCgWCzy+OOPD/+588478X2fGTNmcNppp3HGGWewZMkSLCtcnQsJeRrHL7Kt/DsAOmLnYGhR7DESUyp9RaHfw/MUA10ue7c6aBqceFGKZEMgknh1H7+vnya9n2hLEi0/QPwPP0IoSX3GQuonnj28PVEuIE0Lv3VCKJIcjWg6sqkdrVJC1CrUTjwba+OTGAM9tK76HdopV9LaVaO712b1/SWWXJaiVlaUch7p5rHTggOgCYOUORlNRCh520lbU5mf/SCrBr9Bwd3Mk7mvcELmvVT9XqTySVlTxox4GRIScuRxZJGyvwdDRFiV/wYFdyuGiLMg+0HixjggEEnqfo6E0UnyGBVJfC9osynlJdJX2PEXNmmtlSU7VtfYtaGGP3QNH4lpTJwboWOmPaJmqbopmDQvyvhZNjvX1oKqloJk1b1ltg5VmLROsvYTa8yIhu9J8r3ekHAysp+roUVJWhMYdNbjySqGFn0Ov5JGKn4vJXcnSXPymDrHhoQcDxxSc3YymeTcc8/l3HODVcZarcaKFSt47LHHWLZsGbfeeiu6rrNixYojMdaQkKOSXZW/UvN70YVNgzkPW2/AFInRHhYApZxHrSjxfMX6RysAzDszTUO7ie9LfE/h9uVplL1EW2PgeSR+9wO0ehWvtZPKeVcMJ9yIWgWkRI6bhIqGWfNHKyoax29sxdi7A2XZlM95DalffYuGHY8yMP4kZs+bRP+9kmI/7FxTp3O2TTkvseMKOz62JnFCaCSMDnRhUHC3EdWbWNhwHU/lvkbF38OTuS8xL/N+6jJH3tlAypoaljiHhBwHKCUpe7vxZIXNpZ+RdzehC5sF2WtJmOMB8JVLzc+RMDpImhOOOfPnp9NoigMe9arEimrYsed/j6Wcx7ZVNfZudobje+MZnUnzbNomW4fXIFVJhOeCW0e5Hl7FQAgDTDvo6/kHDFMweX6Uztk2O9fU2LaqRjkvWXlPmS1P1piy0A4Ek6E5SyQmqJUCsSTbZqIbI3v+svVG4vp4Ct42NGESNZqZlfpnVudvZGflT6St6TRF5mPrWUpeF4aWCOPtQ0JGmBctobquy5NPPsmjjz7KY489xurVq/F9P/QvCQl5Bp6sDRtJjoueiaHbRPWWMbEqUCv5FHMSPSJYfV8Z6UPTeJMZJwYijvQVTl+RtNxLoslEGAaJP/4YPdeLjKcoXXo1GEMmz66DqFXxm8cjU9lRfFchhwOZbcZPpNFKefxxk6jPXQpA51O/QMNn1swqAJuXV6lXJChFadBDHqDMebQRQhAz2shY0xHo6CLCouy/EdVbqcscK3JfwpFFXFkmX99A3R8c7SGHhIQcYWp+P1Wvhx2VP5Bz1qKJCPMzHyBpTgRAKpe6PzAkkkw85kQSpxa02fTvdvE8iKV0TOvAlwRKKXJ7XZb/uchDvymwZ1MgkmTbDBZekODUV6UYNy3y0kQSJRFuHcoF5MAA/q5dOJu2Udu0g/qWLvzdPTh7eqlu2YnauQ0tP4BwanCAPArDFExeEOXM12aYuiiKYQnKgz4r/17m4d8WKOeDdhshBHZco1b2KfSNzvkrbo4jZrRS8wdQSgV+JdHzAFiXv5maP4AuLAwtStHdhiOLIz7GkJDjmUOqKNm2bRv3338/9913H48++ijVapW2tjZOO+00rrrqKk499VSy2fAiKSTkafZWH6bobUVg0Bw5CVtrwNJGPybXc4OWGyFg25PVwNjMFsw7K4kQIjB0G6iQ9vaSTkmIJojedyfmjg0ow6R02T/vi/v1fbRSAb+pHZk98u7sISOAbgQtOLs2gVOneurFmFvXECn10rD2b+gLLmRPV53+wQhr7i+x6GVJaiVJrSSJpcbmBYWtN6JZJnl3M64qsyh7HSvzN1B0t/JU7svMzbyTuNHBoLORtDVlTJkth4SEHD585VD2uii5O+ipPQoI5mXeS9qaCgQiSc0bIGaOO+aSsXxfUcl7lAYlvvv8bTZKKnp2uGxfVSXfu8/Lo2WiyaR5UdLNL3K/KAmei6rVkY6HqlTxqw7CdxFSIjSJbmjYUR0zZqBbEayIRiIepXtPhdJADXdnN1ZUQ0/GULEU0o7tW7gZwrAEUxZG6ZwdYceaOjvW1CjlfJb/ucjSy1NYdhBzHInplAd9dJPAT2UEF7I0YZA0JuDJCnU5iK1nmZp8DQV3M0VvO2vy32Zh9josLUnV76fobCMTmYEuwtbmkJCR4KCOcp/+9Ke5//772bVrF7Zts2TJEj74wQ9yxhlnMHXq1CM9xpCQoxJfOWwp/RKAFnsJhhYnarSMeo+zUoFIUq8pKnmfHWsCI8u5Z8SJxLRAJMlVSTo9ZGJVRDKLteYx7CfvB6B8wWvxWzqe3hiikMNPN+I3jwPt2OvfPl5RiTQy24LeuxuZaaBy5stJ/PEntG76K/lxC5m7sJEH7jXJdcOeTQ7NnRalnEckpo14CfPBYukpMmImBWcLdTnA/MwHWJv/LgPOKlYO3sCs1JvJWnMYdDaSMr0xU/0VEhJy+Kh43dS8AbaV7wBgXPRsstZMAKTyqHoDxM02UuakY0YkUUpRK0tKAx71isK0BZHnEbV7djhsfKxCpRAk2Gg6tE+LMHGuTTx9aGK4cuqouoOsuchqDVWrg++hKw9NSIyITjyhYUQNdMvAMEHXh7t6geD/tg3ZJoEdj1Au21QKPvX+KnaugB4zIZ5GRhMoO7pfa44Z0Zi6KMr4mREe+12BalHy5F9KnPiyJLoh0A2BGRUU+yWGJUc8xc3QoiTNiQw6G3BlBVOLMSf9Dh4f+C8K7pZ9fiValqrfS8ndRcqcPOpzyZCQ44GDOgP85Cc/IZvN8uEPf5irr74a27aP9LhCQo56BuqrGXBWAdBmn0pEyxDRMqM7KIIo4EreRxOw5v4yAJ2zIzR3WiilqOQcYrU+MuYgIp3F2L2V2N9/A0B16QW40+YPb0sr5pDxRJBwox8bE8qQffgNrYhyAVEu4U6bj7tuGeb29Yxf9Uu2n/VOpk+tsm5jnI2PV2iZaOJUoVLwSTaM3e+CqcXIWNMpeNuout3MTl/DpuJtdNceZl3hZqYkXkOrfRp5dxO+rJMwO465svuQkOMVRxapeHvodZZT8fdiiiSTE68EQCqfqt9PzGwdMoIeu8exQ8GtS0o5n0rBR2iCaFJ7zhSaatFn3SMV+nYGDq2GJeicFaFzjk0keggX5r4HlTJuroQsVzFw0TWFHQErbaDbBrplBULFIR5eLQssSxGPa5TLUSrlKLLqYtf60Y0+VCSGSqRRdgxl7bteicQ0Fl6Y5LHfFRjs8Vh9f5l5Z8cRQmBaGtKXFHo9dEMc2ns9DNh6AwljPAV3C/p+fiXf2s+vJKJnKXt7MLU4MaNtRMcYEnI8clBHgje+8Y0kk0m+9KUvcfbZZ3Pttdfyi1/8gr179x7p8YWEHJVI5bG5+HNA0WjNI6JniBmto37B5VQlhX4P3YS1D1VwaopERmf64iDto16VmOU+GvQ+9GwGrThI/Pe3IqSPM20etSXnDW9LVIpIfSjhxgrF02MS00I2tQeTXt+jcvYrUYZJvG8Lyc2P0zlNkIy7eA5sXVHFiAS94K4jR3vkz4uuRUibU4mbHbiywLTE6+mMXQjAltKv2Fm5C4MYRW8bBXdbGM0YEnIMoJSk4u2h6vWys/InIIhlNbUYUvnU/D5ievOQSGK+wNbGPtJXFHMe/V0u5bwfmLXGDyySSF+x5ckqD/46T99OF6HBpHk2Z74uw7STYgcnHCiJqJahtxtn83bcHbuJuHkaWwVNk2M0T03QMCFBotkmmjSwIocukjwTy4JsVtHcokg0mjiRNGWZxK+56H270fdsQ+/ZiVYuBOcwIJHRWXBeAiGge6vD5mXV4e1Fohq+ryj0uqMSeR832okZbUN+JZJmexEdsaf9Sr4/7FdialGK7g4cPz/iYwwJOd44KLn8k5/8JAA7d+7k3nvv5f777+e///u/qVarTJkyhTPOOIMzzjiDpUuXEomEfXMhIQV3K921RwFoj56JqSWJ6KPr3+MPRQH7nqJvp0t/l4umw7xz4uiGwPcUqlgkG+lDZlP4nkf8d7eg1cp4zR2Uz3/tvnLWeg08DzluMioWpoQcy8hkFpFpQhvoQWYaqS69kNiDv2fc2jtZ3z6HmXPiPP6Yyc51DuNnR0FAedAn0zK2y4KD+OBJaJiU/B1MiF+CqaXYUvoluyp3U/dzTE+9iZLXha/qpMzJGFp0tIcdEhLyIqnJAap+D7uqdyNVnZQ5lVb75GGRJKo3k7KmoAtrtIf6kqmVJcWcR60kMSPieb2j+rtc1j1cHm6zybYZzDo1TiJzECqGUgi3hqhW8POD1EsuGopo0iA2LkbEFke8I3dfhYlPuSyolOPUZJyI5mBWSmjFPMKKQDyFjCZoaIsy5/Q4q+8vs/WpGtGUTsf04NrFjmtUi5JCn0emxTi8KT4vgBA6if38ShqYmriCgrOForeNNfmbWJi9HlNLUPP7KbjbyYqZ6Fp43RUScqQ4pMNXZ2cnb3rTm/jmN7/JI488wve//33OPfdcHn/8cd797nezdOlS3v72tx+psYaEHBUoJdlc/AUKj5QxhajeSsxoG9UVKqUUpQGPakni1SUbHguigGcsiZHIGiilqOdrpL1e4ikDDIP4n2/D6N+LjCUpXfZmMIcmj56LVinhN3cgUw2j9p5CRggh8BvbUBEbUStTX3g6XlM7ulNl3KrbyTRAc2MdpWDDoyUiUY1KQQZpOGMcIXQSZicpcyq+qtNqn8ys1FsR6PTWn2Bl7mvomNT8fgad9WHiQEjIUYqvHMruLgrOVvrqywHBjOQbAEHV78PWm0iZU456k0zfVxT6XPp3uzhVSTSpYdkHnurXypKn/lZi2Z+KVAoSKyo44aw4J12cfGGRxHXQioPo3TuQO7ZT3dmDV5fEGqI0TorTMC5CNHaYRBLpow30QL36vA/bV2Hik0xKPGVRIoUTTSGEQMv3oe/dhj7Yy7hpFpMXBJWwax8oM7A7qBoUQmAnNCp5n+KAhzpAqs6RxNBskuYkQODKMpowmJN5B7qIUnC3srX0awAiWhZHDlL0dqKU/7zbDAkJefG86AZM0zQ55ZRTaGlpYcqUKTz00EPcddddPPjgg4dzfCEhRx0Vby+7q/cAMC52FqYWx9ZHV1ColSWlnMSwBE/+tYKS0NRpMn5WMCmslXyizgApq4hIjCfyx19jbV2L0g1Kl16NSqSDDUkfrTiI39iGbGjZ320t5NglEkU2j8Po2oKybCrnvobkL24gs2s5fbsWM2PudPruU/Tt8sn3ekSTGqVBHysqxrwZqhCCuNGOJkwKzlYy1gzmZ65ldf5Git42luc+zwnp9+IKncH6elLW5DARJyTkKKPq9exn4NoRO5eE2YkjC5giRsqcdNSvzD/dWlstSiJxDcM8sEohpWLnmhqbl1eDjhQBnbMiTD0x+pwRwQD4HqJeQSsXUZUSftXDkSZ6LEqyXSMaU1jWS58WiHIBY+8OjO6d6Ht3YPR2IVwHDBN7+nxqc5bit014zhd6doWJTl1Gidg2hnIQg31ohsXURRmqRcneLQ5P/q3EkstSJDI6miaIxDSKAz6GpR2yee1LJaJnSBgTKLib0YRFVG96hl/Jn4f8ShYQ0RuoeHswRIyEOW5ExxgScrxwSEKJ4zisXLmSZcuWsWzZMpYvX04+nyedTrN06VI+9rGPceqppx6psYaEjHmUUmwp/Rpf1YjqrSSNSUSNtlFdpXKdoIxU6LBlRZXy0AXs3DMCEzPXkWjVEln60DJpWPU4kcf/BkDlvCuCCUnw5tAKg/ipBvzmjsAGP+S4QaYa8It59GIOv7WT+rxTsZ96kAkrf8nGc/+Vzk6dHTsibHikxNLL01SLPrWURjRxdHxPonoTmmVQcLYS0RtYlP03VuVvoOp3s2LwC8xOX0PSmMigs5GEUSdutI95ESgkJARcWaLs7abXeZyq34OppZgcfwVSeXiySsaaiaHFRnuYLxqlFJWCHG6tjaY0tOcwa811u6x7qEIpF1QhpJt1Zp8aJ9n4HJcDSiJqNbRaEUpFhFPH8TRczcaIx0klFLGYwjRfZOWF56L3dmHs3YnRvQO9eyd6cfDZw9B1hOdirX0Ca+0T+A0t1OcsxZm5CBWNH3DTzxZMNOoyQlT46AM9KMNkzulxaiXJYI83HBsciWropsDwBfm+wNzVjo9sK2ncaMNTFSrebqJ6c+BX4p5HV+WvrMvfzOLGj2PrjZhanJK3A1OLEdEzIzrGkJDjgYMSSj73uc+xfPly1qxZg+u6RCIRTjrpJK655hpOPfVU5syZE04YQ0KAup9jZ+XPAHREz8HQYkRHsZpESkWx38etK0o5j13rgijgE85MYNlBFLBbrNMge4gkDfTe3XDnjwGonnQOzsxFw9sSpTwyGkO2doJx9BvdhRwimo5sakOrlBC1CtVTXoa1ZTVWaYDmdXcjT7iE3bslpUGNPZvrNHVGKA14RKLaiPZ5vxQieoZMZDoFZys1mWNh9nrWFr7NoLOeVYM3MDVxJa32KRTczUjlkDDHHzPJGCEhxyJKKcrebipeNzvLwbl5auIKDC1K1eslqjcT1ZtGeZQvHs8NvMcqeR/DEs8ZbetUJRsfr7B7kwOAGRFMXxxj3HTrwPN3KdHKBUQph6hVUVJRVxF8kcZMQCauiMYkxqEc/pRCy/dj7A0EEWPvDvT+PQi5f5umEgK/oRW/dQJeWyde6wREUyupQjfOo/dhbnwSfaCH2P13En3oLpypJ+DMWYLXMeWAVSb7CSYlQakYJSqLaAPd6C3jWXB+gkfvDGKDV9xdZPElKXRDYNkatbIk3+uiGyZmZOTEEiE0kmYnnqxSkzmieuN+fiWr899mUfY6TC2O79cputvQxSwMLTTWDwk5nBzUIe6WW25h3rx5vO1tb+O0005j4cKFWNbRb3YVEnK42V7+A44cxNRSZKyZRPWWUV2pKud9KnkfocGaBwJfkolzbRo7AqGjVvSIewMkjRKIKNHf/RB8D3fKXGqnXDS8HVEtg9DwWzpRkdDQ8nhFRRP4ja0Ye3eg0g1UznoFid//kObN95AbfyLTprWzbp3N5mVVWidHqFUU1aIkfjCmgGMEU0uQtqajuVupej3MTb+bLaVfsqd6H5tLP6fi72VK4jUUvR1IHJLmxKPe1yAk5FilLgeo+r2BgSsuaXM6rfbJeLKKEAZx4+iM/1ZKBYatfR71usKOaejGs0UCJRW7NtTZ9EQVzwmqPjpmRJh2UvTA3iVKBmJ4oR+tUsbXTWokkJpOJKJIJxR2VB1cWo1S6D1dmNvXDbXR7ESrV571MBlL4LVOwGubgN/aidcyHqz9j6m6pkHnFGqZdspnXI61YQWR1Y9g9O0hsmEFkQ0r8NNN1OcuwZl1EiqWeNbrWBYYGYWUgnIpSaKWRx/Yi9XUwaKh2OBCn8+qe0vMPzeBEIJITFAtSvJ9HtlW84D7+EihiwgpcyI5Zx2OLGFpCeZk3sET/f9F0d3KltJvmJa8koiWoer3UvJ2kDanHpXf55CQscpBCSWPPPIIicSzDzohISH7cPwS28t3AjAuehaGFsM2Rs/LoF6RlAZ8jAisvKeMW1ckG3SmnRQIHU5NYjpFsvQi0hlid/88iNFraKH6sqv2Jdw4dXAd/PaJ+7xKQo5bZLYZv5RHL+Vxp8zFmTIHa8saxq/8Fd5Z72THDp9KRWfbk2Umzo9TynlD/fJHR1UJBIZ6aWs6mrAoe7uZHH81Mb2NzaVfsKd6H1W/h9mpt1Px9uJLh5Q1BfMoLt0PCTkWkcql5HaRdzbRX38S0JieegOgcPwCSXMSlp4a7WEeMr6vKOc8ijmJEBBLagesCsn3eax7qEyhL2izSTbozDo1TqblAFN/pRC1MlphAFEuojSdsp5CoWNHFfGExLbVQZmzimoZa8NyrDWPY/Tv3f9ldAO/uQOvtXNYGJHJzKEZm0RsnHmn4JxwMnpPF5E1j2JtWIGe7yP24B+IPvwn3MlzqM9dgtc5bd9cBtA0SGckvq9RriZJlPKgW8QbW1lwXoIn/likZ7vLpserTF8SQwhBNKFRKfoYhiDVbDxnW9ORwNJTJM2JDDob0If8Smam/pnV+W+yq/JnMuZ0muwF2HoDFa8bQ8RJmB0jNr6QkGOdgxJK7r777kPa6Kte9aoXM5aQkKOa3ZW/U/H3oIkITdYCbL0JSxud6FzfUxT6XaSv6N7sMLDbC6KAz06g6QLpK7xyjSbZgxm3MDavwtr4JEpoiFe9OVjN8SX4HlqlGCTcpI/e8uSQw4huIJva0XZtAqdO5cxXYO7YSLx/K8kty5g5eynLn9DZsdahY5YNaJQHPdLNR1e7VhAfPBld2JS87bTaS4kazazJf5dBZz0rcl9iXvo91OUgg856UubksEc8JGQMUfF6qPm9wwsY42PnkTA6qPs5LD1DzGwb5REeOs82bH32Rbtbl2xaVh1utTVMwdQTo4yfFTngRb6oV9AKOUSpgEBRNxM4roEdVSRTkkjkIAQSJTF2biay5jHMLasRMhBnlG7gTp6DN24SXusE/KY20A9Tu6IQ+K3jqbSOp3L6ZVgbnySy5jGM7p1Ym1dibV6Jn2rAmbOY+qzFqEQgihkGZLKSAV+j4qaIFQZQpkW2rZG5Z8RZdW+ZbatqRFMa42faCE1gx3VKgz66CcmGkT2XRfVmXKNEyesipjfTbC9kvHs+uyp/YV3hZhabz/Qr2YmpxcNz0XHChg0b+OY3v8mjjz5KPp8nk8mwePFi3vWudzFr1qzRHt4xwUEdrT760Y8Oq9UvFJUlhAiFkpDjDk/W2Fr+LQBt9mkYemzU+p6VUhRzHrWyxHMUm5YFkXozT44Rz+hByW7RI+EPkDSqIA1i9/wGgPrS87HHTYRiFaREFAbxs834je1hwk3IMCqRRmab0Xv3IDMNVJdeSOzB3zNu7Z2UL5hNQ4PBwIDB5kdLzD4rQ7kgiSblc8ZUjlWE0EiYHejCouBuI2GMZ1Hmelblv0HV72ZZ7vPMTb8TTegMOhtImZOw9ebQsyskZJRxZZmyt5ue2uNU/V4sLc2k+OX4ykHikx76XR8tHKxha26vy8p7StQrwVy9bYrFjCUxIrEDHHvdOnoxhygOIqSPZ8WpuSY6gZAQT7xwi40oDhJZ+zjW2sf3M2H1mjtw5izGmbFwZNp1rQjO3KU4c5ei9+3BWv0o1vrl6IUBog//CfuRu3EnzaR+wil4E2ZgWYJ0VjHQb1D3o1i5HjBM2qemqBQlW5ZXWfdQBTuh0dRhoRsC0xYU+iWG6RN9Di+YI0FwHhryK/H7iRrNTEm8hryzOfQrOY7ZuHEjr3/961m4cCEf//jHaWxsZO/evdx666287nWv45ZbbmHhwoWjPcyjnoMSSpqbm+nt7WXOnDlcdtllnHvuuUQiYU92SMjT9NQeJ+9uBDRa7SXYWgOWNjptKtWSpJzzMUyNFXcXUBJaJpp0zAh+s05VYXlBy41KJkn87odo9Rpey3icJefx9KlVKw7iJ9L4LeM5uIbkkOMJv6EVUS4iyiXqC07HWr8Mo38vrav+wMy5r+Wh+3X27oTO/jqRhElp0CfbOvbjgg9E1GhGFxZ5dwtS81mU/bfh+OCnBr/KjNSbaIzMY9DdSFI5xI1xCHF0iUIhIccKgYHrHireHnZVgoroqYkrMbQoZa+buDGOiDZ6JuuHysEYtiql2L6qxqYnqigFsZTG7NPiNLQfoPrBc9FKeURhAOE5yEgMR1n4jiAWD6pInteG0Pcwt6wJqjd2bkIQiDIyYuPMWIQzZwl+8+jF1fpN7VTPfiXV0y4JKktWP4a5ZxvW1rVYW9dSXXoBtaUXEI0q0hlJbiCCJl30gb0Iw2TKAptqwWfPZoen/lZiyaUpkg0GpqUhPUm+N0jCsaIjd4zXhUXSmshgvYbjF7D01H5+JZtLv2R68vVEtCxVvyf0KzkO+P73v082m+Xb3/42xjNclS+44AIuvvhibrjhBm666aZRHOGxwUEJJffeey+PPfYYv/vd7/jOd77DDTfcwPnnn8/ll1/O6aefjh5eRIUcx/jKYUvxlwC0RE7C0lNEjdZRuSB064G5m6YLNi2rUilIIjHBnNODKGDfVahajYzswYjbwQRi50aUYVK+8PWIod+yKOXxLRvZ1gnm0bPqFjKCmBFkUzv6rs2gJJVzXkXql9+iYcejDE5czPjx09m1y2TDI2VOvCxLtSiJJST2URIX/I9YepqsmEnB3UbV72Ne9gNsLPyI3voTrC/cQmfsIibELqbgbsFXdZLmxDARJyRkFAgMXHvYVfkzEpeMOZMWewmOLGGKGAlj3FEh2P6jYWs0fuAEMbcuWX1/md4dLhBUkcw+Lf7stpyhVlox2I/mVFGRKG40g1MTmKYi3SSJRp+7zUbr20tk7WNY65ej1faZsrrjp1KfvQR36twjl4inFPxDOs4LYlo4s07CmXUS2kAPkZUPYa98iOijd+NnmnFnLCAeV/i+pDCYIOoMog3sRTV3BLHBZUlur8eKu0tBbHBMIxLTqJZ88r0uDeOsETV3tbQkSXMCg+5GPFkjqjcxK/UWVuVvoKvyV9LmNFrsk0K/kuOEvr4+lFLIf/hdxGIxPvaxj1GtVodvu/vuu7nhhhvYuHEjqVSKSy65hA9/+MPEYrH9HvO9732PtWvX4rou48eP5+qrr+ZNb3rT8GN+8IMf8JOf/ISuri4ymQznn38+11133bCPab1e5zvf+Q533HEHXV1dtLe3c+WVV3LNNdegDR1Yrr76aiZMmMDEiRP58Y9/TH9/P3PnzuVjH/sY8+fPP5K77EVxULM4IQRLly5l6dKlfPKTn+TBBx/k97//Pddddx2apnHRRRdx+eWXs3Tp0iM93pCQMUeuvp4+ZwUAbdFTsUSayChUk0ipKPT7uE6w+rR741AU8FkJzIg2NOnyyPj9xI0qouYTffAPAFRPuyRopQColkGB39aJsuMj/j5Cjh5kIoPINKEN9OC3T6I+ZwmRNY/RvuJXlM/5IHv2GORzgr4tZdIdMUqDPlbswCXjRwOGFiNtTUNzLSrebmYk/4mY0cb28u/YWfkTVb+HGal/oux2IZVD0pwclj+HhIwgUnmU3N0MOuvpd1Yi0JieugqFxJNl0tb0UU2iO1gO1rC10Ofx1N9KVEsSoQUttuNnRvZ/rJJo5SKiMIBWLaGsCH4iQ62ugQ+JlCSZUAfWOJwa1oYh74+eXcM3y3iK+uzFOLNPQqaPgGm9kuC6CLeO8Nzg/fg2olSHSBSsQzuuyoYWqme/EnQDe8V9xP/yc4qpLH7bBJJJhecpyqUU8XIe3eiFxnYWnJfg0d8VqOQly+8usuSSFLopsOMalYJPMeeRbjJGVHSz9WbiskLJ3YEmTJrsBXS6F7Gz8ifWF24hYYwnZrSGfiXHAeeccw733HMPV111FVdccQWnnHIKU6ZMQQjBxRdfPPy4O+64g+uuu46Xv/zlfPCDH6Srq4svf/nLbNq0ie9///sIIfj73//Oe9/7Xt785jfz/ve/n1qtxo9//GM+85nPcMIJJ7BgwQLuvPNOvvCFL/CRj3yEmTNnsmXLFj73uc9RrVb53Oc+h1KKd73rXaxYsYL3ve99zJo1i0ceeYSvfOUr7Ny5k//3//7f8Jj++Mc/MnXqVD7+8Y+jlOJzn/sc73//+/nrX/865oovDnm5S9d1zjzzTM4880xc1+Xee+/lD3/4A+9617tIJBJceumlfPSjHz0SYw0JGXNI5bG59HNAkbXmYOvNxIy2USl3rOR9qsXAQG3tg8Fqz6T59nDpba0sicoiGdWHiiVI/ObbCN/D7ZxOfd4pwUY8F7w6snU8KpkZ8fcQcpShafiNbYhyAVEtUT31Yswta4gW99K0+T6mTDufjestNi6rc8qkKLWSDOKC02PrRHgo6MIibU5Gx6Lk76Qjdh4xvZV1hVvoq6+glutnbvrdVPxefOWRMidg6WFaVEjISFDxeqj6PWwvPW3gegFxYxxVvx9bbyKqN4/yCF+YgzFsVUrRtaHO+kcqSB/shMaCcxOkmoxnPghRLaEVBtAqJZRuIBNpXF/DKYshs1aFbatnWZBp/d3Yy+/B2rQS4QWVKkrTcSfPpj5nCV7ndA4qAudg8X2E54DrgOeBECjDQkZiqIYUeiwG2QRy524Y7EcrB4KPsmOH1BpcPe0StMFerG3rSPz+FgqvfR9aMkMmI5G+RqWSIp4fQDcMyLSw6IIkj95ZoNjvs/LeEgvOTSA0QSSmUx6U2NGRrZIUQpAwO/BUhZo/QMxoZnLiVRTcLeTdTazO38SJDR8J/UqOA974xjfS29vLd7/7XT7zmc8AkM1mOeOMM3jzm9/M/PnzUUrxxS9+kTPPPJMvfvGLw8+dNGkSb3nLW7jnnns455xz2LRpE69+9av5j//4j+HHLFq0iJNPPplHHnmEBQsW8OijjzJ+/Hje9KY3oWkaS5cuJRaLkc/ngaD75MEHH+R///d/ueyyywA4/fTTsW2br371q7z5zW9m+vTpAHiex3e/+93hSpRyucxHPvIR1q5dywknnDAi++9geUlHOdM0Of/887nmmmt4/etfz8DAAD/4wQ8O19hCQsY8RXcH3dWHAGi3z8DUEkT07IiPw/cU5UEf3YDV95fxHEWqSWfqosBEzXUkmlsnI7vR4jb28nsxenYhI1HK518ZxOcphVYchMY2ZCZMuAk5SCJRZNM4RK2Gsmyqp18CQOv6PzGpsRfbltRqGrueLKJbglIuMCM8mhFCJ2F2kjanIZVH2prBguyHMEWSkreT5bnP48sKriow4Kyl6O5CKm+0hx0SckzjygoVbzc9tUeoyX4sLcPE+GV4sopAI2F0jPl2uErBp3+PS60iiaYOLJL4rmL1fWXWPhiIJE2dJqe8IrWfSCJqFfTeLvTunYhaBRlL4NtxKlUd3xdkspLGoVabZ4ok2kAP8T/+hNRPvkJk3TKE5+I3tFA5/TLyb/13ypf8E97EmS9dJPFcRDWII9ZyfYhyASUlMp7Cb5+IN2EG3uRZ+BNnIpvaUakspDLIcRPxJs3C65iMMiOIUh4tPwBO/eBeV9MoX/QGvMY2tEqJxO9+AE4dXYdMRmJGNKpaImhPKuWJpXQWnp9A06F3h8uGx4JFKMMUCBTFgZE/n2nCJGlOxBA2dT+PJnTmpN+BqSUpe7vYWLgNgIiWxZEFSt4OlPJHdIwhI8O1117Lfffdx5e+9CWuvPJKEokEd9xxx7CZ65YtW9i7dy/nnXcenucN/1myZAmJRIIHHngAgGuuuYb/+Z//oVwus2rVKn7/+99z4403AuA4DgCnnHIKW7du5TWveQ3/93//x8qVK3n5y1/O1VdfDcCjjz6KYRj7VbMAvOIVrxi+/2mmTZs2LJIAtLa2AuzXLjRWeNFnjHXr1vGHP/yBu+66ix07djBu3Dj++Z//mUsvvfRwji8kZMwilcfm4i+RuCSMCcSNDuJG+6hMxCpFH6eu6N5aZ7DbQzeGooA1gZQKp+zToHqJaTVEoYL9+N+C5539KlQiWO0W5QIqloS2Dih7h94PHHLcIlMN+KUcejGPM+skrLVPYO7eStuK3zJj1tt5akWEresk7TPrOJiU8x6pxqMrLvgfEUIQM1qDRBxnK5aWZlHDv7Fq8AYq/h5W5L7E7PTbyFizKLpbcPw8SbMTS0+N9tBDQo45lFJUvD0UvV3sqvwVgGnJ16ELi4rfS9IY+5VdtZLPYK+HJjigYStAadDnqb+VKA/6CAHTTooy8QR7X/uHUmilHNpAD0L6SDuO0g0cB3z3uc1atVwv9mN/wdrw5LA5qzP1BGoLz8Rvm/DSUu+UCoQRt45wXVASpRsoM4LMtKCicVTERln2wUUHWzbSspGpxn0VM8U8olLcV2WiPU+VhxWhfNk/k/z5NzD69hD/808pX/pPmJZGJivp77dwHA9roBtlmGRa48w9I87Ke8rsWFMnmtSZMMcmMtSCU8p5pEa4BcfU4iStSQw66/FkjYieYU7q7Tw5+FX21h4gbU2jPXrakF/J3tCv5BgmnU5z+eWXc/nllwOwZs0arr/+er7whS8wd+5cAD796U/z6U9/+lnP7enpAWBgYIBPfepT3H333QghmDhxIosXLwb2pd1eeumlSCn58Y9/zA033MDXv/51Ojo6uO6667j00kvJ5/Nks9lntc40NwdVfMVicfi2aHT/JKyn/Uv+0W9lLHBIV3TPFEe2b99Oa2srF198MZdeeikLFiw4UmMMCRmTVLy97K4GgsO46FlYo1RN4rmKymDQdrNlRQ2AWafEiaWCg1WtLIlTIC37kbE4qTu/j1ASZ/oC3BlDv1unDlLht3SAFQmEkpCQg0XXkY3taJUSOPXA2PW2r5LuXsPEyU+xPXMi+UGdLY+XmX5GA+W8JJoIVu+OdiJ6lkzEouBsoS5zLMz+K+sK32fAWc3q/I20R89kcvzVOCrPgFMa7iEf6yvbISFHE3WZo+ztoavyZxQeWWs2zZETcWQeS0sSN9tHe4jPi1ML0lRQYB0oyhfYs6XO2gfK+B5YUcH8cxJk254hOEuJnu9FDPaBYSFjCTwPnPJzm7Vqg31DAskKxNAFkTNlDrWlF+A3vcTkGtdB1CoI30MZEVQkgkw3oewYyrJRVuT5BY0XQtdRiTR+Io2sVxGlAlq+D60wCJpARhPPaUYvU1lKl72Z5K9vwtq6BvnQH6medgm2DZm0ZGAghu4U0Ab24reMp21KhGpJsumJKusfrRBNajR3WkRiOqVBSSSmsOMj671la40k9E4K3jY0YZKNzGZS/OVsK9/OxsKPSRoTSJjjMbVE6FdyjNHd3c0VV1zBtddey2tf+9r97pszZw4f+tCHeO9734vvB5VE//Zv/3ZAH9F0OhCPr7vuOrZs2cLNN9/MokWLsCyLarXKz372s/0e/7QgUywWuf/++/n2t7/N9ddfz0knnUQ6nSaXy+H7/n5iydNiTDY78tdHh4ODmqV++ctf5mUvexmvfvWr+eUvf8kZZ5zBrbfeyj333MO///u/hyJJyHGHVB5bS7/FUxVsrZG0OZWo0YouRj42u1r0qZQk6x6uoBS0TrZonxZMDpyaxPTrZGU3IhYj+sif0Af7kPEUlbNfOfRmAqM32dga+pKEvGhULInMtqJVSshsM7VFZwHQvuK3zJ5RBqBrh6DWV8Z3FaWcP7xScbRjanEy1gyiRiueqjInfQ3jYxcCsKd6H8sG/oua34cuTAruFgadDTiy+AJbDQkJORik8ii7XQw66xlwViPQmZa8ComHrxwSZueonJsPFs9V5HtcXFdhx589LZe+Yu1DZVbdE4gk2TaDU16Z3l8k8T30/j1ouV5UJIqMRKlWBa4jSKQkTc2SeHyfSKLl+4nd/TNSP/oSkfXLEUrhTJ5N4fXvp3zpm1+8SCIlolpGDPYh6lVkPI3XOR138iy8ibPwW8YjUw0vXPVxiKhIFNnYijdxFu6E6fipRkS9isj1IaqlA1bI+m0TKJ93JQD2snuw1j4OQCyuSKUlVT2FrFbRB7rB95g0z2bc9AgoWHVPmVpZ7mvB6XdHvAVHCEHcHEdMb6bqBwkoE+OX0GDNReKyOn8jnqxianFAUXS34cnaiI4x5MjQ1NSEYRj8+Mc/pl5/dtvZli1biEQiTJ8+ncbGRnbt2sW8efOG/7S2tvKlL32JNWvWAPDEE09w0UUXcfLJJ2MNlZvde++9wL4qjw9+8IO8973vBSCZTHLJJZfwnve8B8/z6OnpYenSpXiex1133bXfWG6//XYATjrppCOzM44wB7WkdeONN6LrOosXL2bJkiVomsbDDz/Mww8//KzHCiGGd2RIyLFK2dvNjsofARgXOxtDS2DrR8D5/QXwXEUl77N7Y51qUWInNGafGguigD2FV/NoUj1ENAetuw97ZeCnUj7/tcFEBdCKg/jJDH5D64vvxQsJAfyGlsDYtVyktvg8rA1PYhVzTNz+R7aPezV7dhtseLzKgoujVIqSaHLkV+GOFLoWIW1ORSdCydvJxPglNEbmsT7/A2qynydz/0tH7DwmxV9B3R/AlSXixnhiRktYXRIS8hKoer2U/W62l38HQGfsQuJGGxWvh5jRiq01jPIInxvfV+R7PepVRTT5bJGkWvR56u8lCn3ByvDk+TZTF0URz0wOc+vo/XuDBY94Ek/p1EsHNmvV8v3Yj/8Va91yhAougJyJs4IKktbxL/6NuA5atQxSIu0osnUCKp4K5hkjGcWs66hkFj+ZRdYqgYdJoR+tkANNQ0bj+1WZuDMXUh3sIfrYX4n97dfIVANexxSSSYX0FcVCmkQxj65b+I0tzD4tRnnQI9/rs+7hMgvOS+xrwRn0SDeNbEupJgyS5iQ8VaMuc9h6A7PSb+OJ/s9S9XtYX/ghc9LvIKJlqfo9lLwdpM2poxI4EHL40HWd//zP/+S9730vV1xxBW9605uYOnUq1WqVBx54gB/96Edce+21ZLNZPvShD/HJT34SXdc599xzKRQK3HDDDXR3dw+35syfP5877riDuXPn0tbWxrJly7jpppsQQgz7hpxyyil86lOf4nOf+xxnnXUWhUKB//u//2PSpEnMmjULwzA4+eST+fjHP053dzezZs3i0Ucf5dvf/javfvWrmTZt2mjushfNQc/OfN/nscce47HHHnvex4VCScixjq8cNhd/gSsLRLQGGqwTiOrNGFr0hZ98mKkWPUr5fVHAs06JDUcB1yuSBAWSfj/Kton/5ecA1OafhjchcJ4WtQpKN5EtHRw4GzAk5BAwTPymNoxdmwGonP1KknfeTNPm+5hz9lK6905gYMAgt7VAoiNNadDDippHbVzwPxJMWiegCYuSt4OY3sbixk+yufQL9lTvo6vyVwbqq5iVegsxo42CuwlX5kmYnZha4oVfICQkZD88WaHsddFTe4S6HCCiZZmYuBRXltCFTdzoQIix2eInpaLY71EpeEST+rM8Lnp3Oqy6NzBnNyOCuWfGae7cv5VEVCtoA3vQ6jVkIkXd0ZC+IJ2VJBJqOBBGKwwMCSTLEEMrxO7EmVSXXoDf2vli3wCiXoF6LTj2JzOoVCMylhgT8wllx1B2DJltHopHDgxaqVX2q56tLb0APdeLtWkl8T/cSvG174V0I6m0xPM0yqUk8Xw/mmlBuoE5p8d5+PYCvTtcera7tE4aasHJSSJRecCqoCOJoUVJmZPJOetwZQlLSzAn/S+syH2R3voTdFWnMT52XuhXcoxxzjnn8LOf/Yzvfve7fOtb32JgYADLspgzZw5f/vKXueiiiwB47WtfSzwe5zvf+Q4//elPicVinHjiiXzxi1+kszP47f/P//wP/+///b/hCN9Jkybx6U9/mttvv53HHw8qra666ipc1+W2227jxz/+MbZtc+qpp3L99ddjmsHv/cYbb+RrX/saN998MwMDA4wfP54Pf/jDvPWtbx2FPXR4EOpYqX1+Cfi+ZGCgfFi2ZRga2WycXK6M5409U5qjnbGwfwfrG7mv9wP4qsr05BtojCygMXLCiF/oeK6if5fDxmVVutbXSTfrLLkshRCCWkVieFVava0YUZPY33+NtfEp/Ewzhde/P1hR8T20wiBe+yRkY+A4PRb277HMcbF/lULfux2tfy8q00T8D7dibVlNuWES90z4AFs2W8SiPie/IoHjWTS0m8N+Oi+VsbR/a34/BWcrnqph61lyzjrWF36IIwcBQWfsIibGL8WRRXQRIWl2EtWbR2Slr7k5eVi2E547jx6Oxf2rlKLgbqGv/hSrBr+BwmNu+p00RhZQ9ftIm9NImC/RZ+MgOdT9q1SQmFLo9YnENXRjn0gipWLz8irbngraJFJNOvPPTRD9hxharVxA9O9F8z38WJJqVcMwFOm0IhoLqkhEcZDo43/FWvv4PoFkwoxAIGmb8OLerOugVUsgFTIaQ6YaUYkUKnLkqkcOy/dXKUS5gL57K0IIVOwZczbXIfnrmzB6duFnWyhc+R6I2Lgu9Pdp+BWHqFnHb+lAxVJsWlZh65M1rKjgtFeng7Scko8VETSMs/b7PEeKsreHvLOZiJ5GFxa7Kn9hU/FnCHQWNVxPypyMK8v4yiFrzdrPr+RYPD4cCQ7XuTPk6OGgZE/XdV/Uxl/s80JCxiqerLGp+FN8VSWmt5MxZxHVm0dlNbha9CgNeuzZFFSTTFkUDVpuXIVyPTKqB1PzMbavx9r4FEpolC98XSCSDEUB+5kmZDaMAg45jAiB39iGsmOIapnKmS9HGhbxgW2coD1CJKKoVHV2ryyg6xwTccEHwtYbyUZmEzWaqfkDJM1JLGn8JK32KYBiZ+WPLBv4HL6qIITGoLORQXcTrjw8wkNIyLGOI/NUvL3sqvxxyMB1Dk2RRThyEFtrIGa0jPYQn5NKQVLs97Fi+4sk9Ypk2R+LwyJJ5+wISy5N7S+SKImW70fr6UKgcKMpKhUN21Y0NklicYVWGiT291+T/uEXiKx+FCElbuc0Cle8m9Ir3nboIomUiEop8PyoV/GTDXid0/Emzgrie+34yLbYvBiEQCXSyNZOcB1wnuHXYVqULn0zMp5Cz/WQuOtHIH1MEzJZibAj1F0drb8b4VSZsiBKPK3hVBUbHw9aE+y4Rq2iKA+Ojhl+TG8lbrRT83NI5dMRPY+myIkofFYP3ogrS6FfSUjIIXJQQsnLX/5y/vrXvx7Shu+6667hqKKQkGOFwfpGdlcDg6OJ8UvRtQhRvXnEx+G5ivKgZM9mB+lDusWgcZyJUopaxScp8sTdHApF7J7fAFBbct5wia2olJCRKH7zuMNqqBYSAgTxjU3tCKeGiiWonRwYm45beQczpgQmppvX64h6kXpVUSn4oznaI4apxcmY08hY01FK4soKM1NXc0L63Zhakoq/mycG/oeuyt+wtDRVr4dcfS0VrxulwlW9kJDnQilFxe9mwFlDzlmHwGB68ip8VQcECXP8mPX+qZV88n0euikwzH3iQr7X4+Hb8+T2eugGzDs7zqxT4mj6MwQI6aPnetD794JlUdfi1GuCZErS0CixDJ/og38IBJJVjyCkjzt+KoXXvIvSK6/Bb594aIN16kH8biGH0nX8tgmBKev4qchU9uDifMcYMtWA39yBVi6Bt29BVyVSlC77Z5RhYu7cSPS+OwGwbUhnJL4Zx6+5aP3daMpj9ulxALo21BnY4yKEIBLTKOYktfLIH7+F0EiaE4jqTdT8AQBmpd5MVG+hLnOszX8fpSQRLYsjC5S8HSh1bJ57Q0IOFwcllHz+85/ni1/8Iq985Sv59re/zfbt2w/4uI0bN/Kd73yHl73sZXzpS1/if/7nfw7rYENCRhNXVthU+ikSh6QxiYQxkajejKWnRnwslYJHueCxZ5MDEJi7CUGtLIlqNTL+XlQsRvxvv0Kr1/BaO6mddO7QG3HAc5HNHRAZeV+VkOMDmWrATzWilQrUF5yG29iO4VaYt/fXJFMSz9fYuryKZUrKgz6uc2wKA0LoxIw2GiKzieqN1Px+0tY0ljT+J82RkwDJ9vKdrMh9AalcEDDobCDvbsKTldEefkjImMSR+cBUvfx7ACbELyKqt+DIAjG9bczGoO4XA2zvm4KXB32W/7mIU1UkMjonvyJN25R/SOrxHPS+PWi5Pnw7RsWzUUrQ0CDJZBS6dIj/4VbsZfcEAsm4yRRf/S+UXvUO/HGTDmmcol4NkmucOn6qEXfCM6tHYodhT4wiQiAbW/EbWtCKgyD3iQV+SwflC18PgL3yISJDBvixWJCEU9NTqFIJPddDtkVn/MzgM1r7YBnfU0PC11AKjj/ylZKaMEmaEzFFFEfmMbQoc9PvRMNkwFnFjspdCCGG/UrK3t4RH2NIyNHEQUnB8+fP5ze/+Q0/+tGPuPnmm/nf//1fUqkUHR0dRKNRCoUC3d3dFItFGhoauOaaa3jjG99IJDJ249hCQg6VgfpqumvBSfPpapKY0Tri4/AcRSUv2b3RQUrItBo0tBu4dYlQPmnZgyF8zPWrMHduQhkm5QteB7oelOyWCviN7cjU2E0CCDkG0HRkUxtapYhwHarnvArzl9+kYcdjzFt8Fg8WJrNzh0Xn9Dwqk6U86JNpGZumi4cDU0uQsWZgeRlK3k585TA7/Xaa64vYUPgJJW8nTwz8N5MSL2d89BwqXjeOXyBpTsDWm8asIWVIyEjzdDXJ7srfqcscEa2RCfFLcGQBUySIGe2jPcQD8swY4FhyXyVnrSxZ9qcibl2RatI56eLUfpUmAMKpofXvRVRKuHaSWt3AthXpjCQSAVEtk7jzBxjdO1C6QfnC1+FOm3/IYxS1ClQrKCuCau7YF+V7rKHp+C3jwXPRC4PIdMNw65A79QSqp7yM6MN/JHrvHfjpJrwJ00kkFb4vKOZTxAs5NDvGtMVpenc6VAqSLU9WmX5SDDumUSlKyjmP1Ain4EBQyZi0JjHobMCVFRLmeKan3sD6wi1sLd1OypxK1pqJqSUoeTsxtTiGEc4HQ0IOxEHPvCzL4q1vfSt33303N910E6997Wvp7OzEtm1mzJjBVVddxc0338y9997LW9/61lAkCTmmcGWJjcXbUPhkrdnEjHZiesuoeJNUih7lvMeezfuqSSBYqUqLHHFvEByH6IN/AKB62qXIbNAeJEoFZDyF39Q29vuJQ456VDSB39CKKJfwWzupzlkKwJz1t9LS4qIQbFjhYmt1KgVJvXJsVpU8jRA6cbOdhsicoeqSPrLWbJY0fopGaz4Kj62lX7Ni8CtDJdGKnLOekrtztIceEjJmcGWBQWc9e6r3AzA9+ToEAl85JMwODM0e5RE+m/1igBP7pt5uXbL8z0VqZUkspbHowuSzRZJqCa1nF1q1TN1KUXcMksnAjyQSCRJtkr/4Jkb3DmQkSvGV1xyaSKIUolZBy/WhfIlsGY83cSZ+y/hjUyR5GsNEtnYiozFEKb/fXbWTzqE+80SEksTv+hFargdNg1RaEk1oVDwbcr1YOMw6JWjB2b6yRnHAQ2iCSFSjNDg6LTgQeGQljE5cWUQql/bo6bTZpwGKNfnvUPfzoV9JSMhBcMjNhaZpcuaZZ3LmmWceifGEhIw5lFL01pbRV18GQGfsYnQRITrK1SRKQrbNoKHdxKlJLFkl4Xcjo1GSv/0ewvdwJ8ygPu+U4Mn14EToN48LDF1DQkYAmW1GlvOIcoH6aRdjbVmNXexm8fgH+IM4m97+CIXtg9idzRRzAtM+duKCnwtTS5C2pmN6acreLqRymJN+J731x9hYvI2iu5UnBv6LyYlX0RxZhKeqoz3kkJAxwdPVJF2Vvw4tXMwZSrnpJ2o0Y+tjz5x8XwywTzSpDccA+55ixV9KlHI+VlRw4kXJ/dpxUAqtlEcb6EZJSVlPI5Qgk5UkkkGqjd7TReLO76NVSvjJDKWXvw3ZcJAmtkMCiahXkZaN39oZVFZYY09oOlKoSBS/dQLGri2IagkVHVr8EoLKea9BL/Rj7NlO4s4fULzyPejROJmMpN+z8YpFzME+WiaMo2WiSc92lzUPlFl6WQrDEriOpDjgYtoWuj7y57S40Y6nalS8PUT1Jqan3kDR207Z62JN/tssyH6IiJal6vdQdHfQqDIjPsaQkLFOWMsbEvICuLLIxuJtgKIpsghbzxLT2zC1kV9pqRQ9SoM+e7bsqyZRSuHWJEnVj6lJ7CcfxOjtQkailM+7MqgckX4wkWpsRyXSIz7ukOMYw8RvbAelULpB5fTLAJi04bdM6igBsG6VTkSWqBUllfzxYS6nCYOEOY5sZDYRvYG6HKAxMp8ljZ8ia81G4rK59HNW579N3c+N9nBDQsYEriwy6Gykr/4UAJMTr8RTFXRhEjfGjbkWNaUUpZxHacDHjmvDIrCSilX3lhjs9jDMQCSJJg+QbNO3G4mgTArThMYmn2QqEEmM7RtI/vpGtEoJr6md4hXvOTiRRClEtYw22IdSCq81MGiVzeOOK5HkaVQ8hd86HlwXnPq+O3SD0qVX4yez6Pl+4n+4FXwP04RUSuFacVRhEK2UZ9YpcQxLUOjz2bE22IYd06iVRy8FRwidpNmJpWWoyRy6sJibfie6sMm7G9lWun3Yr6Ts7qVY341Sx14CXUjIS2FsnVFCQsYYSin2VB8k56wBBJ2xCzFEjOgoxA66jhyqJqmjJDS0G2TbTNy6IiIrJPwcopTHfvxvAFTOeRUqERjNasU8fjp78CtNISGHEZVIIzMtiHIBb+ZC6u1T0HyXU3K3YZqKUsVkz9oShu5Ryvm49WO7BeeZWFqSjDWDlDkVqTyU8jkh/T6mJ9+IJiIUva1sK98x2sMMCRkTVPweuip/AyRZaw5JYwKuLBE3xmFpydEe3rMYjgGO7osBVkqx7pEKPdtdhAYLzk+QbHhGgbfvofd3ow/sxdEiVGWceDxotbGHdAxr3RMkfnczwnVwx0+j+Op3Dp/vnxOlgjaewX4U4LVPGjZoxTq+2+VluhHZ2I5WLoK/T9hQ0QSly9+CMiOYu7cS+/tvQCmiMUUipVH1ozDQi23Umb4kaIPetKxCtejva8HJjV5bqS4ipKxJaJiB0bHRyszUmwHYUbmLvvpTaMLE0pPkalsou3tCsSQk5BmEQklIyPNQ9wfZVPopAG32qUNGcW2j0gNdLfgUcz57/6GaxKv5JBlAFz7xv/wSoSTO9AW40xcAgcmbNCxkU8dRGeUXcgwgBH5jCyoSQ9TKVM95FUrTadz7JHOadwCwabONURzAqwff8+Npsnag6pIWezFLGj5Bm3067dEzRnuIISGjjiOL5J1N9NWXAzApfhl1OYilZUfFWP2F2C8G2NrXerH1yRq71gVVB/POStDQ/gzDTzdIthGD/VREEh+bdEaSbZAYBqAU9uN/I373zxFSUp+xkNLL3wKR55mTKImoPC2QaEMCyUxkY9txL5AMIwR+U1uQhFMYBLlP2JCNrZQufiNKCCJrHyey4j6EgERSYsQjeDUfLddHxzSTbJuB9IIUHKUUhiVQSlEY8EYlBQcCMT5lTsRXDp6s0WKfREf0PADW5b9P1e/D1GKYepy8u5WyF4olISFPEwolISHPgVKSrspfKbpbERh0xM7F1OJEjeYRH4vrSMqFoWoSBY3jDDKtJk5NEVFBNYn95APo+T5kPEXl7FcGT/Q9RL2GbB6HisZHfNwhIcNYNrKpHeE4qEwDlQVnAbBkx3eIx30cV2fTUx4xilTyPtXi8VNV8jT7qkum4CsXEExKXE7KnDLaQwsJGXWqXlBNovDJmDNJmBNQSBJmB5oY+XSR5+O5YoB3baixeXngOTTz5Bitk5/hF+Z76P17UIU8ZZFCt3QamiSptELTACmJ3vNbog//EYDaiWdTufB1z70AoiSiUkQbHEBpGt64pwWSVjBDgeRZaDp+cwd+MoNWzMEzxAJv4kyqZwRto9EH/oC5dU3QgpNWuGYcVcijl/PMPi2OpkP/bm94UcuOadRLctRacABsvZmEPp66zCOVz9TkFSTNyXiqwprBm5DKxdLjmFqUoheKJSEhTxMKJSEhz0HN72dL+ZcAjIuejS4ixMxx6GLkJxhBNYlH99bgxDtlUWxfNYnqx+rfib36EQDKF7w2cKpXClEYxM80IdONIz7mYw3Hh5IDRQfydRisCQZqgv6qoK8q6KkI9paDP7tLgl0lwc6iYFtBsGVQsDGnsbZfsKobdhWD51VckMfRXESmsvipBrRiHufk83ATDdjVHCfb9wGwfXeM4o4chlelOODhucfRzhkiqC7poCEyh4iexVP1F35SSMgxjiOL5N3N9NafAGBi4lLqfp6o3kpEy47y6PbnmTHAdnzfNLt3h8PaBysATJ5vM2HOM6pAlETP9SILRSp6mmhCo7FJEo2qpzdK/K5bsVc9jEJQOfPlVE+7BA7kyaLUkEDSj9INvI7JQYtNQ2to5P5CmFaQhBOJIcqF/e6qzz+d+tyTESjif/opojhILKaIJTWqMorI9ZGIOkxZGLTgrH+kglOTCE1gRsWotuAIIYibHcSMVqp+HwKduel/wRBxit52NuR/BgTRwoYIxZLjmdtvv53Xve51LFy4kEWLFnHFFVdw2223jfawRo2DqsP/zW9+c0gbfdWrXvUihhISMnaQymN7+Q+Uvd3oIkJ79HRMLYmtj7zg4NaHqkk2DFWTdJhkWgzqFYlNmbifw37i7wDU5p2K1zkdAFEuoqLxIOVGCzXRF4NUgTAyUBP0VjQcGdymCBabnp5CPF1UrQ7wbyH2/W3oGjUNckUN34eIDrauSEUgYSqihiJmgKlzbKLpyKZ2tEoJ4blUznoF6d/fzOztv2LjlBPZ2ZNi1doEp2Z7Kat2SjmNdLMxnBJxPPF0dYnlpYHjr7omJOSZBNUkf0fhkTKnkjSC1fCY3jKmjg/7xQAn9513B7tdnvp7CRSMm24x9cTofs/T8gPI3AA1PUk6A8mUHD5ti2qZxO9+gLF3B0o3KF/4etxp8w48ACXRCoNIK4rfMRWZzIAxtqptxjrKjuG3dmJ0bUZUy/uqcYWgctYr0Pv3YOzdQfxvv6L08reSSkmcegS3XMTM9TFxzjj2bnEo5XzWP1Jh3tkJTEsL2koHPMyIiTYKKTiaMEgaE/BkhbrMYesNzE6/jZWDX6er8nda87PIipOC2GAJRW8rEKTnjKXfWMiR4xe/+AX/9V//xX/8x39w0kknoZTigQce4LOf/Sx9fX28733vG+0hjjgHJZR89KMf3e//T/9gnqk0PvNHFAolIUc7Va+PbaXfAjA+dgGaMIgb49DFyK/GVArBybV7mwsMeZNIhV/3aJB9RLo2YfTvRVkRaksvCJ7kOiB9ZPOk49LF/qVS82CwHlSJ5B2BJwMhIx15tvhxKOi6IhWHiFR4nsKRUPehqySQSqCLQDyJm4q0pYiaEDMUtgHHSmKuisbxG1sx9u5ATppBZeI8YttXclbuZn5uvY9SxWTrRsGk2f2Ucy3YMQ07cawqR8/P09UlISHHM64sUXC30Vt7DICJ8UtxZYGo0YI5hgxcpVQU+p4dA1wa9Fl+dwnpQ9N4k9mnxfebM2vlAqqvl5qKk8xopNJq+NyiFQZI3P599MFeZMSmfNk/442b/FwDQCsMIGMp/PYJKDtst32xqEQav7UTffe2oLXpaS8XXad8/pWkbvsa5o4NWGsfhzlLSKUUA04Co5DHsOPMOT3Fo78rsHeLQ/tUh6bxFnZco1qUlAY9Uo2jI14ZWpSUOZmcsx5XlmiMnMCE+CXsKP+BZXtuZE7mLbRETgnFkuOUH//4x1xxxRVceeWVw7dNmTKF7u5ubrnlluNSKDmoZea//OUvw3/+7//+D9u2+fCHP8zdd9/NU089xT333MMnP/lJstks3/rWt470mENCjihSeWwt/Yaa7McUCVojJ2NpmVGrJqkUJV0b6qCgqdMk3WwMeZOUiHs57BVB20LtxLODlQ8p0Up5ZENLsJoUclD4EnK1oEVmRY/O2gGNoitIRxRtcUXCAkMDXQtEi2fOGXwJVS9oyemrBq032woaG3Iaq/s1lvfoPLJX595dOg/tCh4DgSiSsqAlFrxGg60wNEXeEWzKa6zs01jeq7O8R2NjTmNvWZCvB21ARzMy04RMpBDlAvWzL0caFtmBDZyUDSI/N+9I4vQV0Up5igMevheW/4aEHK9UvV52V/6OxCVpTCRtTkcIjZjeOmYu3pRS5Hsdirn9Y4BrZcnyPxXxHEW6WWf+uYnh+wBEvYLq20vNNUk06PuJJHpvF8lffDMQSRJpile8+7lFEt9H5AfwE1m8cZNCkeQwINNNQQVkubBfEo7MtlA9+UIAYvffiSjlicYUsYQIWnDyvWRSLhPmBOLK2ocqeK7a14IzOHotOAARPUPKnIgrq/jKYXL8FYyLnQEo1gx+n12VvwJhG87xiKZpLF++nHw+v9/t//Iv/8JPfxoEW5x33nl8/etf3+/+Z972q1/9igsvvJDbbruNc845hwULFvCBD3yA7u5urrvuOhYtWsRZZ53FL37xi+HnX3311Xzuc58bvv+MM87gJz/5CU888QSvfOUrWbBgAVdddRXbtm0bfk53dzcf+tCHWLx4MSeffDLvete79rv/ox/9KB/4wAd429vexoknnsi3v/3tF7VPDqqipKNj34rW+9//ft7znvfwjne8Y/i21tZW3vCGN+A4Dl/4whc4++yzX9RgQkLGAmVvD9srvwegM34xCEHcaEcTI58YUyn4FPs9erYPVZMsfGY1ST+RHWvRCwPIWILa/NMBApEkkcZvbD/0kofjkIobVI90VwQFR6AUJCxFayTYfX1VwQO7DVb26dR8cH2B44Mjg79dCb461P1skzQVk9I+k1KSySnJpJSkKaqImRAzgwmJUsH2az7sKQe+J9pQ1UlTVDE5JdGPxq4qw8RvGoexcxNEoxSWXkrmwd+waPP32DL+v+geTLJyUwNL472UBizK8dSorcCFhISMHq4sU3C30VN/FICJ8ctwVQlbb8TUXiAOdwSpFiVO0SViC8RQAZxblyz7U5FaWRJLayy8IDkcERw8wIG+buoliDUH6TZPt9sYOzaS+MMPEa6D19hG6eVvRSXSB35x30Mr5PDTTfhtnaFR6+FCiGAe5TpouV5UumG4jbm+8EyszaswuncGLTiXv4VUSlKv23iVPMZgH9MWjKNnu0utJNm8rMLMk+NBC44zui04AFG9BdcoU3a7sI0mZqXfTDSSYHPuLjYVf4onq0yMXxpWlrwElFJ4sjYqr21o9ov6nK655ho+9KEPcdZZZ3HyySezePFiTjnlFObNm0cqdfDH2927d3PXXXdx0003sWfPHt7znvfw8MMP8+53v5v3vOc9fO973+M///M/Of/888lmA4+pH/7wh3zoQx/i2muv5Tvf+Q6f/exnmTJlCh//+MeJxWJce+21fOlLX+LrX/86lUqFq6++mrlz53LrrbeiaRrf//73ed3rXscdd9xBa2uQgvbHP/6R66+/nk984hPY9ourrj/kK7/NmzczZ86cA943ZcoUdu3a9aIGEhIyFvCVw+biz3FlgYiWpSkyn4iWJaKPvFncP1aTNE8wSTUZ1CoSW5WIu/3YTz4AQG3x+WBFEPUqStPwmzvCvuTnwZOBONJfDQxZaz7YBkMVHUHrzf27De7rMlg7cGhtH6amsHSwNIWpg6WBpStMDSIGFF2dHXlF0RWs7DNY2bfvuQlTMSklmZTymZQOBJTmaLA9rEA88YeEk50FDV0oJqXUUamHqXgKmW1G69uDXLCU4q6tJHc8yQV93+C2yL+RGzTYuSdGe0cvpR6TSEwnEj0aVaGQkJAXS9XrZXf17/iqTtwYT8aajasKY6qaxKlKBns9kkkbQ2j4vsT3FCv+UqI86BOJCU68KLlf+g3SRxvooZqrYzfFyGT3iSTWumXE/voLhJS4HVMoXfrm547/dR20Uh6/oRW/ZXx43j/c6HqwX10HvTiITDcEt2vavhac7eux1i2D2SeRSktyThKjkMe048w+LcHyP5XYsaZO25QI6WaDSEyjNsotOEJoJM0J+KpOzR8gobdwQsubkK7J1tIdbCvfjq+qTElcMSSWiCGxRBE3xo2Z395YRSnFHRveTnf5yVF5/db4Al4+47uH/DldfPHFtLW1ccstt/DAAw9wzz33ADBp0iT++7//m5NOOumgtuN5Hp/4xCeYOnUqM2bMYNasWZimyVvf+lYA3vrWt/Lzn/+cbdu2DQsls2fP5u1vfzsA//RP/8Rtt93G1VdfzcknnwzAJZdcwt133w3A7373OwqFAl/4whcwjEDK+K//+i8eeeQRfvazn/H+978fgHQ6zTXXXHNI++AfOWShZNKkSdxxxx2cfvrpz7rvpz/9KTNmzHjRg7nxxhu5//77+eEPf3hQj7/99tu5/vrr+ctf/sL48eNf9OuGhDxN0dnBzsqfgWDlCgRxc3SqScoHqCaRUiFrLim/D3vLSrRKET/VQH3ukqD0tlrGa52Aio+dlbaxglJQdoP2mu6qoOQIhICkpcjYgUnr2gGN+7oMHus2cPx9J5jZDT6ntns02gpTV8Pih6UxJIYEYoahPb+XiK5rpJJR+gZrbM/D1rzGtoLG1oLGrqJGyRWs6tdZ1b9PnIkPiScTUz6Th6pPWmIKTUi2FzRMTTI+eRSWxAqB39CKKBfQamVqF7wG6+d7yBZ3sST6dx72z2P9lgQtDd0IBij2WZgdkf3K1kNCQo5dXFmh6G6nuxYkuk2MX4qrCthaA9YYqSbxPUW+z0V6Ajum4xRclFSsuqfEYLeHYQkWXZgk+kyfJaXQcn3UeovYDTGyDaDrwe2RZfcQe+guAJzpCyhf8Nrnjv916sEcoHkcflPH0EZCDjumhWzrROzagijlhyt7ZEMr1ZMvJPbQXUTvvwO3czqxWIp6UqOajxHN99LcGqV9qsWezQ5rHihz8itSaJrAtIMWnEhMjtoCgCZMkuZEfFnFkXmEiDEl9Qo0bDaXfs7Oyp/xVI0ZyTdiarGhypJtAKFYcgyzcOFCFi5ciJSSdevWcc8993Drrbfyjne8gz//+c8HvZ0JEyYM/zsWi9He3j78/0gkqHpzHOeAj49GA7Przs7O4dts28Z1g+uhNWvWkM/nWbJkyX6vWa/X2bx58/D/J06ceNDjfS4O+ervve99L9deey3btm3j3HPPJZvN0tfXx5/+9Cc2bdr0onuAfvSjH/GVr3yFxYsXH9Tju7q6+MxnPvOiXisk5EB4ssam4m34qkpMbyNrzSSiN45K9KBTk1QLkl3rg2jQlokmyUaDWlliUyJe7yWy8iEAaidfCLqBlh/ATzUisy0jPt6xjDfkPdJTFeTqAtcPWluaYwpNwJ6S4I7dBg/sNhio7ZuwtMUkp3d4nDHOoyl6eIUIS4cpacmU9L4+ZVfCrmIgmmwbElB2FjXKrmB1v87qZ4gnMUPx+hkOJ7d7bC1omLqkNXYUiiVWBNnUjrFrM0YyysD5/0TLHf/HiQO/ZlPjAvqcRtZsaWTR9B7Ku00q8RYSDeGKaUjI8UDN62VP9V58VSOmt9NozcNRBaJGK+JAsbgjzNPmrfWKJJEJjktKKdY+XKFnh4umw4LzEyQb9p9qi2KO6t4ckbRNplEwtCCK/dhfiD4arJjWFp1F9bSLDxz/C4haBeo1/Obx+E3tYbLdEUbZ8SAJZ/cWRK2CsmMA1BcNteD07CL2919RvuyfSaYk9XoEr1rDGOxhxuIO+na5lHI+21fWmLwgihnRcIs+pZyPZYtREx1MLU7SmkTR34jjlwGNzvgFGJrN+sKt7Kneh69qzEq9NRRLDgEhBC+f8d2jqvVm79693Hjjjbzzne+kra0NTdOYM2cOc+bM4YILLuDyyy/nscceO+BzPc971m2muf9cTXuBY9Q/Pv75niOlZPLkyXzzm9981n2xWGz43y+23eaZHLJQctFFF/GNb3yDb3zjG3zlK19BKYWmaSxatIibb775oIWOp+nu7uZTn/oUjzzyCJMmTTqo50gpuf7665k7dy4PP/zwob6FkJADMuhsYnf1XgAmxi8HoQ31Y478BKRS8Cn0e/TuCNTTKU9Xk9QdUrIPe+MyNKeG19iGM2MBOHWUpiEbW8NVpWdQcGB7QaO/KtC1oHokYkPJgb/uDFprtuT3FyBOaQ/EkWkZ+ZJaWp6OD35mnLBQYLpB+8w/YmowOS2ZnJYwJKJ7EnaVAuFka2GfeFLxBN9fE8E2FHMbfTYPahhC0niYBZ2RQCaz+OlG9EI/1rgWek++krYHf8yFuW9yW+Jj9PSYdLenaVQDlHfbROJZzEh4URAScizjyQpFbyd7a8EcL6gmKQWtsFpmdAc3RHnQp5z3icT04YuSzcurdA0tcJxwVoKGtv0n/6JawtndhxU1yDTrPH1tYG5eNSySVE6/jPqiM5/zdUW1BK6H3zoB2dASepGNECqZwW8Zvy8Jx7RAG0rB+enXsbatw92wAmYuIpkcasEp5rHtPDNPTrDq3jJbnqzSMskintaxYxq1kk+trO1fcTTC2HojStRxvT140kQQoT16BrqwWZv/Lj21x/BljTmZfwnFkkNACIGpR1/4gWMEy7L4+c9/Tnt7O//yL/+y331P+5M0NTVhmialUmn4vlKpRH9//4iOdcaMGfz2t78lmUzS0BC0w7muy7/+679y8cUXc+mllx6213pR/QTnnXce5513HvV6nXw+TyaTwbJeXGzq6tWrMU2T22+/nW984xt0dXW94HO+9a1v4bou73vf+0KhJOSw4MkKm4q3IXFIGpNIGpOw9SasUZiQObUhb5KhyVbrJItkg0Gt5BNTJeKVPUTWBKpu7ZSXgdAQ5SKysR0VGztRiaOJJ4NKkZ0lDU8yLCA81adzX5fB8h592IBVE4r5TT5ndHgsavYDP5ADbK/sgivFsACiFEFG8NPaxDP/PfR/jaFWnKF/GwYYPgzUwPOC17f0oI0nMtS680wMjSHPEsk5zxjLbest/rjd5KaVEf71pDodCcmmQQ1D80kfbT5+moZsakNUiuj1Mt4J8+nv3kHj5vs50b2bJ4yLWLMuzlkn15B9fZSSJpkJyXByFhJyDFP1+thTvQ9PlYnqLTRFFlGXOWJjpJqkVvIpDviYETFs0Lr5qRKbllUAmHVqjNZJ+8+LhVvH6epB1xWZNounp81a/17id/8s2O6C059fJCkVAIXfPhGZaTr8byzkeZGZZoRTR+/djUxlQdeRjW3Ulp5P9OE/Eb33dtzx04gnktTqGpV8jPhgH+0dNns6TPq7XNY+WOaki5OBkatgSGzTRrWtNGGOQ4tG2VVeh6Y8TC1Oi70YXURYPXgj/c5KVub+jxMy7wnFkmOUhoYGrrnmGr761a9SLpe5+OKLSSQSbNq0iRtuuGHY3HXhwoX8/ve/52UvexmpVIqvfe1r6CO8QPuKV7yCm266iQ984ANcf/31JBIJbrjhBu69916uvfbaw/paL9p4ob+/H8dxUErR19eHlJJqtcrjjz/OG97whoPeztOiy8Hy1FNP8b3vfY9f/OIXdHd3v5ihh4Q8i/76arprQSvLxMTlaNroRQ9WCj6FPo/enU9Xk9hIXyEdh6TsI7rucYTv4bVPxJ00KygDtSLIhuYRH+tYZLAm2F4MjFpTkcA09a71Fg/tNii6+z7PCclAHDm13ScTeXYlhi+h7EHFFegiSMJptBW6UOga6EMRwVow10H7h38LEbT2aOx7nGloZLPQHZGU6oqqB0VHUHEFeS9ovwGGzWAtPag0eebX0NDgjbMcCo7goT0GX10e4WNLayRNxaZBjZkNksRR1p2i7DiysR1j7zashEXhlEuwB3ayNPd7NiVPJF9vYt3WNHMn91HZ1UckFSGWPdoUoZCQkIPBk1VK3i72VgOz8gnxS8ZUNYlbl+T7glLzp6vburfXWfGXIgCTF9h0zvqHkm/fw+3qRnPrpDvjw96solYh8btbEK6DO34q1dOfYyVUqcAfQzfw2yagkiPfEhxC4K3VNA6cKnoxP2zuWlt0NubmVRi9u4n9/deUL72aVEriOkELjp7vY/Yp43jwty65vR5dG+qMn2kHxq5lSb0siSZHr6pECI10pJOS5ZCrbUFJH0tL0RiZx/zsB1g5+A0G3fU8mfsy87MfeEYazjYgFEuOFT74wQ8yadIkfvazn/GjH/2IWq3GuHHjuOSSS3jnO98JwIc//GEGBwd561vfSjKZ5G1vexuFQmFEx5lMJrn11lv5/Oc/z9vf/nZ832fu3Ll873vfY+rUqYf1tYQ6xGDsdevWcd111+1nlrLfBoVgzZo1L2owH/3oR+nq6npOM9dKpcKrXvUq3va2t3HVVVfxyCOP8OY3v/klm7n6vqRQqL7o5z8TXddQVi/5YhFLZLC0JEKErRCHC13XSKWiFApV/AP1L7wIXFnioe5P0FN7gqw1m1mZfyJutJG2po34gd+pSXp3Oqy+v0TvTpe2KRYLz0tRLflEq320FVcSv/17CCUpX/lu/HGTEIN9yNZOZEvHC7/AC3Ak9u9I4fjQVRLsKgqkEsRMxc/Xm/x5u44i+BxTluL0Dp+zxntMTD370CeHDF8rrkAIRdyA5pgiE1EkLV5yFO9z7V9XBkk7NS9I4Ck6UHL2xQ8rBMYzDGQtPRjr5x+zWNWnk7IUnzq1jiYgE1HMapRER95/+KUhJdre7eh93XipRnI7i3Te9RV6/VZ+GfswACefUiUpCojGRhpO6MCw9v9Ajubv70iSzcYPy3YO97kz/OyOHEfT/i06O1mX/xHbS7/H1hs5ufkzOHKQhshsosboVlH4vmJgj0utKImmNIQQFPo9Hr59EOlD5yybOafH9587KB9vz17kwCANnQliyaH7pE/st9/D2LERmcpSvuoDqOgBfptKIQo5iNj47ROPS7P2sfb9FZUS+o6NKNOESNBeofXuIX7bVxFSUrn4DXgzF1EoCHJ9EJeD0NLOll1x1j1cxrAEZ1yRwY7r1MpBZVLTeGvUqkqeuX9L9W7yzhYUCnso8bHgbGN5/1fwVJm40cGixg8S0TO4soIry6TMySTMY18sOVznzpCjh0OeSn/+858nn8/zkY98hL/97W9YlsW5557Lvffey7333sstt9xyJMYJwGc/+1kmT57MVVdddVi3q2nisH75e8slXH0nUutF6UniZiu2mcHU4sf8QWSkSKUOX9/f1tzD9NSWATC37TXEzQSt8SlEjMRhe42Dpa+rjlsKqkmEgIVnZYnHDbR6hVZRIv7Yo6AkTJtLfNYcKBehuREmTwTr8K2wH879e6RRCnorsH0QBjxozcLqXvjsI8HtAKeOh4umwIltAl0zeOahTyqouIE4gYBkAqbGoSEKafvZ7TCHg4PZv76EqgdVN4gDLtSDP3U/uF0AHz8L/uNvsDkn+PzjNp8/P3hsjw+zs0Ec8VFFagZENCjliUxvo6/0Ftr+egMnOPeyyjqL1atsLrpAozpYQuRKZGa2HfCYejR9f49mDve5E8LP7kgz1vevJ6sUCn3D1SQzm16BHZcktVZaEx2jkkD3NEopBvY66ErR0mGgaQKnLrn/rzmkD22TbE6+uPFZF7vO3h7cSoXG6VlSzzSjvvvXsGMjmBba699JsuUAIpCUkO+DlkYYPxliIz8vGUuMme9vNg6GB13bIB54lZCcAmdcDPf+ntg9t8OsE4i3pTA0qOSzJNwiJyzI0rPVYaDbZeNjNU5/RSOJhArab3SbRGZ0T9qpVJQUk8i4SQaqm/BVmajRSFLMJpn8BA/u/B/KXhfLB77AaZ3/ToPVjOPbuP5udDtKKjI+vM4JOaY45F/kk08+yb//+79z5ZVXEo1GueOOO3jjG9/IG9/4Rj7wgQ/wwx/+8JANXQ+WX/7yl1iWxaJFiwDwfR+Ayy+/nHe96128613velHblVJRKFQOyxg1TeBpddy6hSJGVRbpUz0YwsLS0kSNJiwtha6FZeMvhsO9quD4BZZ13wwomu0T8WsxfC9FRepUKL/k7R8K9aqkr8th/fLAJKltSgQMn769DtFaDwysh/VPoRCUl16EzJcR+RyyYwqy7AV9Ii+RsbZq80JUPdhVFHQVxXA7zFeWmzy4Ozi0NUcl18xzmdccvJfy0EeqVPDcsivwlSJmBD4mDbYiZQXtLtShWD+8430x+9cAEkDCgDYd6l4w9m0Fjb0lwb+eqPj0QxG6yxqf/LvkP5bW2VSCSkkxPauOiNBzJBHRRvT+Qaj14HZOonvWyzh13e1sNeZTKmV4cpXG9Ak+Pat34eoCu2mfL8/R9v0dLQ6XuHE4z53hZ3dkOVr2b9HZxcb83dT9PBEtS1acRKGQJ2u3k/fqwGE+KB8C5bzPwB4HK6pTKvkopVhxd5FS3iea0Dj5kgaqVQff31et6OdyeF3dpJt1lOFRKA617Kx9gujDfwWgcuHr8GINUPyH6izfRyvkkMk0fqod6gLqIzsvGSuMye+vnkAXNmLPXlQqaMFh/pnE1yxH79uDe+dtVC+7Gt2EutTwB6oY/i5mndLGQ7e7dG2qsnFlntaJEWo1n67tDk2eFXiXjPRbedb+tTH8TsrOFopyB1G9CSEaObHh31jW/7+U3R7u3fYZFjV+iLjZjisNdpbWkDKrx3RlSVhRcvxxyEKJ4zjD6TSTJk1i3bp1w/e95jWv4VOf+tRhG9w/8qc//Wm//z/55JNcf/313HTTTcyYMeMlbdvzDs+Bd0PxFtYMfo+kOYl2+3Sa7cXYWjO+qlNxByg53Rgihq03EtGzYWvOi8T35Uv+zJRS7Czfz0B9DSDojF6EkgYR0XzYvg+HQnHAZWCvQ98uF0TQ5+w6PrJWJeH1Yz0VrLA5MxbgNrQiigWUncSLpQOHz8PI4di/RxKpoK8q2F4QFB3I2pInenRuXRuh5AoEiosnebxmmoNtwJCmSs2DkivwpCCqK5rsICkmaQVmqgAoOEDS2WHlpexfU4BpwpSkZK2rUfME1y+u8ZmHo2wvaHxlmcW1J9bYWdDQlGJyWjKKHnGHjhXDbxyHvnsrUbNC/9xziOe2cU7fT/ld7J1s2WzQ2h4j4hXIb9yDsE10e3/TxLH+/T2WONz7Ofzsjixjef/6sk6+toPdlfsB6IxfRN2roIs4hsqM6rjrFclAt4vQQWgK31dsX12je7uD0GDh+UkiUY16QQ1fyMtSGaerl0xaEsvaSBncrnfvwv7LLwGoLj6X+pQTnh2F5ntohRxOugm/tRP0yGE/zx+NjK3vr4afbcMol1DVClj/P3vvHWbXVZ/7f9Zup7c502ekUZcsW8VyleWGKx2CwQF+OCEEEofQIYGEUHIvN6GXmBDKhVwXCMXG4AAOGIyNe5FkFVtWb9Pr6WfXtX5/7NHYwsZYtqwpPp/nmcfyOWf2XvvMOXuv/a73+36jgKB68RtI/eirmHu24ex8BGPJauJJRcFNkCgWSDXH6DklzoFtNjsfrNLUaWBYYT5dOeGTyEzfPcGT31+dFCl9McVgHxV3mJjejCXynJr7EFsmvkItGGDj6OdYnXsPKXM+mpIUnL34vkvCnF73V4MGx4tjXmvs7Ozk8OHDQCiUVCoVent7gbC1ULFYPG6DC4KAkZERbDvsQ93T03PUT1tb29SYstnscdvv8yGsnxWUvQPsKn+Xe0f+jkcL36Tg7godJXoLQmhU/H7G3e2MOY9S9QfwZJVjjItp8DxxggJ7Kj8AoD26HkOLE9fbMLUTb21160d3uulYFLaPc+qSeFAkObILs3cvStOwz7oUggDhe2FrQGOWJXc+T2oe7BrXeGxMw5dhdsc1j0T4+tYoFU8wLyn5xNk2b14RiiS+hHFbMFAR2L6gORq21F3bGrC8SdIce5JIMotIWrA0JzE1sDT4u9NsorrisXGdb2+PkI1IDpYFh8thp57ZhEw3IfPtmHaZVEpyeN2b6I70ssTbhFKC7VstjEwCd6KKfWAotKc3aNBgVlMPRhmy78ORE5hamvboOQTKIW50TOtNl+8pSqMe0ldY0XDaXBjy2P1Q6KZafmacTMvR12FpO3gDI2QSDsnW+FQgt6iVSd56PSLwcResCK/nv4/nopUKBLlWgo4eMBsO5JmKSqSRuTa0amXqOhS0dGKf9hIA4nf8FFGvkEwqYnFBXSXQimMsWq4wI4JaUTK410VoAt0UVAs+gT9zLtimliRrLSGi5agHI0gVENFzrG36EEljPp4q88jEFym6ezC1OKZIUfYPUXR348vj4zZs0GA6OWah5LLLLuMLX/gCv/zlL2lra2PRokV8+ctfZufOnXznO99h3rx5x21wAwMDnHvuufziF784btt8oVmYeiWXL/4KC5KvIGF0ovAZcTayrfBV7hv9MHsrN2IH48T0PBGtiUDZFN3djDnbKHg7qfsjBGr6rKUvFpSS9NVup+ztR2DQHb8YXcSIG63TMJawPrU47DHW7yMELFobCy+Wjk1KjRHddi8AzslnIjN5tGqJIJVFprInfLzTRSBhsCrYNqozUBNkIooHBnX+4Z4YW0cNDKF4/VKX/3VOncXZcMJSdmGkppG2FCvzkjUtASflJa1xRXQOLHZkI7AkK1GErpr3nmqjC8WDgwY/2mWRsRQHihoD1dlkKSHsLJBvJ8jkiXvjRHNR9p92Fed6PyaiapSKOocOWZiZGLX+Cbyh0ekecYMGDZ4Hoeu2j/566CaZH78MqVxMLUlUb5q2cUmpKI352HVFNBlOmV1bsvWOCkpB20KL7hVHCxnS93H6R0nqZVIdCbQjM+3AJ3nrDWiVIkG2heqlb4Tfb3XsOmiVEkG+g6C950W3EDIbCZpakck0ovpE5w/79Jfg59vR7CrxO29B0yCdlohIBN8NsKqjLDgl/NzsfaSODBRWTODWFXZlZgn/hhYnay0lprdQD0aRysPSkqzNfYCMuYRA1dky8RXGnccwtChRPU89GGXC3YkdjE/38Bs0eF4cs1Dyrne9i3Xr1nHjjTcC8A//8A/cdtttvPa1r+X+++/n3e9+93MezKc//emjOt50d3ezc+dOXve61z3t68866yx27tz5vDrevBDEjBxdiQs4venjnNb0UbrjF2OKFJ4s01v7DRvHP8XD4/+b3tpvAIgbbZhaHCeYYMLdwZi9jZJ7ACcooNTMOmHOBZRSVLx+9lZC62tn7AI0YRI32jG0+Akfj+co6hVJ7xE3yRKLeFrHqQckZIHUwGMYw70ow8Q+/SLwPRQgm9rCALEXARUXHp/QeGxcA6HwJXzmoSg3PB7BCQTLcgH/Z0Od1yz2MLTQRTJUFQRSsDwXcFKTpD2hiM/BOWdzTLEkK/GkYGFG8terw8/RbYdMfn3IJG4q9hU1hmuzTCzRDYLWLlQ8QVorErR2U1x1ERucmwHYs9PAkxaBblHdP4wqn9j2dA0aNDh+1P0xBp0HcOQYpkjSETsXX9VJGB1oYvpO3JUJn1ohIJYIO9woqdh+ZwWnpohntKd0uFFS4vSNkpbjpDuTaE9qlRb/3X9jDBxEWREqr/gzpnoEHyHw0aplgtYugrYu0F8c1/dZj2GGLYMV4E4udOoGtYtfjxIa1p6tmHu2EYlCMiWxtRSiUqKns4YVE9gVSd9uByEEhiWoTMwsVwmArkXIWEtIGJ3YwTiBcjG0GKtz76XJOhmJy7bCvzNib0ITOjE9jBwouLuoeL0oFUz3ITRo8Jw45jXVSCTCv/3bv+F5HgDnnXceP/vZz9i+fTsnn3wy8+fPP+6DnI1I5aGQpMz5pMz5LEpewbj7KEP1+xl1tlD1+9hXuYl9lR/TZK2kLXo2zdG1aBj4qk7F76Ua9GGJDHGjFUvPogvrj++4wR+lHgxxsPYzakE/uojQGT8fQ8SJ6S3TM55yQGHIY3wgdJMsXBO6STTHJhWMEZ3MJrHXnItKpNGK4wSZ/IuiRaAvYaAq6C1rOAHkIopfHDC5Za9JoARRXfGny10umudP5XCU3TCktTWu6ElJki+Cr01bXOEFkr0FjbUtAW9Z4XDD4xF+tNsiHVGc2uKzt6BhaJKm6MyagD0jkRhB6zyMvr1kIjVG553N/PEf0DWykz5jOY9t0Tj1rAj2mEfkwABmMgY0wtYaNJhNBMql5vUzUL8LgO7EJUh8TJEkMo1uknoloDwusWLaVMDmvq02Y/0+mg5rXpLEMJ8kkiiFPTBBwhsj3RlDt54QOqzt9xN59AEUgsplb0Lmfm++oSSiVCDItRA0d7xoFkHmCiqZQTa1oo/0Ic08CI2gtRt73QXENv6W+J0/pdS1iGQygWNr1KtJYtVRFq3s5PGNPvu31OlcEsGMCmolSa0UkGqaWbZXTZikzQUIBFW/D0vLYGhRTsm+kx3F7zDibOTR4jdZFPwJ8+KXEtVzeLJGyduHr2qkjJ5GI4sGs47n/C2s1+vcd999lMtlcrkc5513Hsnki7tt2RGiRg5TG8Pxx1EKTC2GIeI0R1bTHFmNJ6uM2BsZtO+n5O1l3H2UcfdR9HKUlshptMfOJmMuQSHxZJkJdxxTJIgZbUT0JsxpcD3MFWr+MAV315Sbpzt+KUIJ4mYHhhb9I799/PE9Rb0sOfx4uArRuTRCPKVTK/kkZYHU4a3oEyPISAxn3fngOihdD7NJ5miq+BFsH/YWNYZrGklTMmprfGlzlL5KuEK3tsXnrStd8rHwxt+TMFYXxAxY0SRpjSn0Wdbx5fnQlVQESrK3qHHhPJ+CI/jZfovvbLd43zrFgrRkz4TGinxAehaJRyqZIWjuJD5wkHjU5NApr2PD3Tdwk1zI6HiEwb46LW1xKiNlYn390Jyd7iE3aNDgGLCDMYacB6kHwxgiTmf0ArygTNpaMm0LRK4tKY34aBoYVnitHevz2Lc57Exz0jkJkrknptBKKaqDJWL1EbIt2lEB00b/fuK/uwWA+vrL8ReseMr+tHIRmUwTtHY1RJJZStDUhqiVENUyKpkBwD7zYqz9j6KPDxP/3S1UL38T6YxkzLPwHZv5+QkOJNLYVUXvToeek6OYEUG1EBBL6UcJcTMBTRikzQVoGJT9QygkphZnZebt7CrHGKjfzb7Kjym6e1iReSumlkAXJjV/EF/apM0eLD0z3YfRoMGz5jkJJd/85jf52te+huM4UwGklmXx13/91/zt3/7tcR3gbCQV6aA5GqfulnCCAk4wTl2OAmJKNOmMn09n/Hxq/jBD9v0M1e/HlmMM2vcwaN9DVG+mPXo27bFziekteKpGyduP5vcR05uJ6nksLY34/frWBn+Quj9C0d3N3vKN2MEIpkjSHj0LQyQmQ3hPPE5VMtrvURjyERosXB0l8BSaWyftjxDdNukmOe1CVCSGKIwimztQsbktSto+7C5ojNQEKUty816L2w4aKAQpS/FnJzmc1R5MaUVFB+q+oD2umJeWJOdgic0fQwiYl1L4UnGwrPHaxR5FV3BXn8lXH4nwkTNschHFngmN5U2SxCx6j2SuFeHUyQ6P4EaaKZ31Ss6461fcb76Snds0mtsUgZWienic5s5BsBoTsQYNZgOBcql6/QzUfwdAd/wilJAYWpyYnp+eMfmK0qiP5yniqVC0sKuSbb+rANC1LELnkqNXxu1CnZwzSizroaWeaFkuygUSt34XISXu0tU46y54yv5ErYzUzbC7TSO4dfZiWgTNnRiH94DngmmBboRdcG78GtbuLbhLV8Oik0mmJEUvSbJeZPGKFI9uhP1b63Qti2BGBPVyQK3kk87PvAu1EDpJcz5CGJT9AygpsbQky1JvIWX0sLv8A8bcrWwc+z+cnP1rUmYPMb0FR04w7j5O2uwhprc27l8azAqO+VN600038cUvfpFXvvKVXHvttfziF7/g2muv5ZWvfCVf/epXufnmm1+Icc46NGEQ0bOkrQXko6vJR04haXSDCpPd6/4InqwS05tZmHw1ZzV/irW5D9Ie3YAuotjBKAeqP+P+0X9ge/HrlL39xPRmDBGl5g+ELhTnMer+MIFyp/twZzx2MEbB3c2+yk2MuVsR6KxI/wUSRcLsRBcnfnIipaJa9Ol9kpskltJxapNukgOb0CtFZCKNs/ochF1DmVGC7PSUCJ0o6j7smtAYrQuGahr/dG+MXx00UQjO7fT4zLk1zu4IRRI3CANeBYKTmiTLm16cIskRNAE9aUl3UjJuC/7sJJe1LT6eFHxxUxQngKIr2FvQsF/gFsjHFU0jaOlCz6bIaAVq0Vba17XSHPTiqgh7HqoRTWhU/ATVvX2IiZHpHnGDBg2eBU4wzrDzMLVgEF1E6Yy9BE9WiRvt02LTV0pRHvepV8JcEgiv1dvuqODZilSTzvKzjnb1eraPXhonH69g5p5UEuu5JH9xPVq9gt/cQfWi1z/VCeo64PvItu45vwDyYkAls8hcG6JS4ki7uaBtHs6p5wMQv+NmhF0jmVRE44K6itKVGSWWEni24vBjNkIIzIhGrSjx3JmZUyiEIGF0kjGXIJWHExQRQtAZP591TR8mqjdjyzE2jX+WvtqdgCCq59GFQcHdQ8nb37h3mcFUKhXWrFnDOeecMxW1cSz89re/Zc+ePS/AyE48xyyU/L//9/9405vexKc+9SnOPPNMFi1axFlnncW//Mu/8KY3vYnrrrvuhRjnrCYUTXJToklT5GQSRhdKSerBGHV/BF/VyZhLWJH5M85p+Rwnpf+SrLkMUIw5W9hW+Cr3j/4TfbXb0YRFRMviqwoT7uOM29uoeL14jVZcT4sdjFNw9nCgegsjziZAY2Xmr0ia87C0FNFpWrVyapKxfo/i8BNuEt9T6F6dlDdIdPt9ANTPuBh0A1GvhSU3kdi0jPdEUPNg57jGSF3wq4MmX9gUZczWaI5J/v50m79e7ZKywvlHwRGM24KOuGJVc0B7Qk3llLyYMTRYmJZ0JBQTtuCdaxyWZAKqnuBzG6PoAkbrgr1FDW825auZFkHbPKIpnbheZbx5Fae370AoyeFCM4XDZfSYxUTVIjh0EG1imFnXF7lBgxcRUnlUvH4GaqGbpCv+kvAmUcSJ6tPj8qwVJZVCQDShIyYvKHserlMY9jEsweqXJNGNJy40ga/wx0tkGCPWmntCCFGK+G9/jDHSh4wmqL78qtBh8GQCH61aQubbkenpy2JpcBwRgiDfhoonELXy1MP1My8hyLWg1SrE7vpvdB1SaYU0YwjXZemScMHswHYbz5GYEQ3PVdRKM/ciLYQgbrSRtZYCTHW4SZnzOa3pozRH1qLw2V3+HjtK38GXNqaWJKJnqPh9FJxduLL8TLtoME38/Oc/J5/PUy6Xue22247pd/v6+rj66qsZGxt7gUZ3YjlmoeTgwYNccsklT/vcxRdfzL59+573oOYymjCJ6k2krYU0R9fQFFlJ3OiYFE1Gqfth663W6OmsbfogZ+T/me74xRgijiPH2F/9KfePfoTHiv+Xqj9AVMujBJS8/WGLYXdPo1vOk3CCAkVnLwer/82QfT8gOCn9F+QjqwiUTcLompZEfaUUtaKkf0+oqLcvsoglddyqT0JOkN7zIJpdI8g04550OqJeQcYSyMz0iDongooHOyc0Rm3BT/eZ3HbIRKC4vMfjXzfUWdUcThjcAIZqAl2ELX+XNck52c3m+WDqsCgraYkrio7g/etsOhOScVvjC5uixEzFUFWwv6Thz6JThYolob2bdNRGVy7emrM52dgIwKPboxjKxdPijFUSBIcPo40PNcSSBg1mKHYwzqizmWrQh4ZFd/zi0GlrtE1LZphTk5TGfExLTIkhwwddDj5qA3DyuQni6SfyQ5RUOBM10sEIqXxYZnGEyOa7iOx6BCU0qi9981OFkCPhrdkWgnzHnM8ce1FhRZDNneD74E+uxhsm1YvfgBKCyM7NmPsfIxpVRGMKW0/SmR4jkQbfVVOfNysWBrt6zsy+SEf1PFlrGRom9WAMpRSmFufkzNUsTr4e0Bi2H2TT+Kep+v3owiKut+DKAgVnJ3V/ZCrGocHM4KabbuK8887j7LPP5vvf//4x/e5c+1ses1DS1tZGf3//0z7X29vbCHQ9Bo6IJhlr8aTTZCVxo/0J0SQYJaJlWZK6kvUtn2FF+i9Im4tRSEadzWwtfIUHxz/BYP1uDC2KIaLU/cFGWc4kblCk6O7hUO1WBuy7AVievorW6OnYwRgRrYnoNCXqu7aiOOoz1hteROevDN0khlcnXe8j8thDANTPvgyEQDgOMt/21BWpOULFhV3jGmN1wY27LO7tN9GE4m9WO7zlJJeoMekisQUFW9CVVKxqlrTFGy6SP0REhyVZSTaisAPBh06zyUUkfRWNazZHSVqKvvLsaxss000Y7a2ktTKeq9GxYR4pNUaVDIfu6iMRV7gqykQ9geztRRsbBDmzJ5oNGrzYkMqn6vXTX78TgM74BQh0dBGdlmwS31UURzykVJiRcGpcKwU8elcVgJ6To7T2HH39rZd94u4o2Vgd4k902zIO7iJ2363ha857JX734qfsTysXUYkkQWt3ow3wHESmcshsM6JcfKIEp30+ztrzAIj/9mY0JyzBUZqJQmPpovCzduhRG9eWmJZG4CmqxZnrKjlCRM+SjSzHEDFqwTBS+QghmJe4lLW5D2JpWWrBABvH/pXB+v0IoREzWgBFwdtF2TuIVLOpHnjusnfvXrZs2cKGDRu47LLLeOCBB9i/f//U8xdddBHXXHPNUb9z5LHe3l4uvvhiAP7sz/6Ma665hgceeIDly5fT29s79frff+yqq67iM5/5DB/60Ic49dRTOffcc/mv//ovNm7cyGte8xrWrFnDG9/4Rg4cOACEesPy5cv55S9/yRve8AZOOeUULrroIn7wgx8c9/fjmIWSiy66iK985Sts3br1qMe3bNnCNddcw0UXXXTcBvdiQhcWUT0/KZqsoimykpjeRqAcqv4QgbRpjZ7Buqa/5/T8x+mKXYguYtjBKPsqN3PfyEfYWboOW45jicxRZTllrxdXluecyvdMuLJM0d3L4dpt9NVvB2BJ6o20R8+hHoxjaRnS1iI0MT3t1+rlgP49DkpBrt0gnTdwaz5xOU5q9wMIz8Vv6cJbckoY9JZMI1O5aRnrC03JDZ0kY7bgezstHh42MITiPWsd1neGEwRnMovE1EMXydKsJDazOufNSGIGLM1KEqZCCPi7023ihmJXQedb2yJEDcnhskbt2EtQpw8hCJo7iHVkiMkSjp5m9fISADvqK6hs2ko8oXCCKON2CtXXiz7a3xBLGjSYQYRukkeo+IfQMJkXvxRPlonrrRgnuLOflIrSmI9rK6KTuSSBr9j62wq+p8i2Giw5/eiSV6cuMe0iTfoEIvtEeLQojJL41fcQSuGcdDrOqvVP2Z+oV1GaQdA6H6xGeOucZPI6paJxRL0y9XD9rEsJss1otTKxu39OJDLpKtGSdKSKpLOKwIcD2464SjRqZYlrz/zrl6WlyFkriBtt2MEYngyFn6y1hNPzHyVnnYTE5fHSf7Kz9F0C5WHpaUyRpOIfoujunlsRAkqBY0/Pz/O437vxxhuJx+Ocf/75XHrppZim+axdJR0dHfzoRz8C4JprruFtb3vbs97v9ddfz0knncQtt9zCxRdfzKc+9Sk++clP8o//+I/ccMMNDA8P84UvfOGo3/nXf/1Xrr76am699VYuvPBCPvnJT3L48OFnf7DPgmO+1Xj3u9/Nvffey5/+6Z/S1dVFc3Mzo6Oj9PX1sXjxYj74wQ8e1wG+GNFFBF2PENXz+LKGHRSwg2HsYAwhNKJanqXpN7EodQXD9kP01++i7O1nxNnIiLORmN5GZ+w82qJnoQSUvX1UfYuIliGqN2PpmWlruXci8GSForuH3vrtHK79EoBFyT+hK3YhdjCKpSXJWIunrc2y54Y10EP7Q7fP/JVRfFdhuFWy1UNEHt8EhG0EkTIMeutoP8rWO1coOmFw64QtuHZHhJ0TOpaueN+pNquaJXIyi8SXYUeXeSlJdO69DS8oSSsUSx4f19FM+MA6m888HGXziMGNexSvWODRV9FYkpWzx/2tG6j2LpK1fThDVayFbSzo7+VApZv7d7VzgfEIscVrqFcjjNlp8gP96EoRtHQ2Wm82aDDNSOVT8wcZqN8FQEfs3Kk5SdQ48WHllQmfajEgltQQkyfBnQ/UKI8HmBHBqguTaE+yLvqeQlWr5NQQRib+xDnFsYn/97Vojo3fNp/aha99akmN54JjE3QtRCVSNJjDWFFkcwdG3z5UxA/ncJMlOKmbvk7k8Y24S1eTbF2BXdeQVpRlPSUeLmQ4vMNmbDvAtQABAABJREFU/slRonENty6pFcPPopjhF2lDi5E1l0yKH4cJApuIlsPS0qzOvocD1Z9xsPoLBuq/o+wd4OTMXxEzWtCEST0YxZd1UlbPtGUHHjeUgk9/EPY+Nj37X7ISPvyFYy7p832fW265hYsuuohoNEo0GuXcc8/lJz/5CR/4wAeIRJ5Z2NV1naam0KmfyWRIJBLP+Ponc9JJJ/GXf/mXALzlLW/h+9//PldddRVnnXUWAC972cv49a9/fdTvvPWtb51ysLz//e/nu9/9Llu2bGHevHnPer9/jGN2lCSTSW688UY+9rGPsWrVKuLxOKtWreJjH/sYN954I9ls9rgNrgEYWpyk2UlT5BSaIicT01vwlU3NHyJQNu3R9ZzW9BFOa/onOmPno4sI9WCIvZUbuW/0H9hT/gGOLExmnBSYcHcwZm+l7B7EDUpzLsvEkzWK7h76a7/jYPVnAPQkXsG8+OXYchxDS5CxlmBqz/7Le7yxK5LBvQ6+q4glNVrmmbhVn6QcJ/n4vQgZ4HUtwp+3FK1aRqZzyOTca3dasAU7x3VG64L/uz0USWKG4u9PD0USX8JQVRDVFSfnJUuyDZHkuZKJhGU4AmhPSN65xkGguLPXZOeEzkA1DMadVURimN1dpOIBbsVj4dk5YlqNCa2d+x5tJ7HjXmIJhS0jjLtZ1MAA+lAfBDPfxtygwVzGCSYYc7ZQ8vchMJiXuBxXlonpLSd8AcNzJNWixIoKND08B/bvcejbFYZrrrogOeUygdB94lZcMnKERMSHyGSWipLw0+vQx4eQ8RSVl73lqYsbQYBWLiKb25GZ6QmrbXBikemm0EFSLk49FnT04Kw5B4D4HT8hojmhq4QYLdka2VyADODAljoAkSlXyexwhYftg7tosk7CECnqwQiBchFCY2Hy1azOvgdDJKj4h3h4/P8wYj+CJnRiegsSl4K7i4rXi1Kz/Fo9y6ZUAHfeeSejo6O84hWvmHrsFa94BYVCgVtvvfUF3ff8+fOn/h2LhQ6+Jwse0Wj0KR14Fi9+oqwxNdmW/bl06XkmntNtRyQS4c1vfjNvfvObj3q8Xq8zNDREW1vbcRlcgyfQhEFUDzM1PFnDCSaoB8PUg7HJ5OlWlqX/PxYlr2DYfpD++l1U/EMM2w8ybD9IVG+hI7aBtshZCKFR9g9RDfowRZqY0YKlZaYlPO144ssaRXcvA/V72F/9CQDd8UtYkHgVjhzHIDopkkxfjk4QKGpFn4G9oZtk3soogQ+mXyFT2Iu1dxsA9fUvBd9DIZC5VtDmVr/5CVuwa0JjzIZvbYtyuKKRNEORZGFG4gYwVhd0JBQLMw2B5HiQjymWKMmuCY0VuYDXLfW4abfFj3ZbLM7WOVwWZCIKYxZ91FQqS2yBjbNjAMdLccZ5Og/c5TDEQh7c5bLBuw1WXUKtZjEmcuSHBtBVQNA2b046tBo0mOkccZP018NON+2xczBEDB8mMwtOLPVKgO8qEpnQFVKZ8NlxX1gysGhtjHzXE0nhSinsckAyKJARE6j0E6vekQd+Dbu2oXSdysuvQiXTR+9IKbRygSCbJ2jubIS3vljQNGRzB6JWRtQrUy2g62ddhrV3O3p5gvjm3+KseSl2XRBEkyyfX+CBiTy9uxx6TokSS+k4tqRaDLCiM99VcgRLz5DTllHxeqkFA+gigqWlaYqs5PT8P/FY8VuUvH08WvwP5nmXsjD5J0T0HL6sU/L2ESiHlDl/WhouPG+ECB0drjM9+7ciz+kc8+Mf/xiAd73rXU957vvf/z6vfe1rn/b3fP/Y8mWCp1mwMs2n/p21P3LvY1lPrY443jETx3VK/MMf/pALL7zweG6ywdNganGSZhf5yCqaIicR1ZvxZI2aP4zEoyN2LqfnP8q6pn+YtLRGsIMR9ld+wv1j/8jjxf+k6vdjiAS+qlBwdzLmbKPo7p3smDP7VFxf2hTdfQzZ97K3chOg6Iydz+Lk63HkBBoWGWsJlja9VlenJhk+5FErSXQTupZGcGsu8WCc5I57EErhLlpJ0D4frVZGZppQifQf3/AsYqwu2DmuMVwXfG1LKJJkIpKPnllnYUbiBDBma3SnVMNFcpxpjSsWZSQ1X3DxPI+OhKTkCn5zyGTc0Riozo4J2JMRzS0kurOIeo1YHM67yMQQPr3Gch7ct5Dmh39KPB5Qd03G/CbUyAj64KEnuhE0aNDghOHIAmPOdorebgQa849yk5zYRQzfDbvPWdHwvOd7ii2/rSB9aOo0WLTm6MUjp6awVI0sQ5BKgwin0Mah3aFQAtgveR1B+3x+H1EtIWPxyfDWxkXtxYSKxJDNnQjHhmDyhtKKUDvvVQBEN/2OWG2YaEzh+AZNzZJ8k4eSsO9JrpJ6WeLWZ4er5Ai6iJA2F5E1l4ES1PxRpAqI6k2szX2I7nhYNnG4dhtbJr6IE0xgaDEieo6q10fR3YMv7Wk+iueIEKHjbDp+noNIMjY2xp133snrXvc6fvKTnxz1c8UVV7B582Z27dqFaZpUKk/k7lQqlaNaAf++kHdEAHny7xwJZZ0NzKK1wwa/T+gyyZOzlpOPrCJtLkSgUw9GsYMxEkYny9NXcU7L51ie/nPS5mJAMeZu49Hif/DA2Mford2OUhJNGFT9AcbdRxlzHqXqD+DPklClQDqUvH0M2Q+wp/wjQNIWPZulqTfhyAIaZiiS6NMrOIQtgYMpN0nX0ghCA71eITu6E+vQLpQQ1M+6HFwbpZuhm2SWrB48G0broZNkqCb46iMRBmsazVHJx8606U4p6j6M24KelGRRRmI24iSOOx0JxcK0pOoJ3rQ8XO24/bDBeB36yhqV2aYfaDrmvE7i+QjOeI1cXnD6+gBdBOw3V/NQ31La7v0vYhFvUizJwWhDLGnQ4ESjVEDNG5zqdNMWPRtLS6EJg5jResLHU6/4+J7EsARKKR67p0qtKInEBasuSCKelEviORI8jyY1hGmJqRBWUa+S+E0YXsi6DXgnn/GU/Qg7nEsFrfMgEnvK8w3mPjLTRJDOo1VKU495i07G61mOkAHJu35CMiFREgIrzrL5BQAG9rhUi8Fku2pFpRDMusYMQghiRiu5yAqieg57MotEEzpLUldycuav0UWUoreHh8f+D+POjrDBhdFMLRih4O7GleXpPow5zy233ILv+7zjHe9g2bJlR/1cffXVaJrG97//fdauXcsvfvELNm3axJ49e/jHf/xH9Cd17orHw/LJXbt2US6XWbZsGfF4nG9+85scOnSIu+66i//8z/+crsM8ZhpCyRzB1BIkze5Jl8lKInoeT1Yns0w82qNns67p7zkj/8/Mi1+GqaXwZInDtV/x0Pgn2V74d4rebgwRJ1A2BXc3Y852Cu5u7GB8xrbtClQokgzbD7Gn/H0UPi2R01ie/jNcWUKgkbEWE9Gz0z1U3LpiYtBnYjB8L+etjOKV6sSdUVI7wvbF7vJ1yKZWRLWCzDajYtOXpXK8Ga4Jdk5o9FcE/7Ylwpit0R6X/NNZNm0JRdWDsiNYlJEszMhZVQIymxACulOKnpSkIwFntfsoBD/cbVHxoL+iPZ/A9GlBWBHiizux4hp2sUa+WbLmdA+BZJd5BpuGV9B597XELYe6YzIe5GFsFH3gAHjTZI1t0OBFhiMLjLuPUvAeBwTzEy/FCUpE9WZMcYLdJF7oJjGsMMC193GHof0uQsDqC5NY0ScuQIGvcOsBWTFKTJafcHkqRfyOm9GqJYJcC1z6uqfbEcKuEzR3oeZg1liDZ4mmI1s6kIaJqIelXQhB7fxXo3QDs3cvqcOPhK4SVyPTZtKSDzsj7nvkCVeJXQlwqrMzW9DUkmStZaSMBfiqjh1MoJSiJbqO05o+SsLoxlNltha+wsHqLxBoxPUWPFmi4OzEDsan+xDmND/+8Y8555xzWLRo0VOemz9/Ppdccgm33HILH/jAB1i5ciV/8Rd/wVvf+lbWrl3LunXrpl6by+W44oor+OxnP8tXvvIVkskkn/vc53jsscd4+ctfzle+8hU+/OEPn8hDe14IdRylyWuvvZZPf/rT7Nix43ht8oQQBJLx8epx2ZZhaORyCSYmqvj+9J3MlFL4qhp2zPGH8VQVTeiYWhJdRJAqYMzZxkD9bsbd7UD4MdBFlNboGXTENhDT2vGpopTE1JJYWgpDS6ALK+zMIyInvHbwye+v6zkUvX2M1B9mZ/k6AuXQZK3ilOzVeLKKQpG1lsyY9OzCkMcjv60wtM+lZb7J6gsTuIcHmTfxIE13/RCl6ZTe8iGUaYV/v57lYJ3Y3JgX6vM7WBXsKWj0V8Nym4onmJeUfPiMOplI2CLY8UORpCup5pKJ5ihmyvkBIJCwe0Lj8QnB5zfGsAPBVSc5rG0JODkvaY7NMrUE8AbHsPePEuggohYD/TpbNlmAYJ1zG2tTj9B//l9Q9RMk4j45fQyRyRG097yo2nS2tByfEsS5eO2cq0z3+6uUZMJ9nG2Ff2fCfZTW6JksT1+FJys0WSux9BMrIpQnfApDPvG0Rmk04KFflFASlp0Ro+eUJ1wfSinq5YCUXqHJ3o9IpcEI5z3WjodJ/OZGlKZRvfJdJJcspVSuEwST76+UaMUxgnxHmIs0x7LGTiTT/fk9XmhjQxiDB5CpHEyuwkcf+g2xB25DxlMMXfFBRooJojFFbajG3RvD0N+zX5Mm1WRQrwRE4hpNHeZRnZieLyf6/bWDccrewcmyuyY0YRIolz3lHzBQDxcO26PnsCz9FjSh4wQTKCBtLiSmt05bTsvxunY2mD00ztpzFCEEppYkZXaTjz7ZZRJmmfiqSnNkNatz72J987+yMPkaonoLgbIZqN/FpvFP80jhs4zaj6CLCApJPRih6O5h3HmMMWcbo/YWxuztlN2D1PxhnKCAL+snpJOOVD4lbz8j9iPsKt9AoByy1gpOzv41vqqhkGSsxTNGJPEcSWnMZ+TgZEvgk6N4E2VifoH0pJvEWXU2MpVBOHVkU9sJF0leKAYmRZKDZcE1j4QiyaJMwD+eGYokBVvgS8GynKQ7NXdFkpmGrkF3WtIeh1ctCj+XP95jUffhcFngzb6oIqKdeXJL23EqPkG1TkdnwMmrwmPbFLmUx8rLmffbb5AURao1g4mgGVWYQO/fD059mkffoMHcJey69xgT7qOAoCfxctygRFTPY2ontiw28NVUu1XfVWy9o4KS0DrfZP7JR1937aokavpkgwG0iDUlkmjFMeK/uyV8zZmXItu6n7IfrVwgSDVNtiVvTLcbgMw2E6RzaJUnuuDY6y4gyDSj1cpkH/lV6CpxBMm2CO3N4XVp7+Ynu0okTm32ikUAUb2JnHUSCaMdOxjHkxV0YbE8fRVLU28GBIP2vWwrXIMv60T0HJowKXp7qHiHZ2WWYoPZybNKlHrooYee1cYOHTr0vAbT4IVBEyZRPU9Ea8I3jnTMGZnqmGOKJD2JlzM//lIK3m4G6nczam+m6vezt/Ij9lVuJmedRNLsJmF0kTA6sUQGkPiqhusXUCiEEAhMdGFhaokp94o25UB5ajrxc0Eqn5K7nzF7K7tL1+OrOmlzMauy7yRQDlIFZMxFxPSZ036vXgno2+0gA0g16WTzCvdAgZaRzRij/SjTwj7tJYhaFRlLIDMzQ+B5PigF/RXB3qLG/pLgG1ujuFKwIhfwgdNsYkaYWWIKWJ6bnQ6G2U7ShO6U5LQ2wQODAYfKOv9zwOTVizwGq4J56dn1NxGaRnZZJ8WKS2nvMFGqzOtJ4PsuO3dY3B95NVbV5qTbv0bvBe+gVGuGRDP58hgGBwjae1DRE9uetEGDuY5Skro/RF8tzCZpiawjqjfjyuK0rA7bVYlnK2Jpje2/q2JXJLGUxsrzEkeNxa1LdE2RU8OYvo3MTl6XZUDith8gPBevcwH2ugv4/TgtUSkhrWgooBizsGtHgxcGXUfmO9BqVYRTR0VioBvULnwNqZ9+m+j2+8gtOp0BNQ+JztKlDoOjUUYOeRRHfTLNBpoG1ULoLDmerpITjaFFyZiLMUWKin+YejBGVMvRFb+AqN7Eo8VvMeHuYPPE51mVfRdRPYcvDcr+ASTe7O2I02BW8ayEkquuuupZXciUUrOmbdWLkVAUSWBqCeJGO64sYgdj2MEErl/CEFEy5hJy1nK8VI1h+0EG6vdQ8Q8x7m5j3N32xLbQiRttJPQuEmYnCb2LuNGOqUWR+NjBGDV/CABN6GiEYomhHR1kpvhDN2JP/7geaHg1g1F7GzvL1+GpCimjh9XZdyOVh1QOaXPxtATD/SECX1EtBAzue8JNIifKxO0RMtt/C0D9zEtQ0RhacSJMxZ/lEyuloLci2FfU2DWh8e3tEXwlWN3s855THSwNRmqCqKFYllVko7Prhnwu0Z5QjNuSP1ni8ZXNOnf3m5zV7hMzNHLRgOTx0TdPGELXSC1qJZBQPTBKVFZZuDiB7wv27jb5XfRKrLrNktu/Ru95b6dIJ1oyT648hq72E3QsQEXnTjZQgwbTjSuLTLiPT5b5Qk/iFbiySFRrwtJObMlNECiqBR/dEtRKcuq6vOqCJKb1pFwSTxH4iqZYiVhpFJnKTj0Xffi3GIOHUFaE2iV/+lS3iGODkgRt3Q3htcFTUPEUQb49/AyZFmg6/ryluEvXYO3eQva+m5m48G9xHJ1E3qKrtU7fcJy9G2usuzwdZnFVJHZVEk/N7sR7IXQSZgemlqDsHaQWjBDVs+Qjqzg190G2Fb5K1e9l0/inWZ19N0mzGyF0Kn4fgXJImwufcl/RoMHx5FkJJdddd90LPY4GJ5gjHXOik+U4TlDADoZx5Dgogakl6IpfSFf8QsreYYrebqp+P1W/j6rfT6Dsyf/vB+fJ242Q0DumnCcJo4u43oYQOr6q4wWVPzyoP4pAR+DVa+woXocrSySMTlbn3oNC4iubjLmYuNH2vN+f44lTkwzud3HrCismaO8McA8VmH/od2h2jaCpFWf1BkS1TJDMhLWrs5z+imBfQePRcY3/91gEqQRntPn8zRoHXYTBrmlLsTQnSc2yG/G5hqHBvJSi5ErO6/K4q8/kB7sivHuNTW9ZY1mTZLYtWmmaILmgGYlG7cAIMcosWZbC9+HgfpPfxN6CWf+/LPjt19HOexsTagGkmslVx9D7J8WS2IkNl2zQYC6ilKIWDNFXvwNQNEfWEjdacWSRuNF+whfXnKrEtRWxlMaejWE3muZ5JpmWJ6bDUiqcmiSVdElWB6ZW/QH0wUNEH7odgNoFr0Wmf+967ftotQp++3zUHLiWN3hhkLkWgmoJvVJEppsAqG14BeaBxzGHD9Pa9wCH8ucgJSxeEdA/ohjr95kY9Mi1m2i6oDrhE41raPosu0A/DZaeJqstp+r1UQ360bBJmT2sa/oIWyeuoRYMsHnic5yc+WuaIiuJ6c3YwRhS+aSthVhaIzukwQvDsxJKzjzzzBd6HA2mEVOLY2px4kYrnixTD8ZwgnFcv4QuoiSMTlLmvKnXK6Vw5MSkaBIKJxW/j5o/iFQOZf8AZf/AUfswRIKE0YWpxREYaCL8mfr35H+FMNHQJ58zn/I6XWrsHv8+TjBOTG9jTfb9CHQ8VSVlLCSmzyyRREpFpegzsCdctepeHoHCBOnifpJ7NwJQO/81gAIpkfm2qYCv2cpYXbC/rLFxWOe/dlooBOd2erz9lPA9GK4JmqKKJVlJYnYbZ+YM2YiiI6G4qNtj87BBbyX8+xlaQD4maInPPsePpgnSPU0ooVE/MEyiXGLFSSl8X9B32OCXsbfxytrX6b7zm4gNf86EWA6pPLn6OHrffoKOnie6WzRo0OA54coiBXcnY85W4IibpEREy51wN4k84iYxBHZVTl2XF605OrzVrkhiCUU2GEQPPGSyafJgnLDkRkncpWtwl609egdKopUncJtakU0zx9XaYAaiG8jmDrTDFXAdsCKoZJr62ZcSv+tnpB/+HxIvXUXNSRFP63R32Bzuj7FnU43TX5YmEhPUy5OukvTsnjMeQRcWKXMBppak7B2cLMVp4tSmv+PRwtcpeLvYVriGZem3hA0n9GZsOUHB2UnaWjhjMgkbzC2elVDS4MWBJgwieo6InsOXNRxZpO6P4MiwhZcurEnhwiSiZYlGmshHVk39vlQB9WDkKAGl6vdRD0bwVZWit+u4jTWq51mTez+aMHFlmbS5kITRMeNKv9y6YqzXozweIDSY1+PhDZRZuPtXCBTOsrX43YvRiuMEqRwqMbvbB1Zc2FsU3HHY4Cd7Q6vIxfM9/uwkF6nCcpuWuGJpVhJtnH1mDEJAV1Iybmu8ZrHLdx+P8NN9FifnbQ6XBZmIwpqFczFNF6TnZwGN6qEhEpUSp6xK4ftRhgYMfhH/a15Tu4buu/8T/aw3MspaSDeR9SbQ+/Yh2+aFq30z7LzSoMFsQClFPRimv3YnoGiyVpEwOnHkBHGjDSFObMCpXZM4dUUsqbHzwTpKQVOHcZSbxKkpzIggq09gFieQmSdcIfG7f4ZeHEMmM9QueM1TzwvFcWQyQ9DSBdosPGE2OKGoRBqZa0Uf6UeaJggNZ9V6rB0bMUYH6Hjs5+w56Y2TrhJJ34CiMBQw3u+T7zLRTUFlwieS0NDngKsEwoiAmNGCLiKUvH3UgxFiejOrc+/h8dJ1DNsPsrN0HXYwxoLEq4jpeZygQMHdTdr0iOltM+4+oMHspnGr0uBpMbQ4hhYnrrfiyjJOUMCTZaRy8VQNhceRztJhBomJmCznietttEZPm9pWoFxq/iA1fwBf2Sh8pAp/nvxviY+a/K9UPkp5T/z7Sf+NW3mWJt+MpmK4skzKXEjC6JpxJ0elFLVyQP/ucNWqY6GJWR0lNbCZ6HgvyoxQP+fl4DooTQs73cziZHwngH1Fjd8cMqdEklcsdPnTZR6eDINbOxOKxVk5K2+65zpRIyzBWd0c8EA2YE9B52f7Td6w1KW/Klgwy4Jdj6DrgvS8NBJB7fAwiUqZNWtgkx9jdMTklsTf8rrKl+i473top9UZYj0inSOjl9H79oHrhE6vxo3PC47jlwgvKzPrXN7gueHJEgV3NyPOIwAsSB5xkzQR0bIndCxShm4STRe4jqJvV1gzvHD1E24Sz5EoBdm4TXRiABlPTn3vzX2PEnnsIRSC6iVXPiV7RNQqkIwis11gNupJGzw7gqY2RLWEqFZQyTRoOrUL/4T0jV8jvnsjue4zKWiLiMVh/jyHA4ei7Hm4QlNnFisW5uzYFUkiM7euT5aeJiuWUXT3UQ9GiepNnJR+G1E9z6HqrRys/hw7GGN5+ioiehZPVih6ewikM5Vj0qDB8aAhlDR4RoTQiehZInoWYFLU8JDKJSD8ry/reLKGVA6eclD4TxJRwpKZmN4SOj4wnpegoesaqXSMQqFAzRsnZfSQNDpnnEgC4DmKwpDPWJ8HQE+Pixodp33PbwCon3UJKpFCFMaQLR2o+OzNRAgk7C9o3Nuvc/PesJ7mtYtdXrfEwwlgwtaYn5IszEiM2asFzXlaYor2hOI1i1y+tDnKQ0MGZ3f4RA1oigakZ+n8XzcEme4UBQSVXo1EtcCp6xQPPxRnYjzCT5Lv4/WVz9G+8cdoTo2BBRdBJkU6VscYOkzgOXMiZHkmI5XPeH0frmcRE90n3G3Q4PgSZpOM0F/7LSDDznnGfOxgfNJNcmJvZJxJN0k0obF3Ux0ZQKZFJ9cRToNloPBsRaZJkaj1I6RERcJWwaJaIn77TeF21p2P37346I17blg+0bEUJeLgz+7WrQ1OIKaFbO5A790LvgeGSdA+H2flmUQee5D2zT9m4tz3I6XGwuWSw72S0rjGyCGX1p4IphW6SqIJDd2YefPg54OhxclGllLyDlD3h4joORYlX0tUy7Or/D2G7Ptx5ASnZP4GU0sipEHZP0gw2RHneHXabPDipjETaXBMaMLA0GJYeoaY3kzC6CRjLaY5uorm6FrykdU0WaeQs5aTsRYR1ZvRsJDKx5UVbDlKzR+e/BmZ+nfdH6EejGIH4zhBATco4coynqziyzq+tAmUi1Q+vrSxgwJJYz5Jc96MnVDblYD+3XZo723TSKkx2g78Dt2tETS14aw6B1GvoKJxglzbrLX3KwWHK4JNwzrf3RkGt57b6fG6JR52AAVHsCAdsKghksx4dA3mpSQ9acVLun0AfrDLoupBb1lDzk5TCQCGKch2JzG726hqGYxamXXraqQzEkdFuTn9QUoiR+v2/6F7188oFwXFWhwvnkEfH0Lv349w6tN9GHOaQLmUvENUvN4psb3B7MRTFYruHkaczQD0JF456SbJTJObJEATYTebw4/bQOgmEUKEJUIVSTyjkQ5G0SpFZHKyDFYpEr+5Ec2u4Td3UD/r0t/fePj6fBvkmk/ocTWYG8hkFpnJo1WKU4/V11+OjCYwC0N0HLoLxxFEItCzIFx427uxilIKMypwbUllwp+u4b+g6CJCxlxMwujCCSbwZZ3O+Hmsyv4tuohQcHeyeeKz2ME4hhYlojdR9fspunvwZW26h99gDvC8blvK5TJ79+7FdV2CIDheY2owS9GEganFiehZYkYrCaOLrLWUfGQ1zdE15COryFuryEdOoSmykpy1jKy1lIy1mKTRQ0LvJKa3YGkZdBFFwwgzTpVPoBw8WcOVRbygQsqcR2oGiyS+pyiPBwztDy9qC+bX0QYPkTv8MEBY34xCuC6yuQOsyDSO9vkxVBNsH9W4dodF3RcszwW87RSXqgdlV7A4I1mQUegz80/V4PdIW2FeyQVdHtmIZLimcf+gwXBNMFKfnWLeEQxTkO2KYXa2U9FzWE6Z00+vkUhKakGcH+c+QlWkyO/6HQu2fo9KwadQjuAm8uiVAnrfXkS1NN2HMafRhUnZP0jV72+IJbOYuj9MX/0OFAFZcxlpcyFSeZOdbk6sm8StSZyaxIppHNrhEHiQzOk0zwsdYnZVEo0LMtEKRmEImUhPlcFGtt6LeWgXSjeoXvbGqe43RzgiqsiWzlm72DGTUQpsH8brMFQJc9Bms2D/tGgaMt+ONKOIehUAFUtQP+dlAOQfuw2jWkBKWLAkwNAllSIM7akhhCAS16kUwmDXuYgmDNLmQlLmIjxVxZUV8pFTWJv7EJaWoer3s2n8M5S9w+jCnOqIU3B34cnqdA+/wSznOd26PPDAA7zhDW/gzDPP5FWvehW7d+/mgx/8IJ/+9KeP9/gazAGEEGjCxNQSWHqGiJ4jqueJGa3Ejfawq441j7S1kIy1hFxkBflJh8oTP2tonhRc2hJrSVvzZ3QNolOT9O9x8D1FLAkt0XE6dz4pwLVrEVqlRJBuemp7wVlEwRbsHNe49rEIY7ZGW1zy3lNtbB/sQLA0K5mXUrOuveyLnY6EoiOpeO3iUOj7xX6TkiM4XBbYs3zhyrQ0sp0xjI4WqmYTEbfEGadXicUlFS/BTfmPUhdJ0oceYen9/4E7VmaiYODEmhCug9G7D60wCo2b+BcEQ0TDrgf+AWrB4HQPp8FzwJVlit5eRuxwYaAn+Qo8WcbSskT0E3u9U0pRLUoQICUcfuyImySKEILAV4AglZZEJgZCgWRy4UIbGyJ2760A1De8PMwRexKiXkVpeqMs7zjiSyi54QLMvoLgkRGNzcM6W0Y0Ng/CI8MaW0Y0DpQE47bAmSNrtCoaR+bbEXYdZHhQ7knr8Dt60HyX7sd+iuMILAsWLA4vwvsesZFSYZgCUJTHPYJgbl6XhNBIGl1kzCVI5eEEBVLmfNY1fYS43okrCzwy8TnGnO1oQiemt+DKIq5sLGw8W971rnfxhje84SmPX3nllSxfvpwHH3zwqMdvueUWVqxYwTve8Q6uuuqqZ72fWq3Gd7/73ec93hPFMQsl9913H3/5l39JNBrlQx/60NSKz4oVK7juuuv4z//8z+M+yAYvXoTQwrbAIoKhxTC1BBEjNaNFktDm6zGwNwxxXTCvTuLgFuLFXqQZob7h5eDYKN1ANrfP2pDImge7C4IbHrfYX9JJmIoPrrPRBdT9UCTpTKrGItssxNLDYNdT8gErmwI8KfjJvlAsGajO/j+oGdHIdsTQ21qpWs3EZZkzTq8QiUhKTpIft32cupUlNn6YpXf/G2Kgj/FxHdvKgi7QBw6gj/RPTWgbPH9G7S30lx8O7eRaHEPEKHv7qfnD0z20BsdI3R+mr3YHCp+0uZiMsZRAuSSMNjRxYqPxnJrCrkoiMY3enTaeo4ilNNoWhPkFbl0Si0O8NoSoVZ5oCR74JG77PiLw8eYvw1m1/ugN+x7CqRO0dKLiqRN6THMFpaDuw1hd0FsRPDqqsWlIZ8uIzo4xjcMVDSeAqKFoiUNXCpJWGBx/oBgKJpuHdR4b0xioCkpumJc2W5HZZoJ0Dq0yeXMvNKoX/AlKaKT6tpMc2BG6Shb6mKakWhEM7ghfG41r2NUwsHiuIoQgbrSRtZYi0KkHY0S0HKc2/R1ZczmBcthW+Hf6a3dP5hY2bMzHwvr169mxYwe2bU89VigU2LZtGx0dHdx1111Hvf7hhx9mxYoVfPGLX+Saa6551vv5zne+w7e//e3jNu4XmmP+FH35y1/m4osv5vrrr+fP//zPp4SSq6++mre//e386Ec/Ou6DbNBgNuHUJIMHPOpliWEo5if6ad11OwD2WZei4km0WgWZa0XFZmeAqxfA3qLGjbstNo8Y6ELx3rU2uaii7AoWpSVt8bm5svFiIR9VdCYVr1zoYgjF1lGDfSWNvqpG0Znu0T1/rKhGpj2C1tJMNdJCUlQ5/fQypqmYqMa5Mf8xCqmFmPUii+/9GrEDWxkf06iTQkXj6MO96IOHwgC+Bs+bTaNfYMvQd9hXvmVSLEmgCWuyReTodA+vwbPEkxVK3gFG7IcAWJB4BZ6qYGkpInrTCR2LUopaKQChUAoObn9SNokmkJOr70mtjD4xjEplpspnYvf/CmN0ABlNUL34DUeX1SiFqBQJsi3IbMsJPabZjBeEbpHBqmBPQWPzcCh0bBvV2D2hUXAFmqbIRhRtCUVrXJGJhB3ZjrhSLR0yEaaet3TFuC14fFxjy4jO5hGNvQWN0bqg7s8y45+uI/PtKCHADT+rsrkdZ80GALq2/wS35mOYsGjJpKtkm4f0AoQmsGKCykRYZjaXiep5stYyTBGnHoxgiCirc++hLXo2INlVvp59lZ80SjePkbPPPhvP89i2bdvUY/feey/5fJ4rrrjiaYWSc845h1QqRTabfdb7mW1/l2MWSnbs2MEVV1wB8JROIxs2bKCvr+/4jKxBg1lIODGTDOwJ3STdnTbNe+/C8Gr4Te04q9cjqmVkIk3Q1DrNo31uSAUHShr/s9/gN4dDu/HbTnZZnJUUnLC7TVeq4SSZ7QgRZpXMTysu7QnFgB/usqh7cLiszeqVuyNEYhrZ9gjkm6nG2kibNc5YV8K0FMVKhJui76Ov7Wy0wKPn4RvIP3YbY2OCmhdFprPo48PoffsQdiM07vmyLPNGAHprt7O3chNKKSwthYZO0d2LHYxP8wgbPBvq/gh9td8i8UgZC8iaKwiUQ9zoPOFuErcehrRaUY3+PQ5uXRGJa3QsfsJNEolIYtXBsKXvZPmM0buXyObwpqB20etQiaMdI6JSRMWSBC1dU1kmDZ4e24fecphjtmlY55FhnR3jGn0VgSshboaCR3tC0RRVJEyedei7JiBmQH6yW1s2opAK+iqCbSPhvraNahwuCwq2wJsFBkCVSCNzbWjVMqjwIls/8xJkIo1VHadl5+1ICfMX+EQiknpdo397GAJrWhpKKcrj/pQIOFex9DRZaxkRrWlKSF+Rfis9iVcAcKh6K/sqNyLV3HXYHG8WL15MW1sbmzZtmnrsrrvu4txzz+Xcc8/l8ccfZ3Q0fK/Hx8fZu3cv5557Lh/5yEemSm8eeOABVq5cyZ133skrX/lKTjnlFF760pfy61//GoBrrrmGr371q/T19bF8+XJ6e3sBuOmmm3jZy17G6tWrednLXsa1116LlOHnv7e3l+XLl/ONb3yDDRs2cPHFF1OpVE7Y+3LMZ/hUKsXIyMjTPjcwMEAq1bAgNnjx4tqKsX6PwpAPKJbGd5M9tBGA+oWvCYukpUTm22dtTXNfRfC7Pp0b94STzVctcjmn02fcFlM31o1MkrlBwoR5Scl5nQEtMcm4rfG7PoOR+uwPdj1CJK6RbbNQmRz1WAeZWJ31pxeIxyV1W+e/3f+PnQteB0Db47cx76EbmBj2KVdNgnQTerUYiiVP6ljQ4NhZkHo5J7ccEUtuY2/lxlAs0dMIoOjuxQkK0zrGBs+MJ2uUvAMM22Ete0/y5fiqiqkliU5HNkkpQCmF0ODAtnCFfsGqKJoukFIhJSQpottVVDx0dwq7RuLXPwzzxFaeibfo5KM37ITbCVq7Z3UI+wuNG0B/RbB1VGN3QaPoCnRNkYuGosYRt0hEP34ZuIYGKQta4oq2hCRqKCpe6F55ZDR0r+wc1yi7x2d/LxRBUysynkJUJ28GrQi1814FQMue36LGRtF1WLR00lWyIyCohWJ9JK5Rr0iqxbkvEITtg5cQN9qwgzEkHguTr2Z5+s8AjTF3K0P2A9M2PqXCEvXp+Hmupo3169ezefPmqf+/++672bBhA6tXryaVSnH33XcDsHHjRqLRKKeddtpTthEEAZ/73Of46Ec/ys9+9jOWLVvGhz/8YarVKm9729t429veRnt7O3fffTcdHR384Ac/4LOf/Szvete7+PnPf8773vc+vvWtb/H5z3/+qO3efPPNXHvttXz5y18mmTxxbvxjlvcvvvhivvSlL7Fs2TJWrlwJhM6SwcFBvv71r3PhhRce7zE2aDBrqFcC+neFE6m2Zpv5u3+OQGEvORW/cyGiMIrMtSJT2ekd6HNktC54eEjnusciBEpwRpvP65Z4jNYFrXHFwnSjBfBcoy2hGLclr17k8u1Ho/zqoMmpLT6Hy4JsRBE9sYvELwjRhEa2zaSgMtR1SFSHWH/aOBu35yhM6Px64iWUlrdz+u5vkOnbilUdY/8Zf4FsT5FKNqHXihh9+wjaupGZ5kb3i+fI/Mz5uI5kd+mH9NbCFajFydcT0bPYwThFdw9ZaxmWnp7mkTZ4Omx/hP76HUhcksY8msxTqMtRcuYyNHFiFwZcW2FXwmySwX0udkViRgVdyyJTz0cMj7g9jIrFw++sUsTv/AlapUiQaaZ23iuP3mgQoNUr+G3zUUfaBzc4Cl+G84S+iqDoCBKWoi3+3BymngyzSHYVNA6UdNrSsDqnsSQj/+hijBBhyU7UCO8YAwl2AP1VQdXTOCkvic3Ua5dpIZs70Hv3hqWdhom3+BS8+cswD+2i85GbGbjo7cyb53Ngr0G9rrP3gRLLzrfQdAMrGpbgRGJhp6e5jC4ipM1FaBhU/F4sLU1HbANRPU9f7Q6y1vJpGZdScMWPYOPAtOye0zvgxjcc+1Rk/fr1/Ou//itKKXbu3MnIyAgbNmxA13XWr1/PXXfdxWtf+1oeeughTj/9dCKRpxeL3/e+97F+fZjr9M53vpNf/vKX7Nq1i1NPPZV4PI6u67S0hGWLX/va1/ibv/kbXvGK0A00b948KpUK//zP/8x73/veqW2++c1vZsmSJc/h3Xh+HPNp4oMf/CBbtmzhyiuvpLk57Bn/gQ98gMHBQTo6OvjABz5w3AfZoMFswHcV5VGfkcNhmcJKcwuxQh/SjGCf9/IwId+Khm6SWXgjVXJh64jGt7ZFqPqCRZmAv1rlMFYXNEUVizMSc3bm0jZ4BgwtDHZd1SxZ2+LzyIjBTXsi/OVKh76KxuLsHKjBAWJJHdUGhaEstqYTqQ5x1inDPLK7haFBgwf6V1Je/g+cv/eLxAp9LL3rK+w//a0Ue7rJZLLoThV94CDCdQjyHaA3vgzPhc74BoQy2VX+7qRYolicfANRPbRYF729ZMQSLK3hXp1J+LJGyTs4tYLbk3g5PlUsceKzSQDq5QAZKDRdcGBrPRzTyVF0Q6CUQvqKlFFA921UMpzLWrsewdq9FSU0qpf9aViOcwSl0MoFgnQemZudZbMvJIGEcTsMZS3YGlEzzBk5Fndp1YPdEzo7JzR2F3T2FTU8+aQNDMBPiZAyLU5t9TmtLeCUfID1LE61ugYJDeKGCjvqFDWW52buwo5MZhGZZrTCMCobiu+1819N+r++TGp0NxP7tuIuXcPKVS4bH4xy8IBJe9cY6aUtmBGNWjmgNO7T1GGizXGLryYMUuYChLCo+IeQMiBnrSCiNRHTm6dtXLPxXV+/fj2FQoF9+/Zx9913s3LlSpqawvP3hg0b+OpXvwqE+SRHhI2nY9GiRVP/PuL+8Lyn5rmNj48zODjIF7/4Rb7yla9MPS6lxHEcent7p8SYnp6e53+Az4FjFkoymQw/+tGP+MlPfsL9999PoVAglUpx1VVX8brXvY5YLPZCjLNBgxlPvRrQu9NBBpBJ2Cw/8GMAKqddiorF0UoTBB0LUJHZ9x2xfdg5rvGNbRGG6xr5qOT96xzKriBlKZZk5ZxwFjR4erJRRUdC8bIej8fGdXZO6OyY0LGMgHxUkI3OjXroeEoHBRNDKZRuEK0NcuqyYXZEmzl4wOKx3naqCz/OJQNfJlYaZMl9/8Hh6pVMLF9LNpdA1w30kT7w3NCa/+QbrQbPms74+QCTYslvAEKxRMtjB2OU3L1krGWYWnw6h9ngSdT9UfrrdxAom4TRSd5agy1HyVhL0cWJ/R64tqRWDlfThw96VIsSwxJ0rwgn3J6tsIRD3B2dKrnRSuPE7/wJAPaZFxO0zTtqm6JWRkZiyNauhgj6JKSCCVvQXxGM2QJTh5a4RP8jAoRSMFIX7JrQ2TWhsaug01d56i+lTMXSXMDSnGLEMXmgT1H2BL/rM/ldn4mlK1Y3B6xrDVjb4pP6Ix81IaA5phiqCmK6YGFmhuapaRqyuR1RK4WLbLEEMtuMfdqFxB78NR3b/puD85fT0hqla55P32GD7ZsE61sLiGwT0YSGXZZU4wGp3NyfnB1pH6wLk5K3HyeYmObxhI6O+jRVQMWM57Ye29bWxsKFC9m8eTP33HMP55577tRz5557Lh//+Md59NFHefzxx/mXf/mXP7gdy3rqF/HpQlyP5JD8wz/8A+ecc85Tnu/o6GB4OOx8F41Gj/l4jgfP6dtjWRZXXnklV1555fEeT4MGsxIZKKoTPoP7wuLXVeIBDLeGk2nHP3U9eqVEkMyGtvxZhi9hX0HjO49G2FvUieqKD55mo1RYX7wkK0nMzriVBsdAV1IybsNLezxu2Wdx4x6LJZk6hyuCpKVm7MrcsRJP6ygFheEYtWQXcX2Ek+ePEos28fjjEQ72J7ml5e+5PPGfZAe20bP5ewxVhhg/9VJyuQhGSkefGAHfQ7bNQ0UbN/PPFgFIFaDzDGKJng+dJe5estYSDG32Cc9zDV/WKXuHGLLvA464SeqYIkF0GtwktXKA9BV6TLB/0k0y76TIVNil50qaxQSG8pBWGqQk/usfIlwHv70H+7QLj96g64DvI7t7ZuVCxwuBUlB0BH1VwWhdoIkwVPUPXQd8CYfKWiiKTOjsKmgUnae+uD0uWZYLWJaTLMsGtCdCIUPXNdIpk/GizY5R2DhssHFIZ8zWeHjI4OEhA01YLM9JTmv1Wdca0PIHOu8ZGuSiisNljbgpaU/MTKFfRWLI5g6Mvv0oKwq6jr3uAqydmzGLY2Qf+RWFs17NipNcRoc1qnWDfRtrLDknihaLY0QElYmASEzDis6RC/QzcKR9sCYMSu5+pDpxgZ9PPx6Iz8K58TnnnMOmTZvYvHkzV1999dTjXV1dLFiwgO9+97s0NTWxfPlzK2t6ciOYfD5PU1MThw8fPsox8otf/ILbbruNz3zmM8/9QI4TxyyUHLHdPB2aphGPx+np6WHDhg1Pqyg1aDAXcWqS/j0urq2IGi6nDNwMQHnDa9EDHyUEsnn22fGVgkMlwX/tNHloyECgeNdah0xE4UvBkqwk08ize1EQNWB+WnFOh89DQwYDVY1fHzZ5+QKfkVjoOJkrJDI6QoPiCFRpI6GbLBJjxCIptmxLMDJicUvm7Vyy9Od07v4Vbbt/Q6QyxPBZbyTTamBlmtBLEwjPJWjrRqVObJDlbEQTBkmrkwm1A6kUppacFEsEu8o30Fv7DQrFkuSVxJ4klmSsJRja9Kw0NQixgzH67TvwVZ2Y3kaztY56MErGWowuTuwFwnMk9XLY6Was36M8FqAZMH9ldPJ5haVs4v4YMhmWb0U33YnZfwBlRsKSG+1J12kZoFXLBC1dyMb3GICiAwMVjRFboFQoOphPcx/uSbiz1+DBQYO9RQ03OHqJWxeKhZlQEFmakyzNBn90PmFosDIvWZl3ecsKOFjW2Diks3FY53BZZ8d4+HPD49CTCljXFnBaa8D8lDxqhT1qgCcV+4oaEV2Sm6GuSJnOE5QL6NUSMp0Dw6R2wWtI3fId8vvuobrkdMh3cvIqj00PR9h3KEZb5yjJJe1YUYtaKaA8HpBrF3O+BOcIUT2PFrEoufsRs7IAZnpZv349f//3f48QgnXr1h313HnnncdNN93EJZdc8pTOt8+WeDxOsVhk//79dHd38453vIMvfelLdHZ2cv7557Nz504++clPcvHFF88IHeGYhZJbbrmFwcFBXNfFMAyy2SyFQgHf9xFCTFlrlixZwnXXXTdV29SgwVxFKUWl6DOwO1y5Olneh4FPsec0RE8PojSGbOlAJWZfAOFgTfDf+0xuPRierK46yWVJNqDmCZblJPnYzJxcNHhhaIkpupKK1yxy+fq2KHf0Gpze5pMoC3JzJNj1CPGUjqYJisNQJk+iyaRdGyayzmPjliylos6t7is5f20HS7beQHZgO5Hbv0bvhj8n2ZUhmmlCVMsYvfuQ+XaCfBvoc+gNegFIR7rJWi4T9l6ULGFpaTrj5wGwq3wDfbXbASbFkmZqwQjC2zctN+QNQgLpUPYOMlh/wk0SUMfU4tOSD1AvB/ieIhLT2L8lDFbvXh6ZWlH3bUlOjmPqCmla6EO9RB+8DYDa+a9Gpo+es2rlIkE6F35/Z2SNxomj4sJAVWOoLvCDUCB5unwQX8Lveg1u2WcyZj+hoCRMxdLsE26RhRn5rPJF/hBCwIK0ZEFacsVSj+GaYNOwzsYhg50TGgfLOgfLOjfvgeao5LS2gDPbfZblQrt/yoKxOuwrCk7S1cxc/dd1ZL4DrV4B1wYrij9/Gc7i1UT2bqXloR/Tf/k7aW2Hjk6fgX6DbVsjnJMbQbV1EE2EeSXRhEYiM7sW6p4PlpYiF1mOOPbmri96zjrrLGzb5oILLsA0j/5SnHvuuVx//fVs2LDhOW//sssu44c//CGvfvWrueGGG3jb295GJBLh+uuv59Of/jTNzc1ceeWVvOc973m+h3JcEOrpioaegZ///Od84hOf4H/9r//FS1/6UjQttDL+5je/4eMf/zgf//jHWbx4MR/4wAdYs2YNn/rUp16osR83gkAyPl49LtsyDI1cLsHERBXfnxshhzOJmfj+OjXJvs0Vtt5ZRxcBby1/FEv3GbriQ8TjCqUb+POXgjnzJ/JPfn+HK4r/OWBwzSMRPCm4rMfjDUtdio5gcVYyL9UQSY6Vmfj5PVbKLmwf1bnhcYsHBg0WpAP+ZrXDkqykJz29n4kX4v11bUlh2MOtKxKiglYYol5SPLQ9T62mYZqKs5Yc5JQtX8dwKniRJIfP+nOiS+YTiytwnXBFOpNDtnTPiFKclpbjE4T6Ql07y/YgRW8fAkFEzwLQX7ubXeXrAeiKX8SS5JUoJHYwRsxoJWMuOuGdVWYTL9S5p+L1sbN0HYdrvySqt3Bm0yex5RhpcxFJs/u47efZ4LmSsV4PoUFlIuDhW8sIDc59fZZoQsNzJKpSoV3ux8imQGikfngNxugA7pJVVC9/81FiiKhVUAqCeUtQscQz7nsunNv/EDUPhmqCwaqGHfAHu535Eu7uN/jpHpPRSYEkF5G8bIHHquaAzuSxhbs+mbD0JkapXCcI/vj7W3Zh87DBxmGd7aM67pNCYa9c5vKqRWGwpFLhsTXHFCtyMzeQXh/uRR/uRWbzIDREpUj6hi+g+S6Dp19BZelZuC7cfUcM1xUsmV9m8WlhrolrS1CQ7zIxI08vHMzlz+/x5HhdOxvMHo5Zarvmmmt43/vex8tf/nI0Lfx1IQSXXHIJ73nPe/jKV77C0qVLufrqq7nzzjuP+4AbNJhp1CsBfY+HbpJl/sPEVIWRlZdhZaIIzw1LbmaBSPJkKi48OBB2uPGkYG2LzxuWuhQcjZ60pCvZEElerKSsMK/ksvkucUNxoKSzeVinv6JRfWqo+azHimrk2k2iCY2KTOI3dxFrsjh79RCZbIDnCe7Z2cMDa/8eJ9uB6VRYcPfXkY9splIRKDOCTOfQywX0w7vRimPh7LzBHyRmtJK1lgIadjAOQGf8XJalrgKgr3Y7e8o/RKAR1fPU/CFK3n6kmqbkvBcpgXKoeIcZrN8LQE/iZQQ4GCJOVM+f8PEccZOYEY39W0M3SeeSCNFEOFf1agGJYBzTEqAbWI89hDE6gIzEqF3w2qMdI54LroNs7fqjIslcxfbD0tutozr7ixqWrmhPPFUkCSYdJB++K8a3t0cYtTUyEclbVjh8/vw6L1vo05167iLJEY7ltJmy4Pxun/evc/jaxTXed6rN+o7w/PDDXRYPDYaKiBChU3KkJjhY0pAz9NQc5FqRiRSiWgZAJTPUz7oUgOYtt6LXClgWrDwlzMnbezhJ5dAEWrWEFdXwPUV5InjaQM0GDRr8YY5ZKBkYGPiDLXq6urro6+sDwuTcYrH4/EbXoMEMx3Mkhd4qY0PhxWet/Wvq6Q6c1Wdj1ooEmfysq2t2fNg+qvHVLVHKnmBeKmwDPGELupOS+cdhwtNgdtORUMxPK16+MFRG/nu/xbgNg9W5aXM1rVAsSWR0am4UN9eJlc9w9slDtLV5KCnY/FgTv1v8fspdJ6PJgO5N3ydy962UJiRS6MhMHqEUev9+9OHD4M9BVek4EtXzZK2l6FjUgzGUUnTGz2V5+ipA0Fe/nT3lHyDQiOlN1LwByt7BhlhyAqn7Y/TXf4enykS0PG3Rs/FklZjeesJDdn1PUStKzIigNOoz1ueBgAWrolPPG36VlJpAJVIIp07s/l8BYJ95ydFiiJJolRKyqf0ppTgvBiou7C8KHhnR2VvU0IWiI/nU0hSp4J5+nQ/fHeNb28OOeGlL8eYVDl88v87lC/znVVrjBlByYbgmGKjAYBUGq4KCI3CDZ7+diA6ntQW8c43DpfPD8+7Xt0U4UAqvV7oGTTFFb0UwUJmhkxvTQuY7Qcqpa4e75hzcfBeGV6P9rhsg8GnvDGhr91FKsG1nGjU6jHDtsASnFFAvN9wiDRocC8c8q12yZAk/+tGPnva5G2+8kYULFwJw4MABWlsbveYbzG3sSkDvo1VAMM9/nLwcYHDNnxA3HJRhIvPtoM2em0dPws5R+PImi8FauCr0/lMdqp6gLaFYkP7jbf8azH1MHealFGe2+3QmJFVPcO+AwUBNUHKne3QvDLohyLQapJp0HMfAybQjmptZt3yUnvnh6vXOXXF+m/tLRk+6GIDWPXfQ/D//l2JvGc8DlUihYgn0kQH0vn2I+vEpW5mrRPQsmcgyDBGjHoyilKQj9mSx5LeTYolBxMhT8fuoeIdR6hjuoho8JwLlUvV6GbTvAWB+4nIC5aCLCDFjerJJPDdsA3yk0037Qot4OrxTd6suCW8MM26CphN98DdodpWgqRXnlLOP2pZWLiCTaYLm2XX9fj4oBQVbsGtCY8uozoGShqEp2uKK5O/lKUoF9/XrfOTuGF/fGmWoppEyFW9c7vKF82u87DkIJEqFDpaiEwojgxWNsicwBcxLSk5pUazrCLvsRfWwRfBAJey4U/V41k6Q/2+Fy6q8jxsIvrQpQsEOhZGIHmao7C9rjNVnplgiU9lQcK9MLkJrOtWXvpnAihEbP0TLxp8AsHKVi2kqShWTA/tNtPEhNAJ0Q1Ae8/HdhqukQYNnyzEny7373e/mb//2b/mTP/kTLrvsMvL5PKOjo/z6179m586d/Nu//RuPPfYYn/vc57jiiiteiDE3aDAj8D1Fqa/IUH84kVrj/pbx7tNQ8+ZjeaP47fNnlWXXDeBgUfCN7fD4uI6lKd5/qoNUkI8qFmdmbv1ugxNPPqqYl1S8dIHLdx6Ncvthk9NbA/ojGqkmOSdzD3VdkG420DQojQeoeDMRw2KlPkQs4vP47gSHDlrU217FhrM76Hz4hyTH9xH9ny/Tf8Yb8VcsIxazkJkm9HIBcXgPsrUTmc6/aG7IjhVLS5G1llF091EPRonpzXTEwiC5naXr6av/FlAsSb2RqJ6j4h8GFHGjHUOb/jyYuYoTjDNg34Uri1halo7YOdjBOCmj54S/74GvqBUDzIhGtSgZPhiuuC9cHZ16Xq9XSYoyKp5Fmxgmsi0sF6qd+6qjutEJu4bSDIKWbjCnv+PCC40voeAIBquCcVuggLSlaHqaRlJSwUODOj/eY9E/6R5MmqGz8NL53jGFeUsVzjlsX+AEoAjFipihaItLUlb475gBmgDDUOTioKcVHTFJ1YeqJyjYocNkpBZu48jv/CGhRtfgb9c6/PP9GgNVjS9tjvDRM20sHZJWmJe6ryiIGIrkTIs8EoIg346olhD1CiqWhFye0sVvJHvr/yOz90GcpnmUlpzFSSe7bH0kwu6DSdqaRkhYo1jZVuoVRXncJ9tmPOeuJQ0avJg4ZqHkwgsv5Nvf/jbXXHMNX/3qVwmCAMMwOO2007j22ms5/fTTuf3223nFK17B+973vhdgyA0azAzqBZuBHVX8IEpWDtGt7WP3yX9HEyVkIo3MnvhVteeK7cPeosZNewzuOBg+dvVqh7SlSJqKxVk5pzqaNHj+CBFmlaxrEdyVDdhd0Pltr0E+5tHmiBnbbvH5ommCVN5AaILSaICyskRaDRboQ8Qsjy07sowMGdxun8HZL+mi56HriBQGmH/PtxkevojSmZeQzGiQaULUK+h9+xH1GkFzx4vixuy5YGoJstaSSbFkhOhTxJI7AFiSeiMRPUvF76UejBE32onpLY32wccZqTzK3mH663cBoZtEKh9dRIkaLSd8PHZF4rmKWEpj14M1AFrmmyRz4UXLLTsk/THMnAVCI373zxFS4i48KQxaP0LgI+wafvsCVGJuhza6AYzbgoGqoOgIdA0ykafvYiMVbBwKBZLeSiiQxI1QILmsxyP2LOYGUoHzJGEEIKpD3Aw7qcXN0NER1f94cyEhIGmGIk1bXOEGoWhSdmHMFpRdgReAoYfjjE6KLUdImPDBdTafuD/GvqLO/90e4W9WOwgBuYhiuCbYX9RYnnt+XXleECIxZHMnRt8+lBULRb7Fyymuu4zspl/SvPEnONkOOrrmM9AfMDKss3VPE+sTI+hmhEg8S60UEEloxFMz7eAaNJh5PKdbn7PPPpuzzz4b13UpFovk8/mpYFeAiy66iIsuuui4DbJBg5mG70pqh0YZ6D3iJrmDoRWXY6YjWLoTWnaNmbYc8fTUPNg1oXHD4xZ39IZjftMKj8VZiSlgSU6SmB2H0uAEEzehJyN5WY/H7oLOfQMG53T4NEUFmcjczbIRQpBqMtANQWHEp66SxNpM2oxBzjRG2fhYnlJR564tXVTOeg+L9/6UzJ77ad19O5Wx/Yyc+yaSHWmMWBLMCPrYIMKpEbR0z/kbtOeKocXIWksoeRq1YISYnn+KWKKApak3Ejfa8GSVsrefuj9E3OggZjQ3WggfJ+xgnMH6PbiygKml6YidixMUSBrdmNPgJqkWfAxTYFckg/vC2r+Fq8OMFBkotGqJlF6FWA7jwOOYB3eiNJ36hlc8sSGlEKWJMDQzN3sWOY6Vug+j9dBBUvE0IrqiOaaetqRWKdg0rPPjPSaHyuFNdcxQvHSBx0t7vGfVTrfqQdkNm7RGdEhZinmWImGFIkbkWQgjfwxLB0tX5KLQnVLUfKi4gglbUHQF5VA7I/okt0lbQvGetTaffTjKfQMGnUnJaxd7YbhrPBRLorrG4qyccdcxmW4iqEygl4vITJihE5x1IZXhPpK92+m4+3oOX/4eTl4luPvOKMWiwf6BNIuMYYzWCL4epTLmY0U1DHOGHVyDBjOM5ySUOI7Dzp07cV0XpRQHDhxASkm9Xufhhx/mQx/60PEeZ4MGMwp7aIKR/XVqToaIqrEgfpD9Pa+gRY6jci2oZHa6h/isqLiwfUzj61sjbB8LTwdvOhnOb/fxAliclaQbi9wNnoGWmGJNa8CpLT6bRwxuPWjSnnAZt8OWi3OZeFpH06Aw7FNzLKLNnWSNUc6xhnloewu1us799ycpnvwGVrQupu3BG0mO7yd665cZOPONGCuWE42ZyGwTWrmA6N1D0NKJzLY0SnGeBl2LkLYWIzydmj9IRG86Sizpr98BKJam3oSpJTBEHF9VKbl7qfuDxM1OonoeXTROas8VqXyqXi/99d8BMD9+GUpJNGESmw43SVXi2Ip4WmPvfXWUgqZOg0zLpJukVCcWTGA1xUAGxO/+GQDOmg1HuT5FtYSKpwhaukCbeyvtZRdGaoLhmkY9CJ0crfGnFwGOOEhu2WdyoBS+F1F9UiBZ4P3RhROlQoGk4gqiBvSkJLlouM/IC/zWak9ym7QnQrdJxQuzs8brodtEAc0xxcq85M9Xunzn0Qg37bboTEjObA/QBDRFFYcrgqghmJeaYdcxXUfmO9BqFXBsiETRdEH90tdj3jhMpDxM+z030HfRX7Fipcv2rRF2743TlqsRN4ewmjup1Q0qEz6ZlkYJToMGz8QxCyUPPPAA733ve/9gR5tEItEQShrMafyqTf3QKP2Hw6/PSu9eRk59JVHNxUpbBE1tz3+J5ARQcMJ643/fEqG3omMIxV+t8Th/kcXgBCzNSvJz/Ea3wfPH0KArqXjZAo+tozqPjhnsLfpkI4psRGHM8fv9aFInpwuKwx71ukGsqZ2YYXCONcLWnU0Mj1o8ui3CRNcZrLm0m677ryc60c+8e77DyPBLKJ91KYm0BukmhF3DGDhAYNcImjvBajggfh9dWKTNRQh0qn4/ET0zKZYIdpauo79+J04wzqLUFSSMDkyRxBAJPFWh6O6mpg2SMELBRBONesJjpR6MMGDfgyPHMUWSzvj5OEGRhNGJqSVP6Fhk8ISbxK0r+nY7ACxcM+kmkQqKZZKmDdEckUfuQi+MImNJ6mc8yfXs2KBUKJLMoe+cVFB0BENVwagTlqOkLEX7H6hE8yXc22/w8/3mVAZJRFdc3hMKJKk/oi8qBRUvLIOJG7AoK2mJPbVbzonE0qFJDzNX5qcUBUewa1yj6EAmAi+Z59NX0fjlQZNvbI3QErNZmAlLbtKW4mBJI2bIGSf6q3gKmWtFH+5FWmFJmZGIMnHpn9FyyzXERvbTvPlnqHWvYaA/YGxUZ9vuJs5aNYRRHCWabadakETiklhy7gmDDRocL455CvulL32JXC7Hv/3bv3HJJZdw2WWX8fWvf503v/nNCCH41re+9UKMs0GDmYGUuL1DjPR6TNST6MplcfsY5UwPSaMKLZ0QObFtEZ8LY3XBbw4ZfObhKL0VnZSp+MiZNmtaAsouLM6Etb8NGjwbmqKKk5okGzrD1qw/228yVtcYnaHdA443kVjYPjgSF9Sq4KVb0Ds6WLeqyPJFZYRQ9PcZ3LWli53r301h6TkAtOz+Lfmff4NKXwnfBxWNI5MZtIlhjL49T3Q3aHAUmjBImwtIGvNwgiK+rNMRO4cV6T8HNMbcbTw09s88XrwOOxhHCIGlpYjpLSjlU3B3Me48Rt0fbrQTfpYopaj6AxTdPVPZJN2JS1FKTbpJTnyXQ7smcesKKyo4uN1GSci0GuTaQgHMK9SIyQkiuTiiViH64G8AqK+/HKxJtUBKtFqZIN+BSmVP+DG8ECgVltc8OqaxdVRjuC5IGKHD4uncIE4Avzpo8KHfhW1++6sacUPx6kUuX7ygxhuWPbNIEgoyMFQNz/dLspI1LQE96ekVSX6fI06RRVmJJwW1yQ7tb1rusrrZx5VhJ5yJyU44CTP8nX0FjcoM7OYWNLUhEylEtTz1mNXRzMg5bwQgu+se0gc2cspqF11XTEzoHBxpQitNYFYnEBqUx3wCvzHXa9DgD3HMQsnOnTt517vexaWXXspLXvISBgYGuOCCC/jYxz7G61//ev7jP/7jOQ/mG9/4BlddddUzvmb37t381V/9FWeddRbr16/nPe95D/39/c95nw0aHAtqYpxaf4G+g+FX5xR5P4VTLiIaVDCb08h00zSP8I8zXBPctNvgCxujFByNzoTk42fXyUcVnoSVLWGdb4MGzxZNQGdScvkCj5ihOFzW2T6u0VcRuC+STq1mRCPXbhFP6dQrEj+eRbZ1s3CZ5MxVY0QikkpZ4957k2zrvIKBDW8hMKMkJg7S9Ysv42zfiWMDhonK5BGOjdG3F210AOSL5E08BoTQSZnzSRk9uLKMJ6u0x9ZzRv7jNEfWAopB+x4eGP0Ye8s34skKQmhYepqY3kyg6ky4O5lwdky2Hm68x3+IIyJJydtPwd2FHYxgiDhdsQtxZYWY3oKlndhsHaUUtVKAZgg8V9G7M2zRvXB1FCEEKpDIYoFk1EOLRog98Cs018Zv6cI96bSp7YhqCZnMIJtOvNDzQhBIOFgORZLiZKh2S1w9bRh71YOf7jV5/51xrt8RYczWyFiSP13m8uULQ4HkmUpvpQo75gzVNAwNljdJ1rRI5qWefn8zhda4YkFKUnTD65Ouwd+ucehMSCYcjS9tikwFzuaiinoQht07M+0UYZjIfCdICV6o5AgB+kknMbIibFHf8tBNZO3DLD8pVIV27YpQkQm0iRFiqoxrS8oTPko15nwNGjwdxyyUSClpa2sDoKenh927d089d/nll/PYY489p4F897vf5ctf/vIzvmZiYoK/+Iu/IBqNcv311/Otb32L8fFx3v72t+M4znPab4MGzxqnjn14kML+IuN+HlM5dK3N4cgI8bhEtHYc1WZwpqEU9FcE39pm8a3tEVwpODkf8NEz60AYrHZyXtKdnhWVQw1mGJkILMkoXtIdTsh+vt9ktC4Yrr14PkyGKci2GiSzRiiWmHGClm5yPWk2rBuhKesSBIItmyI8VDqNA5e+F7upC8Or0X33f2LccSuVkkQhwtVt08IYPIQ+3FgMeDqE0Eia80ibi/BVHVdWSBgdnJL9G07NfZiMuQyFz+Habdw/+k8crN5KoFyE0IjoWaJ6Hk9VmXAeZ9x5HDsYQyk53Yc1owhFkn7K/n50LHproSujO34JQmhoQiemn/hsEreucKqhm+TwDpvAh1STTnN3aGHwSlViXpFIUxx9pB/r0YcAqJ33KhCTU1/PBSkJ8h2gz+A7+2eJL2FfUWN/QSdlKfIxhfk0s/yCI/j+TpP33RHnxt0WZVfQEpP8+UqHL15Q55WLnrmTTSBhwhYMVzUimmJlU8DqZkln8oXPIDledKXC9vZjdUEgw2DyD5xmkzQV+0s639oW4Yh20BwLX3ewpBHMsNODTGWRTa1olRIEoZJjmOCuv4RS6wq0wKf97uvpaS+SawoIAsH2HUmU0NAmRojoHtWCxKnNsANrMG3ccsstXHnllaxdu5ZTTz2VK664gu9///vPa5sPPPAAy5cvp7e39ziN8sRxzELJ/Pnz2blzJwALFy6kXq+zb98+AHzfp1qtHtP2hoaGuPrqq/n85z/PggULnvG1v/71r6nVanz2s59l2bJlnHLKKXzuc59j7969bNq06VgPpUGDZ48MYLAfe7DIgf40AMuSe3E6FmH5VSId+RndrUIqOFgUfPqhCDfvtVAILuz2eNcam6onaI2HpRO5RhfNBs+DjoTkkvk+uYhk3NZ4eMigv6Jhv4iqG3RDkGk1SOV1nJrEC3SCfBtmdyenryuzeF4FgEMHTO7d1snuDe+isCwMJG3ecydN//11Kr0FggBUJIYyLfAbCwF/CCEECaOTjLkEqTzcoARAxlrE2twHWJV9Nwmjm0DV2V/5CQ+M/hN9tTuRKkATOlE9R1RvwlMlJtwdFNydOMFEY4WVIyJJH2V/P4aIM+Jsohb0o4soXfGX4AZFonoT5gl2kwDUKwGgkAEcemwym2R1LHSTyIBgvEAyKdFMg9hd/41A4S5dQ9C5YGobolpCZptRycwJH//xxg1gz4TG4bKgKSafVugYrgn+36MWH7gzxs/3W9iBoDspuXq1zefOq3PJfP8Z2+H6MmwpPFIXxAzFyuaA1S2S9sTTtxWeyWgCFqQlLXHFSF2gFLTFFe891UYXigcGDW7ea069tjmu6CuHLskZdWoQgqC5kyCTR5QmYFLojcUF4+f/KU48j1mdoOPe73HKqjqaphgf0zk8mkbzHazyMEL6lBolOA2AG2+8kU984hNceeWV3Hzzzdx000289rWv5VOf+hRf/epXn/N2Tz31VO6++246OjqO42hPDMcslLzqVa/i85//PDfccANNTU2ccsop/O///b+5/fbb+fd//3eWLFlyTNt79NFHMU2TW265hTVr1jzja9evX8/XvvY1otEn7uaOtCUulUrHeigNGjxrtOI4zsAE9vY9jGkdmNi0n9WNV7aJZiOI1plr2w0kPDYm+Oh9Me4dMBEo3rTc4Q1LXaqeoCetWJ6TM6qWuMHsJG7CwrTk0vmhq+SXB02GajD4InKVAGiaINMcdt4IAqhXJUEiDZ3zWbpa47STxzANSbGgc+89SXbM+xMGzr1qshTnEJ2/+ArO1h24M7AufiYihCButJGxlqBQ2ME4SkmEEOQjp3B600c5Kf02onozriyyu/w9Hhr7JMP2w5MdW3SiehMRLYstxxl3H6Pg7cIJCi9ah4lSiorfR8nbjymSjNgPs7v8PQDmJy5HEwZCaMT1thPeNcN3FfWKxIgIenfa+K4intFo7QkvYkGhQtQvE2mKY+7djtm/H2WY1M552dQ2RL2KsqLIfPust1DaPuyc0OivClriTxUtDpcF/7Elwt/dFeM3h008KViSDXj/Opv/s6HOhs7gadsDH8GTYebJWF2QMhWn5CWrmiVt8dkd1m3qYZ5KxlJTeVormiRvPTk88d68x+L+gfDNNDXIRCUHShojMy17SzcI2uahEmm0cphrJQQkmmP0bfhzpG4SH9rN/L3/w7IV4bX58R0WVZFCq5aJe+PYlYDiqNsQiF/kfO973+OKK67g9a9/PQsXLmTRokVcddVVvPWtb+W66657ztu1LIuWlhb0Gey6/0Mcs9fw7W9/OxMTE2zZsoW3vOUtfOITn+Ad73gH73znO0kmk8ecUXLRRRdx0UUX/fEXAt3d3XR3dx/12De/+U2i0ShnnHHGMe339zGO09len7za6M901WnwnJmW97deRYwMYOzbwbb6GtBh8fwaumEiREBiQRdGbGYGuHoSHh7S+F/3RRiqaUR0xTvXuCzMKpTQOLlF0Z4ILezQ+Py+0LwY3t+uDFy8QHLPgKSvonHvoElbyqc9KUm+wF1ZZ9r7m2vViSUlpVEPuyqJJqLQ1kVbbILzsmNs3JqmWDbZ+GCU4rJ1rHxZN2333EBk7DBd91zL+PD52KeeSzQlEDP0jmQmXTtTRiumYVJ2D+LIUUwSmFoSIQw6k+tpT5xBX/VO9ld+Tj0Y5v9n773D7LrKe//P2v30Mn00oxn17iL3QjM2zQZsTEKAUEJPQiDc3MslJL8E7g0J4YYkQEJJHEJooXeMwR33KluyitWl0fR6+j67rPX7Y48kC9uA7ZE0I+3P85xnZs7ZZ+911uyz19rf9b7fd1vp38mYfSzPvoaivRYdG5N2QuXjhZOUgkkcvYWk0Y6t5xFi4U3yDvNM+lcpScUfpC4PkDBzDNfvZmclCr3uSV3GksyVuOEESauVhJU/4UKJWw1QIRi2xoGtkTfJ0jOTGKaOCn3kdIl8TsMyBcm7rgegec4L0fKzHmJSInwX2d0PqdSctOlkXXuqHuwqaUx5gq6MQn9Cvd+d0xo/2m3w8NjR8/aMtpBXLwtYXZSz+tDTt9cLo6o5CkVrErrSioLN7DFO7P/8ePVvxoCVLbB9SlANBDkbXtwnGa75XL/P5N+22HSmmyzLK9I6BAoOVnXStiQ7nwokGQnEoj60Q3vQ3BoqlUHXQS7pZHDj6+h94KsUtt/G+kt6GCmcx8y0zratCc47R2FWpki1JJgeT2CnJcmcFpcMngOUUgTeyRGeDEs8q/+hpmls2rSJUqlELnc00u5d73oX1157LRDdt7/2ta/loYce4oEHHqCjo4N3vetd/M7v/A4A3/ve9/jc5z7HC17wAr7//e9zwQUX8Ja3vIU3v/nN3HzzzfT09HDZZZfxxje+kUceeYQ777wTy7J45StfyYc+9CEMI5Im7rzzTj75yU+ye/du+vr6+IM/+AM+/OEPH9nHieIZCyX79u3jf//v/33k7w0bNnDTTTexd+9eli5dSjp94srDfeUrX+GrX/0qf/mXf0mx+OxNNDVNUCjMzWB5mGx2ft44nyqcsP4NQ5g+RHV6munHx5i2u7A0n9Xn5mhOlGlZ0UHLysXzckWqGcCPd8JH7oCKB8UE/MWlgoxtk7VhVUv03FMRn7/Hl1O9f8+w4doSfPp+uHXA5IVLTWo69BZOzPHnVf8WoK1NMj3uU570sWyBvbiHdGuBy9tHeOShBnsOJti906Q8082FL/0ftG7+IcnHbqO465e4E/tovuod5Od4jJoL5ufYmaJddlDzRil7g/hhCdvIYepJAHK5q1gRvpg90z9j99T1VPwDbJr8J9qS61nX/jryzhIgAWQJpU8zLNGUexFmkYzVScIsoImFG373m/pXKUnJPYgUIxST7eyfuYWd5UgkWV58BevaXo9UPkaQoD21lIR54ksC1ycbFIoGA7saeA1FMqOz+uwcmi7wxurYpkd7Xwvm/b+AyjRkCzgvfBmOOavUlqaguwv6+8CYW2+SE3ntmXHhUA0CE1bkoxQRgMfG4GuPwZax6G8BXNILr10Dy4s68OsFv4YP003QTejPQU82mito82Caczz6twAkMlF/6SakLHj3eTDmwoPDgn96yOEfXwKtSchmYKQGYyF0ZsCeT9Y2hRSkDDiwC0wFTpJMGqbOvYDp8jCFx2+m/b5vccnlS/jZPe2Mj+lMTKXp79LAn8FTGbyqQyZjkW0xY7HkOaCU4rufHmRkv3tSjt+1xOE1f7LoGf8P3/GOd/CBD3yA5z//+VxwwQWce+65XHjhhWzYsIFsNntku89+9rO85z3v4S/+4i/45S9/yV/91V+RSqV4xSteAcDBgwcZGxvjBz/4Aa7rMjU19aRjfepTn+J//s//yQc/+EHuv/9+/uIv/oL169dz9dVXs337dt797nfzlre8hU9+8pNs376dj370o8+tU54lz/gr/oY3vIE///M/5+qrrz7yXDqd5owzzpjLdv1alFJ86lOf4nOf+xx/+Id/+Bsr5fwmpFSUy/U5aZuua2SzCcrlBuF8c306BTjR/atNDKMOHMS69Qc8aL4NgCUrFfXJaaRhE7YWmJ6Zm3NnLnED+Oo2g88/ahEoQV9W8idnN1EeJE1Fn6UQLkz/yjU8Pn+PL6dL/5oSNhY0VhUsHp/W+fGOgJzwSQTHdxVuPvevnlBYmZDyRICcAielIfIdrDpnnGx6hs2P5xgbE/z8RoON57ySnmIfrfd+C2d6AO+OnzC9fv2ctWWuxI35PXYWsKVDGIxQqo8SqnFsvYA+K3Issl5OW9ul7K/+lEO12xivP8Zt+x+j3TmXZdmrSRods/tJIVXAVH2MCTmIZeRIGZ2z+zrOIVJzyG/Tv1EkyQAV/yCWlmVv7afsrfwAgP70lSy2X0214tIIJnD0Ig1p4Ipn5kv3XGlUQybHPaykxvb7o5Trvg0O1VoTAh/3wDD5tMSdHMW46xcIoH7xywncENwG+B6i3iAs9KAqTWBu/H9O9LVnsgG7pjW8UNCSUFSrkWH7z/bpfG27iUKgC8XzFoVctSygOx2tbJcrT7/Pug9lT2BpitakojOhyFkgmlH535PJ8e5fG2jXBbunBEUHLB3eswE+UrE5VNX4yG2Sv764ia2Do+DAOOi+YkluvqWqOGjJVrThA5EhuGGi6TBx5hWYUwdJj++i567PsXLlB9mxM8nDD0PmRRpJWSdhDFO3Wjm42yRfMUnn55MKND94JmPnQtSZXvayl9HZ2cmXv/xl7rrrLm6//XYA+vv7+du//VvOOSeqGHbppZfy3ve+F4ClS5fy6KOP8l//9V9HhBKAP/qjP6K3txeIzFx/lUsvvZQ3v/nNAPT29vKVr3yFhx9+mKuvvpovfelLrF+/ng9+8INHjjE5OcnHPvax4/fhn4Zn/C0wTZNC4QQtCz4Fvu/z53/+5/zkJz/hz//8z3nrW986J/sNgrm98IahnPN9xhzlRPSvqFcQo0Nom+9nf62HUqIdywzp6a7h1iC9soiwzXn3f6558E+bbH6wJ5rEb2wP+P3VTZQU9GYki7MKQ0Dwaww24/P3+HI69G9XUvGKJR6PTye4d9jgwg6fvBmVkDzeE4j52r9OWkPoBuUJn8qMj5PS0XPttK+vcFF2gkc2p6jWTe6922Ll6jNZ/tJuso/eQm3JOSTm4eeB+T522iS1PgyjSD0YpuFPIBBYWg5N6OikWJb+XboTl7G/+mNG3fsYcx9kzH2YrsQlLE6+lITRBmiY5FFC4vkVGt4OTJEmYXSQ0FvQtfkUg//rebr+VSqk4g9QDQYwRYb9tRs4UPspAP2pV9GfuhIpFVJ5hFJiG+2zRTZO3HmplKIyHSClYnhPE7cqsRKCrmUWYSiRE9NofgMrl8K6/QeIwCfo6qO5bAOHy5WI0gyypYPQyUTupHPMibj2jNYFe2Y0FIqiI5Ey+ij/tc3itkOREHhpt8/vrPQpOmq2XU+9L6Wg6kPNEzgG9CRD2pKKjMWvfd/J4nj2b4cDtYTGoaqgLaGwNfjARpeP3JNgf1njs5tM3ntWE01AxoQDM4KMrsg780wsybahN1z0yWFkrgiaTjoLA+e+kWW3fwqrMsEFQ//JUO49lEs6Wx41Ofe8NDRdrNogXrKDyeFICE9mF2664clECMFr/mTRgku9ATjrrLM466yzkFKyY8cObr/9dr761a/yzne+kxtvvBGACy644Jj3nH322dx2223HPPebCrQsW7bsmL8zmQy+H3nobNu2jYsvvviY15+rxcaz5RkLJe9///v5xCc+QaVSYfXq1SSTySdt093dPSeNeyo++MEPcuONN/LJT36SK6+88rgdJ+Y0J/DRxofQBveT3HYPD6T+PwCWLPMRDRe90Eai8+QJhk/HVAP+6p4E945EX+2X9flc0edjaoIluch8bSGq3DELj6KjOKdNsrE94OExgxsOWPRmmnSkBIX5NrE8gdgJjWKXRWUqoDodYpgCK5Ulsdzmwtw42x72GRpP8vh2i+mpDlauvJJki808SiZacFhaBtNM4+it1Pwh3HASXdhYWgYhNBJ6K2tyf0Bv8gr2Vn/AlLeF4cYdDDfupNU+i97k5WTNZbNlhXMoJfFVlbK3m7o2RMLoJKEXMbQnz4cWApFIcpBqMICl5ThQ+ykD9V8AsDT9GhanXjq7ncINZ3D0IpZ24ivF+E2FW5OYjuDgtigcsneNg24I8D38yRkyORNn6iD2zkdQiNlywNGgJxo1lO0QFjsW5HKvUjBUFewraxiaIjerz1U8+MwjDtundASKN6z2eGlf8Gs/olTR++q+IG3CsrykNaFOa1N3XYsq4bihxlhd0JlStCcV79/o8nf3OzwwavD93ZJrV0Tlk2s+HKwI0tY8M7XVNMK2bgiaaOVpVK4FxxEkWxPsP+fNLL/7X8kMb+fSlbfzs/KLGBs1GB6WrFiRg/EJnPIwbrqLmbEEQkAiE4slzwYhBKa9cK4zIyMjfOELX+Dd7343nZ2daJrG2rVrWbt2LZdffjlXXXUVDzwQlVk3fiVlUUp5pLjKYZ5YeOWpsKwnR2QeNhPWdR0p58fi0DMWSj7ykY8QhiH/63/9r6fdZvv27c+pUYcJw5CpqSkymQyO4/C9732P66+/ng9+8IOcf/75jI+PH9n28DYxMXOBPjWKPjlK8u7r2W5eSEVrwbYlfa3TNLQsmd4WDHN+XQD3lwQfujPB7pKOJhS/v9pjQ2tIxlQszc3DVY+YUxohoDsjeeVSn83jOjumdXZMaxQTiqylfm2VhVMd3RDk2gwsR6M8EVCvhCRSFqKrm/WXTlPYVmb7zgxjowblUo6N5zeZf7LswkIIMXuDn8UNp6gFgzSCcUw9jalF4dRps4czCu9lxtvFwdoNTHmPMdHcxERzExlzCb3JK2i1z0ITOpbIYooMgapR8fdSD4ZI6O0kjFZM7cT6djwXIpHkANXgEJaWZ1/tBwzWbwFgeeZ19CQvm91O0ggnsbQ0GXPxEQPwE4lbC5GhojIlqUyGaDr0rIrUAjU9jSY9EvkkyR/9GABvzTmE7bOmfzJEuHXCriVgLzzZUaropvxASSNpqiPG2ENVwScfdhirazi64o/PanJW29OHgYQySq9pBoKMLVldlBQdhRNnWQBRJZxlOYkfaky6gtZEVBXwbes8/v2xKFK3OyW5qDuk6ChGa4LhqqA3O8/mV4ZJ2N6L8H20ygwyWyCdUTS7FjF4xrX0bvomS3d+j9UrVrF9ZBFbt5j09oJKZdDKJZzqII10FzNjKRCQSMdiyamOZVl8+9vfpquri3e9613HvHbYn6S1tRWALVu2HPP6ww8/zNq1a+esLatXr2bz5s3HPLdp06Y52/8z4RlfGv/mb/7meLTjKRkeHubFL34xf/d3f8drXvMafvKTnwDwiU98gk984hPHbHt4m5iY54qoltCmRrEfvh1qVR5MRyUFl/U3CISJ3tZCIj9/Qq39EO4Y0vnEAw4TrkbCULxng0vX7GrI0pwkEU+CYk4CWQvWFUMu7g745aDJ9fstVuRdppJRGcvTGSEEyayOYYlZsUTiJDX0fAuLzk6QLU7wyMMODddg/x6T3ktPdotPDTRhzFaxydEIxqkFw9SCUWwth6FFiy15awV5awW1YIiB2k2MuvdR8fexrfRvOFoLi5KX0ZW4FENzMEUaU0vjyzqV4CD1cISE3kZCb8PUMvPaEFGqgIp/gFowhKXl2Fv9DkONXwKwMvNGupPPBw6LJBNYWp6ctQzzJETOhIGiUZaYtmDXQ1E0SedSG8vREF4Db6pMIm+T3rcJY+wQyrRpXPjSI+8XtQphOo/Mt5zwtj9XAgkHyhoHKoK8rY6M51smNP7lEYd6IGhNSP7HRpfezFNfV30ZVbAJJeTsaF7Q4ijM+P73SSRNWJqXbJ/UKTUhZ8PzewIGa4Lr91n8+2M2bUmX5XlJ1lYcqmrknJDsfLMsshOEHYthcA+iXkVLpsnmJJP95zJVHqC4526et//TDLb8X8o1i/vvVZx1DpDOImoVEtVhGioSS4QQOKnTeHXjNKBYLPKOd7yDT33qU9RqNV72speRTqfZvXs3n/3sZ4+YuwL89Kc/5cwzz+SSSy7hpptu4sYbb+Tzn//8nLXlbW97G1dffTX/8A//wLXXXsvu3bv59Kc/DXDCx9RnfPt0zTXXHI92APDxj3/8mL97enp4/PHHj/z9xS9+8bgdOyYGAN9DHx/C3LcNZ89mHjFfSE3kcBxJT1uZerKLbHtq3kSTDFcF//qoxS8OmEgEbQnJu89wKVgc9SOJx7aYk0hXWvHKJT4PjhoMVjU2jesUHEXBic9NAMvRKHSZmLOpOJovsJNJ0iu6uSg/wf6tFTr74ruZuUYXNmmzB1uf9S8Jx/GDKraeO1LVJmV0szr3Zpamr2awcRtD9dtx5SR7qt9mf+3HdCeex6LkZTh6EVNLYmpJAulSC4ZphGM4essRwUQT80utPiySVINBbC3H7sq3GHHvAgSrsm+iK3EJEIkk9XAcRyuSs5aetPSiZl3iNRVCU4wdiPLYF6+1QSnU1BRCBqSTBsnrbwCgcd5lqFQmerPvgVLI1i7Q59f/4TfhhbCvpDFY0yg6Env2UnDjAYOv7rCQSrCyEPL+s92nvFFvhlBuChRROmRXSpG342vvbyJvR+lIO6Y06n6UkvS6lT7DVY1N4waf2mTzd5c0SFsw5sNARWN1Qc67SEmVyiA7etEH94LnYtsOmYxkYPWrcEpDJCf2c3ntS/xAeycjI4JND1mcubGJlsog6lUS1SHqspOZ0QyFThM7Oc8+YMyc8qd/+qf09/fzrW99i6997Wu4rkt3dzcvf/nLefe7331ku2uuuYYbb7yRj3/84/T39/PP//zPvOAFL5izdqxcuZJ/+Zd/4R//8R/50pe+xJIlS/j93/99PvOZz2CaJzY/UKjDCUHPAM/z+M53vsPdd9/N+Pg4f/u3f8v999/PunXrTmj1m7kiDCVTU3Pj3G4YGoVCiunp2rw0E1zoHNf+VQp9bABj/w7S13+F0JN8Kfe3NKXD+hUztPXbqNZOWnvtKCf6JOKF8PP9Bv/6qM2EGw1cF3QGXLXEI2/zrP1I4vP3+HK69u9ARXDdFouf7rco2JL/ubHJme0hnam5jSpZyP2rlKJRlVQmAnxP4aQ1NAHeZBnblhRWts/ZsdraMnOyn1Np7PTCErVwBDccR2Bga7knpZeEymO0cS8D9ZtohKMACDTanHPpTV5Bxlx8zLZeWAahMEhg6XksPYcp0kciV04kT+xfz/co+/upz0aS7Kx8jTH3fkCwJvsHdCQioz6pQtxwAkdvJWsuPSnthshUcnLIx3cVB7e5HHjMpdhlcM7LsohGDe/AIZysxaK9N5J4+DbCXAvlN3zgiCgipieQLZ2EnYuPmzfJ8Th/3QD2lCK/jJaEwtSi1Jmv7LC4+eBR09a3rfcwf+X+tRFEAomhQauj6EgpcraaFyV+nw0n4/qgVDR27SlpFB2FpUf9+tf3JBiuaVza7fPuMzwCCRN1jdUtIV1zPKbNCUqhTQxjjA4gMzmkZjI9peFNVlh556cwGmV2db6MGxtXIqWgsyvgjLM9NC3y9UFBLdGJls2Q7zSxE6evWDJXY+dC5rLLLuOaa67hT/7kT47bMTZv3oxhGMek8/z4xz/mwx/+MJs2bXqSR8rx5Bmf7VNTU1x77bV87GMf48CBA2zevBnXdbntttt405vedNJyiGJinitaZQZtfJjEfTeieS4PZV9FUzokEiFdvYpmoki6aJ50keRAWfDBOxw+el+CCVejYEv++EyXa5d7dCQVa1qiG9B5HPEdc5rRkVS8ot+naEummxr3juocqgq8eVZR4WQihCCZ0Sl2mzhpDbciCQKQyQwyHTuUHG8sPUfeXEHBWoMhUjTCCZphCamOnqS6sOhOPp/zWz7C+vwfkzdXoZCMuffz0NTH2DT1SSaaj6KURBcWCaMVWyuCENTDEaab25hsbmaquY16MIInKyh1YkUhqYIjIomp5Xi8/GXG3PsRaKzNvfNJIklCbyNnLjtpIgmA11B4dYWuw+DOqE7t4rUOKAkzUyAhI0o4j9wBQOPSK4+KJEcMXNsXlIFrzYed05FI0jYrktR8+H8POdx80ESgeN1Kj3dtOFYkUQomG4J6IFiUVmxoDVlVlBSchSuSnCyEgEVpRU9aMeVGaUsJA965volAceeQySNjOoYGKUtyoKxR8092q58CIaJKT8X2aJ6LJJOVqHSWgQvehNJ0VozcwIs77kfTFCPDBlsetVAKVCLyKEk1hpHlMqVRH89dWIsQMQuP7du38+Y3v5mbb76ZoaEh7rnnHj7zmc9w5ZVXnlCRBJ5F6s0nPvEJarUa119/PYsWLWL9+vUAfPrTn+btb387n/70p/nP//zPOW9oTMxxxWuiTQxi73gIc3g/rp7hUf15EMDyvgp+qhU7Y+OkT56S7oXw3V0G//6YQ9mLZjyX9URVbRwjKsfak5GxKVvMvMPSoT+veGm/z38/bnPjAZOz2wI6kuJpc+pPV0xbo9hpUrUDKtOS0Jen9QreiUQIDUdvwdJyuOEk9WAUN5xCExqmlkEX1pHtWu0zaLXPoOIfZKB+I+Pug5T8nZRmdpLQO+hJvpjOxEXowkITKUxSKKUIVRNPlnHDSTRhYIgEtlbE0jMYWurIMY4HofQpeXup+0NYeobt5S8y2XwUgc663Ltodc4CIjGlEU6SNDrImv3o4uR6crnVEIViZL9P4CkSGY3WXhPRqODNVLHySfIPfgchQ/zeFfj9a6I3yhDRbBB29S8oA9eyB7unNcqeoD0ZCRwjNcE/PuwwXNOwdcV7zmhybsexSnMgYbwuZj1I1GldXWyueKpKOCsKkpf1B/xsv8kXt1r8XaFBxoKRGgyUNVYW5fwTpTQ9MjYOfPTKNFa2SDYnmQ76GTv71XQ89D1W7fwKXn/AL6cuZnjQQNNg/RkeJFIIt06yNkxNKmZEjkKniWnH41LM8eF3f/d3j2SsjI6O0tLSwpVXXsn73ve+E96WZ3xLdeutt/LhD3+Yvr4+wicUWLdtm7e97W186EMfmtMGLkgqJcTMDEJpYBgo3YhWNxZYbuxpg5ToE0MYh/bibIqM7O5c9C78aZ1UwqdzeZK6maJYMND1Ez/6KQW7ZzQ+8aDNpvHoHOpKSV6/qklnKgqr7c1EeccLaMEs5jSj1VFcvjgydR2savxy0KQj6dOWCGNx71fQdEGmxcB0JOWJX1/mM2buiQxfO3D0FjxZohGM0ZQzNFWIpaUxtKM33RlzMWtzb8dNv4bB+i0MNe6gEY6yq/J19lV/SGfiQlqsDeSsFbPCiINBFJ0hlU+gGlSCgxAoDJHA0nPYWh5TS6GLxDMyrlNKoQiRKkARolSIJECpEE0pgoYXGbfqWbaVrmPKewyBwfr8H9Jirz/SJjeYImV2kjWXHPFrOVn4TUmjFpm4Hi4JvHitg1ASMTOJxKBY2Yu9bytKaNQvvepoOeDDBq65hWPgOuMKdk5ruCG0z6bPbpvU+PQjDjVf0OJIPrCxSV/22FV9N4BpV9CRUizJytO6zO9cc7gSjveESjivXeGxaUxnpK7x9R0W79zg0ZJQDNcFhYSgYz6alRsmsqMXEXiIaolkKk+zqRhZdBGG9GjZ9BM27P9v1KKAX5afz+CAgaYp1q73wUki3Aap+ghVpZgRefKdJqYViyWnG7fccstxP4YQgve+9728973vPe7H+k084+lps9kkn88/5Wu6ruP78zHu7AQzOYZ+8ABCCZSmgaajdB10A2XaYNko04r+nhVQjogpWnzROdFolWm08SGS9/wMIUMmujayu9IPwPKVPq7Tju1oJ8XxuxHAV7aZfHm7jRsKdKF4eb/Pxd0BWRMWZSRdqdiYLWb+o2vQm1G8conH57c43DFocH5HQHtSsCQ3DyeVJxkhBIm0jmlpSBn3z8lAEwaO3oKtFfFlBTecpBGO4wUVDC2BKVJHfEwcvcCyzLX0pa5kxL2bQ/WbccMJDtVv5lD9ZnThULDW0mKvp8XagKVn0YSJJUwsLTJNDZRLIxyjHoygCQtTpHCMltnjGLPiR4CcFUEUAaH0kTQJpXdEFFHI2UfAYRs6XdNIWwksLceWqc8z7W1Hw2R9/o8p2lEERqg8muE0SbObrNk/Lwxo3VoUVVWZlNRLEt2E7uU2Wm2aoNzASiXI//JHADQ3XIhs6YjeeNjAtaVzwSxS1XzYNSNoSo5UBbt1wOC/tlmESrAsF/KnG5vk7WOvBxUP6r6gL6voy8p4PnAcSJqRuesTK+G8Y0OTj93n8MtBk/M7Q85si0T/g2VBzpqfJZeVnSBs78UY3IverJLNpvGaGuNLX4CZzpK58785Y/DbqM6AO2qXMXDARBOwep0PTgJBg3RjhOoYzIg8hQ4Lw4qV/JhTl2f8Nd6wYQNf//rXn9Ld9sc//vGRVJzTHstGJjIgQwhDhAwh8BGeiygHKAUCUAC6jtKM6KdpgumgLDtSf1NZMOKlgeOFaDbQxgdJPHoH+swEYSLDPfnfIzgkSKcCWlfmcKVOqmCgncBoEqWi0n9//6DD49ORzf2SbMjvrvRoTyg6koqerCQdnxoxC4iCrXh+T8ith0Ien9a5ecCkN6NoS4bxufw0RJPQeCJ6MhFCYOlZLD1LUnbghtM0glEachxdWMdUtTE0h57kZSxKvJDJ5hYmmo8w6T2GL8tMNB9movkwABmjnxZ7Ay32BtJGL0JomCKJSVRVJlRNAlmj5E0hhI5AnxVKJAKBimYPCKEh0BFoaEJHE8Yxzx0WcnRdwzYED0x9ghlvJ5qwOSP/XvLWytnjeTTDGVLGIjJm37wQSWSoaJRDDFPj4LYGAItW2BjCh+lJfGHTO/IAxtQo0k7inn/5kfeKahnZ0olKZU9W858Rfgh7Sxo1P0q3kQq+vsPi5weiC+NFXQHvWN/EekIBLKVg0hXoAlYXn52Be8xvT96OygY/PlsJZ1VB8pK+gJ8fmE3BuaRBzlKM1gUDFY3leTkv/x8qnSPs6EEfPoCpN8nlHKanNarLL6KBTvtdX+fMke+jWhV3Ni/nwH4TTYOVa2bFEiFIN0eojipmRJF8hzlvKkHGxMw1z3gkfP/7389b3/pWXv3qV/OCF7wAIQQ/+clP+MxnPsOdd97JdddddzzauXDR9Cii5AlPqSf+VOqomBIGCLeOqFVASkAhk2lksROZzoMel4icU2SINj6EuXcr9vaHANh71hs4tD0Kq16+TsMTKezUia0fX/Ph85ttvr3TJFACS1e8eqnHuR0heVuxOKNoScTGbDELDyGitLGrl3l84kGHh8YMLu4KaE1Eed8xMfMdQ0uS1pIkjXaa4TT12bQcFFh65oifhxAarc6ZtDpnopSkEhxksrmFqeYWKsEBKsF+KsF+9td+jKXlKFrrabE3RGaymoMubHQ92ldkKCsj8UM8u7EokHXuHvgXZrxd6MLhjPz7yFnLZl9z8WSJtNFLxlyMEPNjrnG4JLAMFJODUbRy71oHvTKBX/ewTJPcI78AwL3gCpQTiUwLzcBVKjhQ1hivRyKJG8K/PGKzeSKaol+73OPVy/xjPkogYaIRRS4szSnysR/JCaE9oWhmJXtmdExd8jsrPTaN64zVNf77cYu3r/coOIrhmqDgRGk68xGZa0V4TfTxQRJpHT+j0WiA6D2D4edbdN7xZc6a+AGqILkreAn79ppoOqxY5aNs56hYMqyYoYVC58kvdBATczx4xkLJueeey3/+53/yyU9+kuuuuw6lFF/60pdYu3YtX/jCF7jwwguPRzsXFrUKhMFvt60QR/xLFNGk6MhlVUpEo4pxaDdhKocqdiDTuTg9Z47QSlMYowdI3vtzACprL2VraTVhKMhmQ4orCzQbinTeQDsBqoRScO+wzicetBmoRhPVdS0hVy/1aEspFqUk3WmFPT/msDExz4qMBed2hJzTHvLgmMHPD5gszUnak1E4c0zMQkATJgmjHUdvxZNlGuEYbjiFq2YiHxORPOIvIoRG1uwna/azJP1KmmGJKe8xJpubmfa248kSI+5djLh3ITDIWytosc+gxdpAwmhDEzrw5Au/VCGBrOGrKr78lYeq4snKkb+bcgpfVjFEkjMK7ydr9gOHRZIyaWMxGbN33ogkSinqZYnQYGBHVOmmbbFJymwipqbx9BRL9vwUza0TFjtorj8/euNhA9fuJQvGwHW0LjhUFRQTikk3Mm0drGpYmuJdZzS5oPNY09Yn+pEszUkSJz/457ThcCWcmi8ZrkXmru9c3+Rj9ye47VCUgrOhNUTXohScjDVP52xCELZ0ge+hT4+TzbbS9GByQhB2rmLoRe+k6/Yvcvb0jwhzcK98CXt2mWiaYtmKIIp6F5BujFIdlMyIVvIdViyWxJxyPKvL63nnncc3vvENXNelVCqRTqdJpVJz3bYFifPzb8BN3yYDSDuJSmWQqWxU4jGVPfr34d+TmadPrdE0VCqLkiFarQIDuxDZArLQHoWTLoCVkvmKqFfQxgZJ3HcTWqNGUOxgX/8rGLor+kos25jEawqctIadPP7C1IwLn9pk85N9JgpBylRcu9xjfVHSlpL0ZiT5+CYy5hShK6W4epnPoxM6O2d0tkzqtCYUWWt+hirHxDwdQmjYeh5bz+PLKm4Q+Zg05Bi6cDC19KzQcRRbz9GVuISuxCVI5TPj7WbS28xkcwtuOM60t51pbzu7+SYJvYOCtQqpgiMCyGHxI1D1Z9RWS89yVvH9JLUeAALZwJMVMkYfabPnWUerHA88V+HWo+vB0J7ZksBrLLTyOKEnSXpTZB6/B4D6814ZRe8CWrUcGbhmF4aB67Qr2FfSSJqKwarGPzzoUPEFBVvypxubLM0dG2lX9sD1Bf1ZyeJs7E92MtA1WJyVVDydshelPV2x2OfGgyb/8ZjF313aIG8rxuqCwYpgaX5+RpWgH62EY9anyXQkqdUU9ZqA1n4GX/weum/9d84t/QiVEdzHFex63ELTYMmyAEwbEKTr49QOKUqijXyHdULT1GNijjfPWCi5+uqrufrqq7nqqqtobW3FcZzj0a4Fi2zpQJkWwvfQmnVo1tGnRn/9e+wEKpVFpjLI5FExJejqiy5imo7K5CEM0KszaNUSMltEFtpQycyJ+WCnEMKto48cxNnxIObALpSmM/m817N7h4OUglwRCr0JvIYindOPezTJLw/p/N0DDuONaMZzfkfAy/o9OpPQm5W0JeLJUMyphWPAGW0hl3YH3HrI5Gf7TVYXQ9qS8zdUOSbmN2FqaUwrTVJ20pTT1IMR3HASEBiajSGST/L+0IRJ0V5D0V7D8vTv0ghHmWxuYbK5hZK/i0Y4SqPx6+YQAkMko2NraSwtE/0u0keeM7U0tpGhs7iMRlURhhJf1ghUnay5hJSx6BlV1zkRuNUQJRWjBzxkAOmCTkvWRYyVcEWa5Vu/gVASb8lagt7l0Zt8D4WYNXCdj8v4x9IIYG9JECoIQ8E/PmRT8QX92ZAPbGxSfEI6jVQw5QoMAatiP5KTTsqEvpxk+6RGwlD87kqPR8Z1xhsa33jc4g/WeeRsxVBNo+DI+Vuq2bSQHb0wvA/TnaFQdAhDaNQF5LsZvPyP6L713zmv8kNkSvCAdjmPb7cQGvQvCcC0IAmp+jjVgyBEK7l2OxZLYk4ZnrFQ0t3dzSc/+Un+3//7f1x44YVcffXVXHHFFbFgMot37ouoZ1cytXcQS/NJyBK2X8F0yxiNMlq9glYrRxENtTIiDNCaDWg2nlJQ8fpW415weSSY6AYyW4zqoJcm0SrTyFwrstCKcuKInt8Kz0UfOYAxMoDzYFTiqn7RyxgOuhkZjiJ7lp2bwmsonLSOfZy9Sb690+QTD9ooBEVbcu0KjzXFqJLNonRc4i/m1KUtobh6ucf9IwbDNY2HRnXSBlh6SNY62a2LiXn26JpNUuvE0VvxZQUvrNCUU3iyhFQhujDRRQJd2McIFEIIkkYnSaOT3tQVBLLBlLeNqn8QXUs8SfyIBJHkbxUJousahuYAjdloFJeMsZSU0TXvRJLAVzQqUYWbge2Ho0lMtPIoITq5iR0kR3ajdIPGpVdGb1IKUSsji10LwsA1kJF5a9mLfEb+5n6HkqfRmwn58PnuMek0x/iR5OPo0vlCW0JRSisGq1E54Hesb/J3DyS4ZcDk/M6AdS2Smg8HK1EKznxd8FJOkrBrMZSGsJolCoUMU1Mabl1Apo3By/+Q7lv/nQsqPyBMCh7WX8yOrVFkyeK+WbEkJUhVx6kdABW2km2342o4MacEz1go+exnP0ulUuHnP/85119/PR/60If467/+a6644gpe/epXc9FFF827QfdEoxAERpIglaASdIECrQVMQ+E4CtMC01TomkLzGohaBa1ejoSTWiSgaOUpzAM7sQ7swDqwA2/pWtzzryBs7Yqq4eSK4DXRpkbQytPIfCthoRWsWLB6Wvwm+vBBRHmKxL03IAIfv3c50ysuZc8dGlIJ8u0auXYT34VUTj+u5/J/bTP5zCPR/+v8zoCr+j260pFZa9GJV4tiTm1MHVbmFZcv9vnhXosbDpic1Raye1pjVVGSikXCmAWOJgxsvYCtF0irRfiqHvmFhNP4soonywihYYgEhkg8SfAwtATtzjm0O+fMWZu8sEKomuTMZST0jnk5X2vWJYGnKE8FuDWJ6Qi621y06RouSZZsjcoBu2c/D5mLUmyEW0NZDmGxbd6nJSsV+VeM1gQtCcW/PmpzsKKTtRT/Y2PzGJHEDWC6qdGVlCzJyXlZcvZ0RRPQm5GUmhqlpmBti+TFi31uPmhy3Rabv720QdFRjNYEw1VBb3aeRpUQVcIhm4DtW7G8EoVijqlJDbchEKnCbGTJdVw0831kQuMR40Vs22KhaYqe3hAME5FOka6OUTsYEDTbyHUlTkjqekzM8eRZXXIzmQyvfe1ree1rX8vk5CQ33HADN9xwA+985ztpbW3l9ttvn+t2Ljg0bTZ9z1YoBWEIQQClmdlSfQYYpsJxUljJFEauA+NX/hvazATOAzdjPf4I1t5tWHu34S3fQOP8y5HFDrDsyFCp6aKNDyLKk8hCezRxMOMl2WMIfPSRAbTSJMn7bsQYH0TaSaov+h0mhhUj49ESzfJzUniuIpnRsZPHb7L1uUct/mNrdMznL/K5ZrlPXyaKJDHnf8RwTMycUHQUr1zqc+eQwaSr8b3dFq9d4bFnRmNlIb4piDl1EELHEhksLUNS7yRULr6q4YUlmuE0rppEKYUhHAwtgSbmTilUSiFVgBuUkHhkzeUkjfY52/9cIqWiXgrQTcHAtiiapGeFgVEbJjRsWh+/A7M2jUxlcc950eybQoTrEi5aGAauh8vHFhzF93ebPDxmYGqKPz3bPSb1sNSEZihYkg3pzczfiITTmYQB/VnFtilBM4TfW+nx6JjOhKvxzZ0Wb13rkbUVA1WNnDPPoyVzBcLuJaiBfdizYsn0pEajIUgk0gy++N103f6fXDLxXaSjsdl8AY89aqEJj+6eSCwhkyVVm6Yx7DPttpLpyZLMavNSkI2J+W14ztPQyclJJiYmKJfLhGFILpebi3YtWKRUVKtRPulhhADDYFYIOSqc+D40GxpKgKFHUSZRxInCNIF8K/UrXod7zotIPHAT1q7NWLu3YO5+DG/lmbjnvRhZaAPbicp1uXWMkQPImQlkSwcyU3h6o9jTiTBEHzuEPjOO8+gdWHu3ojSd2sveQF1k2b3TQClBsdsg22rgueq4RZMoBZ98yOYbO6PR8orFPq9a6rOyIGmJvRliTjN0LZpkvm6lx79tsXlg1MAxFFct8dE1jZV5GQuHMaccQogoioQECb0VqXx8WcOTVZrhJJ6sIFWAJkyMX0nRUUqhkNFDhU/xe4hSiifUz0MIgY6BQ5a8tQKT+Wt06tUlnqtoNiQzYwFCg76uGqLpEfrQvms2ZfaSVxxZENKqZcLMwjBwLTVhX0nDMRUPjhr8ZF/0Gd6+vnmkRLpUMNUQGFpkFNqeiCNM5zOtCUV3SnGoImhPKd6xocnHH0hw80GTCzoC1sym4Bwoa6wpynkteKlMnrC7H314P45fIl/MMT0VRZY4iQRDL3oHnXd+hecNf5sQna3mpWx+xELTPDq7w8gbKJMlVavSnBqi1PTwF+XJtFrosW9JzALkWQklAwMD/OQnP+H6669n9+7dtLa2ctVVV/H3f//3rF69eq7buKB49JYK2+4W6FqBQs6jmPPJFwLy+RDd0FC6HoXa6hqGIXiicOL5goYrEETXGttWJFMKO99O7aVvoHHOZSTuvxFr71bsnY9g7XoUb9VG3PMuQ+ZaUE4SZScQjRrG4N7IHLbYGZUU1k/TpVkZoo8Nok+NYe14CHvbAygEtZf8Ht6i5YxtazAy0QrAsrOTNBuSZFbHShwfkeT/3mfzo73RxOjKJR5X9gesKMxjo6+YmONMzlZcuiik6nt8ZbvFHYMmCR1e3OtjahpLc/N7YhkT81zRhHmkck7a6MZXNQJZoxlO48kKniwBT/Qy0RDoCLToIXQMzUYTJhoWumbNvq4jhI6GjmmaFNM5KmFIEMinb8xJpl6VIODQbEngzl6NhD+NtJN0PPxttNDH7+rHX3Fm9IYFZODqBpEviS9huqHxH49Fc4FXLfW4pDsqAXzYjyRvR6V/45Lp8x8xm4JT8TRmmoJ1LZLLen1uGTD598ds/vaSKAVnoq4x5ii60/N7vqfSOcKuSCxJ+DNQKDA1JXBdgeNYDD/vLXTc8w1eOPBNQnR2mBfx6CYLoXl0dIYgNGQ6i+U20KvD1Pb5BM0iuQ4H044H85iFxTO+e7722mvZtm0bjuNwxRVX8KEPfYiLLroITYtOfqXUaR1iVew2MS2B72lMTDtMTDuwH4RQ5LIBhZxPMdekkHGxzGjNRxOgCQ1T00DXkJpOKDUadZ16XcNxFKm0wil2UnvFm3DHBnHuvxFr/w7sHQ9h7dyEt/pc3HNfhMwWUMk0ykkiGlWMQ7uRThKVzqESGaSTBOs0GXmlRJ8YRp8cxty3jcTDUUpY/YVX4y/fgDvlsutAFhC09phkCjq+d3yiSYIQ/vIeh5sORhE+r1nuccVinxWF2Jgt5vRGCOhOSc7rCBHC47+22fzioEnCUFyqhRhC0Z9THOfiUzEx8wIhtKMpOkYngXQJVA2lQoQ4Vvw48je/ecwytMNmrrUT80GeBX5T4tYkMoSRfR4A/YtqCCUxxw+RH3oUJQSN578qunAsIAPXQEaRJDNNgRDwz5scAiU4tyPg2hX+kW3G64KulIr9SBYYjgGLs4ptkwI3gN9b5fHobBWcb+20ePNaj5QlOVjRyNoh6Xke7H2MWBJMUygWmJrSaDbBtg1GL34D8oHvctneryPR2WmezyMPWWw8r0lbeyTEKieBZhika+PUBppMuW1ku1Mk0vNb0IyJeSLP+DKcz+f5+Mc/zkte8hISiaO5oGNjY3zrW9/iu9/9LrfeeuucNnIh0bc2QWdPiv07ylSmQ2ZGA6ZHfbwGzJRMZkom+0gCkM5BoRUKBUkx18QxfQhDRBhgKoklQ6QSNBppXFfHthXptMJpXUR41VtxRwdI3Hcj5sGd2Nvux9rxEM115+Ge86JIGEllUTJENF20yVFQw0jTjoSUdC6KQLESkaHKqYZSaFOj6ONDGEN7Sd59PQCNC1+Ct/4CpB8wdkgyNhGpFMvOTtBsSNJ5HTsxt/3hh/C/7nC4c8hEEKUZvKg3iiSZ1/mqMTEniLQFPWmJG8LrVjb55k6bH+61SBhNBApTk/Rk4vDzmNMPQ3MwOD1M2hvVkDBQDO9poiTkW6BgziDtBF2P/BAAb935hG3dwKyBq50gbGmf1wauSsGhqmCkrpEyJX97f4KKJ+jLhrx7QxNNROk2Ew1BR0qxPE45XJC0OIqetORARaM9qXj7eo9PPOhw48GoCs7qomSkBgPlyLB8vov/Kp0j7F6CPrSPZDCNKhSYntLwmgrL1hg//7VIK8HlO76KxGC3uZFND9qccdZsGg7M+pZkSNcqNEZ8Ztw2gp4cqbyONt87ICaGZyGU/Md//Mcxf99xxx184xvf4PbbbycIAnp6euascQsVTROkCwaFLpPFa6Mom0ZVMjMSMD0aMDPqUy9LqiWolmAADUjgpFMUOnTybTrFNkEy4aFXyyTrFVSocN00k66BZSvSGYXT2kv4qrdFiu99N2Ie2oOz5V7sbQ/SXH8B7sYXolIZVCKFSqSi0dr30KolxMwkyjBQdhKZyUeiiZM8ZTxNtJlx9PFBtPFBkrf/AAD3zEtwz3kRMgipDNV4/FAHAO2LTZI5ncBXJHNzOztpBPCB2xM8OGqgC8UbVnk8vydgRV6SjkWSmJgjLMooAhWtRNUDjx/vtfjGThvHaCIEmLqkMzW/Q5ZjYmKeHWGgaJQlug6HHo/Sbvp7qijdIL3nIRLlYaTl0LjgJdEbjhi4Lp331f7GG4IDZY2MJfn8ZptDVY2cLfnA2U0cI5qajdcFRUexLBeLJAsVIaAnoyh5iilXsKE15IU9PrcdOpqC05JQjNYFxURUUni+o1LZSCwZ3k/an0IVisxMaXiewrIEk2ddibQSXLH5S0g09ppn8cjDNssqPstX+pF+qemodJZEo44/PUS56RH0FMi22ehGLJbEzG+eVWDf1NQU3/nOd/jWt77F4OAg6XSaa665hle/+tWce+65c93GBY8QgmRGJ5nR6V4RRTA0G5KZWdFkejSgMhXiViXDVcnwnigMM5HR6FvXyqKePGajRKJeASlpNJNMNS1MKxJMEu39hFe/E+PQHpz7bsQc3o/z6F3YW++nueEimmvOjUxfhThSKUcBBD7CczFGB1BCRM+nsqhUNkrRMe15vUrzdGilSfTRAfSpUdI3fxshJc1VZ9O49EqkVJQPVRmqFJkYj07/pWcn8BqSdFHHcuYumqTShPfdlmDLZORo/6Y1TS7uCllRiEufxsT8KpqAxRmFVIpLu0LcwOfGgyb/tc3inRua6BoYmjymKkRMTMypQbMu8ZuK6VEf31U4CUVntozQDFof+zkA7oUviRZ9AK1aIswUkNniyWz2b6TiRb4ktq740V6TR8aj+cAHzm4eMXCfdAUZK4okidNtFjaWHhmUb50UNAJ4/SqPzRM6Y3WNb++0+P01HrYBB8qCrKWOKQU9X1GpLGHXEhjeT8afROWLzMzo+ChMSzC97sVIM8HLHvoP7lZX84j1YvbsMqlWBBvO8qJCFkKgkikMo0mqPkJtXzMqIdyZmNN5d0zMXPOMvqL33nsv3/zmN7npppsIw5BzzjmHwcFB/vVf/5Xzzz//eLVxQSJDkKFCexqXZzuh0dFv0dEfhRUEvqI0FqXpzIwGlMYDGhXJjnsb7HUEvWuKLF5awPZKJGplVFCj6SWZmrCxbEUqpUh0LiN4zVKMgd0k7vsFxugAzqZf4mz6JWG2iL9kDX7/aoLuJYfrE6MME5UEpER4LtrMOEyNoQwLmUiiDkeb2AnQ5v8yh6hMo48cRCtNkbrxG4jAx+9bRf2y1yKloHyoQjnMMjCaBkI6llg4aQ0ZQio7d59v2oU/uiXJrhkdW1e8dW2TCzojkWQhDIwxMSeDqAqORCp48eKAegB3DZl88TGbd29oYggwtDD29YmJOYVQSlGvhAgdDs6WBF68qI5wHAqbb8Dw6/iFDprrL4je4DVRQkO2dMxrA9dmCHtmNLwQtk8ZXD9b4eadG5osy0fRczOuwNRgWT5eQDlVKDiKnoxk74xGR0rxtnUe//CQwy8OGJzfGUUUj9YFhyoay/NyQaxHqlSGsLsfhvaT8aZQ2SIzJR1EVKWztPJiQivBxfd/m2I4zG3O7zE6YlC/W2PjeU0Shxc4LBuhG6Rr0zQGfKbrbWR6MyTScQnhmPnJb3XL9qUvfYlvfvOb7Nu3j76+Pv7oj/6Ia665hmQyyfnnnx+f3L+CaWsYlqDZkCgZObjrukAzQDfEU+blGaagZZFJy6JopAx9xeCuJgcec3Frkj2bXPZvgUWr8vQvz5GkglMpoYI6XjPBdNOmWhWk0opk1wqC1y7HOPA4zua7MQ7tQS9PoT96F86jd6FMG3/xSvz+1fh9q1DJNGja0fSbwyk6jSqUp0E3ULYTRZok0yh7fhrCilo5EkkqM6R/8d9oTZegs4/qy95IiE55sErFTzHhF5kY9EHAsrMSeK4iW9TnzI17vC74w1sS7C/rJA3F29Y1OacjZEW8WhQT8xvRNViSi24irlri4waCh8YMrttq854zmhiaYnVRznszvJiYmN8Or6Fo1hT1ckh1OkTXFb1tZcx6nfzuewAiA1dNnzVwrSDb5reBayijcrDTrmDaE3xxaySSXL3M46KuyL+h4kGoYHVs6n7KsSilKDcVUw3BmW0hz1/k88tBk3/fYvOxSxoUHMVQTVBwxIKJklTJzJHSwdnmNCpXoFTSEUJhGFDtPxsv18nyO79MofFprk+8k0o5wz13OJx9bpNCcbba1pESwhXcCY+ZZitBb4F00Yx9S2LmHb/VbdvHP/5xVq1axZe//OVjIkcqlcpxa9hCptBuITULtxES+grfk3gNReApmk2FUkfFE90U6DqIX7k46KZg8VqHntU2o/s89m9xqU6HHNzqMrANOpelWbI6R9YoY1VL2N4MXtNhxneoVTSSaUly0WqC/tXgNTEP7cbctx3zwA60ehVrzxasPVtQCMKO3iPRJmFL5zEpOgCEQRRtMjmCPiFRho1MJFDpPMpORNEmJ9nbRDRq6CMH0KolUjd9E61eISx2UL3qLYSaRWmwTtW1GW+2sOPhKLWpb52DlRAoyZx5kwxWBH94S5KhmkbGUrxjnctZ7ZLleYk9fxe+YmLmFcasWBJKjWuXe7ihYOukznVbbN5zhosuYHUxjs6KiTkVaFRDQDEwWxK4u6OBmU3Q+sv/RqBo9G8g7F0GRGO9chKEhY55nRo8VBUMVjRCFJ/e5BAqwfmdAdcsj+YfjQAagWBlIU4nPBUxdViclWyd1Kn58IbVHlsmdEbqGt/dZfL61T6GBocqUSloY4Fkn0RiyRL0of3kmtOobIFySQcnEku8QheHXvo+2u/7Fr8z+AmuT7ybCa+H+++xWXeGR0/vrMmr0JDpHLbbQC+PUN3tEyxqIdvpYJjz93sdc/rxW00zr7zySm6++Wbe/e53c9FFF3HNNdfwohe96Hi3bUGj6SLKu3MgQXSHHAaK0FcEviLwJM2GjIQUV6FUNObrhkAzBLoReZtomqBrmU3nUovJQZ/9W1ymRwKGd3sM74bW3iT9a7IUizXM6jRWcwZf2ZSmHWpVnWRSkkjayP51+EvXgZLoY4OY+7dj7t+BMT6EMXoQY/QgiXt/TpjJR5Em/WsIFi2NBBDdQCXSqARPiDapQ6UU5R1aNiqRiYxjncQJr6Qjmg30kf1olRKpW76LXpokzBSovOrt+EaS0ohLvaEx1mzh8U0BAIvX2iw/x8GtSrKtBqb13Nu7ryT4o1uSjDc0Crbk7euanNkmWZaXWLFIEhPzjDBmw9EVGm9Y1eSLW232lHSue+xwZAmsKsTfrZiYhUzgKdyqxPck4wcjEWHJohqp4T0kx/YiNQP3ea+INg6jKn5hz9J5GdV6mImG4EBFw9Ql//xQgqovWJINeddshRsvhFJTsCQn6VwAhp4xz468DYvTkl0lnfaE5G3rPD75sMPP9puc2xGyNCcZbwimXEH7AjoPVCJ9JLIk35iCXDGKLEkodB2klWDk0jeT33E71zz6T9xsv4m95lk89qhNteKzao1/RONUTgLdMEhVx6kd9CLfku4UdnKBKEcxpzy/lVDyyU9+kmq1yo9//GO+973v8Sd/8icUCgUuv/xyhBBx6s1viW4IdENgJQB0lFLIMJoohIHCa0q8hiQMIvFEKjAtgWlHfdzaY9HaY1EaD9i/pcHYAZ+JgeiRa7PoX7eIjjYXozqN1Szh+RblUoJqVcfQFbajsG0do9CL39aLdsFLENUS5v4dkXAysBu9MoO+5V6cLfeiDBO/d8XRFJ107snRJjJEeE208iTMjKGOpOnkkInU8U/T8Zpow1EkSfKOH2FMDCETaaqvfju+k2Vm1KNRUYzU29i5JQr761vvsOLcBH5TYZgayexzX5beMaXx3lsTzDQ12hKRSLK+JRJJYgf7mJhnh6lHYolE481rmlz3mM1AVec/Zj1LTAHLC3LBrMbFxMQci1uX+J5iaLcHQGvBJZXXaL3hJwBUzngh5AoAaLUyYbaAzMxfA9eqB3tnogvSF7faDFajhZM/3djE1iGQMNkQ9GYUvem45PmpTldaMeNJJl3BWe0hl3b73Dlkct1jNv/34gaWDoPVqOLRQhrHVCJN2BVVw8k1plCZFioVDXtWLEEIZta8kGaxlyvu/joPN4d5wH45+/ea1KoaZ5zdxDwciG6YkM2QrpWpD/pMu61kevMks7FvSczJRyilnrGMuWvXLr773e/y4x//mMnJSRYvXsyVV17JlVdeyfLly49HO48rYSiZmqrNyb4MQ6NQSDE9XSMI5DN+v1KKMIg8Sjw3pF6SeM3IWdp0jhWlaqWQA4+5DO9pImej2VI5jb61Fos6XfT6NJrbIETH12wCLJSKUn0MQ2HbCssG04xC5kTgYR7ac0Q40WrlY9oW5tsIepbiL1pGsGhp5G3yqwQ+wmsivCiEVppW5H2SzqHsJMp2mA2XecZ9A7/Svw03iiSZniR57w1Y+7ahTJvKa95FM7+I6fEAd8ZjuN7Grq3R8frPcFi+MQFAvRySbzfIFJ9b2tCj4xrvvy1J1Rd0pyRvW99kXVGyJLfwbuCe6/kb8+uJ+/fZ0Qxh57TG3pLg37Y4jNY1ulKSd613WVNULM1LNBH3729LW1tmTvYzn8bOmF/PfOxfKRUTAx5NV3Hfj0qEPpx71gwrp2+j+NhNeMkC5Tf+D3TbBK+JaDYIelfMS28Sw9BIZlLcs6fBeE1x00GTGw6YWJriLy5wWZqLTKpHa4KulGJFLPA+I+bj+fvbUvZg64SOrikE8KG7EpSaGlct8XjtCp+xhmBdizyp5YKfbf8Kt4Y+tB8adabDSCxxkuoYj2W9XqLz7q9xaLrITc7vEwqLVDpk43keqdQTPrNSiEYdr6nwUq2k+4qkW6x55VsyV2NnzMLhWQklhwmCgFtvvZXvfve73HnnnYRhyIoVK/jRj340l2087sznyV7gKxrVkHopxHMVhimwHHGMp0mzLjm43eXQjiaBF/077aRg8Rqb3l4Py6+A20ALIgPTQLMIsAmVjiLKkjENhZ1QWFYknOiawpgcikSTfdvRxwYRHHuqhMUO/J5INAkWLY2MYJ/IbJqO8FwIfBAayrSiajuWA5aDMk2Ubs5W4DFAN39t2s6R/h2fQR3ajz49jrPpNuztD6F0g+or/4BGxzKmxyXeTIPBSiu7d0RX7KVnOSw9K4EQArcaopuClkXWc8qHvG9E43/9Mkk9ECzOhLxtrcfqoqR/AYoksLAnIwuBuH+fPW4Au6Y1ds1ofG6zzXRToz8b8vZ1Tda2SBZnFKYZ9+9vQyyUnH7Mx/5tVEMmh3zGD3rsvL9BKuHzwvOG6bvhH9HCgPEXvBFjw4boBmpmEtnWRdix+GQ3+ynRdI0xmWLroQaPjWv857Yokva9Z7lc0BmiFIzWBS2OYlUx9ix7pszH8/eZcKgi2DWt05qUbJ7Q+aeHHQSKv77QpeAokoZiQ+vJmzc+l/4Vbg19eD9Ua0yrVipVDdtWx1oXypCWR67H37WfnybeRU0rYBqSs871aGn9leN5TWTNpWG3kOxrJdvuPG0F0RNNLJScfjynnAPDMLjiiiu44oormJiY4Pvf/z7f//7356ptMUTVcDIFg2RGx61JajNR2WBtVjDRNIGd1FhxTpIlGxIc2ulycKtLs67Y9ZDLvs2C1t4CrV1FWtsCHOWi1avYfgUUYBiRcCJNmrPhoroRiSW204O1YRHmxhdj+HWMoX0Yh/ZgDO7FmBxBnxpFnxqFzXdHprCtnQSLlhH0LMPvXgK286Q0HXwfEfqIqosIA5RSCARK01G6HvmhmDbYTvQ+3UDpsyKKYYJhQRiijR2CmQms7Q9EIokQ1F76ehrty5geVzSnGwyWW9izM5qNLDs7wdKzokiSRjVE1wW5NvM5iSQPjOj8j9sTNEPBslzIm9c2WVOQ9GUV+gIUSWJi5jOOASsKEgm8fX2TL2x22F/W+cp2m7etbWJqksX5k93KmJiY3walFI2KBBQD21wA+vo82jb/DC0MqLYuQ61aD4BoVFFOMjJwnYcEEgYqgkkJY3WNL2+PKtxcu9zjgs4o3HeyIchZimWxsftpSVdKUfIk43XBxvaQi7oC7hk2+PoOiz8/z2XCFUy64qRGlTxblJOaTcPZR6E2gZ4rUq4YhFJhH86813QmN76SVOtmXnvfp7jBeiuj9PPgvTZr1vss7g+O7tCy0TSdZGWC2t4AGbSR60qhG/NDLIk5vXhOESWnCgtpVUyG6ohg0myoyDQ2cWzJYRkqhvd6HNjSoFY6tg25Np3WRSZt7ZJs2kOrlxGeiwgC0DRC0ybUTIJQJwxBAIYOlq1wEgrbilRi0ahiDO7DGNyDeWgv+vTYMcdRQhC2LYpEk0XLCLr6fr1XSRhG1XXCIDJskwFKykhEEQJ0HaUb6JZNtpihMnAIfdcWkvfcAEDtsmupLj+P6QmFN13n0HSRvXsiOXv5OQmWnJFAqajvDEOQ7zCfk1nUtCv4nZ8mmWlqrCmE/P6aJquK0ar2PIoSfMYs9FWb+U7cv8+dug+PT2tsndD4/BYHNxRsaAl461qPDR2walEy7t/fQBxRcvox3/rXcyUTh3xKYz6bb6thGJKXb9hK3y+/gBIah17+PtJLO6OFkco0waJlyHzryW72k2iGkSfJqKthJxL8+c2Kqi+4sDPgj85sIkQ0X4gqdYXk5q8H7bxmvp2/z4aqD49NROV0Qyn4s18m8KXgf53j0puRJE5iVMlc9K9w6+jDB6Baom4WKZUtQglO4lgvHrM8RusdX+cu73J2mlEl1d7FPmvW+8cGlIchqlKhrjLYvW3kerIY1smdYMcRJacfcXHFBYamC5JZHSet0axJaqWQZi0qN2wnNDRdoOmCRStsupdbzIwGTBzymTjkU50OKY1Hjz2AlRC0LmqltUvQWvSxwhrCrWG5LhagTBNp2ARKp+EK6jXQjSikLpHIYPVvwFi+gQYgamWMwb2Yh/ZiDO5BL01ijB3CGDuE8/DtKE0jbO8lbOlAZgqE2SIyW0BmCpHXia5HYgjRLOKweqcAlIzEkzBA+E2oSIzBfSRmRZL6RS+jsuw8pifAn6lzcLLA/n2RSLLyvAR9658gkpizIkni2Y9ESsFf3eMw09ToSErevKbJ6qJk0QIXSWJiFgJJE1YWJErB29Y1+ffHbLZMGvz3TrAtn9YCxAFdMTHzG7caIkPFoe11AHp7mnQ++gMAJvsvwlzUCTzBwDVbOFlNfVpqPuyZ0ZhoCDIOfOxuqPqCpbmQd26IRJKKF81jluVlLJKc5qRN6M9Ktk9ptCQUly8O+Nl+k+/sMvnrC13G6xqTrlqQUSUAykkSLFqKPj5IemYcI5Vkxk1TrwkSSXVEBPGz7Yy89I+48L7v0DIyzD3WKxk4aFKrwlnn+ljW7A51HZHLkq5WqR4MmPEDsn2FqKJoTMwJIhZKFiiaJkhkdOyURrN+WDBRICSWo6EbkfFrodOk0Gmy4lxwa5KJQx6Th3wmh3y8RuQ0P7Q78lbNtWdo7c5F0SZOA9Goorl1LBliGQbSMgkxaTR0ajWBYUAioXAcheVkUSvPwl95FgCiMoM5uAfjsHBSmcEYOYAxcuBJn0XpBjITTYRktkB4+PdMAZktohKpWQ8TE6VrMLwb55bvAeCe9TzKa1/A9IQgKNc4MJbnwIHoKrvqgiSL1zpRiG9VYlmRSGI9B5EE4Fs7Te4ZNtCF4vWrmqxukfTE7vUxMSeM1GGxBHjL2ib/udXmwVEDx4BcGlp1QdEiToGLiZmHBL6iXpY0awFTowqBYp14ELs0SmAlKZ99BXkL8JooTUMWu0CbX/kqpSbsntGoeIK8o/jMIzaHylB0JB84u4mlR9FvbiBYWZC0JhbmzW/M3NKeVMy4iuG64MolHrcOGOwr62wa11mWkwxVIx+bhehxB4BlE3b1oRIp7PFhWq0ppvU8tZqOnYgKRwAow2Ls4tfTu/seCo9ex432m5macrj3l7DxgoB0Zvb7IjRUJkuqXqMxOMJMMyC7rBUnNb+uBzGnLrFQssDRNEEireOkNJp1Rb0c0qhKlJLYjob+BA8OJ6XRs8qhZ5WDDNUTok08aiXJzGjAzCjsBuykTWtPirZORUvRx2xWEH4TM3CxVLRC4gcW1ZJFtaJjmIJEQmE7YNsKLZPHW30O3upzonaWpzCG9qGVptDK02iV2Ue1hAgD9Jlx9Jnxp/yMyjCPCCkqk4MdmxBK0ly9kelzXsH0tI6sVNk3nOXgQLRks/qiJL2rnyCS2LMiyXNUovfMaHxqU3SMl/f7nN8pWRSLJDExJ5y0NetZoqAZeHx1h8WdgwZpBy7rFnQkNXozkqz1m/cVExNz4mhUAnxPMrwjStvqaHPp3R4VARhZ/TKcQgKBRKtVCNu6Uan5Fe4+0RDsntHwwmgu9H/vcxio6Ng6/M9zPfKOohlCyRMsz53caiYx8wtNwOKspOzpSOCl/T4/3GPxnV0Wf3Nxg4m6xkRD0ZlawOeMpiOLHSgniTY2SEt5HD1VoNKwkVIdjRgRgvKKi7ELPVx9179xg3gDFbeVe+8QnHFOQHvHE1KAkimSuktjfJSS7yOXtZPMx4N7zPEnFkpOEYQQOCmBnRSkGopaOcStSpoNiWkLDOvY0sKaLih2mxS7TVaen6RRCY+k6EwN+zTrksGdHoM7QWhQ6CzQ3mvQ0aVwDA/RbGI0a5hBA4KQoCaoVEyqho7hGCTSIio/bEVFbGS2iJctPrnhYYBWLUWiyWEBpRw99Mo0olpGBD769NgxPij+kjVMXvRapqcMZL3O3kMZBgYdANZckqRnZSSSuHMokvghfPguB08KVuRDXrHEZ3FGxuk2MTEniax1OA0nxA09vr3L5oY9sGXU5uplHqWmoDst6U4prHgBKibmpBP4itpMlE47fFABgjP929H9Bo1cN7WV59NqK0S9ikykCIvtJ7vJR1AKRuqCPTMauoDBmsbnHrWpB4KspfjwpYLFCUXTh6mGoC+r6MnECykxx5I0oS8n2T6pcXmvz40HTAarGveP6KwtRlElrYkFHFUyi0pmCHuWoU8Ok58cw1QeM36GRgMc5+j3otm6GP9lr+eVd32X28qXMWSsYNMDGqvXevQtPSqWKNvBKej4MxOUdwTIZe2kWhPH3NvExMw1sVByiiFEJJZYCYGfU9QrkWASuctHVXR0UzzJPTqR0eldo9O7xiEMFNMj/hHhpFGRTA0FTA0F7CAyhG3vy9G+uIVkUiJ8Dy3wSTaqqGaToNGkWoKqLjBtHSejY6d0TEs8ufKvbiBzLchcy1N/oMNCSnk6ikqpzmDbFpMrnsf0jIlquOzZl+TQcFTRZt2lKbpX2Ecc9e1EJJKY9nMfcT71iMWekk7SULxhlcfSnMKJv0ExMSeVnB2JJRJIWR4/2G0xWNX410cdLunyuXyxz7Sr6M0oWpz4piUm5mRSLwcEvmR8ZxkpdXIpl2UDPwVgcN2rSWUEmvIRvkfY3gPm/DD2CCUMVAUHShq2obh5wOQHu00UguW5kD8916O/LcFMGcbrgu6Uoi8bL6TEPDVtCUUprRisCq5c4vPtXRbf221x3iUNJhunQFTJYQyTsL0XzUmRGh/ELE8wFeRp1AycJ/iWSDvF1AvfyPMeu5ktu8fZZl3M9m0OjWqDVRueMG4bJmYhDTMzlB8PUX47qc70MQUtYmLmkvg27xRFiEgssRIaYVHhNxWeG4kmfjMyNtV0MCyBYR4bbaIbgtYei9YeC6WiXOLxgx5jB7wjZrCl8Qa7HoR0Xqetz6SjL0G6vYCQIXrgYfg+ynXxK3VKEyHaeBPTkDiJqIINho4wjCjvWETVdaKGP+EzAAgTYbRCsRWKkZls0nGYHmyiPJedux2GRhMgYP3zUnQts1EySreZS5Hk3iGdbz4ehfm9doXH+taQFucUGMRiYk4B8o5iZUGi6SHnL4bvbA245aDBXcMmmycMXrXMY2NbSHdasSgtSZonu8UxMacfgaeolyRG4HJwT/TcWc2b0VCUes/C71xC3pFo1fIRw/f5gB/C/rLGoYqGoUuue8zmkfFo+vziXp83rvFwTA2lYKwmaEtKluRPTvWSmIWBJqA7LZls6Fza7XPDfpPRusZdwwZntYZHvErMUyESUghkrgXlJDHHBmmbnGKKLI26g5NQ6Ic/o6ZROuMKVhe2kn3wJ9xrXsX+gwkatTobzuOIvwm6jlnIoJerVHaFSK+VTG8BTY/Fkpi5JxZKTgN0I4ogcVIamVnRxG8qmnWJ15A0mlEFCdOMUnSeeLERQpDK6aQ2JOjfkMCtHxVNpocDqjMh1ZmQfY+6OGmN9j6T9sUW+fYEIp3DaFEYgY9qNvHrPs26C00PwgBCD6EkSkVqsdIMhK6hNCPK19E0FCAO6xFCoQlBIgHK93l8h83wWAIhYP0LUnQuOSqSOCmNXLuBaT33mcqMC391r4NCcGGnzwt7gti8NSZmnlF0FCt1xYgPr1wacEGHz1e32wxUNb62w+aB0ZBXL/WYcgWLs5K2UyC0OSZmIVGvBAQNn/LeGZpeEsfwWDv9C6RuMrjqSlJphR66KF1HtnTMCwNXN4A9JY3RmqAeKD77cIKxuoapKd661uP5PcGRbUfrkLMVy3IS++Q3PWaekzahMyXZV9J45VKPrz9u84PdJhd1BUy7UQWcUyKqZBZlJwi7l6AlUrSMDVEuN6k0spg2mE9YvKj3rqM9XeDyO77BreJaRieTNH9Z56yLBc7hBUpNQ8tlSFSq1PeOIr2A7JJWdDMe1GPmllgoOc0QQmA5AsuBVE4nDBS+K/FciVuTNBsKGYbousCwNHSTY6JNnKRG72qH3tUOflMyPuAzdsBjctDHrUoObm1ycGsTyxG0LbZo7zMpdploaQszPbsTpUCGiNCPyv4GPiLwwPfA8xChG70uFQqFEAKlG6AbaKZBwtZ45H6D4fFIJNnwwjQd/RZyViRJpDTy7eac1FtXCj5yb4IpV6MtIXntCp++rDw1VP6YmFOM1oSiowUe8yUyhA9sdLlvxOD7e0x2Tuv848MOV/T5PL87oCutWJyJS3bGxJwIfE9SL0ns5gwH90VTzw3N29EJGV99BSqTJ+EEkYFrew8qefINXKuz5X+nXMHuksaXttp4UtDqSN5/dpP+XJTSHEiYcAWdRViUlCTj+UHMb0lHUjFagwu7olLBk67GLw8ZnNcZMngqRZUcRteRrV0IJ0lu7BD62BTlZo4w1HGco5t5hW7sK17EK27/Jjd6r2amnuH+21zOvhgy2cMVcQRaNkOiXqcxMIbyQzLL2jDjnPiYOSQ+m05zdEOgp3WctE66qAi8Y6NNPFeBiLxNDPPYaBPT1uhebtO93CYMFJODkWgyPuDjuYrBnU0GdzYxTEFLj0n7YhMnrSGEQAgQwoxSa7QEQgPhgHAkyBBNhWhhgFAhIvAQvovwfAyvyT0P2ZFIosEZL0zT3vcEkSQ9K5KYcxPu8d3dBncOGWhC8YZVTZbn4xurmJj5TNaGVUVFwVIMVATntAdsaA34zi6LR8YNbthv8fCowTXLPcqeYFFs9jo/kBIO7kHoKbBSJ7s1MXNMoxISlitUD1UpVQvoImBD42b8dJGRvueTSkosv4JMpgkLJ9/AdcYV7C4JSq7g5gGTXxyMlrw3tAT84ZlNMrMFN6oeVD2NrqxkQzsEdQiCX7PjmJgnkDSjFJw9JY1XLfX5r+02P9xrcumigFLz1IsqOYxK5whth7QzhDk8xYybpB4mSCSPRmuHiQzyilfyiruv55apFzBDJ/ff4XPGuQFtHUf7RCSTJIwm7tA4Zc8ns6IDKx1P1GPmhlgoiTmCph0bbRL4iqB5bLSJkiGarmFYAt04Gm2iG4L2PuuIaDE9HDA2m6LjNRSj+zxG93nPsmXW7OMJbdXhjBelaeuNjudWJcm0Tq7dmDOR5EBZ8E8PRxL3y/p8zu2QdJ2CA1ZMzKmGJqLokpylGKkJDlU13rDK4+KugP9+3GKsofGFLQ7ndQS8rM9jKqNYnI3NXk8qSkK1jF6bIOjsQzmxWHKq4HuS+mQTqz7Jo/uj0NIzm7eRVFUGz3wLwjRJ2h7C8wk7FoN5cst+jtej8r9TTfj6DpvHpyMV9VVLPa5d4aOJyNx1yhWYGiwvhPTmBBkbpusntekxC5D2pGKkBud0BPx0v8lEQ+OWAYNLuk/RqJLDmDZhZx9WMk3x0BDlaY96JUMiJY5k3SndpH7pVbx48x3cu28pg8ZKHn5AZ+3aBr1Ln2ATYNk4RZ3mxDQlPyCzshMnnzxJHyzmVCIWSmKeliiK5AnRJrPeJm5N4jUlXuMJ0SaWOOI6rWmClkUmLYtMVl+YpDQeMHbAZ3LQJ/QVSoFSh38Csz+VfPJzT4XlaGx4YZpilzErkoQkMgb5duNJ1XyeLYGEP78zQTMULMtFpYD7shI9Tn+MiVkwmDr0ZhUFJ+RQRUMXkg+d53LzQZMbDxo8MGqwdVLnyiU+53cGLJo1e03FZq8nCYWoltCHDxJ094OdONkNipkDGqWAcHKS0pikUjUx8Ti7eSP1zpVMtqwjmVA4XikycM2cPANXpWCwKthf1jhQ0fjSVovppoajK959RpNzO8Lo8wRRxElbQrE4G0WZGnHVjZhniWNAV1qya1rj6mU+1z1m85O9Fi/sqVPyNCZcdeou0mkaMt+GbifJDR1CH56hWslgpY2j5q1CUDvz+Zyf28K2R+7nceN8tm5L0SiXWXGmcWRxQ5gGTlsKd6pCeVuIWtFBoi170j5azKlBLJTE/FZo2uEqOpDKR9EmflPSbEiaNUmzplBKohtiNtokunIJIci3m+TbTTjvmR/3iKAiARW1I19IUK018b2QRjUklTPItc2dSALwr49Y7JzRSRiK16/yWJZTcaWMmJgFStqClUVJa1IwUBFcvtjnnI6Abzxusa+s8+1dFg+N6ZHZa16wOCNpT8ZmrycDmcmhVSvoIwcJu/vnTXnYmGeH35Q0hmewmzNsOtAGwFnNm3A0lwNnvxIQJM36rHdBJ0fqhZ5gQgkHK4L9JY2HxnW+vdMiVFFq3vvPculKK6SKokgEsDQv6UnH14iYuSGKKlFsaAnoSpkM1zRuPGDyol7/SFTJqZweqhIpRN9SsslR9IEJKiULmXKwnKPz+kb/BlalB8jedSMP6Few91CWRq3M+guNJ1TO0XFa0vjTdcrbBxEKnPZYLIl59sSX+JhnhWEKEmmdfJtJ22KL1h6TXJuBYQt8T1EvhTQqIX5TouSzV8KFiCJVdEOgm5HBrKYLZBh5kqTyBrk5jCQBeHBE56s7otDfa5d7bGiVtCZOUTU/JuY04XA6zvoWyYp85EvynjOavGFVE0dX7C3pfOoRh+/vNtk8rrN9SmOmebJbfXoiswW06gz6yAAE/sluTsxzoD5eQ05OMV5KUavp2KrOWd4tTJ7xUqpOJ7YVkgjLyEIHKpH+zTs8DnhhVNlm17TO9/aYfONxm1AJzu8M+MiFDbrSCjeAsbogbSrWtUj6s7FIEjN32Dr0ZBRNqXHNsihN/fr9JgKoeIJJ9zSIWDJMVOciUqsWk29RUKvSqKtjosu91l7ar1jPC/Ufoimf4eksD94a0HSfsB+hYRbTyKaPbDRO+MeIObWII0pinjOaJrCTAjupkS4cNYR16xK/EfmbKAW6GQkeAuAprvnHeAOIp/hVRBEmYaBoVEPSeZ1sm4E+h7XTKx785T1RKeBzOwJe0BPQm5Gxb0FMzCnCr6bjGFrIqqLLT/aaPDBqcPOAySPjOq9e6rOhLaQnLelOq7jc54lE01CZAnppAjSNsHMx6PF0ZaHh133cwQlM0WT3vhwAG70bCdsXMb3q+cg6pK0qpDKEhbaT0saqB/vKGjunNb66w2KgoiNQ/N4qj5f3R66sU64gkLA4o+jJxKV/Y44PrY4ib0lWFQS9mZCBis4NB0xe2nd6RJUAIAQqV8RZaaPtP0RlpEwjyOCktSPBZmEyR+KKF/DSO6/nlsrlTLtZ7r+1xlkXCzK5J+7rpHyCmFOMWA+PmVOEEJi2RjKrU+w0aV1s0bLIItuqYxgQBoogUJFRrKfwDz+aCs+NHs2GolmffdQU7uFHNRJI3FpIpqBH6TZzKJIoBR+912GiodHiSH5nhceS7GkwMMXEnIYcTsdZ1yLpTkXf9z8+06U1IZl0Nb64zeaLWy0eGtXZOqEx0RBP65sUMwcEAXhPCOHRdWS2gD49jj42CDI8eW2LeVY0BieRpQoj5Tz1ukZCllmn7mPswtfhBxqmEeBoTWRL5wk3cFUKRuuCrZM6dw/pfHqTw0BFJ2Mq/vd5Lq9YEuDLaBtbj6JIluZikSTm+GHq0J1WeKHgNcuiSLqfHzCRCspNwUTj9LnzV04Kc1k/+b4MSVWiXg4JnzAEKMNCveDFXLHobnJyjFqY4v47dCZH4pJTMXNLvEQTc1zRdYGeEjgpDVVUhL96DVOgUEd+P/K0Onabwz8MXSOXT1B3QT6HlJ6n4kd7DW47ZKKheMMqj5V5Sd6J74xiYk5VfrU6TsKAD5ztcvewwQ37TbZMGOyY0rlisc/ze4JoRTktY7+i40Dm3z6CGhlAvPz3oXd59KRuIDM59MkR0HTCtu6T5mER88wIpsq4Q5MYSYu9myN14RzvF8ycdxVBKo9fFRT1MqLYQniCDVy9EA6WNQ5WBLceir7rCsHSXMj7zmrSklCUmuAGgkVpxeKMxIlnyzEngNaEIu9ITD06H/eWdH66z+KVSz0Gq4LWxGm0eGfaaIv7ydlD6PsnqJSSmBkL8/D4KzSCjZfw/OwWHtxaYVhfxoMPGmxYVaZ7RextFTM3xDOOmBOGEGK2ks4THpbAtLToYR99WM4THonoYSc07KRGIqUfqbAzVwxUBP/wYFQK+IrFPud2hnSlY5EkJuZ04HA6zoa2kL6M4rLegP99rsvaYogvBdfvt/jHhxxuGdDZMqEzXItC8WPmjjDfhvBcUtd/FTE6ePQFw0SmMugTQ2hTo09fDi1m/hD4NAZGkb5iZMyi4Zmk5DR93TWqfWfheWDhkkhrUTTJCRS/Sk3YNqmxaVzj81tsfrbfQiF4UY/PX17gkrMj0VRDsLooWZ6PRZKYE4ehQU9aEUh4zfLIq+SWAQNfCire6RVVAoCuQ1cPmdXd5NMuYbmO6x67ib98A+dcFLBCbkKhs/nxAnsersdDRcycMK+Eki984Qu86U1v+rXbTE9P82d/9mecd955nH/++Xz0ox+lEZv1xDwHAgkfvitBIxQsyYZctTSgLytjo7aYmNOMtAmrZtNxluQkb1nT5G3rXPK2ZKyhcd1jDtc9ZnHvUGT2WorNXueM6jXvptnaj+a7ZH70RcTk2NEXLRuZSKGPD6LNjJ+8Rsb8ZpQiHB7FnayjpRPsezy6sdvIHUyfexVKge9CWqsh2ttRidQJaZZUMFQVbJ3QufGgwT9vcthb0kkaij88w+Vt6z3cACYags6kYl1rSGdKEVf9jTnRFB1F0VEsSilWFSKx/sd7TZKmYrAqaJ5uWYhCoIodJFf1UWhV6PUKjdqxJq9Bey8rL+tgo7gDgF1Drex5TB2TrhMT82yYN7eCX/va1/jnf/7n37jd+973Pg4cOMCXvvQlPvWpT3H77bfzkY985Li3L+bU5fObLbZP6Th6VAp4aV6SjkPrY2JOS8QTquOsLEo2tkn+bKPLFYt9NKHYNG7wDw87fG+XyaPjOvvLAi+ejD13LJvxS99KI9eN3qyR/sF1iJnJo6/bDlg2+sgAWmny6fcTc1IR1RkaQ5P4RpKJ7ZM0VJKMnKRw/nKklcDzwA4rOK1J5AkycHUD2D2j8fCYxhe3WXxzp00zFKwqhHzskgYXdIaM1QWhFKzMS1YWJKl4DhBzktC1yKtEqqNRJbcfMmgEUVTJeP30VO9UJo+9YgmFbgvbK9GoSOQTIjvDdJ6Ol6znUudmNBUw1OhkYtPg0+8wJua34KQLJaOjo7znPe/hH/7hH+jv7/+1227atIn777+fv//7v2fdunVcdNFF/J//83/44Q9/yOjo6IlpcMwpxaYxjS9vj0zkXrMsKgXcFpcCjok57TF16M1E6TjL8oqX9/v82UaX5fmQZij48T6Lf3jI4aYDBlsnY7PXuUBZCQYveStutgOjUSb9g/9AVEtHX3eSYBjoIwcQlemT2NKYp8RrEg4OU3ejMsC7hloBWNe6D6+zH6UgrHmkMyC6esA4/mrElCvYNqlxy4DOPz3s8Mi4gS4Ur1vp8eHzXRKGYqyhUXQU61tDFmUU+kmfGcec7hQdRUtC0ZZQbGgNCJXgh3tMUpZiqHYaRpXMopwU+pIl5PuypFWJRjkkeIL3oTJt0i++gMs67mJNeB+tbXGObMxz46QPB1u3bsU0TX70ox9x5pln/tptH3zwQdra2li2bNmR584//3yEEDz00EPHu6kxpxhVH/7i7gRSCTa2B7ywNyoFHIfaxsTEHCZlwop8lI6zuih553qPN61ukjEVQzWNz29x+LctNvcOa+ya0aj7J7vFCxtpJRm+7J00Uy0Y1SlS378OUa8eeV0l04BAHz6IqJVPXkNjjkVK9Mlh6pMugZFg6v69uCJFjkmy560EoFmX2KKB1dOBSmWOa3MCCQNlwaPjUdnf6x5zKHka3SnJRy50ecUSn6mGoBkKVuRC1hQlmRNbeCcm5mnRRBRVooCrl0aDyl1DBuWmoHoaR5UAYNqI3j6yy9vIW2X8iofnPeF1oWGcfx5tF/Wj9/WetGbGnBqcdIuqyy67jMsuu+y32nZ0dJSurq5jnrMsi3w+z/Dw8HNqhzFHhhT67FKEHi9JHBfmsn//7i6LsbpG0ZG8bpXP8iKkndP7/xafv8eXuH+PL8ezfztMKKZgrKbIOZKVLU1uPmBw+yGdB0YNHpvUeVl/wBV9Af05RUfy9FiZnquxU4RROI7QNEjkGLv83XT+4rOYpXFSP/wijd95N9iJaONcHlGexhgbIOxZesJ8LhYyx/vaI2amCMcncY08rXvu5z7vQhCwYo3EtE1kCKJeJ9Ofx+xsP64GrnUf9pcFD41q/PcOi6FadKwr+gLesMYnlDDuarQloS8ryTsCeG43nvG1/fhyOvZvWwq63Kh65LkdIQ+O6vxwr8Vb1/mMNnQ657Aa04LrX8OCRb3kEjbW/hFmyiGeSuI4UfosgC4Ehq7N2RgVc3py0oWSZ0Kj0cCyniz527ZNs/nsXfU0TVAozO1EK5tNzOn+Yo7lufbvd7fBzw9EU6O3n61x3pIEy05shcJ5TXz+Hl/i/j2+HM/+bW+BJR4MlKG7CM9bAl9/DPZMC76/22TTuMnvrYeLeqA/D3nnuDXlpDOXY+fNXx9hZJfDBed5pJIOJLsov/JPyP3onzEnh9B/+J9ob3ovWLNlHzMJmJmAyigUl4GTnJN2nOocl+9GowaNSSbMPOnpEgd3BXhmkrxTY8kZrQgB9ckahY4MnWcsR0sen++nUjBWh30V+P4++MHjUWRJ3ob3XwDndBlM1A10ARs7oTfLnJdaja/tx5fTrX/XJsAdhtefAQ/dCPcOG7x+g4FjgGdCV35uj7fg+rclQ769QG7XQSbHXDyZJZnS0DSQTpNMxiE7x/d3MacXC0oocRwH75j4qohms0ky+ewnSVIqyuX6c2naEXRdI5tNUC43CMM4N26umYv+3VcS/OWtCUBweV/AGXmfjJRMxynv8fl7nIn79/hyIvu3XQMzAUag8YdnwIMjOj/aY7K/JPj7uxQXdoW8eoXP8pyiK63mlTnkXIkbczl2Tgw3mZ7Ruetei4uf52IYgJmlftk76brx8xjD+/G/9jkaV7/tqLeFlkQbG0fWmoSLlh4VUWKexHH7boQh+uBe/IkS4/U8XXd/k83GHwOwbL1BveEimx5u1cPq76HUlNCszd3xZ/FDOFQVPDom+O8dFo9PRwrIxvaQd57hYeuwawSKDvTlJEWgVoa5akl8bT++nK79qxQklaDka1zUbXD3kMF/PRLyrjM9tg2C5c9NVMnC7l8b0d1Nwj+INzLORC2LkxI0XY9KxSWcnrvrzVwvqsfMfxaUUNLZ2clNN910zHOe5zEzM0N7e/tz2ncQzO2FIQzlnO8z5ijPtn9nmvDHN6WoB4L+bMhVfR49qRAho5WnmIj4/D2+xP17fDlR/Zs1YFVO0mIJkrpkRS7gpgGTe4ZN7hk2eHRc5wU9Pi/ujUqOdyQVyXkkmMwFc9XPF7wyy41fnKBS0XnofpON53toGoS5ToZe+HYW3fpvmIN7UD/5CrVX/D7o0fQlTOcRM1Mo9hF29oMZG038Oub6u6FNjqJNTVBSRVq3/IzHmmfiWza5jE9rR0gYhLjTLlZnEaMle1y+l1UP9pU1bj6o873dFvVAYOmKN672eMGigJIncH3oTUl6MgpL5xgDyLkkvrYfX07H/m13YKQKL+/zuHdY5+ExnaEyZCzFcEXRm5k7F/EF279mAhb3kzUPoR2aplzKokIIFurniZk3LKjErfPOO4+RkREOHDhw5Ln7778fgHPOOedkNStmgRBI+MDtCYZqGgVb8qY1TZYVYgO3mJiYZ4+hQWdKcUarZH2r4nUrfd57psuitKQeCH623+Kj9yb4r20WD45E5YTd43STtpDJFE0ueFkBTVdMTBg89qh5pIqQ19rL0PP/AKmZWAd2kPzFtzhSF1JoqFwBvTSNPjoAQeyme6IQ9Qr6xDCunkIc3Edi36NsMZ8HwPI1IUKAqlSRiRSJxW2R/8wcohSM1AQPjOr8yyM2X91hUw8ES7Ihf3Nxg0u6A8bqgoSuWFuULMmpOU+1iYk53mQt6EgoHAMu7Y4Gj+/utkiZiuGqFo8nh7Fs6Okjs7SVglXGJO6YmOfOvBZKwjBkfHwc13UBOPPMM9m4cSMf+MAH2Lx5M/feey9/9Vd/xdVXX01HR8dJbm3MfEYp+Mg9DlsmDGxd8da1TdYUFe3JuJ5nTEzMc8cxYFlesr415JyOkPed5fKmNU3aEpKKL/jJPouP3u/w1e0WD43qDMSCyZModCXZ8LwUQiiGBk127zh6V9vsWMrQpW9GCh17z2YSt3wX1KxYounIbAF9ZgJ97BCEp2ntzBNJ4KOND0EY0qgJeh7+Jg9ZLyEUFvlCSGubRLgNGoGF09OGPccrElLBgYrghn0GH3/A4aExA4HiVUs9/r8LXBwdSk1Bb0axtkXSklBHTB5jYhYaXSmJrcNL+3x0odg6qTNQ0agFnN4VcH4V3UB19JBcvohCuxZnY8Y8Z+a1UDI8PMyll17K9ddfD4AQgn/5l3+hp6eHt7zlLfzpn/4pz3/+8/nIRz5ychsaM++57jGTGw6YCBSvX9XkjDZJfzYuBRwTEzO35G1YW4zKCV/SHfBnZ7u8YXWToiMpNTV+sMfio/c5fP1xk02jOocqAi++rz9C62KH1RdGhoJ79tgM7Ds6TXEXrWL4ojeghIaz4yESv/wJR8JOdB2ZyaFPjaKPHkRUSyDjjj0uKBX1c2UG18xSuOd7NJo6W61LAVixykeEAaHrIwotJNvTiDlUKaSCvSXB5x61+dfNNpOuRmtC8hcXuLx6mc+kG6XerGuRLM/PXWWQmJiTRdqCzqTE0uFFvbNRJbsskkZUpr4WB9IdRdNQrR1Yy/sxC9mT3ZqYBc68Gj4+/vGPH/N3T08Pjz/++DHPtbS08OlPf/pENitmgfPz/Qb/tiWSlV+11OfirpBlORmH4MbExBwX9Nl0nIKjGK8Lso5ifTHkkQmdXxwwmXI1vr3L5rZDkhf3+jxvUcDirKLVUZjxdYme1UmaNcnezR5bt9rYToP2rui1Rt8GhoPfofv+b+JsuRtl2bgXvTR60TCRmTz6zARaaRLlpJD5FmQyc7S0cMxzRlRLaJOjhMkM2pZHyQ1t5mbnjUh0WlpDWlpCRKVKwyyS7MpjJ+ZuTS6UsGdG8ImHHB4Zj6awl3b7/P5qD18Jpl3BorRi8RyWTo2JmQ90phRjdbh8sc/thwx2zujsK+l0pCR7ZjRWFuJz/omodO5kNyHmFGBeR5TExDxXtkxofPReB4Xg0m6fyxcHLMvLU85QMSYmZv5h69CTUZzZJlnbInnhopAPnuNy7fImGVMx3tD4xk6b/3tfgm8+bvLIuMZITcTG0sDSjSm6lxmA4NFNDjOTR9Mk68vOYfjsawBIPHQr9kO3HX2jYSJzRVQqi/CbGIN7Mfc/jj64D1GZhjDOd3pO+E308UHQBGG5SsuDP2RGtLHDvACA5at8RL2KZyQQxRZS+bkbbEMJu6Y1PnZ/gkfGDXSheM8ZLm9b71HxBbpQrImjSGJOUZImdKYlGnD54sNeJSZtCcWkK9g9o8XRiTExc0w8lMScsgxXBX92ewJPClYXQq5Z5rM8L8nFOYsxMTEnkMOCSWsiZLwhyNtwdnuD+0cMbjpoMlLX+OoOm9sOmVze63Nxd8CijKLFUfz/7d15fF1Xfe7/z9rTGXWOBkuW5zkeMid2RkKCKaG3wO820HIbhkJuIRR6oUyl0FJaxtKbFLiUAg0QaIFAC2VsKPNUaHBiZ47nOPFsSZY1n3HvvX5/7CPZThzHdiTLkp/3y3odaZ9BS8tHZ209Z63v8s7StzOMMax8VhPV8iC9++De9Wkuv6pMrinpkJEVV9JVrzLz4e+Rvev74AdUL7jq8AO4LjbXhM01Qa2KO3gQt7+HOJMlLrRh8wVsKosKV5yEsI7btQdTGiZuaib/H5/BDavcVfx9bOzQ3hHRkitja1DNdtDUlsJPjc8TOIxh8yGHD92dZmu/i+9Y3nRxlUWFiN6yYVbWMr+gN0FkeuvMWrpG4Lq5NX622+OxQZf7elwubo/oLhlc47CsJT5rxw2R8aZfJZmWSnX4019kOFR16MzGvHxFlSXNMe0q3ioikyTtwbwmywXtEee2xjx/Qcg715T5nYU10q5lz7DDFzal+ODdab653ePBHoeekiE6G2aYGPB8Q71qsY26I45juGBtgaZWh1rdZcO6NLXy4c4YOv86upf/FgDZX36HYOP6Yz92kCIutBIXmjFRhHtgF97OLbh7H8UZPKSdck5EFOF278HtP4gtNOPf8wsyB3fSEyzg0XglAEuXVnAqJarZGbhNObKF8XkvLoxhY28yO3Rrv0vKtbztkgpzcjFgWNkac06rQhKZ/tIezM7HGAzXL0het76+LcAC7VnL/hHDjgFHsxJFxomCEpl2Ygvv+K8MOwZc8r7lVauqnNNimZ1XSCIiky/twbyC5cL2iPPaYn5nUcifry7z/AU1Ateyc8jlsw+n+bv1ab6zw+Pxwek/68FxDK2zAvyUoTJy+Czf8w0XP69AOmcoVTw23B0QHjG/fPDi53FwSbIlbfZn/46//cHjfBMXm81jW2ZgUxncoX683dvwHt+M270XUx4+XBxWDosj3O69uIe6iQvNOD37yd/7EwB+1X4TYJjZGdISDBLlilSDIrlmFy945s/bMIYHDzr89V1pHht0yXiWP7u0QnvWkvMtq9oiOnNWhdnlrNGRteQDy7Nm18n5lr3DDp9+MIVjoC2TBO47Bx1ivZSJPGMKSmTa+fsNKX5zwMMzlj9cWeW8tpgF2uFGRM4waQ/mNwKT89tjXrQo5J2Xllk7r47vWB4dcPnUg2m+sW18t1Y9U6UyLi0zfTzPUBk+HIaksg6XPL+AH8DAUMAD633isHG9MfStfiG9Cy7HWEvuh18ldf9/YSql438zPyAutBAXWzFYnO49ySyT3dtwBnqhXpvAn3QKiWPcnn24vfuJm4oQReR++FWMjXls1lr2Ds4ALMsWDhJ7PpVMO0HWI1t45lWJwxju63b467sy7B5O3vj489UVmlOWQmBZ3hJTODt+NUTGpFyYm7dgHF5/QRXXWNYd8Lj9kQDfgdZ0zK4hw85Bo9xX5BlSUCLTyte2evzr1uTM6aXn1Lh0ZsSiotZrisiZK+PBwoLlwo6ICzpiXrykzp+vrvDsOUlgEp1FJ7upjEPzTB/HNVRKh2eW5IouF/1WE44LPYfSbLrfwUZJWGIcw6HLb6BvzsWYOCb7qzspfv5D5H7wFbxd2yA+zjx042AzuWSWSSaHUxrC27Md7/FNuHsfw+nrwYwMnZ3Lc6zF6T2Ae3A/cb4Ank/mV3fiDfZSyzRzd/qFAMyaVacpXSVu7iA0AfkWD9d7Zu9M1CO4Z7/LX9+VYf+IQzGIedeaMlnPUkxZzmmJySskkbNUe8ZSDJI3Af/kwioGyy/2+NyxOSBwoJiy7Bx02DOksETkmVAxV5k2/nufy60b0gBcPz/ZcnOJqt+LyBQxGph0ZCJmlgwzs5bnzw+Zkz+7Fpynsg7NHR59XSHVcjy2vWzzTJ/zr83zwE+H2X0gR3rTIEtWReC4GNeh56qXMrJpATP2rCPdv59g2wME2x4gzheprryU2opLiYttT/2NPR/b1Iy1FlMtY4YOQV83OA7WD7CpbFIENkhjgzT4wfQtBmstzqEu3O49xNkc+AH+lvtJb7wbi2HjuTfRsyXAGMs5c/uwTW2UnSZSgSGTf2bvTNQiWLff5QN3p+mtOLSmY95xaQXXgba0Zal2rpOznO/CnLxlU6/DpTMjXnNejc88nOL7O30yvuXFS+tYa9kx6OC5MbNySktEToX+hJRpYUe/4V2/yhBZwyUdIS9YVGdpsyWvkykRmWKyPiwqWjqyEV0jZtr+LX486bxL0UJ/V0itEhOkkz++OxYErLgiy+bflNj2eIF00MecpYDj4ngupXOvYuuSq8n076Vj/9007bwPZ3iAzD0/JXPPT6nPWUxt1Rpqi89Ngo5jMQabzkI6m3wdx1Cv4ZSHYOgQBoP1Amwqhc0WsOksNpXG+ilwpsf0Raf/IG7XbshkIUjj73iE3I//DYCeZdexqXchAHNmlsm0pakXWokrkGvxcNxTf8LWIvj1XpcP3pOmv+rQkYn5s9UVrIUZGcsyvfkhAiS/D83pmIGq4dlzQyoRfHFTim9uD8h6lt9eGBJby6P9Do6JmanNDEROmoYbmfL6KvCnP88yEhoWFSJeuqzGkuaYlrQGBRGZunI+LG4+e1/Hsk0uNk7CkrqJx7aanbcyTWU45vGHKzy8rZlUcIgZ84MkLHEgm7VEqdnsLNyAu+KFtPc9TPNj9+Dv2Y6/dwf+3h1kgxS1ZRdSXbmaaOa8488McRxIpbGpZMaitTHU65haFWdkL1iL9X2sn8Jmm5KlPKOzTtxnXqvjdHMGenG7dkGQwqYyeDu3kvv+HRgb0zf3EnYs+B1617kYY1myqETcPIdqzSWdc0jnTj0oqkbw8z0uH747w1DdMDsX8/ZLK4QxzMxZlhQVkoiM8pxkVskjvYYwhusXhJRCw79vC/jy5hRpD66bGxJVLdv7HVwTMyNz9o4nIqdCQ45MafUI3vyLLPtLyfTcV66osaxFybmIyHSQK7rEsWWwJwQT4wfJH+JLV2eolGIO7Khx36ZWLg96KHRmwEmCCdeFbN5Sr3vsb76Yg5ddRPGyQzTv3kB6ywbcwUOkHrmb1CN3E7V2UF25mtryi7HZpqdvlHGSECFIMTbShHVMvYrT1wW9MdbxkuU6uSbifHPyuFMgNDFDfbgHdoLrYTM5vL07yH/vXzBxRP+sC+i58vfZvi6ZiTOvs0R6VhthkIVSTK7ZxTnFqumVEH60y+OW9WlKoWFeU8TbLqlQjw2zcpYlzTHBmd99IqdVa9rSkbV0jxjas5b/ubhOOYTvPRZw+8MBGddy+ayI/gps70vCEr2JKHLiFJTIlGUtvOeuNI/0uqRdy6tXVlnZFjM3b8/KqeoiItNRvtkFaxk4GGGMxfMNxhjOfVaOWjnm0P6QDY/M4Aq/h0xbdiwsAfB98DxLvQ4Hq20MLXgeTeeuJd+3g/Tm9QSPPox7qJvsr79H5q7vU1+4gtrK1dQXLD/qcZ6W52M9H5tpfB2FmHoNp/8gzqFubCZHXGzD5grYVOaMrG1ihgdw9+9Klh5l87gHdpH/jy9gopDBjpV0X/0H9B7y6e9zcRzL4lUOcaGF6khMOu+e8mySSgj/+bjH329IU4kMi4sRf3pxhWpomN0ISXyFJCJP4jmwtDkGHLpGDB1Zyx+cU6cSGn662+dTD6ZIeVUuao/oLRu29TmsaIu0W5TICVJQIlPWPz0U8KNdPgbLy1dUuaA9ZmEhxp0eS8RFRAQwxpBv8bAxDPZGGOPgegbHNVywNs/67w0x3AfrH57BFRd24zfnjwo5jIEgAN+3VKuG3l6Pkewymp61lPQ1ZYLtD5DatB6vazfBjo0EOzYSp7NEM+cRzpxH2DGXaOZcbCZ/4o12PazrJbVO4ghTKePu3wm+T5wrYgutxNk8eGdGIS1TGsI9sBNjI2y+iNuzj/x3b8fUawzNWMqBa16B8Ty2bUnaO39uBX/WDKIoCXzyzS7mFMKfcgjfedTj/92XphYblrdEvPGiCqXQYW5TzGLtWidyXCk3CUusdeguJWHJq1bVKIeGu/Z7fPy+FH+2usLK1piDpSQsWd4aq4afyAlQUDIBuoZhV58higyWZ/auke9YPAdcw9ilYyyuA55JvnYdOMXZrlPW93a4fPbhFAC/u6TOFbMiveskIjJNGWPIt3rEFoZ6I9K5JCzxA4eLn9fE3f8xyMgIbNjUzuXnduGkA6x/dI0QYyCdtsQxVCuGasWQyWZpOudyauddjtPbRWrTeoIt9+KUR3B2bsHfuWXs/lFTC9HMuYQd85LL9jkQpJ6+8Y6LzeYhm4d6DXeoDwZ6idMZ4kIbNl9MApVJmmViKiO4B3bi1KvEhVacQ13kv/05nGqFkdaF7Lvm1biBz949LoMDLq4Ts/CiPPgpqoMRuaJLkDm1kOTft/l84oEUYWw4ry3i9RdWGKk5zGuKWaSQROSEpFxY1hJjORyW3Hx+lUoI9/V4fGRDmnddVmFRIaZ7NCxp0e5RIk9HQck4e7DH4VMPwaGRFNaCBSIL8VEf5imOJ9eNfu45kPYsGdeS9iDjHb7MeZasB1nfkvMted9SCCzFAIpBTFMq2T7MNUd8OBbniK+dRsgy1azfB3/z38nJ6TWz6/zW/GQb4IyezSIi05bjGAptHjTCkkyTg+Ma0jmHS67Pc8/3hujv8/j1Q7NZtniEmYVhHGxjR5rDW/k6DmSyliiC0rChUnbJ5WLyhZnEz3oB5St/G7dnL17XbtzuPXhde3D7e3CH+nCH+gi2PwSAxRC3dhB2zCWcOY+oYy7RjE5wjzMY+QGxH0AcY6rlZGeZ3v3EuSZsoY042/TUu/FMAFMt4+5/HKdSJi604PQfpOlbn8WpjFBqnsuea27CTQcc6nV45MGkXQuXWfzWAmHd4niGXPHkZ5OU6vCVLT63PZQisoaL20Nee16VkbphQUGzQ0VOVsqFZY1lOD1lQ3vG8n8uqvL3GwwbD7ncsj7NX1xWZk7e0l0ybO93OKdFBZJFjke/HuPsu4963LUHYBymNkQwXD+1d5gMSaiSdpMgJetB3rfkgiRUyfvQFMQUfEsxDc2BpSWdXHdkwOI0ApbRGS3eaZzBEsbJRy2GemSoRPDYkMN774JabFjVGvK7S+ssaY613lJE5CwwGpbEMYz0h2SakgKi+RaPC5+b54GfDDM8APfdl6fQ0sTSZTXavQHc6kCyFCZIg5ec+owWfA3rMDjoUC5b8nlLNudC53yizvmHv3G1gtezB7drD17XbrzuPTjDA7iHunAPdZHavAEA67hE7bOT5Todc6nPW4rNF4/1g2AzOcjkIKzjjAxhBvqI05lkWU6+iE3nJna74VolCUnKI8lMkqF+8t/+LE5piEqhk91X/xFuNsPwkOHee1LEsaGjM2LRZa1gDLVyRL7VJcicXBurEfzLRp/bH0kRY7i8M+RVq5KQZGEhZkHBnnWzZEXGQ9p7cljylksqfPieNI8OuPzd+jR/dVklKQB7RFji6a9BkWPSr8Y4+z8X15jb4tMzWCPvxzijYUPj8vDnyYmAARySN7ocA8Yki3UMULdQrhsqkaESQjk0lMLk81JoGKmbxjEo1U3jGEQ2WfJTbtynr3ri7feMTWapHDFbJetZCgEUU5aWlKU1EzMjbWnPJLcN3MMhitdYKnRkqPJUohjqYx+GWgTlOjw+6LB72GHfiKG75NBdcjhYMfRVDJFNzp5m52JuXF5jaVHbnYmInE0c11CckdQsKQ1GZJscjGNo7fR51u8V2flwhV0bKwz2We6926fQ1sGyVTAjM4BTLUE5Aj9IQhPHwfPBbRR87TvkUCpZmposqbQ9vHInlSacu5Rw7lJGh1QzMoTXfcSsk649ONVSEqR07QaSWSfhnEXUll9Cbel5EKSf/AN5PrapGWtjTLWC07MPp7eLOJvHFluJcwXwT2CJz8moV3EP7MKMDBIXWzGlIfLf/izuUD/VfDuPXXUzfiFHpWJYvy5FGBqaW2LOe24rxnOpV2Nc35ArnNybQtbCFzcGfO6RAIvhmjl1Xra8xkjdsLgYM69JIYnIM3FkWNJdNszMWt5+aYUP3Z1h97DDh+9J81dXVGjPJGGJaxxWtE92q0XOTMZae9b/lRlFMYcOjYzLY3mew+5ajk37Kjg2Hts68Ohx32BHq5eYJChxzOHPDUlwYkhOKmKSpTijy3VG/8dGH9OOfm7A2OQ21YgkYImSsGU0RBkNWEbqhuG6YahmGK7DcM0Q2pM7OzEkM1MKgaUpsBRTyfKf5kag0pKOactYZqQs2SCZ3YKBvrJh17DDnqEkCOkqOxwsGQ5WDAPV49d18RzL0hbDS5ZWuLAtZFFRO9yMJ89zaGnJ0dc3QhjGk92caUf9O7HUvyemvf0EtsA9AeM9dp7s/10UWvq66lSGYzJNzlHLP2qVmJ0PVdi1uUIcJseKHS5Lz3NpK1RwSgOYagVjIE6lwUuW5lgL1SrEocH1kgKwqZRNds/xLZ53nFIi1uIMHkpmnXTvxtu/C69r1+GrXY/64lXUzrmY+vxzjr9dcBRiyiOYep04lcZmcthMHhukwE9h/dRJbTd8VP9Wqrj7d+IM9GKLrZhqiaZv3oZ7qJtarpVHr349fluRsA7r/jvF0JBLNhez5oVFgqyPtZbyUERhhkeh7eSKHNx9wOWNP8sQWcNz59d5ydKk6OTi4tTesU6vPRNL/XvyKiFs63c4WE5qlgzWDB9cl+ZAyWF2LuYvLy+T9aCnZJjfDGsWZRkaUP8ez3iNnTJ1KChh/E/2an6OfQdLEMdHBSHGHD17JPn88MySsVklHL4cDUlGP5KgxIwFJmN1TkhmaIQxRLGhHifH6nHjfrEZu//ofQxw5H9+GCczUCrR6AyV5HIkNAzXDAM1Q381mdkxUDPEJxisGCz5IFn6kwQzx79fyrXMzMZ0ZCzt2Zi2tKU1HdOShkLKkM+nKVBiUVOkQm/jTCcjE0v9O7HUvydmugQlAGE9CUuqI08OSwCq5ZjHH6qwZ3OFOEqONc/0WHJRirbmGs7IIJSHccJ6sjQnlQHXTcbXCMIwCU0g2UjH8yxByhIEyeeed/y8whnsI9h6P8GWe3H7esaOx+kctWUXUFtxCVHH3KdOX6zF1CpQr2HCELBJO70gqb2SyUOQxgZBIzw59kThsf49OIDd8zhuXzdxoRVTr5L/1mfwDu6nnimy/ao34LW3YC1sWBfQ2+sRpCyXvaBAppiEIrVKjAHa5gZ4/oknG4NVeOUPcuwddri0I+R/n1ulGiUhyZwpHJKAXnsmmvr31FRC2NaXzMruyFoOVQwfWJemt+KwoBDxrjUVfAf6aw7nzc3QzAiuVf8+FQUlZx8FJZwZJ3sTKQlKkoAktIeDk8g2gpXGZT021KNGTZAY4sZtIpLMJ7ZHP2YlYiz4GKoZBmvJZX/18MdTBSp539KRjZmZtcxoLOVpSce0pCxpl7HpMn5jGU/gWDIeNKUNM9uyuNURHL2Yj7sz8fk7nah/J5b698RMp6AEoF6N6e+qU61YMvknhyUA1VLMYw+W2bu1OhaYtM7yWHJxhuZWi1MZwQwPYiolsFFj1kZwVAoSRaPhiYEYjAOum8w2SaUtvpeEJ+6xZp1Yi9uzl2DLfQRbH8ApDx9+3OYZ1JZfTO2ci4iLbU//A0chpl6DsI6JQrBgXRfr+clyosbMExs0ith6ftK/hTQDmzdB9wHiQjNEEU3f/ixe127CVJ7tV70ed2YyB/+h+3z27fNxXcvq385T6Eg1fgxLeTCmONOjqeXEV2/HFt6/LsV3dwQ0BZa/vKxE2jUsaY6ZlZv6p6F67ZlY6t9TVwlha59DbyMs6SoZPrAuw2DNsKw54h2rK/ieQ9XN4Idl5uYiWtNT/3dyIigoOfsoKOHMOdk7k9gjZp+MhSyxSQqsWqhHUI0M1QhqUXLd6O2THzuZrxJbKIWMLffJN5bmBM7hJUPeEWFI1oesl9Q9ST6S2/pOcuI5Xfr3TKX+nVjq34ml/j0x0y0ogWSWQ/+BOvW6JZN/6ikelZHDgclo1t4222PxxVma252kRkh5GEYGMfUaxsbJkhzXwybFTMYKrMZxIzwJDVHjsTwXPPfwrBPft3j+E4KTOMLbvT0JTXY8ggnrY1eFsxZQXX4x9aUXJFsGn6goTB6nXk8u7ejMk6SArZtvopgPGNqxgzBbAGvJf/fz+PseIwqybL/yjzGdnTgObN3ksuPRFMZYLlqbZcb8zNi3qZZiXDeZTeJ6Jz4F5Ke7Xf78vzJYDG+4oMKylphlzTGd0yAkAb32TDT17zPzxLBk95DDh+5OUwqTbbn/bE2NlmKGx3sqxFHM3KaYOblkcwc5TEHJ2UfFXOWYjGkUZ4UjNvB54gnN4a9Hd6gJ7ejnh0OVWpiEKpUouUfWg5xnCTySEOQJYYiIiMjJCNIOxZk+/QfqlIciUjkH5xhVQdM5h5VX5lh4fprHHqiwb1uV3n0hvfsGmTHXZ/HFGYozOqDYhqlXMfU6pl6BSilZ/lItJ8thjMF4Po7n46e9sfomUQRhBNUhJ6lZ4jqkM5ZcNikOawzguIQLlhMuWE6pViXY8TDBlvvx9mzH278Tb/9O7C+/S33hcmrLL6G+cMXxtxwGcD2s60Eqc3hkjqJkR51qCac8BOVUsgOPhfyd/4K/7zFiP8WOy1+DmZmEJLsec9jxaDJ7ZOUVmaNCkno1Jo6g2OGdVEjSU4b/e08ai+FZs+ssKMTMzU+fkETkTJf2YFlLDH0O3SXDvKaYP1ud7IbzcK/LJ+4LePe1MCNjGa5advQ7DFYtCwoxxXGuIy0ylSgokXExOivksKcOVURERMZbKuPQPNNn8GBS4NVxDUHGHDMwyeRdVl2dY9EFaXY8UGb/9hoH99Q5uKdO+zyfRRdmKMzIYFJZoNiYZllPgpOwhqlWoFrC1GqYqJQUaHdcHM/H83xIJe8whKGlXDKURgzptCWXe8JuOkGK2opLqa24FDM8SLDtfoIt9+Ed3E+wYyPBjo3YIJVsNzxjFtGM2YQzZhO3tD99MVfXTeqtpNJY14GmDPQPk7vzi/i7txF7Pjsu+yOizrl4LnTtN2x8JPmraPGFAXNWHJ7REoWWetVSbHfJNp3428xRDLesT3Ow4tCWjvkfC+u0Zyxz8zonEDmdMo2wxDbCksXFmLdcUuHW9Wnu6XL5m1/Cq1Ya2lKQyll6y4bhXpd5TcnyONUElLORghIRERGZFlJZh7a5AZWRmJH+8OkDkyaXc5+VZ9EFETvuL7N/R42e3XV6dtfxU4Zih0dzh0exw6M4w8fNBFhy0ATYOKkTEtaTZTqVElQrmEoJEyfLA3zPwwsCYsenVjVUygY/sOTzlnQmKQY7yuYLVC9+NtWLn41z8ACprfcRbLkPZ2QQf8+j+HsePXxbxyVq62yEJ7OI2mcTts2C1DG2Hx4Vx2R++FX8xzZiHY/H19xEfdZCfA/6e+GB+1KAYc5Sj8UX5w7fLbJUR2LybS75k6hLAvC9xz1+ujspAvuHK6s0BbCgEGtKv8gkyHhwTkvM1j6HrhHDytaYN15c5R/uT3HfAcMj3Sl+d2k9CTSzlpE6bO93GajGLCzE5IPJ/glETi8FJSIiIjJtOI4h2+SSzjlUR2KGByIqIzGO89SBSbbgct6z8yy6MAlMunfWqFctB3fXObg7qSFiDDS1uRTbk/CkucMjnU+26rUZoNAKcZzMOKnXkqU65WFMrYIXjuA5DrGfohoHHDrk4HuQzcdkMkk9kyPFMzopz/gflK94Pm7vftye/bgH9+Ee3I93cB+mVsXr2YvXs/eo+0WF1rHgJJoxi3DG7MZymxju/Ar+1gewjsvOy/6QyuylBD6MDFk23JMmjh1mzHZZcXXTWEFcG1vKwzG5okuh1TtmodynsncYPnpvMkPlefPrzMrBvCZN5ReZTKNhyRabzCy5qD3ib6+p8i+b0jzUbfi3rQG/3udx07lVlrfEpNyYg2XDcM1lQTHZkdLV7BI5SygoERERkWnHcQyZJpdUIzAZGQ1MDATZY9cwyRVdzr82TxxbhnojBrpD+rtD+rvrVEuWwYMRgwcjdm+qAskMluYjZp00tbk4QTrZfQaSWieNpTqmPAyVETL1QayFej3FwKGAYd9N6pjkYlKpJ9Tqchyi9jlE7XMOH7MWZ/AQ7sFGeNKThCfO8ADu4CHcwUOw45Gxm8epLDZfgN4DWGPYs/plDM9aQTqAasWyfl2KeuhSaHU4f21hrF+sTUKSTN6h2O7huCcekoQxfOjuDIM1h9m5mLVz68zM2Wmxw43IVHfkzJLukmFWk+VDz4E7N9f48kafvcMOH1iX4dq5df7XOTVm5ixDNdh8yGEga5lfiMn6k/1TiEw8BSUiIiIybR0VmJRiRvqjZEmOA0HGOWYA4DiGYrtHsd1j/rnJscpw1AhNko/hQxHVUkzX4zW6Hq8l93OhMOPwjJOWTh8vSGadkC9CWCeuVXAqJbzyMH5tmLBqKZcDyoMBqZxLLpcsy3Ge6l1bY4iLbcTFNupLzjt8uDzypNkn7qFunGoJqiUshgNr/hf9sy8gk7aE9Zh71wWUKx6ZvOHi6wt4/uG+qIzEBKmkH06meCvA17b6rDvg4RjLK1ZWaUolS25U50DkzJD1GzNL+hy6RxwKTfDsuREXtNX5t60BP9/j84s9Pvd2ebxsRY2rZ4ekPcv+kmGwMbukPWM5Rt4sMm0oKBEREZFpz3EMmbxLKtsITAYiqiMxmKQQ7NPNmEjnXTrzLp2Lk7UjUd0ycDA8YtZJSFiz9HeF9HeFQLJZzawlKeatTCX1PTwf6/lE2SaI2zG1Ck6tQmZkEFspUzsU09vnEWQ8ci0u6Yw5qo7JE1mbfMQxWC9H3L4UO2MpNjbEFuJ6He9QN8Gh/djCTHqzC0mnY+LI8sA9HgNDAX4KLr6+QJA5nGJUy0ltl2KHj586uXRje7/hUw8mffTCRXU6Mjapb6B3oEXOKFkflrfEPDrosH8YUhE0BfBH59V41pyQzz+SYu+wwz89lOKXez1uWlWlM2cZrMGmXofBvGVeU0xaf03KNKWntoiIiJw1nmlgMsr1Da2zfFpnJQmAtZaRgbgRnNTpOxBSHorZs6XKni1Vmmd6zFuRomNBkHwPx8Gms9h0FppaMGGNoFKG8gi1wRJ9u2v4viVbcPEyHrHxsNYQRRDFyWUcjYYlyfbENoYYMNZijcHYFHjz8GbNJ59PkY0qRJFl432GnkNpHBcufl6BXPFwddXRbYBbOj1S2ZMLSWohfHBdmlJoWFiIuGpWSGfW0pHVkhuRM1HWh+WtMX3AtgNAbGhOWZa3xHzgqjL/+bjPt7b7bDrk8he/zvDCxXVetLhOxrPsHjIM1hwWFCxto9ufi0wjCkpERETkrDMamKRzTrJLzikGJqOMMeSbXfLNLnPOSWGtpW9/yO7NFXp21cdmmgSZEnOXp5hzTpp0zhm9c1IU1k9BUzNeax2vWiIeqtA/OIIZCDFRFWvBdQ24LsZzwXMxroPjgmPAOEfWODkcTrgOpNMwMgI7NsbsOdAEBs6/Lk+x/fCpYFS31GuW4gzvpLYBHvWFTT4P9Xr4juVly2sUU5YFxVjT80XOYFkfZjdDOox5vB+6Sw5ZP6YQwIsW17m8M+SfNwY8eNDjW48G3LXf41WrqpzXFtNXNWzsNcxpzC4JtKOVTCMKSkREROSsZczhwGR0l5xqyWLjGNczuL7B9TipHV9GH7d1tk/rbJ/KSMyeLRX2bq1SK1t23F/hsQcqtM/3mbcyTUvnE3aU8Xzwiji5IumOGBPVj9qKmGoFwhomqmLCGGstxjFY1wPXSy4dhye+xbt7e51tjxcAWHFFlo75h7fbiSNLpRRTaHPJt5z8XzsPH3T4wiPJkpsbltZoy1gWFiwZnWmKnPGMgbYM5NyYnnIyW+TAiKE5ncwIe/ulVe7pCvnSpoCuksP/XZ/hylkhL1tRIxtYdjVml8xvsrRqdolMExq+RERE5KxnjCGdHy36aqlXk8CkXrPUKhYspxycpHMOSy/JsvjCDN07a+zeXKW/K6R7Z53unXVyRYe5K9LMXprCC57wuI6DdVLgpzhqAUscYcI6ROERAUo5CVTqJUwcY0n+ADJ+wP79IQ9tbgJg0QVp5q1Ijz2UjS2VkYhcs0dT28ltAwxQqsMH1qWpxYYVLRGXtEfMzllmZLTkRmQq8RyYlbO0pCz7Rwz7RhwGq9CStlzWGXH+jDJf2xrw410ed+33eKDH5aXn1Lh2bshA1fBIr6EjY5nbFJMPnv77iZzJFJSIiIiINBhjSOcM6ZxDvsUShRBWY2rVmGrZEtYstXISALiewfMNzgkGJ45r6FyconNxiqFDIXs2V9n/aJWRgZgt60ps31A6uvjr8R8M25jnfrwAxVZqDPXWuefeDNYaZi0JWHJJZuzmo9sAp3MuxRneMbdNPh5r4Z8eTLF9wCXtWn7/nGQ2yfxCrHeVRaaotAeLipYZmYi9Qw5dZYNroDll+cNVo8VeAx4fdPnCxhS/2uvx6nNrzMrFHCgZ+qous/IxnVmrYq8yZempKyIiInIMxphkFYzvks67WPuE4KQUE9Yt0SkEJ02tHiuv8li6OsP+7TX2bK4wMvCE4q8rG8VfHUMcWepVS70aNy6P+LpmqVcs9VpMWLXUqpawcX0U+kBScLZtts+qq3NHta0yEhOkT20bYID1XS5f3Zo8/kvPqdGWtiwoWFKqVSAy5TUFcE5rzIyKYc+Qoaec1C9ZVIh575UVfrTT4+vbArYPuLznrjTXzQ158dIangOPDTj0lCzzmpLZZdoeXKYaBSUiIiIiJ+BJwUmrJapDvRZTr8ZUR44ITkwSnPgpc9xZGn7gMH9VmnkrU8cs/ur5pbGA5tQbDjPnpzj/2hzmiACjWopxXUOx/eS3AQYYqsIH704RWcNF7SHntkbMyce0prXkRmS6cAzMyFiaUzapXzLocGAEmtOW5y8MWdMZ8aVNAfd0efx0t89/7/N40eI6z19QpxLBpkMOM9KWOU3Jkh7NNJOpQkGJiIiIyCkwxuAF4AUumWMEJ5XhJDyxgJ9KZps81UyT4xV/PZKfMniBIUgbvMBpXBr8lIOfMkd8HP46lXEpFjMMDlaIohhobAMcQ+spbAMMEFv42P0p9gy7NPmWG5bUaM9a5uYVkohMR4frl0TsGzbsLx2uX/Kmi6tsOlTnK5sDHht0+dq2gJ/u9vi9ZXUu6wzprxn6Dho6c5bZ+Zi8P9k/jcjTU1AiIiIiMg6eGJzkW5J6JpWRiMpwTLkc4/iGIGWOu/3wkcVfR/ojXN+MBSQnW2h1tF1HCuvJspxih0fmFLYBBvjFHpfvPJr8tXPjiiotaVhQiPG15EZkWkt7sLjZMiOb1C/pbtQvWd4S8zdXVrhrv8vXtgb0Vhz+6aEUP9jp8bLlNRY3x+wdNvSWXebkYzpzVtsJyxlNQYmIiIjIBHCcw4VhwxZLtRRTGmpsP2zjpw0/HNfQ1Da+p2pxlLSj0OaSbz61v1IOluGW9WkshitnhSwtWuY1xRRT49pUETmDFQLIt8a0Vwy7hwzdJYeMF3PlrIg1M8v8YKfPdx71eXzQ5UP3ZLikI+QPzqnhu5bt/Q49ZcvcJsuMtMVV/RI5AykoEREREZlgnm/wii7ZgnP0LJPBGMcFP+2cUjHVkxE/w22AAaIYbl2fprvs0JKK+Z2FNWbmLLNyWnIjcrZ5Yv2SPUOGrhFDPrC8cFGdZ8+p881HA3622+Pebo/7e1zWzgv5n0tq1CLDxl7DjIxlXt5SVP0SOcMoKBERERE5TYwxpLKGVDbZfrhaTsKSajnZRccLDH5gMCe5Te/TsdZSGYpJ509tG+BR//mYx493J0tuXr7y8JIb7WghcvYarV/Smrb0lAz7hh26SpD3La9aWeN58+v865aA+3o8frzL59f7PP6/xXWeO69OX8UwUDXMzFrm5GOyql8iZwgFJSIiIiKTwPUM2SaXTN6hXk1me5SHYsrDMcYks0w8/8QDDWstJP+Sy8YkDxtbRgYjgoyh0O6e8syVfcPwsfuS9TVr59VZ2GRZWFBhRhFJpFyS5TSZiJ6SYe+IQ9cINKcsb720yiO9db6yJWDnoMu/bg348S6Pl55T46L2iD3Dht6Ky5xcTGvGktPrikwyBSUiIiIik8iYZBebIO2Qb27MMhlKZpjUyhEY00g/nuL+JFcn09ZN8s8wdum6MUHeIdvq457iHx/VCD50d4b+mkNnNua58+p0Zi0dWS25EZGjpT2YV0gKvnaVDPuHHQ7UYHEx5n1XVvjvfR7/ttWnt+LwqQfTLC5GvGx5jZwfs33AITUMLSnLjEyyJEdFX2UyKCgRERGRSVeLJrsFZwbHNWTyya459WpMrWyJwhjjGIxp7GDTCEDGwhAAY44+NnZp8H2H1tYMA4MlwjA+6TZFMXx5k89vDngYLC9bXqM1bVlQjBnnFUIiMo1kPFhYsLRnIrpGDAdKDgNVWD0zZE1nyPcf9/mPHT47Blw+cHeG1TNDXrK0RnPKcrBiOFAy5DyYkYlpTUNToMKvcvooKBEREZFJFcbwYBf4dcPMNDoRbvBTDn4K4Jm9nep6x9+O+HishV/sdfnMw8mSmxcsqjOnKWZhwZLRWaSInICcn2wp3JGN2D/i0FU2hBE8f0Gda+eGfHO7z892e6zvSj6WNUdcOzdkzcyQ2MKuIYfdw1AIkllsxZTVkj+ZcBriREREZFJZoFyHx/oMw1mHBYWYlKZanxG29Dl8aF2aemy4YEbIs2aHzM4lU+JFRE5GPoBlQczMHBwYceguGSILL1+RFHz99+0B93a7bOtPPr60KeCKWSHXzg1Z0BQzEhq29hkCF1q1NEcmmIISERERmVT/b4PPg73wkqWGPUOGcuiwuBjTFEx2y85uPWV4z3+n6a85zMrF/MHyGm0Zy/xCrG08ReSUFQJo8mM6snBg2KG7bEi58IYLqwzXDL/a5/GLPR5dJYef7/H5+R6fOfmYa+fWedbsEN9BS3Nkwk36UymOYz7+8Y9zzTXXcNFFF/Ha176W3bt3P+Xte3t7edvb3sYVV1zB5Zdfzlve8ha6urpOY4tFRERkPN3b7fJgN3z47hS7hx36q4aNvS49Jf01PllKdfjQujQ7Bl2ynuW151Vo8mFRwWq2j4g8Y8ZAcwqWt8acPyOmLWPpqyQzTK5fUOeWa8r8xWVlrp4d4juWvcMOd2xO8cafZfnMwyn2jzjMyFiMsewacnjgoMODBx32DhuG64d3/RI5VZMelHzyk5/kjjvu4P3vfz9f/epXieOY17zmNdRqtWPe/s1vfjP79u3j85//PJ///OfZt28ff/Inf3KaWy0iIiLj5ZZrq5zTBuXQ8A/3p/nhTp9aDJv7HHYNGqKTrz8qz0AYw2ceDvivfT4Gy2vOq1JMwaJiTHNaf32IyPgxBlrSlpWNwKQ1bRmuG7pKhjn5mJvPr/IPzynxqlVVFhYiImu4+4DH/12f5u2/zPDDXT6uA61pSyUybO1zeKjHpaesoF2emUkNSmq1GrfffjtvetObuO6661ixYgUf/ehHOXDgAD/84Q+fdPvBwUHuvvtuXvva17Jy5UpWrVrFzTffzEMPPUR/f//p/wFERETkGevIWv7ianj+wjoAP9jp848PpKhG8Gi/y7Y+h0o4yY08S8QW7nzM48ubknVPv7+sztwmy/ymmJnaClhEJohjkrBjVWvMRTMilhRjXAPdJUOpbnjW7JD3X1XhA1eVed78OlnP0ltx+Ob2gLf+IsNHNqTY0ufQlrFUoiTwFXkmJjUo2bx5MyMjI1x55ZVjxwqFAqtWreKee+550u3T6TS5XI5vfetbDA8PMzw8zLe//W0WLVpEoVA4nU0XERGRcWKAtA+/syjiTy+ukPUs2/tdPrAuw/6SYd+IYdMhh8FjTzaVcXR/t8Pfb0gTY7hqVsilHSGzszHzmqzqkojIhDMmKfo6v2C5qD2ZZdKesZRCw4FhQ3Mq5uUravzDc0q8/oIKK1sjLIaHej0+cX+aN/0sy3d3+FS15bw8Q5NazPXAgQMAzJo166jjHR0dY9cdKQgCPvzhD/Oe97yH1atXY4yho6ODL33pSzjOM8t8PG98MiO3UUHIVSWhCaH+nVjq34ml/p1Y6t/TbzzHzuVZqJRgfgH+5qoqn7w/4PFBh4/em+J/Lg159tyIrf0Oi5otHRn90X4yTvR3Y88Q/M1vMpRCw+JizO8uC2nPGJa2WdLj9H89Hem1Z2KpfyfWmdy/HtAZQGcTDNeSGiYHSg59NTDGsHqW5Zp5NbpGDL/Y4/KL3R59VcMv9/pcPDNmWZumIsqpm9SgpFwuA0kAcqRUKsXAwMCTbm+tZdOmTVx88cW85jWvIYoiPvrRj/KGN7yBr3zlK+Tz+VNqh+MYWlpyp3Tfp1IoZMb18eRo6t+Jpf6dWOrfiaX+PT0mYuy8cnGaRw/BnkH4m+vgXzfCf243fGu7z2NDPq+9BHZXwM/CgiLob/eTc7zfjYEKvPdHsG8EWtLwpssdZmTTXNAJxdRpbOQUpteeiaX+nVhnev+2APOAVTH0laF7JNmZa6gOM4rw6g646RK49wDcdwB+Z2WKlha9eMmpm9SgJJ1OA0mtktHPAarVKpnMk39Z//M//5MvfelL/OxnPxsLRT796U/znOc8h69//eu8+tWvPqV2xLFlcLB0Svd9Itd1KBQyDA6WiVR9btypfyeW+ndiqX8nlvr3xIxXuDERY2etVKbTi7Epw+MDht+eZ1iUc/jcwz4PdBne/VPLzRfUGBiK6cpbFhUt6Uk9k5kanu53oxbBh34TcM9+H8+xvO6CGk49ZqZniUuWvvH5b5629NozsdS/E2sq9q8HzPahCPQbw/4Rw8FBMBjmpS3F2YawHNPXN351lcb7jQE5803q6cXokpvu7m7mz58/dry7u5vly5c/6fbr169n0aJFR80cKRaLLFq0iJ07dz6jtoTjXPEniuJxf0w5TP07sdS/E0v9O7HUv6fPRIydcRQzMw0pA48NOCxsinn3ZSGffijN3mGHW9cHvGRpnTUzQ4arsLgYa8bDCTrW70YUw1e2+HzrUR+AV66o0ZaKmJePaQksoWaunzC99kws9e/Emor9mzIwMwNtKRisGXrLhoNlQz2EKIwJQxWgllM3qZNWV6xYQT6fZ926dWPHBgcH2bhxI2vWrHnS7Ts7O9m5cyfVanXsWKlUYs+ePSxcuPB0NFlEREROg+YUrGpLiohmPHj7pWWunh0SW8PXtgV8ZUtA14hhU69LV8lgdT580qyFX+9z+ccHkqTpefPrrGyNmJu3zMmrQ0VkavAa2wMva4m5qCPi3LaIQqDXMHlmJjUoCYKAV7ziFdx666385Cc/YfPmzbzlLW+hs7OT66+/niiK6OnpoVKpAPC7v/u7ALz5zW9m8+bNbN68mbe+9a2kUile/OIXT+JPIiIiIuMt5cKS5pgVrTGeMbx4SY1Xr6riGct9PR4fuz/NrmHD5kMOjw8abQd5krb3Gz6wLk09NpzbFvHc+XXas5aFhRhHxXJFZArKeNCZs+SDp7+tyPFMehm0N73pTfze7/0e7373u7nxxhtxXZfPfe5z+L7P/v37edaznsX3vvc9INkN54477sBay6te9SpuuukmfN/njjvuoKmpaZJ/EhERERlvjklOes+dEdGStpzbFvGuyyq0Z2IOlh0+siHNhm6XHQMu2/ocRuoQ643Ep9VbhvfcleFQ1aEjG3Pj8iotKcuSYozvTnbrREREJpexVpNVoyjm0KGRcXksz3NoacnR1zcy5db5TQXq34ml/p1Y6t+Jpf49Me3t4/PGwmSMnbUIdg857BkyRNbyr1tTbOhOyq1d0RnygsU1mgPwXUvahaxnyfjgOxC4lsCBwOWsmy3xxP6thPBX/53mZ3t80q7lbZeW6czCytaY5vRZf1p40vTaM7HUvxNL/XtixmvslKlDteJFRERkSgjcpHhrPjA8NuBw4/IaS5sjvrYt4DcHPHYOOfzWvDrFlKUQWPJBEo5YwDVJYDIaouT8ZMcc34GUaxthyvQPUcIYbn844Gd7fAyW/31eldY0LCoqJBERERmloERERESmDGNgZtaS8yIeG3S4tCNiYaHCbQ+l2D/i8MXNR2+Bk/ctbZmYtrSlJWVpTsUUAigEyedZPwlIPJOEKBkXsr4l5SYFAj0HXGPHPvcMuJO+cPnUWAs/fNzlnzcli/dvWFpnYcEyvylmZlYhiYiIyCgFJSIiIjLl5ANY0RKT8wye4/Bnqyv8aq/HvhGH3rLDwYqhHBqG64bhusvOwWM/ju9YWtPJR3MqppiyFANLU2BpDiyFlCXrgeeCC7hOEpqkHEh5kHZtI0wZDVbsWKDimCTYOZ4TmcDydI9xoh7ocfi7DWkia1gzM+TymSGzs5Z5TXbcvoeIiMh0oKBEREREpiTfhUVFS1MQ89iAw9p5IW2ZJKgAKNWht2I4WHYal2YsROktG/qrhnps6CoZukqQRCFPlnYtzSlLS9pSDGIKKTs2K6XgJ1/n/SQYcRozTlyTzEQ50qmGEU5j2ZB3RBjjO0d8vyMvHfvkYxZ2D8K7f51ipG5Y0BTx4qU12jKWhcV4rL9EREQkoaBEREREpixjoD1ryfgRjw8kIQjWAMksiZwPhSDinJYnL50JYzhUMfRWjg5QeiuGvorDoYqhFBoqkeFAyXDgOGGKaw6HKc2NWSkpN2mDw+HZJY6xOIx+zlHXJ18ffb1rRgvRGvxGQVrfSS4d5/CMFEvyuWnc58jH9VzD7Ztgz5BDU2D53+fWKATJ1stpnQmKiIg8iYZHERERmfLyPqxojRmuQxgb6jFUIyjXDeUIwshQipJwJGpM9DAkocmsnGVePjyiJsnh2R+VEPqqhr6K4VDFoa9qOFQZ/drQVzUMVA2RbQQuldP3M3smKUibdi0pDzKNy5RrGx9JyDJQc1i3Pwlzbj6vQjFlWdIc0xScvraKiIhMJQpKREREZFrwHGhOQTK/YlTyeRhDffQjSoKUMIZSI0ipRVAJDZFNjo/e0zSWvczOWeY1hWNBivuEmSkDVfOkEKUaG6yF+IgPiznq67EPRj9PrreNY1EMlchQDZPLSgihTVKc0BqG6zBcP7E1Pa9YWaczZ1lQiJmRUfFWERGRp3QRAVoAAA33SURBVKKgRERERKa90dkiGeBYQUrUCFGSQMUcFaxUQ0O1MUOlHhnKNrl9ZJNZKaOBSnPKMiNjx3bJcczRxVpHZ6kcdewJ1x15/KlqmoSjs2VCQ7UR8FSe4rIaJUuHlrd7LG2KmJO1zMkrJBERETkeBSUiIiJy1nOdI7f9fWKQkHxtG7NNwtHL2BwRrhwdqNSiZGbI6L3tMR569FNrn/D1U9zuyHokjklmoLgm2QI5H4AhKeQKh0MaA3iewUl5ZGNYWIjHbiMiIiLHpqBERERE5AQYk+y0448dOX6gEtmjwxD7xHsd49hRoUljiY1ldNnO4SU5o483ukwnshDHEGEal8nXMYBjaM1DuxPjKyQRERF5WgpKRERERMbRkwOVU3UqS2SefB/Pg5YW6OuDMHzGjRIREZn2nKe/iYiIiIiIiIjI2UFBiYiIiIiIiIhIg4ISEREREREREZEGBSUiIiIiIiIiIg0KSkREREREREREGhSUiIiIiIiIiIg0KCgREREREREREWlQUCIiIiIiIiIi0qCgRERERERERESkQUGJiIiIiIiIiEiDghIRERERERERkQYFJSIiIiIiIiIiDQpKREREREREREQaFJSIiIiIiIiIiDQYa62d7EZMNmstcTx+3eC6DlEUj9vjydHUvxNL/Tux1L8TS/379Fx3fN4j0dg5tah/J5b6d2KpfyeW+vfpjdfYKVOHghIRERERERERkQZFYyIiIiIiIiIiDQpKREREREREREQaFJSIiIiIiIiIiDQoKBERERERERERaVBQIiIiIiIiIiLSoKBERERERERERKRBQYmIiIiIiIiISIOCEhERERERERGRBgUlIiIiIiIiIiINCkpERERERERERBoUlIiIiIiIiIiINCgoERERERERERFpUFAyjuI45uMf/zjXXHMNF110Ea997WvZvXv3ZDdr2ujq6mL58uVP+vjGN74x2U2b0v7pn/6JV77ylUcd27RpE694xSu46KKLWLt2Lf/yL/8ySa2b+o7Vv+9+97uf9Dxeu3btJLVw6unv7+c973kPz372s7nkkku48cYbWb9+/dj1d911Fy9+8Yu58MIL+e3f/m3uvPPOSWytHI/GzYmlcXPiaOycWBo7x5/GTpGT4012A6aTT37yk9xxxx18+MMfprOzk1tuuYXXvOY1fPe73yUIgslu3pS3efNmUqkUP/7xjzHGjB1vamqaxFZNbV/+8pf52Mc+xurVq8eO9fX1cdNNN7F27Vre+973cv/99/Pe976XXC7HS17ykkls7dRzrP4F2LJlC3/8x3/MK17xirFjruue7uZNWW9961vp6enhIx/5CG1tbXzxi1/kj/7oj/jmN7+JtZbXve513HTTTdxyyy38/Oc/5x3veAetra1ceeWVk910eQKNmxNL4+bE0Ng5sTR2TgyNnSInR0HJOKnVatx+++28/e1v57rrrgPgox/9KNdccw0//OEPeeELXzi5DZwGtm7dysKFC+no6Jjspkx5XV1d/PVf/zXr1q1j4cKFR133b//2b/i+z/ve9z48z2PJkiXs3LmT2267TSd7J+h4/WutZfv27dx88820t7dPTgOnsJ07d/LrX/+aO+64g0svvRSAv/qrv+K//uu/+O53v0tvby/Lly/nLW95CwBLlixh48aNfPazn9XJ3hlG4+bE07g5vjR2TiyNnRNHY6fIydPSm3GyefNmRkZGjnoxKRQKrFq1invuuWcSWzZ9bNmyhSVLlkx2M6aFRx55BN/3+c53vsOFF1541HXr16/nsssuw/MO56hXXHEFjz/+OAcPHjzdTZ2Sjte/u3btolQqsXjx4klq3dTW0tLCbbfdxvnnnz92zBiDMYbBwUHWr1//pJO6K664gg0bNmCtPd3NlePQuDnxNG6OL42dE0tj58TR2Cly8hSUjJMDBw4AMGvWrKOOd3R0jF0nz8zWrVs5dOgQL3/5y7nqqqu48cYb+eUvfznZzZqS1q5dyz/8wz8wb968J1134MABOjs7jzo2+m7k/v37T0v7prrj9e/WrVsB+OIXv8jatWv5rd/6Ld73vvcxNDR0ups5JRUKBa699tqjlmX84Ac/YOfOnVxzzTVP+fwtl8v09fWd7ubKcWjcnHgaN8eXxs6JpbFz4mjsFDl5CkrGSblcBnjSmupUKkW1Wp2MJk0rYRiyY8cOBgYGeOMb38htt93GRRddxM0338xdd9012c2bViqVyjGfx4Cey+Ng69atOI5DR0cHn/70p3nnO9/Jr371K97whjcQx/FkN2/Kuffee3nXu97F9ddfz3XXXXfM5+/o17VabTKaKE9B4+bE0rh5emnsnFgaO8eXxk6Rp6caJeMknU4DyYvJ6OeQDI6ZTGaymjVteJ7HunXrcF13rH/PO+88tm3bxuc+9zmtnxxH6XT6SYPi6EleNpudjCZNK69//et52cteRktLCwDnnHMO7e3tvPSlL+Whhx560nRjeWo//vGPefvb384ll1zCrbfeCiR/mDzx+Tv6tV6LzywaNyeWxs3TS2PnxNLYOX40doqcGM0oGSejU4e7u7uPOt7d3c3MmTMno0nTTi6XO+pkGmDZsmV0dXVNUoump87OzmM+jwE9l8eB4zhjJ3qjli1bBqDlBifhS1/6Em984xt5znOew6c//emxd25nzZp1zOdvNpvVTh9nGI2bE0/j5umjsXNiaewcHxo7RU6cgpJxsmLFCvL5POvWrRs7Njg4yMaNG1mzZs0ktmx62LZtG5dccslR/Qvw8MMPs3Tp0klq1fS0Zs0aNmzYQBRFY8d+85vfsGjRItra2iaxZdPDO97xDl796lcfdeyhhx4C0HP5BN1xxx28//3v5+Uvfzkf+chHjpouvHr1au6+++6jbv+b3/yGSy65BMfRkHcm0bg5sTRunl4aOyeWxs5nTmOnyMnRM3+cBEHAK17xCm699VZ+8pOfsHnzZt7ylrfQ2dnJ9ddfP9nNm/KWLFnC4sWLed/73sf69et59NFH+du//Vvuv/9+Xv/6109286aVl7zkJQwPD/OXf/mXbN++nW984xt84Qtf4HWve91kN21aeP7zn89dd93FJz7xCXbt2sUvfvEL/uIv/oIXvvCF2p3iBDz22GN86EMf4nnPex6ve93rOHjwID09PfT09DA0NMQrX/lKHnzwQW699VYeffRRbr/9dr7//e/zmte8ZrKbLk+gcXNiadw8vTR2TiyNnc+Mxk6Rk6caJePoTW96E2EY8u53v5tKpcKaNWv43Oc+h+/7k920Kc9xHD796U/z93//97z5zW9mcHCQVatW8fnPf55zzjlnsps3rbS1tfHZz36WD37wg9xwww20t7fzjne8gxtuuGGymzYtPPe5z+VjH/sYt912G5/5zGdoamriRS96EW9+85snu2lTwg9+8APq9To/+tGP+NGPfnTUdTfccAMf/vCH+eQnP8ktt9zCP//zPzN37lxuueUW1WM4Q2ncnDgaN08vjZ0TS2PnM6OxU+TkGavNsUVEREREREREAC29EREREREREREZo6BERERERERERKRBQYmIiIiIiIiISIOCEhERERERERGRBgUlIiIiIiIiIiINCkpERERERERERBoUlIiIiIiIiIiINCgoERERERERERFpUFAiIqfkne98J2vXrn3K69euXcs73/nO09giERGRM5vGThGRqUFBiYiIiIiIiIhIg4ISEREREREREZEGBSUiMuGiKOLLX/4yL3rRi7jgggu47rrruPXWW6lWq2O3eeUrX8krX/nKo+63bt06li9fzrp16wD4xje+wapVq/ja177G1VdfzWWXXcb27dtP688iIiJyOmjsFBGZPN5kN0BEprYwDJ/2Nu95z3v49re/zWtf+1pWr17Nxo0b+cd//Ec2bdrEZz/7WYwxJ/z9oiji9ttv54Mf/CB9fX0sWbLkmTRfRETktNPYKSJyZlNQIiKnbO/evZx77rnHvc327dv5+te/ztve9jZuvvlmAK6++mo6Ojp4xzvewS9/+Uuuvfbak/q+f/zHf8x11113qs0WERGZNBo7RUTOfApKROSUtbe386lPfeqY173+9a8H4O677wbgBS94wVHXv+AFL+Bd73oX69atO+mTvZUrV55Ca0VERCafxk4RkTOfghIROWVBEHD++ec/5XUAAwMDQHJieCTP82hpaWFoaOikv282mz3p+4iIiJwJNHaKiJz5VMxVRCZUsVgEoKen56jj9Xqdvr4+Wlpaxo5FUXTUbUql0sQ3UERE5AyjsVNEZHIpKBGRCXXZZZcBcOeddx51/M477ySKIi699FIA8vk8Bw4cOOo2GzZsOD2NFBEROYNo7BQRmVxaeiMiE2rp0qXccMMNfPzjH6dcLrNmzRo2bdrEJz7xCS6//HKuueYaAJ7znOfw05/+lL/9279l7dq1rF+/nm9961uT23gREZFJoLFTRGRyKSgRkQn3wQ9+kAULFvDv//7vfOYzn6Gjo4M//MM/5A1veAOOk0xse8lLXsKuXbv45je/yVe/+lXWrFnDxz/+cW688cZJbr2IiMjpp7FTRGTyGGutnexGiIiIiIiIiIicCVSjRERERERERESkQUGJiIiIiIiIiEiDghIRERERERERkQYFJSIiIiIiIiIiDQpKREREREREREQaFJSIiIiIiIiIiDQoKBERERERERERaVBQIiIiIiIiIiLSoKBERERERERERKRBQYmIiIiIiIiISIOCEhERERERERGRBgUlIiIiIiIiIiIN/z/eb78rM25QAwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1112.5x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1112.5x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from ppa_analysis import charts, helper_functions\n",
    "\n",
    "charts.plot_avg_seasonal_load(\n",
    "    load_data=load_data, load_region=\"QLD1\", load_title=\"Hospital (18)\"\n",
    ")\n",
    "\n",
    "charts.plot_avg_seasonal_generation(\n",
    "    gen_data=filtered_gen_data,\n",
    "    generator_col_names=filtered_gen_data.columns,\n",
    "    load_region=\"QLD1\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19d6c821-5498-4552-b46a-5281db23dab6",
   "metadata": {},
   "source": [
    "## 2. Firming costs\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Functionality is provided for setting the time varying costs of purchasing energy\n",
    "consumption not covered by the renewable energy generation. This functionality\n",
    "is provided by the function firming_contracts.choose_firming_type.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "2e72a131-572b-4c31-94a6-b99ea2ebd96e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>RRP</th>\n",
       "      <th>Firming price</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-01-01 01:00:00</th>\n",
       "      <td>52.119075</td>\n",
       "      <td>52.119075</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 02:00:00</th>\n",
       "      <td>51.180633</td>\n",
       "      <td>51.180633</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 03:00:00</th>\n",
       "      <td>51.841654</td>\n",
       "      <td>51.841654</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 04:00:00</th>\n",
       "      <td>51.313714</td>\n",
       "      <td>51.313714</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 05:00:00</th>\n",
       "      <td>48.306674</td>\n",
       "      <td>48.306674</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           RRP  Firming price\n",
       "DateTime                                     \n",
       "2020-01-01 01:00:00  52.119075      52.119075\n",
       "2020-01-01 02:00:00  51.180633      51.180633\n",
       "2020-01-01 03:00:00  51.841654      51.841654\n",
       "2020-01-01 04:00:00  51.313714      51.313714\n",
       "2020-01-01 05:00:00  48.306674      48.306674"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from ppa_analysis import firming_contracts\n",
    "\n",
    "price_data = firming_contracts.choose_firming_type(\n",
    "    firming_type=\"Wholesale exposed\", time_series_data=price_data\n",
    ")\n",
    "\n",
    "price_data.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c5f3cc5-9dfb-495c-8ba7-0d84a59b8cf3",
   "metadata": {},
   "source": [
    "## 3. LCOE calculations\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "The PPA analysis tool includes functionality for calculating renewable generator's levelised cost of electricity (LCOE). The LCOE is then used when running the optimisation that underpins the matching functionality, with the cost procuring energy from a particular generator in the optimisation being set to the generators LCOE. \n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "a5a4e4f1-4473-4a86-8195-49043d5bb03f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'Photovoltaic Flat Panel': {'Capacity Factor': 0.22,\n",
      "                             'Capital ($/kW)': 1280,\n",
      "                             'Construction Time (years)': 1.0,\n",
      "                             'Economic Life (years)': 25,\n",
      "                             'Fixed O&M ($/kW)': 14.4,\n",
      "                             'Variable O&M ($/kWh)': 0.0},\n",
      " 'Wind': {'Capacity Factor': 0.35,\n",
      "          'Capital ($/kW)': 2005,\n",
      "          'Construction Time (years)': 1.2,\n",
      "          'Economic Life (years)': 25,\n",
      "          'Fixed O&M ($/kW)': 36.0,\n",
      "          'Variable O&M ($/kWh)': 0.0027}}\n"
     ]
    }
   ],
   "source": [
    "# There is default generator data for calculating LCOE stored in the tool's\n",
    "# advanced settings module.\n",
    "\n",
    "from pprint import pprint\n",
    "\n",
    "low_cost_scen_data = advanced_settings.GEN_COST_DATA[\"GenCost 2018 Low\"]\n",
    "\n",
    "pprint(low_cost_scen_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "83872aef-c5e7-4874-9e59-74d772b0f43f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Now, we need to create a generator data dictionary with data for each of\n",
    "# the generators we want to include in the analysis. Here, we'll just use the\n",
    "# of the same generators we fetched generation data for before, and give them\n",
    "# default cost from the advanced_settings module.\n",
    "\n",
    "generator_cost_data = {}\n",
    "\n",
    "generator_cost_data[\"CSPVPS1: PHOTOVOLTAIC FLAT PANEL\"] = low_cost_scen_data[\n",
    "    \"Photovoltaic Flat Panel\"\n",
    "]\n",
    "\n",
    "generator_cost_data[\"COOPGWF1: WIND - ONSHORE\"] = low_cost_scen_data[\"Wind\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "b4ca8978-7876-43d5-9557-11467a5e06c2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'CSPVPS1: PHOTOVOLTAIC FLAT PANEL': 60.98281672136966,\n",
       " 'COOPGWF1: WIND - ONSHORE': 60.8932904824764}"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# We can then call get_all_lcoes from the helper functions to calculate each\n",
    "# generators LCOE based on its cost data and capacity factor.\n",
    "\n",
    "from ppa_analysis import helper_functions\n",
    "\n",
    "lcoe_data = helper_functions.get_all_lcoes(generator_cost_data)\n",
    "\n",
    "lcoe_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3991dee-0b2e-4ef8-a2c4-163607c15e61",
   "metadata": {},
   "source": [
    "## 4. Contract optimisation\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "This section details how to use the PPA analysis functionality to find a mix of \n",
    "capacity to contract from a set of renewable energy generators that will result\n",
    "in a combined generation profile that is well-matched to the load profile and \n",
    "minimises costs, and that \n",
    "generation is bought at LCOE and that load not by the renewable generators \n",
    "is purchased at the wholesale spot price.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "Just the basic usage of the function hybrid.create_hybrid_generation, which is used \n",
    "to run the optimisation, is demonstrated here. The user can read the documentation \n",
    "strings of the functions hybrid_pap, hybrid_pac, hybrid_shaped, hybrid_baseload, and hybrid_247 to see the optimisation details for each PPA contract type. The user can \n",
    "also read the documentation for hybrid.run_hybrid_optimisation, to see further optimisation implementation details. \n",
    "</div>\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "54f595ad-a63b-4fd1-97bd-775fbc037724",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2019-01-02 00:00:00\n",
      "2024-01-01 00:00:00\n"
     ]
    }
   ],
   "source": [
    "# First, let's check our load data cover's the time period we've got price\n",
    "# and generation data for.\n",
    "print(first_load_timestamp)\n",
    "print(last_load_timestamp)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "14696c46-eb27-4420-a403-ae35c51198b5",
   "metadata": {},
   "outputs": [],
   "source": [
    "# We loaded price and generation data for a day in 2020, so we will have load\n",
    "# data that overlaps with the generation and price data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "e1c19fbb-1513-421f-8d28-e2f762c53803",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>RRP</th>\n",
       "      <th>Firming price</th>\n",
       "      <th>Load</th>\n",
       "      <th>CSPVPS1: PHOTOVOLTAIC FLAT PANEL</th>\n",
       "      <th>COOPGWF1: WIND - ONSHORE</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-01-01 01:00:00</th>\n",
       "      <td>52.119075</td>\n",
       "      <td>52.119075</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.0</td>\n",
       "      <td>82.488179</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 02:00:00</th>\n",
       "      <td>51.180633</td>\n",
       "      <td>51.180633</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.0</td>\n",
       "      <td>77.129198</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 03:00:00</th>\n",
       "      <td>51.841654</td>\n",
       "      <td>51.841654</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.0</td>\n",
       "      <td>80.869461</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 04:00:00</th>\n",
       "      <td>51.313714</td>\n",
       "      <td>51.313714</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.0</td>\n",
       "      <td>68.187557</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 05:00:00</th>\n",
       "      <td>48.306674</td>\n",
       "      <td>48.306674</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.0</td>\n",
       "      <td>58.687316</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           RRP  Firming price      Load  \\\n",
       "DateTime                                                  \n",
       "2020-01-01 01:00:00  52.119075      52.119075  1.417109   \n",
       "2020-01-01 02:00:00  51.180633      51.180633  1.342925   \n",
       "2020-01-01 03:00:00  51.841654      51.841654  1.387736   \n",
       "2020-01-01 04:00:00  51.313714      51.313714  1.349911   \n",
       "2020-01-01 05:00:00  48.306674      48.306674  1.311160   \n",
       "\n",
       "                     CSPVPS1: PHOTOVOLTAIC FLAT PANEL  \\\n",
       "DateTime                                                \n",
       "2020-01-01 01:00:00                               0.0   \n",
       "2020-01-01 02:00:00                               0.0   \n",
       "2020-01-01 03:00:00                               0.0   \n",
       "2020-01-01 04:00:00                               0.0   \n",
       "2020-01-01 05:00:00                               0.0   \n",
       "\n",
       "                     COOPGWF1: WIND - ONSHORE  \n",
       "DateTime                                       \n",
       "2020-01-01 01:00:00                 82.488179  \n",
       "2020-01-01 02:00:00                 77.129198  \n",
       "2020-01-01 03:00:00                 80.869461  \n",
       "2020-01-01 04:00:00                 68.187557  \n",
       "2020-01-01 05:00:00                 58.687316  "
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Then, we combine time series load, generation, and price data into a single\n",
    "# DataFrame.\n",
    "\n",
    "time_series_data = price_data.join(load_data)\n",
    "time_series_data = time_series_data.join(filtered_gen_data)\n",
    "\n",
    "time_series_data.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "01994027-7616-48eb-aeac-6287e7f3e8eb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Now, we are ready to run the optimisation.\n",
    "\n",
    "from ppa_analysis import hybrid\n",
    "\n",
    "time_series_with_contracted_energy, contracted_percentages = (\n",
    "    hybrid.create_hybrid_generation(\n",
    "        contract_type=\"Pay as Produced\",\n",
    "        contracted_amount=110,\n",
    "        time_series_data=time_series_data,\n",
    "        generator_info=lcoe_data,\n",
    "    )\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "c2a833de-9d2d-4fba-a4e7-28ab24c056bb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'COOPGWF1: WIND - ONSHORE': {'Percent of generator output': 3.1330845192089223,\n",
      "                              'Percent of hybrid trace': 61.50418265415032},\n",
      " 'CSPVPS1: PHOTOVOLTAIC FLAT PANEL': {'Percent of generator output': 7.105461844101766,\n",
      "                                      'Percent of hybrid trace': 38.49581734584971}}\n"
     ]
    }
   ],
   "source": [
    "# The results indicate the best match of generation to load is achieved by\n",
    "# contracting 3.1 % of the wind generator's capacity and 7.1 % of the solar\n",
    "# generator's capacity. Of the total volume supplied 61.5 % is from wind and\n",
    "# 38.5 % is from solar.\n",
    "\n",
    "pprint(contracted_percentages)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "bd65855d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# And we can visualise this result by calling another built-in chart function\n",
    "# here to compare the optimised portfolio against the load.\n",
    "\n",
    "charts.plot_hybrid_results(\n",
    "    time_series_with_contracted_energy, contracted_percentages, unit_capacities\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "a017f4b7-da8a-4ceb-9bfc-abdbd548f3d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>RRP</th>\n",
       "      <th>Firming price</th>\n",
       "      <th>Load</th>\n",
       "      <th>CSPVPS1: PHOTOVOLTAIC FLAT PANEL</th>\n",
       "      <th>COOPGWF1: WIND - ONSHORE</th>\n",
       "      <th>Hybrid</th>\n",
       "      <th>Contracted Energy</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-01-01 01:00:00</th>\n",
       "      <td>52.119075</td>\n",
       "      <td>52.119075</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.0</td>\n",
       "      <td>82.488179</td>\n",
       "      <td>2.584424</td>\n",
       "      <td>2.584424</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 02:00:00</th>\n",
       "      <td>51.180633</td>\n",
       "      <td>51.180633</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.0</td>\n",
       "      <td>77.129198</td>\n",
       "      <td>2.416523</td>\n",
       "      <td>2.416523</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 03:00:00</th>\n",
       "      <td>51.841654</td>\n",
       "      <td>51.841654</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.0</td>\n",
       "      <td>80.869461</td>\n",
       "      <td>2.533709</td>\n",
       "      <td>2.533709</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 04:00:00</th>\n",
       "      <td>51.313714</td>\n",
       "      <td>51.313714</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.0</td>\n",
       "      <td>68.187557</td>\n",
       "      <td>2.136374</td>\n",
       "      <td>2.136374</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 05:00:00</th>\n",
       "      <td>48.306674</td>\n",
       "      <td>48.306674</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.0</td>\n",
       "      <td>58.687316</td>\n",
       "      <td>1.838723</td>\n",
       "      <td>1.838723</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           RRP  Firming price      Load  \\\n",
       "DateTime                                                  \n",
       "2020-01-01 01:00:00  52.119075      52.119075  1.417109   \n",
       "2020-01-01 02:00:00  51.180633      51.180633  1.342925   \n",
       "2020-01-01 03:00:00  51.841654      51.841654  1.387736   \n",
       "2020-01-01 04:00:00  51.313714      51.313714  1.349911   \n",
       "2020-01-01 05:00:00  48.306674      48.306674  1.311160   \n",
       "\n",
       "                     CSPVPS1: PHOTOVOLTAIC FLAT PANEL  \\\n",
       "DateTime                                                \n",
       "2020-01-01 01:00:00                               0.0   \n",
       "2020-01-01 02:00:00                               0.0   \n",
       "2020-01-01 03:00:00                               0.0   \n",
       "2020-01-01 04:00:00                               0.0   \n",
       "2020-01-01 05:00:00                               0.0   \n",
       "\n",
       "                     COOPGWF1: WIND - ONSHORE    Hybrid  Contracted Energy  \n",
       "DateTime                                                                    \n",
       "2020-01-01 01:00:00                 82.488179  2.584424           2.584424  \n",
       "2020-01-01 02:00:00                 77.129198  2.416523           2.416523  \n",
       "2020-01-01 03:00:00                 80.869461  2.533709           2.533709  \n",
       "2020-01-01 04:00:00                 68.187557  2.136374           2.136374  \n",
       "2020-01-01 05:00:00                 58.687316  1.838723           1.838723  "
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# hybrid.create_hybrid_generation also returns the input time series data with\n",
    "# additional columns 'Hybrid', indicating the combined renewable energy\n",
    "# generation profile, and 'Contracted Energy', indicating the total energy the\n",
    "# buyer would purchase under this scenario. In the case of the Pay as Produced\n",
    "# contract the 'Hybrid' and 'Contracted Energy' volumes are the same.\n",
    "\n",
    "time_series_with_contracted_energy.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "05082678",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# We can also chart an average day of the load, hybrid and contracted energy\n",
    "# to visualise the shapes of each more clearly:\n",
    "\n",
    "charts.plot_contract_samples(\n",
    "    time_series_with_contracted_energy,\n",
    "    contract_type=\"Pay as Produced\",\n",
    "    load_title=\"Hospital (18)\",\n",
    "    columns_to_plot=[\"Load\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9150dd1-2d24-408e-ab45-c535bf33480d",
   "metadata": {},
   "source": [
    "## 5. Battery operation\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "The PPA analysis tool also includes functionality for optimising battery operation \n",
    "to minimise the cost of purchasing energy not covered by the contracted renewable energy\n",
    "generation. Here, we demonstrate the use of this functionality using the function\n",
    "battery.run_battery_optimisation and the resulting time series data from the contract\n",
    "optimisation performed above.\n",
    "</div>\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "1edfc5dd-7c24-4721-8dad-70ccd0b95dc7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cbc3007W No integer variables\n"
     ]
    }
   ],
   "source": [
    "from ppa_analysis import battery\n",
    "\n",
    "time_series_data_with_battery = battery.run_battery_optimisation(\n",
    "    timeseries_data=time_series_with_contracted_energy,\n",
    "    rated_power_capacity=1,\n",
    "    size_in_mwh=4,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "2fefeef3-b44c-439c-b1c0-83a0b64cc65b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>RRP</th>\n",
       "      <th>Firming price</th>\n",
       "      <th>Load</th>\n",
       "      <th>CSPVPS1: PHOTOVOLTAIC FLAT PANEL</th>\n",
       "      <th>COOPGWF1: WIND - ONSHORE</th>\n",
       "      <th>Hybrid</th>\n",
       "      <th>Contracted Energy</th>\n",
       "      <th>Load with battery</th>\n",
       "      <th>Battery Dispatch</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-01-01 01:00:00</th>\n",
       "      <td>52.119075</td>\n",
       "      <td>52.119075</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>82.488179</td>\n",
       "      <td>2.584424</td>\n",
       "      <td>2.584424</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 02:00:00</th>\n",
       "      <td>51.180633</td>\n",
       "      <td>51.180633</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>77.129198</td>\n",
       "      <td>2.416523</td>\n",
       "      <td>2.416523</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 03:00:00</th>\n",
       "      <td>51.841654</td>\n",
       "      <td>51.841654</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>80.869461</td>\n",
       "      <td>2.533709</td>\n",
       "      <td>2.533709</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 04:00:00</th>\n",
       "      <td>51.313714</td>\n",
       "      <td>51.313714</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>68.187557</td>\n",
       "      <td>2.136374</td>\n",
       "      <td>2.136374</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 05:00:00</th>\n",
       "      <td>48.306674</td>\n",
       "      <td>48.306674</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>58.687316</td>\n",
       "      <td>1.838723</td>\n",
       "      <td>1.838723</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 06:00:00</th>\n",
       "      <td>47.867489</td>\n",
       "      <td>47.867489</td>\n",
       "      <td>1.390990</td>\n",
       "      <td>0.211250</td>\n",
       "      <td>57.511213</td>\n",
       "      <td>1.816885</td>\n",
       "      <td>1.816885</td>\n",
       "      <td>1.390990</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 07:00:00</th>\n",
       "      <td>33.514092</td>\n",
       "      <td>33.514092</td>\n",
       "      <td>1.556107</td>\n",
       "      <td>3.532417</td>\n",
       "      <td>60.509716</td>\n",
       "      <td>2.146815</td>\n",
       "      <td>2.146815</td>\n",
       "      <td>1.556107</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 08:00:00</th>\n",
       "      <td>30.953977</td>\n",
       "      <td>30.953977</td>\n",
       "      <td>1.693151</td>\n",
       "      <td>14.135833</td>\n",
       "      <td>61.314652</td>\n",
       "      <td>2.925456</td>\n",
       "      <td>2.925456</td>\n",
       "      <td>1.693151</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 09:00:00</th>\n",
       "      <td>15.922192</td>\n",
       "      <td>15.922192</td>\n",
       "      <td>1.782791</td>\n",
       "      <td>25.173583</td>\n",
       "      <td>44.464554</td>\n",
       "      <td>3.181811</td>\n",
       "      <td>3.181811</td>\n",
       "      <td>1.782791</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 10:00:00</th>\n",
       "      <td>15.939535</td>\n",
       "      <td>15.939535</td>\n",
       "      <td>1.792339</td>\n",
       "      <td>31.875083</td>\n",
       "      <td>32.487943</td>\n",
       "      <td>3.282747</td>\n",
       "      <td>3.282747</td>\n",
       "      <td>2.578542</td>\n",
       "      <td>-0.786203</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 11:00:00</th>\n",
       "      <td>25.567427</td>\n",
       "      <td>25.567427</td>\n",
       "      <td>1.895296</td>\n",
       "      <td>29.763417</td>\n",
       "      <td>10.456082</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>-0.547130</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 12:00:00</th>\n",
       "      <td>35.653227</td>\n",
       "      <td>35.653227</td>\n",
       "      <td>1.961403</td>\n",
       "      <td>21.483667</td>\n",
       "      <td>1.981717</td>\n",
       "      <td>1.588603</td>\n",
       "      <td>1.588603</td>\n",
       "      <td>1.660090</td>\n",
       "      <td>0.301313</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 13:00:00</th>\n",
       "      <td>32.921372</td>\n",
       "      <td>32.921372</td>\n",
       "      <td>2.003619</td>\n",
       "      <td>28.539333</td>\n",
       "      <td>1.069592</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>-0.057744</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 14:00:00</th>\n",
       "      <td>39.341222</td>\n",
       "      <td>39.341222</td>\n",
       "      <td>2.096666</td>\n",
       "      <td>28.195083</td>\n",
       "      <td>1.550154</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>0.044708</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 15:00:00</th>\n",
       "      <td>43.797768</td>\n",
       "      <td>43.797768</td>\n",
       "      <td>2.011029</td>\n",
       "      <td>33.178000</td>\n",
       "      <td>1.044624</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>-0.379150</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 16:00:00</th>\n",
       "      <td>47.601885</td>\n",
       "      <td>47.601885</td>\n",
       "      <td>1.919183</td>\n",
       "      <td>14.945000</td>\n",
       "      <td>1.740740</td>\n",
       "      <td>1.116450</td>\n",
       "      <td>1.116450</td>\n",
       "      <td>1.919183</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 17:00:00</th>\n",
       "      <td>61.478458</td>\n",
       "      <td>61.478458</td>\n",
       "      <td>1.833855</td>\n",
       "      <td>19.370750</td>\n",
       "      <td>4.190336</td>\n",
       "      <td>1.507668</td>\n",
       "      <td>1.507668</td>\n",
       "      <td>1.833855</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 18:00:00</th>\n",
       "      <td>67.570802</td>\n",
       "      <td>67.570802</td>\n",
       "      <td>1.734735</td>\n",
       "      <td>9.093083</td>\n",
       "      <td>10.817650</td>\n",
       "      <td>0.985032</td>\n",
       "      <td>0.985032</td>\n",
       "      <td>1.645198</td>\n",
       "      <td>0.089537</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 19:00:00</th>\n",
       "      <td>73.830234</td>\n",
       "      <td>73.830234</td>\n",
       "      <td>1.598337</td>\n",
       "      <td>1.274667</td>\n",
       "      <td>23.850027</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.760525</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 20:00:00</th>\n",
       "      <td>74.997517</td>\n",
       "      <td>74.997517</td>\n",
       "      <td>1.522841</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>43.835309</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>0.145678</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 21:00:00</th>\n",
       "      <td>72.797316</td>\n",
       "      <td>72.797316</td>\n",
       "      <td>1.449664</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>38.223053</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>0.248338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 22:00:00</th>\n",
       "      <td>66.902525</td>\n",
       "      <td>66.902525</td>\n",
       "      <td>1.496122</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>37.729052</td>\n",
       "      <td>1.185849</td>\n",
       "      <td>1.185849</td>\n",
       "      <td>1.496122</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 23:00:00</th>\n",
       "      <td>66.251587</td>\n",
       "      <td>66.251587</td>\n",
       "      <td>1.327600</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>35.963683</td>\n",
       "      <td>1.130538</td>\n",
       "      <td>1.130538</td>\n",
       "      <td>1.327600</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-02 00:00:00</th>\n",
       "      <td>55.896427</td>\n",
       "      <td>55.896427</td>\n",
       "      <td>1.501948</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>37.543534</td>\n",
       "      <td>1.180037</td>\n",
       "      <td>1.180037</td>\n",
       "      <td>1.501948</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           RRP  Firming price      Load  \\\n",
       "DateTime                                                  \n",
       "2020-01-01 01:00:00  52.119075      52.119075  1.417109   \n",
       "2020-01-01 02:00:00  51.180633      51.180633  1.342925   \n",
       "2020-01-01 03:00:00  51.841654      51.841654  1.387736   \n",
       "2020-01-01 04:00:00  51.313714      51.313714  1.349911   \n",
       "2020-01-01 05:00:00  48.306674      48.306674  1.311160   \n",
       "2020-01-01 06:00:00  47.867489      47.867489  1.390990   \n",
       "2020-01-01 07:00:00  33.514092      33.514092  1.556107   \n",
       "2020-01-01 08:00:00  30.953977      30.953977  1.693151   \n",
       "2020-01-01 09:00:00  15.922192      15.922192  1.782791   \n",
       "2020-01-01 10:00:00  15.939535      15.939535  1.792339   \n",
       "2020-01-01 11:00:00  25.567427      25.567427  1.895296   \n",
       "2020-01-01 12:00:00  35.653227      35.653227  1.961403   \n",
       "2020-01-01 13:00:00  32.921372      32.921372  2.003619   \n",
       "2020-01-01 14:00:00  39.341222      39.341222  2.096666   \n",
       "2020-01-01 15:00:00  43.797768      43.797768  2.011029   \n",
       "2020-01-01 16:00:00  47.601885      47.601885  1.919183   \n",
       "2020-01-01 17:00:00  61.478458      61.478458  1.833855   \n",
       "2020-01-01 18:00:00  67.570802      67.570802  1.734735   \n",
       "2020-01-01 19:00:00  73.830234      73.830234  1.598337   \n",
       "2020-01-01 20:00:00  74.997517      74.997517  1.522841   \n",
       "2020-01-01 21:00:00  72.797316      72.797316  1.449664   \n",
       "2020-01-01 22:00:00  66.902525      66.902525  1.496122   \n",
       "2020-01-01 23:00:00  66.251587      66.251587  1.327600   \n",
       "2020-01-02 00:00:00  55.896427      55.896427  1.501948   \n",
       "\n",
       "                     CSPVPS1: PHOTOVOLTAIC FLAT PANEL  \\\n",
       "DateTime                                                \n",
       "2020-01-01 01:00:00                          0.000000   \n",
       "2020-01-01 02:00:00                          0.000000   \n",
       "2020-01-01 03:00:00                          0.000000   \n",
       "2020-01-01 04:00:00                          0.000000   \n",
       "2020-01-01 05:00:00                          0.000000   \n",
       "2020-01-01 06:00:00                          0.211250   \n",
       "2020-01-01 07:00:00                          3.532417   \n",
       "2020-01-01 08:00:00                         14.135833   \n",
       "2020-01-01 09:00:00                         25.173583   \n",
       "2020-01-01 10:00:00                         31.875083   \n",
       "2020-01-01 11:00:00                         29.763417   \n",
       "2020-01-01 12:00:00                         21.483667   \n",
       "2020-01-01 13:00:00                         28.539333   \n",
       "2020-01-01 14:00:00                         28.195083   \n",
       "2020-01-01 15:00:00                         33.178000   \n",
       "2020-01-01 16:00:00                         14.945000   \n",
       "2020-01-01 17:00:00                         19.370750   \n",
       "2020-01-01 18:00:00                          9.093083   \n",
       "2020-01-01 19:00:00                          1.274667   \n",
       "2020-01-01 20:00:00                          0.053000   \n",
       "2020-01-01 21:00:00                          0.053000   \n",
       "2020-01-01 22:00:00                          0.053000   \n",
       "2020-01-01 23:00:00                          0.053000   \n",
       "2020-01-02 00:00:00                          0.053000   \n",
       "\n",
       "                     COOPGWF1: WIND - ONSHORE    Hybrid  Contracted Energy  \\\n",
       "DateTime                                                                     \n",
       "2020-01-01 01:00:00                 82.488179  2.584424           2.584424   \n",
       "2020-01-01 02:00:00                 77.129198  2.416523           2.416523   \n",
       "2020-01-01 03:00:00                 80.869461  2.533709           2.533709   \n",
       "2020-01-01 04:00:00                 68.187557  2.136374           2.136374   \n",
       "2020-01-01 05:00:00                 58.687316  1.838723           1.838723   \n",
       "2020-01-01 06:00:00                 57.511213  1.816885           1.816885   \n",
       "2020-01-01 07:00:00                 60.509716  2.146815           2.146815   \n",
       "2020-01-01 08:00:00                 61.314652  2.925456           2.925456   \n",
       "2020-01-01 09:00:00                 44.464554  3.181811           3.181811   \n",
       "2020-01-01 10:00:00                 32.487943  3.282747           3.282747   \n",
       "2020-01-01 11:00:00                 10.456082  2.442426           2.442426   \n",
       "2020-01-01 12:00:00                  1.981717  1.588603           1.588603   \n",
       "2020-01-01 13:00:00                  1.069592  2.061363           2.061363   \n",
       "2020-01-01 14:00:00                  1.550154  2.051959           2.051959   \n",
       "2020-01-01 15:00:00                  1.044624  2.390179           2.390179   \n",
       "2020-01-01 16:00:00                  1.740740  1.116450           1.116450   \n",
       "2020-01-01 17:00:00                  4.190336  1.507668           1.507668   \n",
       "2020-01-01 18:00:00                 10.817650  0.985032           0.985032   \n",
       "2020-01-01 19:00:00                 23.850027  0.837812           0.837812   \n",
       "2020-01-01 20:00:00                 43.835309  1.377163           1.377163   \n",
       "2020-01-01 21:00:00                 38.223053  1.201326           1.201326   \n",
       "2020-01-01 22:00:00                 37.729052  1.185849           1.185849   \n",
       "2020-01-01 23:00:00                 35.963683  1.130538           1.130538   \n",
       "2020-01-02 00:00:00                 37.543534  1.180037           1.180037   \n",
       "\n",
       "                     Load with battery  Battery Dispatch  \n",
       "DateTime                                                  \n",
       "2020-01-01 01:00:00           1.417109          0.000000  \n",
       "2020-01-01 02:00:00           1.342925          0.000000  \n",
       "2020-01-01 03:00:00           1.387736          0.000000  \n",
       "2020-01-01 04:00:00           1.349911          0.000000  \n",
       "2020-01-01 05:00:00           1.311160          0.000000  \n",
       "2020-01-01 06:00:00           1.390990          0.000000  \n",
       "2020-01-01 07:00:00           1.556107          0.000000  \n",
       "2020-01-01 08:00:00           1.693151          0.000000  \n",
       "2020-01-01 09:00:00           1.782791          0.000000  \n",
       "2020-01-01 10:00:00           2.578542         -0.786203  \n",
       "2020-01-01 11:00:00           2.442426         -0.547130  \n",
       "2020-01-01 12:00:00           1.660090          0.301313  \n",
       "2020-01-01 13:00:00           2.061363         -0.057744  \n",
       "2020-01-01 14:00:00           2.051959          0.044708  \n",
       "2020-01-01 15:00:00           2.390179         -0.379150  \n",
       "2020-01-01 16:00:00           1.919183          0.000000  \n",
       "2020-01-01 17:00:00           1.833855          0.000000  \n",
       "2020-01-01 18:00:00           1.645198          0.089537  \n",
       "2020-01-01 19:00:00           0.837812          0.760525  \n",
       "2020-01-01 20:00:00           1.377163          0.145678  \n",
       "2020-01-01 21:00:00           1.201326          0.248338  \n",
       "2020-01-01 22:00:00           1.496122          0.000000  \n",
       "2020-01-01 23:00:00           1.327600          0.000000  \n",
       "2020-01-02 00:00:00           1.501948          0.000000  "
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# We'll just add an extra column to help the reader see when the battery\n",
    "# charges and discharges.\n",
    "time_series_data_with_battery[\"Battery Dispatch\"] = (\n",
    "    time_series_data_with_battery[\"Load\"]\n",
    "    - time_series_data_with_battery[\"Load with battery\"]\n",
    ")\n",
    "\n",
    "time_series_data_with_battery.head(24)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "bdfb8804",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# We can use the same daily average plot as above to see what the battery is\n",
    "# doing visually:\n",
    "\n",
    "charts.plot_contract_samples(\n",
    "    time_series_data_with_battery,\n",
    "    contract_type=\"Pay as Produced\",\n",
    "    load_title=\"Hospital (18)\",\n",
    "    columns_to_plot=[\"Load\", \"Load with battery\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f1b01eac-2e24-4d24-b5a1-1c5b317e91d5",
   "metadata": {},
   "source": [
    "## 6. Load flexibility\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Additionally, the PPA analysis tool also includes functionality for optimising load flexibility \n",
    "operation to minimise the cost of purchasing energy not covered by the contracted renewable energy\n",
    "generation. Here, we demonstrate the use of this functionality using the function\n",
    "load_flex.daily_load_shifting and the time series data from the contract\n",
    "optimisation performed above.\n",
    "</div>\n",
    "<br>\n",
    "<div style=\"width: 600px;\">\n",
    "Load flexibility is modelled by calculating a baseload profile for each day which cannot be shifted, with the\n",
    "remaining flexible load being dispatched across the day to minimise the cost of purchasing energy at the wholesale\n",
    "price. The baseload profile is calculated by specifying a quantile. Then, on a monthly basis, a daily baseload profile is \n",
    "defined by taking the quantile of the load consumption for each hour in the day across the month, with weekdays and \n",
    "weekends profiles created separately. For example, if the quantile 0.5 were specified, then for each hour in the day\n",
    "the median consumption for that hour across the month would be used as the consumption in the monthly baseload profile.\n",
    "Additionally, before a baseload profile is used to calculate a particular day's\n",
    "load shifting, if the consumption of the baseload falls below the actual generation for any hour, then the baseload\n",
    "profile is reset to the actual generation for that hour.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "043f61e5-b5c4-4f87-ba83-ca8205693ee8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# First, let's adjust the time series data to account for the battery charge\n",
    "# and discharge, this step could be skipped if a battery wasn't modelled OR if\n",
    "# your goal is to compare the battery against load flex.\n",
    "\n",
    "# time_series_data_with_battery['Load'] = \\\n",
    "#     time_series_data_with_battery['Load with battery']\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "5072bbba-200f-443a-9672-9747183c3267",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
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       "        vertical-align: middle;\n",
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       "    .dataframe tbody tr th {\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>RRP</th>\n",
       "      <th>Firming price</th>\n",
       "      <th>Load</th>\n",
       "      <th>CSPVPS1: PHOTOVOLTAIC FLAT PANEL</th>\n",
       "      <th>COOPGWF1: WIND - ONSHORE</th>\n",
       "      <th>Hybrid</th>\n",
       "      <th>Contracted Energy</th>\n",
       "      <th>Load with battery</th>\n",
       "      <th>Battery Dispatch</th>\n",
       "      <th>Load with flex</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-01-01 01:00:00</th>\n",
       "      <td>52.119075</td>\n",
       "      <td>52.119075</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>82.488179</td>\n",
       "      <td>2.584424</td>\n",
       "      <td>2.584424</td>\n",
       "      <td>1.417109</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 02:00:00</th>\n",
       "      <td>51.180633</td>\n",
       "      <td>51.180633</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>77.129198</td>\n",
       "      <td>2.416523</td>\n",
       "      <td>2.416523</td>\n",
       "      <td>1.342925</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 03:00:00</th>\n",
       "      <td>51.841654</td>\n",
       "      <td>51.841654</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>80.869461</td>\n",
       "      <td>2.533709</td>\n",
       "      <td>2.533709</td>\n",
       "      <td>1.387736</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 04:00:00</th>\n",
       "      <td>51.313714</td>\n",
       "      <td>51.313714</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>68.187557</td>\n",
       "      <td>2.136374</td>\n",
       "      <td>2.136374</td>\n",
       "      <td>1.349911</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 05:00:00</th>\n",
       "      <td>48.306674</td>\n",
       "      <td>48.306674</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>58.687316</td>\n",
       "      <td>1.838723</td>\n",
       "      <td>1.838723</td>\n",
       "      <td>1.311160</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 06:00:00</th>\n",
       "      <td>47.867489</td>\n",
       "      <td>47.867489</td>\n",
       "      <td>1.390990</td>\n",
       "      <td>0.211250</td>\n",
       "      <td>57.511213</td>\n",
       "      <td>1.816885</td>\n",
       "      <td>1.816885</td>\n",
       "      <td>1.390990</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 07:00:00</th>\n",
       "      <td>33.514092</td>\n",
       "      <td>33.514092</td>\n",
       "      <td>1.556107</td>\n",
       "      <td>3.532417</td>\n",
       "      <td>60.509716</td>\n",
       "      <td>2.146815</td>\n",
       "      <td>2.146815</td>\n",
       "      <td>1.556107</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 08:00:00</th>\n",
       "      <td>30.953977</td>\n",
       "      <td>30.953977</td>\n",
       "      <td>1.693151</td>\n",
       "      <td>14.135833</td>\n",
       "      <td>61.314652</td>\n",
       "      <td>2.925456</td>\n",
       "      <td>2.925456</td>\n",
       "      <td>1.693151</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 09:00:00</th>\n",
       "      <td>15.922192</td>\n",
       "      <td>15.922192</td>\n",
       "      <td>1.782791</td>\n",
       "      <td>25.173583</td>\n",
       "      <td>44.464554</td>\n",
       "      <td>3.181811</td>\n",
       "      <td>3.181811</td>\n",
       "      <td>1.782791</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 10:00:00</th>\n",
       "      <td>15.939535</td>\n",
       "      <td>15.939535</td>\n",
       "      <td>1.792339</td>\n",
       "      <td>31.875083</td>\n",
       "      <td>32.487943</td>\n",
       "      <td>3.282747</td>\n",
       "      <td>3.282747</td>\n",
       "      <td>2.578542</td>\n",
       "      <td>-0.786203</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 11:00:00</th>\n",
       "      <td>25.567427</td>\n",
       "      <td>25.567427</td>\n",
       "      <td>1.895296</td>\n",
       "      <td>29.763417</td>\n",
       "      <td>10.456082</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>2.442426</td>\n",
       "      <td>-0.547130</td>\n",
       "      <td>1.723330</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 12:00:00</th>\n",
       "      <td>35.653227</td>\n",
       "      <td>35.653227</td>\n",
       "      <td>1.961403</td>\n",
       "      <td>21.483667</td>\n",
       "      <td>1.981717</td>\n",
       "      <td>1.588603</td>\n",
       "      <td>1.588603</td>\n",
       "      <td>1.660090</td>\n",
       "      <td>0.301313</td>\n",
       "      <td>1.731841</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 13:00:00</th>\n",
       "      <td>32.921372</td>\n",
       "      <td>32.921372</td>\n",
       "      <td>2.003619</td>\n",
       "      <td>28.539333</td>\n",
       "      <td>1.069592</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>2.061363</td>\n",
       "      <td>-0.057744</td>\n",
       "      <td>1.796114</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 14:00:00</th>\n",
       "      <td>39.341222</td>\n",
       "      <td>39.341222</td>\n",
       "      <td>2.096666</td>\n",
       "      <td>28.195083</td>\n",
       "      <td>1.550154</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>2.051959</td>\n",
       "      <td>0.044708</td>\n",
       "      <td>1.781663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 15:00:00</th>\n",
       "      <td>43.797768</td>\n",
       "      <td>43.797768</td>\n",
       "      <td>2.011029</td>\n",
       "      <td>33.178000</td>\n",
       "      <td>1.044624</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>2.390179</td>\n",
       "      <td>-0.379150</td>\n",
       "      <td>1.723087</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 16:00:00</th>\n",
       "      <td>47.601885</td>\n",
       "      <td>47.601885</td>\n",
       "      <td>1.919183</td>\n",
       "      <td>14.945000</td>\n",
       "      <td>1.740740</td>\n",
       "      <td>1.116450</td>\n",
       "      <td>1.116450</td>\n",
       "      <td>1.919183</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.711775</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 17:00:00</th>\n",
       "      <td>61.478458</td>\n",
       "      <td>61.478458</td>\n",
       "      <td>1.833855</td>\n",
       "      <td>19.370750</td>\n",
       "      <td>4.190336</td>\n",
       "      <td>1.507668</td>\n",
       "      <td>1.507668</td>\n",
       "      <td>1.833855</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.634013</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 18:00:00</th>\n",
       "      <td>67.570802</td>\n",
       "      <td>67.570802</td>\n",
       "      <td>1.734735</td>\n",
       "      <td>9.093083</td>\n",
       "      <td>10.817650</td>\n",
       "      <td>0.985032</td>\n",
       "      <td>0.985032</td>\n",
       "      <td>1.645198</td>\n",
       "      <td>0.089537</td>\n",
       "      <td>1.618387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 19:00:00</th>\n",
       "      <td>73.830234</td>\n",
       "      <td>73.830234</td>\n",
       "      <td>1.598337</td>\n",
       "      <td>1.274667</td>\n",
       "      <td>23.850027</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.837812</td>\n",
       "      <td>0.760525</td>\n",
       "      <td>1.485656</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 20:00:00</th>\n",
       "      <td>74.997517</td>\n",
       "      <td>74.997517</td>\n",
       "      <td>1.522841</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>43.835309</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>1.377163</td>\n",
       "      <td>0.145678</td>\n",
       "      <td>1.466641</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 21:00:00</th>\n",
       "      <td>72.797316</td>\n",
       "      <td>72.797316</td>\n",
       "      <td>1.449664</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>38.223053</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>1.201326</td>\n",
       "      <td>0.248338</td>\n",
       "      <td>1.417756</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 22:00:00</th>\n",
       "      <td>66.902525</td>\n",
       "      <td>66.902525</td>\n",
       "      <td>1.496122</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>37.729052</td>\n",
       "      <td>1.185849</td>\n",
       "      <td>1.185849</td>\n",
       "      <td>1.496122</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.397686</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01 23:00:00</th>\n",
       "      <td>66.251587</td>\n",
       "      <td>66.251587</td>\n",
       "      <td>1.327600</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>35.963683</td>\n",
       "      <td>1.130538</td>\n",
       "      <td>1.130538</td>\n",
       "      <td>1.327600</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.327600</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-02 00:00:00</th>\n",
       "      <td>55.896427</td>\n",
       "      <td>55.896427</td>\n",
       "      <td>1.501948</td>\n",
       "      <td>0.053000</td>\n",
       "      <td>37.543534</td>\n",
       "      <td>1.180037</td>\n",
       "      <td>1.180037</td>\n",
       "      <td>1.501948</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.327663</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           RRP  Firming price      Load  \\\n",
       "DateTime                                                  \n",
       "2020-01-01 01:00:00  52.119075      52.119075  1.417109   \n",
       "2020-01-01 02:00:00  51.180633      51.180633  1.342925   \n",
       "2020-01-01 03:00:00  51.841654      51.841654  1.387736   \n",
       "2020-01-01 04:00:00  51.313714      51.313714  1.349911   \n",
       "2020-01-01 05:00:00  48.306674      48.306674  1.311160   \n",
       "2020-01-01 06:00:00  47.867489      47.867489  1.390990   \n",
       "2020-01-01 07:00:00  33.514092      33.514092  1.556107   \n",
       "2020-01-01 08:00:00  30.953977      30.953977  1.693151   \n",
       "2020-01-01 09:00:00  15.922192      15.922192  1.782791   \n",
       "2020-01-01 10:00:00  15.939535      15.939535  1.792339   \n",
       "2020-01-01 11:00:00  25.567427      25.567427  1.895296   \n",
       "2020-01-01 12:00:00  35.653227      35.653227  1.961403   \n",
       "2020-01-01 13:00:00  32.921372      32.921372  2.003619   \n",
       "2020-01-01 14:00:00  39.341222      39.341222  2.096666   \n",
       "2020-01-01 15:00:00  43.797768      43.797768  2.011029   \n",
       "2020-01-01 16:00:00  47.601885      47.601885  1.919183   \n",
       "2020-01-01 17:00:00  61.478458      61.478458  1.833855   \n",
       "2020-01-01 18:00:00  67.570802      67.570802  1.734735   \n",
       "2020-01-01 19:00:00  73.830234      73.830234  1.598337   \n",
       "2020-01-01 20:00:00  74.997517      74.997517  1.522841   \n",
       "2020-01-01 21:00:00  72.797316      72.797316  1.449664   \n",
       "2020-01-01 22:00:00  66.902525      66.902525  1.496122   \n",
       "2020-01-01 23:00:00  66.251587      66.251587  1.327600   \n",
       "2020-01-02 00:00:00  55.896427      55.896427  1.501948   \n",
       "\n",
       "                     CSPVPS1: PHOTOVOLTAIC FLAT PANEL  \\\n",
       "DateTime                                                \n",
       "2020-01-01 01:00:00                          0.000000   \n",
       "2020-01-01 02:00:00                          0.000000   \n",
       "2020-01-01 03:00:00                          0.000000   \n",
       "2020-01-01 04:00:00                          0.000000   \n",
       "2020-01-01 05:00:00                          0.000000   \n",
       "2020-01-01 06:00:00                          0.211250   \n",
       "2020-01-01 07:00:00                          3.532417   \n",
       "2020-01-01 08:00:00                         14.135833   \n",
       "2020-01-01 09:00:00                         25.173583   \n",
       "2020-01-01 10:00:00                         31.875083   \n",
       "2020-01-01 11:00:00                         29.763417   \n",
       "2020-01-01 12:00:00                         21.483667   \n",
       "2020-01-01 13:00:00                         28.539333   \n",
       "2020-01-01 14:00:00                         28.195083   \n",
       "2020-01-01 15:00:00                         33.178000   \n",
       "2020-01-01 16:00:00                         14.945000   \n",
       "2020-01-01 17:00:00                         19.370750   \n",
       "2020-01-01 18:00:00                          9.093083   \n",
       "2020-01-01 19:00:00                          1.274667   \n",
       "2020-01-01 20:00:00                          0.053000   \n",
       "2020-01-01 21:00:00                          0.053000   \n",
       "2020-01-01 22:00:00                          0.053000   \n",
       "2020-01-01 23:00:00                          0.053000   \n",
       "2020-01-02 00:00:00                          0.053000   \n",
       "\n",
       "                     COOPGWF1: WIND - ONSHORE    Hybrid  Contracted Energy  \\\n",
       "DateTime                                                                     \n",
       "2020-01-01 01:00:00                 82.488179  2.584424           2.584424   \n",
       "2020-01-01 02:00:00                 77.129198  2.416523           2.416523   \n",
       "2020-01-01 03:00:00                 80.869461  2.533709           2.533709   \n",
       "2020-01-01 04:00:00                 68.187557  2.136374           2.136374   \n",
       "2020-01-01 05:00:00                 58.687316  1.838723           1.838723   \n",
       "2020-01-01 06:00:00                 57.511213  1.816885           1.816885   \n",
       "2020-01-01 07:00:00                 60.509716  2.146815           2.146815   \n",
       "2020-01-01 08:00:00                 61.314652  2.925456           2.925456   \n",
       "2020-01-01 09:00:00                 44.464554  3.181811           3.181811   \n",
       "2020-01-01 10:00:00                 32.487943  3.282747           3.282747   \n",
       "2020-01-01 11:00:00                 10.456082  2.442426           2.442426   \n",
       "2020-01-01 12:00:00                  1.981717  1.588603           1.588603   \n",
       "2020-01-01 13:00:00                  1.069592  2.061363           2.061363   \n",
       "2020-01-01 14:00:00                  1.550154  2.051959           2.051959   \n",
       "2020-01-01 15:00:00                  1.044624  2.390179           2.390179   \n",
       "2020-01-01 16:00:00                  1.740740  1.116450           1.116450   \n",
       "2020-01-01 17:00:00                  4.190336  1.507668           1.507668   \n",
       "2020-01-01 18:00:00                 10.817650  0.985032           0.985032   \n",
       "2020-01-01 19:00:00                 23.850027  0.837812           0.837812   \n",
       "2020-01-01 20:00:00                 43.835309  1.377163           1.377163   \n",
       "2020-01-01 21:00:00                 38.223053  1.201326           1.201326   \n",
       "2020-01-01 22:00:00                 37.729052  1.185849           1.185849   \n",
       "2020-01-01 23:00:00                 35.963683  1.130538           1.130538   \n",
       "2020-01-02 00:00:00                 37.543534  1.180037           1.180037   \n",
       "\n",
       "                     Load with battery  Battery Dispatch  Load with flex  \n",
       "DateTime                                                                  \n",
       "2020-01-01 01:00:00           1.417109          0.000000        1.723330  \n",
       "2020-01-01 02:00:00           1.342925          0.000000        1.723330  \n",
       "2020-01-01 03:00:00           1.387736          0.000000        1.723330  \n",
       "2020-01-01 04:00:00           1.349911          0.000000        1.723330  \n",
       "2020-01-01 05:00:00           1.311160          0.000000        1.723330  \n",
       "2020-01-01 06:00:00           1.390990          0.000000        1.723330  \n",
       "2020-01-01 07:00:00           1.556107          0.000000        1.723330  \n",
       "2020-01-01 08:00:00           1.693151          0.000000        1.723330  \n",
       "2020-01-01 09:00:00           1.782791          0.000000        1.723330  \n",
       "2020-01-01 10:00:00           2.578542         -0.786203        1.723330  \n",
       "2020-01-01 11:00:00           2.442426         -0.547130        1.723330  \n",
       "2020-01-01 12:00:00           1.660090          0.301313        1.731841  \n",
       "2020-01-01 13:00:00           2.061363         -0.057744        1.796114  \n",
       "2020-01-01 14:00:00           2.051959          0.044708        1.781663  \n",
       "2020-01-01 15:00:00           2.390179         -0.379150        1.723087  \n",
       "2020-01-01 16:00:00           1.919183          0.000000        1.711775  \n",
       "2020-01-01 17:00:00           1.833855          0.000000        1.634013  \n",
       "2020-01-01 18:00:00           1.645198          0.089537        1.618387  \n",
       "2020-01-01 19:00:00           0.837812          0.760525        1.485656  \n",
       "2020-01-01 20:00:00           1.377163          0.145678        1.466641  \n",
       "2020-01-01 21:00:00           1.201326          0.248338        1.417756  \n",
       "2020-01-01 22:00:00           1.496122          0.000000        1.397686  \n",
       "2020-01-01 23:00:00           1.327600          0.000000        1.327600  \n",
       "2020-01-02 00:00:00           1.501948          0.000000        1.327663  "
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# And then we can run the load shifting optimisation.\n",
    "\n",
    "from ppa_analysis import load_flex\n",
    "\n",
    "time_series_data_with_load_flex, load_flex_details = load_flex.daily_load_shifting(\n",
    "    timeseries_data=time_series_data_with_battery,\n",
    "    base_load_quantile=0.10,\n",
    "    lower_price=0.0,\n",
    "    ramp_up_price=0.01,\n",
    "    ramp_down_price=0.01,\n",
    ")\n",
    "\n",
    "time_series_data_with_load_flex.head(24)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "742417c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# And again we can visualise the load flex behaviour with the average daily chart\n",
    "# and compare with the battery behaviour:\n",
    "\n",
    "charts.plot_contract_samples(\n",
    "    time_series_data_with_load_flex,\n",
    "    contract_type=\"Pay as Produced\",\n",
    "    load_title=\"Hospital (18)\",\n",
    "    columns_to_plot=[\"Load\", \"Load with flex\"],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94f7faf9-7ad6-4272-aba9-f7880b85587e",
   "metadata": {},
   "source": [
    "## 7. Bill calculation\n",
    "\n",
    "<div style=\"width: 600px;\">\n",
    "Finally, the PPA analysis tool provides functionality for calculating the bills associated with a PPA contract.\n",
    "This functionality is demonstrated below using the output from the contract optimisation and the function\n",
    "bill_calc.calculate_bill. Note, this function expects the columns 'Load', 'Contracted Energy', 'RRP', \n",
    "'Firming price' and the column 'Hybrid' if a contract_type of 'Baseload' or 'Shaped'. Therefore, if the outputs\n",
    "of the battery or load optimisation are to be used, the 'Load' column may need to be re-calculated, and should\n",
    "be the original load, net any battery or load dispatch.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "b6a15762",
   "metadata": {},
   "outputs": [],
   "source": [
    "# First, we need to fetch and specify a Network tariff to use in this bill calculation.\n",
    "# We will use an anytime demand tariff set by Ergon (a DNSP in QLD). The full\n",
    "# range of tariff options is available in the 'Large_Commercial_23_24.json' file.\n",
    "\n",
    "tariff_name = \"EDSTT2 Demand Small East\"\n",
    "selected_tariff = helper_functions.get_selected_tariff(\n",
    "    chosen_tariff=tariff_name, extra_charges_collector={}\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "a3fd1b0e-8335-408a-b0d1-3b4a9e1b2d0d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>PPA Value</th>\n",
       "      <th>PPA Settlement</th>\n",
       "      <th>PPA Final Cost</th>\n",
       "      <th>Firming Costs</th>\n",
       "      <th>Network Costs</th>\n",
       "      <th>Revenue from on-sold RE</th>\n",
       "      <th>Revenue from excess LGCs</th>\n",
       "      <th>Cost of shortfall LGCs</th>\n",
       "      <th>Shortfall Payments Received</th>\n",
       "      <th>Total</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DateTime</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-12-31</th>\n",
       "      <td>102127.35446</td>\n",
       "      <td>16195.112512</td>\n",
       "      <td>102127.35446</td>\n",
       "      <td>13150.479182</td>\n",
       "      <td>36854.708739</td>\n",
       "      <td>-19511.754025</td>\n",
       "      <td>-2451.301637</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>130169.486719</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               PPA Value  PPA Settlement  PPA Final Cost  Firming Costs  \\\n",
       "DateTime                                                                  \n",
       "2020-12-31  102127.35446    16195.112512    102127.35446   13150.479182   \n",
       "\n",
       "           Network Costs  Revenue from on-sold RE  Revenue from excess LGCs  \\\n",
       "DateTime                                                                      \n",
       "2020-12-31  36854.708739            -19511.754025              -2451.301637   \n",
       "\n",
       "            Cost of shortfall LGCs  Shortfall Payments Received          Total  \n",
       "DateTime                                                                        \n",
       "2020-12-31                     0.0                         -0.0  130169.486719  "
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from ppa_analysis import bill_calc\n",
    "\n",
    "bill = bill_calc.calculate_bill(\n",
    "    volume_and_price=time_series_with_contracted_energy,\n",
    "    settlement_period=\"Y\",\n",
    "    firming_type=\"Wholesale exposed\",\n",
    "    tariff_details={\"Network\": selected_tariff},\n",
    "    contract_type=\"Pay as Produced\",\n",
    "    strike_price=75.0,\n",
    "    lgc_buy_price=10.0,\n",
    "    lgc_sell_price=10.0,\n",
    "    shortfall_penalty=50.0,\n",
    "    guaranteed_percent=90.0,\n",
    "    excess_price=\"Wholesale\",\n",
    "    indexation=1.0,\n",
    "    index_period=\"Y\",\n",
    "    floor_price=-1000.0,\n",
    ")\n",
    "\n",
    "bill"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "0458146d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Users can also calculate a 'bill' or costs to simply purchase all of the\n",
    "# equivalent load energy from the wholesale market:\n",
    "wholesale_bill = bill_calc.calculate_wholesale_bill(\n",
    "    time_series_with_contracted_energy, settlement_period=\"Y\", lgc_buy_price=10.0\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "b00e11ef-26f5-4f03-a71b-507f748c4b52",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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/lpaWTJ48mZs3byY65r8nciB2CXWxYsX49ddfMTMz4/PPP6dbt254eHgQFBT00rYOHDhAVFSU8Xj79u1ERUXh5eVlLKtYsSK2trYMHTqU5MmTU65cuQTbu3XrFqVKlWLbtm1A7PLa1q1bU6xYMWMshQsX5urVq2TLls3kXvzwww+sXbvWOL5/zlhNaAbrC4ULF+b27dukSZPGpN0DBw4wf/78OPftdbxYCv/o0SOTth8+fMi0adNeK6H2qnH83U8//WRyvG3bNjJmzIirq+tbjSkxz3nRokWJiooyiSkiIsJkib6IiIiIvBuamSgiIu+9kJAQTp8+bTyOiIhg9+7drFu3jnr16pE6dep/3Ufp0qXJnz8/ffv2pWvXrmTOnJkffviBwMBARowYgbu7O7Vq1WL69OmEhoZSqFAhLly4wMyZM/Hy8jJ5d9ubMhgMtGvXjm7dumFhYcHMmTNJmTIljRs3BqBTp07s27ePJk2a0KZNG6ysrFi2bBk3btxg/vz5ie7H0dGRVq1aMW3aNEJCQvDy8uLu3btMmzYNMzMzPvvss0S35eDgAMDPP/9MypQpyZUrFzY2NvTu3ZvOnTvj5OTEwYMHuXDhAk2aNHlpW3/++SedO3emcePGXLt2jcmTJ1O8eHFjMhVil+1WrVqVVatW8e233740gZoxY0YyZMjAyJEjCQkJwdXVlbNnz7J3717atm0LQLNmzfjhhx9o1qwZLVq0wNHRkS1btrB69Wr69etnbCtFihScPHmSY8eOUbBgQeNMvJ07d1KyZEmTd2QC1K5dm2XLltG8eXPatWuHs7MzBw8exM/Pj0aNGmFlZZXoe/xPOXPmpEaNGgwaNIhbt26RO3durl69ypQpU8iUKVO8s00T8qpx/N13332HtbU1+fLlY8eOHezZs4dJkya99ZgS85wXLVqUr776ioEDB/LgwQMyZszIkiVLePjw4b+epSwiIiIiL6dkooiIvPfOnz9PvXr1jMfW1ta4urrSrVs3WrZs+Vb6sLCwwM/Pj4kTJzJt2jRCQ0PJmTMnCxcuJE+ePACMGjWKLFmysG7dOvz8/EiXLh1NmjShQ4cOrzXDKyEuLi60aNGC0aNHExoaSrFixfD19TVu1pIjRw6WL1/O5MmT6devH2ZmZuTJk4clS5aYbNySGF27diVt2rQsX76c+fPnkzJlSooWLUr37t2NCcLEyJEjB9WqVcPf35/9+/ezadMmFi5cyKRJkxg1ahRPnjwha9asDB8+nNq1a7+0rQYNGvD06VM6duxIsmTJqF69Or169YrzXrzSpUuzatWqV7YHMHPmTCZPnsy0adN49OgRzs7OdOrUyfi+yPTp07Ny5UomTZrE0KFDCQ8PJ2vWrIwaNYqvv/7a2E67du2YPXs2rVu3ZsuWLXh5eVGsWDEmTZrEoUOHmDdvnkm/dnZ2+Pv7M2nSJCZMmMDTp0/JmDEjPXr0oEWLFom9vQkaM2YMc+fOZeXKldy5c4c0adJQpUoVunbt+lqzHl81jr/r378/GzZsYO7cuWTPnp3p06dTsWLFtx5TYp/zmTNnMnHiRKZPn054eDhVqlShbt267Nq1K9F9iYiIiMjrMzO8eBu7iIiIJJm+ffty9OhRdu/endShvPeGDBnCmTNn+P7775M6lE/CkSNHaNKkCUuWLDFZci4iIiIinybNTBQREZEPwpIlS7hy5QqrV69mwoQJSR2OiIiIiMgnSclEERER+SAcP36c/fv307RpU6pVq5bU4YiIiIiIfJK0zFlEREREREREREQS5d+/LV5EREREREREREQ+CUomioiIiIiIiIiISKIomSgiIiIiIiIiIiKJomSiiIiIiIiIiIiIJIp2c05i2v9GRERERERE/ktmZmZJHYKIfMCUTHwP3L8fktQhiIiIfFAsLc1xdEzOo0fPiIqKSepwREREPhhOTvZJHYKIfOC0zFlEREREREREREQSRclEERERERERERERSRQlE0VERERERERERCRRlEwUERERERERERGRRFEyUURERERERERERBJFuzmLiIiIiIiISKJER0cTGRmZ1GHIB8DKygoLC4ukDkPeASUTRUREREREROSlDAYDt2/f5vHjxxgMSR2NfAjMzCBVqlQ4OztjZmaW1OHIW6RkooiIiIiIiIi81O3bt3n06DEODqmwtrYGlBySlzEQHh7Oo0ePAXBxcUnacOStUjJRRERERERERBIUHR3N48exiUQHh5RJHY58IJIlswHg8ePHpE+fXkuePyLagEVEREREREREEhQZGYnBwP/PSBRJPGtrawwG9J7Nj4ySiSIiIiIiIiKSCFraLK9Lz8zHSMlEERERERERERERSRS9M1FERERERERE3sivvx5Pkn7z5Cn42tcMHz6ELVt+fGmdw4dPJnjuzp3b/Pbbr5QvXzFR/W3atJGRI4e+tE2RD5GSiSIiIiIiIiLy0evevScdO3Y2HletWoFu3XpSrlyFRF0/fPgQMmRwTnQyUeRjpWSiiIiIiIiIiHz07O0dsLd3MClLntyeNGmcEnW9wWB4F2GJfHCUTBQRERERERGRT96BA/tZuNCPK1cCsbNLTvnyFWnXriM2Nja0b9+aU6dOcOrUCU6ePM7332/mzp3bzJw5jRMnjvHkyVNSp05NxYqV6dChM+bm2qJCPl56ukVERERERETkk/bzz7vp1asbxYuXZPHi5fTpM4Bdu3YweHB/AMaOnYinZx7Kli3Pd98tA6BXr26EhIQwfbovq1evp2HDxixbtpj9+/cm5VBE3jnNTBQRERERERGRT9qSJYsoVaoMLVq0AsDVNQtgoHfv7ly9eoVs2bJjaWmFtbUNjo6OhIWFUalSVcqVK0/69BkAqF+/IUuWLCIw8DKlSpVJwtGIvFtKJoqIiIiIiIjIJy0w8DIVKphurJI/fwEALl8OIFu27CbnbGxs+Oabeuze/RPnzp3l5s0bXL4cwMOHD4iOjv7P4hZJCkomioiIiIiIiMgnLu7mKjExMQBYWsZNnYSGhtKuXUvCw8MpW7YcVatWJ1eu3LRr1/KdRyqS1JRMFBEREREREZFPmptbDs6cOU39+g2NZWfOnAIga9ZsAJiZmRnPHT58kN9/v8jmzTtJkyYNAMHBwTx8+ID4EpMiHxNtwCIiIiIiIiIin7RGjZry88+7WbhwPtev/8Evv+xj4sRxFC9ewrjE2dbWltu3g7h37y7p0qUHYNu2Ldy+HcTp06fo3bsbUVFRREREJuVQRN45zUwUERERERERkU+at3dZhg8fzaJFC/juOz9SpXKkQoVKtG7dzlindu2vGT58CI0a1WPr1l106dKdlSuXM2/ebNKmTUu5chVJnz4DFy6cS8KRiLx7ZgaDQfNvk5DBYOD+/ZCkDkNEROSDYmlpjqNjch49ekZUVExShyMiIvLBcHKyN1mumxhhYWEEBl7BySkDyZJZv6PI5GMUERHO/ft3cHPLjo2NTVKHI2+JljmLiIiIiIiIiIhIoiiZKCIiIiIiIiIiIomiZKKIiIiIiIiIiIgkipKJIiIiIiIiIiIikijazVnkAzJh9N6kDkFE5L0xfkq1pA5BREREROST817OTJw7dy6NGzc2KRs4cCA5c+Y0+Xh7exvPx8TEMH36dEqUKEG+fPlo3bo1N27cMGnjwoULNGrUiHz58uHt7c2SJUtMzr+NNkRERERERERERD5W710y0d/fn6lTp8Yp//3332nXrh2//PKL8bN27Vrj+dmzZ7N8+XJGjBjBypUriYmJoVWrVkRERADw6NEjmjdvjqurK+vWraNjx45MnDiRdevWvdU2REREREREREREPlbvzTLnu3fvMmTIEI4cOULWrFlNzhkMBi5fvkybNm1ImzZtnGsjIiJYuHAhPXv2pHTp0gBMmTKFEiVKsGPHDqpVq8bq1auxsrJi+PDhWFpa4ubmxh9//MG8efOoU6fOW2lDRERERERERETkY/bezEw8d+4cVlZWbNy4kbx585qcu379Os+fPyd79uzxXnvx4kWePXtG0aJFjWUpUqQgV65cHDt2DIDjx49TuHBhLC3/yp8WKVKEa9eucf/+/bfShoiIiIiIiIiIyMfsvZmZ6O3tbfIOxL+7dOkSAEuXLmXfvn2Ym5tTsmRJunXrhoODA3fu3AHA2dnZ5Lp06dIZz925cwcPD4845wFu3779VtpwcnJ6vUGLiIiIiIiIiIh8QN6bZOLLXLp0CXNzc9KlS8ecOXO4fv0648ePJyAggMWLFxMaGgpAsmTJTK6ztrYmODgYgLCwsHjPA4SHh7+VNuJTtmzZBMe1fft2LCwssLR8byaIioiIfFAsLPT/oSIiIklp587NSdJv+fJVX/uamjVjr/H3X03y5MlNzg0fPoTbt4Pw9fV7o3iCgoKoXbuaSZmFhQUpUqTgyy8L0rlzVzJkiJ28VKTIlyb1zM3NSZ48Oblz56FjRx/c3XMYz12/fp26dWvi4ZGTJUtWJNi/n98cFiyY99IY16/fhIuLS4Lng4Mfs3fvz9SoUfOl7bxw4sRxOnZs88p25ePzQSQT27dvT4MGDXB0dATAw8ODtGnTUrduXX777TdsbGyA2HcnvvgOsQk+W1tbAGxsbIwbqfz9PICdnd1baeNNOTomf3UlERERiSNFCtukDkFEREQ+IHfu3GbmzKn06TPgnbQ/ZswE8uSJfXVbdHQMQUE3GTVqOD16dGHZslWYmZkB0K1bT8qVqwBATIyB+/f/ZNKkcfj4dGDt2h+MOYbNm38gS5asXLr0O2fP/kbu3J7x9tuwYRNq1/7aeNy8eWPKlatAw4aNjWWpUjm+NPbp06cQFBSU6GSifLo+iGSiubm5MZH4Qo4csZn6O3fuGJcm37t3D1dXV2Ode/fukTNnTgAyZMjAvXv3TNp4cZw+fXqioqL+dRvx2bVr10vHZjAYePTo2UvriIiISPyePAklOjomqcMQERH5YKRKZWdMaH2KMmbMxIYN6yhTphyFC3u99fZTpEhJmjR/vQItXbp0tGrVliFDBnD5cgA5csS+Oi15cnuTemnTpsXHpztt2jTn+PGjlCxZmujoaLZs2cw339Rny5Yf+f77dQkmE+3s7EwmOZmbm2Nra2vSx6sYDK87WvlUfRDJxN69e3Pv3j0WLVpkLPvtt98AcHd3J3PmzNjb23PkyBFjIvDJkyecP3+eRo0aAVCoUCFWrlxJdHQ0FhYWABw+fJhs2bKRJk0aHBwc/nUbbyoqSn8EiYiIvIno6Bj9/6iIiIgkWqVKlTlz5gyjRw/D339NnOXOLwQHBzNv3mz2799HcPBjPDw+o127jhQoUPC1+3yRP7CysnqtekeOHObPP+9RuLAXoaHPWbFiGV269MDBweG1YwD47bczzJkzi4sXL2JpaclXX5XAx6cbKVOmYvjwIWzZ8iMQuwz78OGTPHnyhJkzp3Ho0C88fPiIFCkcKFGiNN2798TGRqtDPmUfxIuGKlasyKFDh5g5cybXr19n79699O/fn2rVquHm5kayZMlo1KgREydOZNeuXVy8eJFu3bqRIUMGKlSInTZcp04dQkJCGDBgAJcvX2b9+vUsWrSItm3bAryVNkRERERERETkfWbGgAGDefLkKdOnT463RnR0NF26dOD06VMMHTqSRYv8cXd3p0uXDpw/fy7RPcXExHDp0u989918cuTwwNU1S7z1DAYD169fZ9as6aRNm5Y8efIBsGnTD2TKlInPPvuccuUqEBYWxpYtm157xADnzp2lQ4c2ZMvmxvz5ixg9ehznzp3Fx6cD0dHRdO/ek7Jly+PpmYfNm3cAMGLEEC5dusiYMRNZs+Z7unTpwdatm/j++/VvFIN8PD6ImYlly5Zl6tSpzJs3Dz8/PxwcHKhevTpdu3Y11vHx8SEqKoqBAwcSFhZGoUKFWLBggTGjnyZNGubPn8+oUaOoVasWadOmpXfv3tSqVeuttiEiIiIiIiIi7y9nZxd8fLoyduwovL3L4eVV1OT8kSOHuXjxAv7+q3Fzcwegd+/+nDt3Dn//JYwaNS7Btrt374y5eey8rYiISMBAvnz56dt3oLEcYPz40UyaFNtOZGQk0dHRfPbZ54wbN5nkyZMTHPyY/fv30qBB7DsP3dzccXNz5/vv11Gv3revPebly5fi7p6Dnj37AJAtW3ZGjBhD48b1OXLkEMWKfYW1tQ2WllbGpdGFC3uRP38B44YwLi4urFmzksDAy6/dv3xc3stk4tixY+OUVa5cmcqVKyd4jYWFBb169aJXr14J1smTJw+rVq16p22IiIiIiIiIyPutZs067N69i9GjR7B8+WqTc4GBAdjb2xsTiQBmZmbkz5+fw4cPvbTdfv0G8cUXuQGwtLTE0TG1ySavL7Ru3Y7Spb0BsLCwJFWqVCbvPNy2bSuRkZGUL1/RWFa+fEXmzJnF6dMnyZfvyzhtvkxg4GW8vIqYlOXI4YG9vT2XL1+mWLGv4lxTp05d9u/fy+bNP3LjxnWuXr1CUNAtsmTJ9lp9y8fnvUwmioiIiIiIiIi8S/37D6Jhw3pMnWq63DmhjUhiYgxYWr48jZI2bToyZ3Z9aR0AR8fUL623efNGAJo2bfC3uGIDW79+3WsnEw0JDMpgIN4xxcTE0KNHF65cCaRChUqUK1eBnDk/Y+zYka/Vr3yclEwUERERERERkU9OhgzO+Ph0Y8yYEWTMmIl06dID4O6eg5CQEAIDLxtnJxoMBs6cOU22bNnfeVy//36RS5d+p1mzliYzEwFmzJjKzz/vIji4FylTpkp0m+7uOThz5rRJWUDAJZ49CyFbttiZhn/f5PvSpd85dOgA8+cvNu4gHRUVyc2bN8mYMdMbjUs+Hh/EBiwiIiIiIiIiIm/b//5XCy+vIty6ddNY5uVVBA+PnAwe3J+TJ09w9eoVJk4cS2DgZerXb/CS1t6OTZs2YmNjQ4MGjY3vSnzxady4GREREWzatPG12vz220YEBAQwceI4rl69wokTxxkyZAAeHp9RqFBhAGxt7bh//0+Cgm6RJo0TFhaW7Nq1k6CgW1y4cJ4BA/ry4MF9IiIi3sWw5QOiZKKIiIiIiIiIfLL69x+Mvb298djCwoJp02aTM+dn9O3bg+bNG3HlSiAzZ/qSO3eedxpLZGQkO3Zso2LFyqRIkSLO+QIFCpIz52d8//36BJcuxyd3bk+mTp3BxYvnadq0AQMH9sHTMw8zZvhiaRm76WzVqtUJCwvj22+/AWDw4GHs37+X+vXr0K9fL9KmTUv9+g25ePH82xmsfLDMDK/z9MlbZzAYuH8/JKnDkA/EhNF7kzoEEZH3xvgp1Xj06BlRUTFJHYqIiMgHw8nJHrO/r2dNhLCwMAIDr+DklIFkyazfUWTyMYqICOf+/Tu4uWWPdyMa+TBpZqKIiIiIiIiIiIgkipKJIiIiIiIiIiIikihKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaJkooiIiIiIiIiIiCSKkokiIiIiIiIikgiGpA5APjh6Zj5GSiaKiIiIiIiISIKsrKwwM4Pw8PCkDkU+MOHh4ZiZxT5D8vGwTOoAREREREREROT9ZWFhQapUqXj06DEA1tbWgFmSxiTvOwPh4eE8ffoYR8dUWFhYJHVA8hYpmSgiIiIiIiIiL+Xs7AzA48ePefo0iYORD4KZGTg6pjI+O/LxUDJRRERERERERF7KzMwMFxcX0qdPT2RkZFKHIx8AKysrzUj8SCmZKCIiIiIiIiKJYmFhoQSRyCdOG7CIiIiIiIiIiIhIoiiZKCIiIiIiIiIiIomiZKKIiIiIiIiIiIgkit6ZKCIiIiIiIiKJEh0drQ1YRD5Cr7NhjpKJIiIiIiIiIvJSBoOB27dv8/jxYwyGpI5GRN42MzNIlSoVzs7OmJmZvbSukokiIiIiIiIi8lK3b9/m0aPHODikwtraGnh5skFEPiQGwsPDefToMQAuLi4vra1kooiIiIiIiIgkKDo6msePYxOJDg4pkzocEXkHkiWzAeDx48ekT5/+pUuetQGLiIiIiIiIiCQoMjISg4H/n5EoIh8ra2trDAZe+V5UJRNFREREREREJBG0tFnk45a4f+NKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaINWERERERERETkjXh+PyJJ+v2t5qDXvqZmzarcuXPbeGxmZoatrR05c+akTZv25M9fAID27Vtz6tQJk3o2NjZky5adJk2aU7q0t/FcTEwMtWpV4+HDB2zcuA1HR8cE+w8KCqJ27WoJnvf3X42trR21a1dj1qx5FChQ8LXHGJ/27Vvj7OzC4MHDEqwTFRXFunWr2bp1M9ev/0GyZMnw8PiMpk2bU6BAobcSB0BoaCibN2/k66/rvbU25b+nZKKIiIiIiIiIfBIaNGhMw4aNATAYDAQHB+PrO5OuXTuzatU6MmRwBqBs2fJ0797LWO/58+csXbqY/v174+e3iC++yA3AsWNHePIkGEfH1Pz44w80adLslTGMGTOBPHnyxilPmTIVZmZmbN68gxQp/rtds8PDw/Hxac/du3do3bo9np55CQ8PY9OmH+jcuT1DhoygYsXKb6Uvf/8lbNqkZOKHTslEEREREREREfkk2NrakiaNk/HYySktffoMoHr1iuzdu4d69RoAYG1tY1IPoHfvfuzatYOdO7cZk4k//vgDefPmx8UlIxs3rqdx46aYmb18E4sUKVLGafvvXnbuXZg3z5fLly+zfPlq0qfPYCzv1q0Xz549Y/LkCZQoUQo7O7t/3ZfBYPjXbUjS0zsTRUREREREROSTZWFhAYCVVbLXqvfkyRP27fuZwoWLUKaMNzdv3uTo0cP/KpagoCCKFPmSEyeOA7FLlGfNms6oUcMoV64k3t4lGDx4AM+ePTNes3fvHlq0aELp0sUoWbIITZs24PDhg4nqLyoqkh9//IFq1aqbJBJfaNu2I1OmzMDa2hqA4OBgJkwYQ40alSlVqiitWzc3xgoQFhbKqFHDqVKlPCVLFqFJk2/Zs2cXAH5+c1iwYB537tymSJEvCQoKeuP7JElLyUQRERERERER+STdu3ePSZPGYWtrS7FixROsFxz8mClTJhIWFkaZMmUB2LFjK5GRkXh7l+XLLwvi6Jia9evXvvUYV670J3Xq1CxcuIyhQ0eyb98eVq70B+DixfP069eLChUqsnz5GubPX4yjY2qGDRtEZGTkK9u+desWT54EkydPvnjPp02blly5vsDCwoLo6Gi6dOnA6dOnGDp0JIsW+ePu7k6XLh04f/4cAHPn+hIYGMDkydNZuXIdRYsWY+DAfgQFBdGwYRMaNGhMunTp2bx5B+nTp39r90j+W1rmLCIiIiIiIiKfhMWLF7J8+VIAoqOjiYiIIGvWbIwaNd74vkSA7du3smfPT0DsJivh4eFkyODMgAFDyJXrCwA2bdpI7tx5TN6zuGHDOu7f/xMnp7QJxtC9e2fMzU3ndvXpM4BKlarEWz9btuy0b98ZAFdXV7y8ivLrr6cBMDe3oEePPtSp842xfr1639KtW2cePnwQ72zDv3vyJBgAB4cUL60HcOTIYS5evIC//2rc3NwB6N27P+fOncPffwmjRo3j1q2b2NnZkTFjJhwcHGjTpgP58xcgRQoH7OzssLW1xdzc/D9fyi1vl5KJIiIiIiIiIvJJqFXra+rWrQ/ELltOkSIF9vYOceqVKFGSjh19ADA3N8fe3p6UKVMZzwcEXOLixQt0797bWFahQiXWrl3Fxo3f06JF6wRj6NdvkPGdiy+kTp0mwfpZsmQ1OU6e3J6nT58C4OGRkxQpUrBkySKuXbvKzZs3CAj4HYDo6JgE23whVarY3aeDgx+/sm5gYAD29vbGRCLE7nSdP39+Dh8+BEDjxk3p2bMblSqV5YsvcuPlVYQKFSrFe4/lw6VlziIiIiIiIiLySUiRIgWZM7uSObMrLi4ZE0xy2dklN9bLmDGTSSIRYPPmjQBMnTqR4sULUbx4Idq3bwXAxo0biIlJOJGXNm06Y9svPsmTJ0+wfnzvcnyxkcnJkyeoW7cW58+fJUeOHLRs2YZhw0a99B78XcaMmUidOg2//nom3vNXr17Bx6cDV64EktDeKTExBiwtY+eqeXrm5YcftjBmzARy5vyMLVs2Ub/+1xw7diTRMcn7TzMTRUREREREREQSKSoqkm3btuDlVQQfn+4m53bt2snChX4cPPgLX31V8p3Hsnz5Ur78siBjx040lq1evfL/v71652Rzc3OqV/8fa9asolGjJnGWRS9btpgLF87h7OyCu3sOQkJCCAy8bJydaDAYOHPmNNmyZQfAz8+XPHnyU7JkKUqWLEXXrj1o0OAb9uzZTaFCXq/c6Vo+DJqZKCIiIiIiIiKSSPv37+Px48c0aNAYNzd3k0/Dho1JntyeDRve/kYs8UmfPj2BgQGcPn2KoKAgNm36gXnzZgMQERGRqDaaN2+Jq6srbdu2YOvWTdy8eYPz588xcuRQtm7dTL9+g7C1tcXLqwgeHjkZPLg/J0+e4OrVK0ycOJbAwMvUr98AiN3QZfz40Rw/fpTbt4PYs2cXd+7cxtMzDwC2tnY8ffqU69f/ICrq1RvEyPtJMxNFRERERERE5I38VnNQUofwn9u0aSNZsmSlcOEicc4lT25PjRo1WbVqOXfu3DbZ1OVdaNOmPQ8ePKBnzy5A7GYtAwYMYejQQVy4cI6sWbO9sg0bG1t8fefj77+EJUsWcefObWxsbMiZ8zNmz55HvnxfArHvmJw2bTYzZkyhb98eRERE8PnnuZg505fcuWOThb169WX69CkMHTqQ4OBgnJ1d6NDBh8qVqwJQpkxZNm7cQKNG9Zg924/cuT3f0Z2Rd8nMYEho1bv8FwwGA/fvhyR1GPKBmDB6b1KHICLy3hg/pRqPHj0jKurVLxcXERGRWE5O9q+91DQsLIzAwCs4OWUgWTLrdxSZiCS1iIhw7t+/g5tbdmxsbBKsp2XOIiIiIiIiIiIikihKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaJkooiIiIiIiIiIiCSKkokiIiIiIiIiIiKSKEomioiIiIiIiIiISKIomSgiIiIiIiIiIiKJomSiiIiIiIiIiIiIJIqSiSIiIiIiIiIiIpIolkkdgIiIiIiIiIh8mP7sliJJ+k075clrX9O+fWtOnToR77kGDRrj49ON9u1b4+zswuDBw/5tiEbDhw/h9u0gfH393lqb8YmKimLdutVs3bqZ69f/IFmyZHh4fEbTps0pUKDQW+snNDSUzZs38vXX9d5am/JhUTJRRERERERERD4JZcuWp3v3XnHKbWxsARg7diIWFm93EWf37j2Jjo55q23+U3h4OD4+7bl79w6tW7fH0zMv4eFhbNr0A507t2fIkBFUrFj5rfTl77+ETZuUTPyUKZkoIiIiIiIiIp8Ea2sb0qRxSvB8ypQp33qf9vYOb73Nf5o3z5fLly+zfPlq0qfPYCzv1q0Xz549Y/LkCZQoUQo7O7t/3ZfBYPjXbciHTe9MFBEREREREREhdin08OFDAP5/9l0NJk+eQNmyJenduzsnThynePFC/PzzburWrUWpUkXp2LENd+/eYdKk8ZQrV5LKlcvy3XfzjW0OHz6E9u1bAxivP3jwFxo0+IYSJbyoV682+/b9bKwfHR3NnDmzqFatAqVLF6Nfv15MmTLB2MY/RUVF8uOPP1CtWnWTROILbdt2ZMqUGVhbWwMQHBzMhAljqFGjMqVKFaV16+acOHHcWD8sLJRRo4ZTpUp5SpYsQpMm37Jnzy4A/PzmsGDBPO7cuU2RIl8SFBTEw4cP6d+/NxUrehvbO3ky/uXk8nFQMlFEREREREREJB43b97k/v0/WbJkOe3adQRik32LFi1g2LBRzJw5h4CASzRuXJ9kyaxYuHAptWp9zdy5s7l8OSDeNqOjo5k5cxrdu/fC338N2bO7MWzYYJ4/fw7A7NnT+f77dfTs2ZdFi/xJk8aJ1atXJhjjrVu3ePIkmDx58sV7Pm3atOTK9QUWFhZER0fTpUsHTp8+xdChI1m0yB93d3e6dOnA+fPnAJg715fAwAAmT57OypXrKFq0GAMH9iMoKIiGDZvQoEFj0qVLz+bNO0ifPj3jx48mPDwMX18/li1bhaurK717dyM0NPRf3Hl5n2mZs4iIiIiIiIh8ErZv38qePT+ZlOXNm5+pU2cmeE3z5q3ImDETgHEGX5s2Hfj881wAFCxYmLNnf6NTp66YmZnRpElzFi7048qVQNzdc8TbZtu2HShYsDAALVq0Zs+eXQQGBpAjhwdr166ha9fulC7tDUCPHr357bczCcb35EkwAA4Or94M58iRw1y8eAF//9W4ubkD0Lt3f86dO4e//xJGjRrHrVs3sbOzI2PGTDg4ONCmTQfy5y9AihQO2NnZYWtri7m5uXG5+K1bN3Fzc8fFJSM2NjZ0796LihWrYG6u+WsfKyUTRUREREREROSTUKJESTp29DEps7a2eek1mTO7xinLlCmz8buNjS0uLi6YmZn9/3FsexEREQm2mTVrNuP35MntAYiMjOLatauEh4eRO3ce43kzMzPy5cvPpUuX4m0rVSpHAIKDH790HACBgQHY29sbE4kv2s+fPz+HDx8CoHHjpvTs2Y1KlcryxRe58fIqQoUKlRJ892PLlm0YOnQge/bsIk+efBQpUpQKFSobl1XLx0dpYhERERERERH5JNjZJSdzZleTT7p06V56zYvk4N9ZWprOzTIze730ipVVsjhlBoMBCwtL4/fEypgxE6lTp+HXX+OfvXj16hV8fDpw5UogCTUbE2MwjsnTMy8//LCFMWMmkDPnZ2zZson69b/m2LEj8V5burQ3mzZtZ+DAoTg7u7BixTLq1avFlSuBiR6DfFiUTBQREREREREReQ9kzpwZa2sbzp79zaT8n8d/Z25uTvXq/2Pz5h+5e/dOnPPLli3mwoVzODu74O6eg5CQEAIDLxvPGwwGzpw5TbZs2QHw8/PlzJnTlCxZih49erN69QYyZcrEnj27AYwzMCF29uXUqZO4desW5ctXpH//QaxduxEzM3MOHNj/r+6FvL+UTBQREREREREReQ/Y2NhSt259/Px82bt3D9ev/8GMGVM4d+6sSRLvn5o3b4mrqytt27Zg69ZN3Lx5g/PnzzFy5FC2bt1Mv36DsLW1xcurCB4eORk8uD8nT57g6tUrTJw4lsDAy9Sv3wCI3dBl/PjRHD9+lNu3g9izZxd37tzG0zN26bWtrR1Pnz7l+vU/MDc348KFc4wdO5KzZ38lKCiIzZt/JDT0ubG+fHz0zkQRERERERERkfdE27btiYyMZMyYEYSGhvHVVyUoWbI04eFhCV5jY2OLr+98/P2XsGTJIu7cuY2NjQ05c37G7NnzyJfvSwAsLCyYNm02M2ZMoW/fHkRERPD557mYOdPX+J7GXr36Mn36FIYOHUhwcDDOzi506OBD5cpVAShTpiwbN26gUaN6zJ7tx8iR45g6dSK9enUjJCSELFmyMmzYKGOf8vExM7zOQnx56wwGA/fvhyR1GPKBmDB6b1KHICLy3hg/pRqPHj0jKiomqUMRERH5YDg52b90hlt8wsLCCAy8gpNTBpIl06Ya79rPP+8mb978ODo6Gst8fDqQPn16BgwYkoSRyccuIiKc+/fv4OaWPd53hb6gZc4iIiIiIiIiIu8Jf/8lDB7cn0uXfico6BYrVizjxIljVKpUJalDEwG0zFlEREQ+UHv3ara2vB9y5dIyLhEReXuGDRvNtGmT6Ny5PWFhYWTPnp1Ro8ZRoEChpA5NBFAyUURERERERETkveHi4sK4cZOSOgyRBGmZs4iIiIiIiIiIiCSKkokiIiIiIiIiIiKSKEomioiIiIiIiIiISKLonYkiIiIiIv/Cnj1bkzoEEQDKlKmc1CGIiMgnQDMTRUREREREREREJFGUTBQREREREREREZFEUTJRREREREREREREEkXvTBQRERERERGRNzJm+J4k6bff4DKvfU3NmlUB8PdfTfLkyU3ODR8+hNu3g/D19UtUWwaDgS1bNlG0aHFSp0792rG8ifbtW+Ps7MLgwcNe67rNm39k48YNBAZeBiB7dnfq12+It3fZtxZbVFQka9as4ttvG721NuX9pZmJIiIiIiIiIvJJuHPnNjNnTv3X7Zw6dZIRI4YQFhb274N6RwwGAwMG9GH69CmUK1cBP79F+PktomjRYgwa1JclSxa9tb62b9/GtGmT31p78n7TzEQRERERERER+SRkzJiJDRvWUaZMOQoX9nrjdgwGw1uM6t1Yt24NP/+8mwULlvDZZ58by7Nly05MTAzz5s2mQoWKZMjg/K/7+hDuh7w97+XMxLlz59K4cWOTst27d1OnTh3y58+Pt7c348aNM/kvACdOnCBnzpxxPkeOHDHWOXToELVr1yZv3rxUqlSJzZs3m/QRHh7OsGHDKFq0KPnz56dHjx48fPjQpM6r2hARERERERGR91OlSpUpWLAwo0cP49mzZwnWCwl5ypgxI6hUyZuyZUvSsWMbLlw4D8CJE8fp2LENALVrV2P16pUUKfIlFy9eMF7fp08PypYtSXR0NAAxMTFUquTN1q2xOYTffjtDx45tKFu2JBUrejNixBCCgx8br69ZsyrTp0+hfv06VKzozcmTJ0zii4qKol+/Xvzvf1W4efNGvGPYsGEtxYuXMEkkvlCv3rfMnDmHNGmcAAgLC2Pu3NnUrl2dkiWL0LhxfXbv3mWsHx0dzcyZ06hRozIlSnhRr15t1q9fC8CmTRsZOXIoAEWKfMmJE8cJCwtl1KjhVKlSnpIli9Ckybfs2bMrThzyYXrvkon+/v5MnTrVpOz48eN06tSJ8uXLs2HDBoYMGcKWLVsYNuyv9wT8/vvvuLq68ssvv5h88ufPD0BgYCBt27alRIkSrF+/nm+++YbevXtz6NAhYxtDhw7ll19+YcaMGSxevJgrV67g4+NjPJ+YNkRERERERETkfWXGgAGDefLkKdOnx78s12Aw0K2bD7du3WLixGksWLCY3Lk9adOmOb//fpE8efIyZswEABYuXEqNGjVxdnbh6NHYyUzR0dGcOHGM58+f8fvvFwE4f/4sT5+GULx4Cc6dO0uHDm3Ils2N+fMXMXr0OM6dO4uPTwdj8hFg7dpVdO/em6lTZ5I7t6exPDo6mmHDBnHhwnl8ff3IlClznDGEh4cTGHiZPHnyxjtGe3sH8uX7EisrKwAGD+7Pli2b6NGjN8uWraJkydIMGNCbvXtj34m5bt0adu/+iZEjx7J69Qa+/rou48eP5vTpU5QrV4Fu3XoCsHnzDvLkycvcub4EBgYwefJ0Vq5cR9GixRg4sB9BQUGv9WvJ++m9WeZ89+5dhgwZwpEjR8iaNavJuZUrV+Ll5UW7du0AyJo1K926dWPgwIEMGzaMZMmScenSJdzd3UmbNm287S9evJicOXPSrVs3ANzc3Dh//jzz58+naNGi3L17l++//545c+ZQsGBBACZPnkylSpU4deoU+fPnf2UbIiIiIiIiIvJ+c3Z2wcenK2PHjsLbuxxeXqZ/zx8/fpSzZ39l27bdpEyZEoD27Tvz669nWLVqBYMHDyNFitjyVKkcsbGx4auvSnL06CGaNGnG+fNnsbKyInfuPJw4cYxcub7gwIFfyJcvHylSpGD58qW4u+egZ88+QOyy4xEjxtC4cX2OHDlEsWJfAVC0aPE4S7ENhhhGjhzKuXNn8fX1w9nZJd4xPn36BAAHhxSvvB9Xr15h376fmThxKsWLlwCgdet2XL4cwOLFCylVqgy3bt3A1tYWFxcXnJzS8s039cmSJRuurlmwsbEheXJ7AONMx1u3bmJnZ0fGjJlwcHCgTZsO5M9fgBQpHF79A8l7772ZmXju3DmsrKzYuHEjefOaZs5btGhBnz59TMrMzc2JjIwkJCQEiJ2Z6ObmlmD7x48fj5PwK1KkCCdOnMBgMHDixAlj2QvZsmUjffr0HDt2LFFtiIiIiIiIiMj7r2bNOhQuXITRo0fw7FmIybnff7+IwWCgZs0qlClT3Pj59ddfuXbtarztffVVSX799QxhYWEcPXqEAgUKkS9ffk6ciM0nHDjwCyVLlgaId8Zgjhwe2Nvbc/nyZWNZ5syucfrZtWsn27Ztwdra2pi4i0/KlKkwMzMjODj4lffixS7PefPmNynPn/9L47k6derx7FkINWpUplmzhsyePQNHR8cEd7Ju3LgpAQEBVKpUljZtWrBo0QIyZsyEvb2SiR+D92Zmore3N97e3vGey5Url8lxZGQkixYtInfu3MYHNyAgAEdHR2rXrs3du3fx8PCgW7du5MmTB4A7d+6QIUMGk3bSpUtHaGgojx494u7duzg6OmJtbR2nzp07dxLVRnz/iMqWTXir9e3bt2NhYYGl5XuT0xURERERkQ+U/q4QeT39+w+iYcN6TJ1qutw5JsZA8uT2LFq0LM41yZIli7etAgUKYGWVjFOnTnDs2BEqVaqKs7MLa9eu4vbtIAICfqdEiYlAwpuVGAxgaflXmuaf+QkAJ6e0DB8+mi5dOrJgwVzat+8cb1tWVlZ8/nkufv31dLznnz59St++PWjZsm2C8cTEGLCwiI3H1dWVtWt/4MSJExw9epgDB/azdOkiBg4cStWq1eNc6+mZlx9+2MLRo0c4duwIW7ZsYuHC+UydOoNChd584xt5P7w3ycTEioqKonfv3gQEBODv7w/A7du3efr0Kc+fP2fgwIFYWFiwbNkyGjVqxPr163F3dycsLCzOP/oXxxEREYSGhsb7PwrW1taEh4cDvLKNN+XomPyNrxUREREREQH9XSHyujJkcMbHpxtjxowgY8ZMpEuXHoh9pdmzZyFERUWRLVt2Y/3Ro0eQI0cOvvmmPmZmZiZtWVpaUaRIUfbt28u5c2cZNGgYadI4ER0djZ/fXNzc3HFxiV2S7O6egzNnTptcHxBwiWfPQsiWLdtLY86X70ty5/akY0cfJk0aT5kyZfnss1zx1q1RoxYTJozh4sULcTZhWbVqOadPn8LFxQVHR0cAzpw5xVdflTTWOXPmlDGeVatWkDp1asqXr4iXVxE6d+5K587t+emnHVStWj3O/fDz8yVPnvyULFmKkiVL0bVrDxo0+IY9e3YrmfgR+KCSiSEhIXTt2pWjR48yc+ZM46xDZ2dnjh07hq2trfHloZ6enpw/f56lS5cybNgwrK2t4yT8Xhzb2tpiY2MTb0IwPDwcW1tbgFe2EZ9du16+W5HBYODRo4R3kBIREREREUkM/V0hiZEqlV2cxM+n7H//q8Xu3Ts5cuSwMZlYpEgxPDxyMnBgX7p370W6dOlZt24NmzdvZNq0WQDY2cXmAAICfidVqlTY2dnx1VclGTNmBE5OacmYMRMAnp552LZtM82atTT2+e23jWjbtiUTJ46jTp1vePjwIZMmjcPD4zMKFSqcqLhr1arDtm1bGDFiKIsW+RtzIX9Xo0ZN9u//GR+f9rRp04HChYsQHh7Gtm1bWLFiGZ07dyVDBmcAihcvwYQJYzEzMyNzZld27tzOvn0/M2rUOAAeP37EwoV+WFvbkCNHDv744xoBAb9Tt24DAGxt7QC4ePE8WbNm59atW2zbtpV+/QaSMWMmzp07y507t/H0zPOav5C8jz6YZOK9e/do3bo1t27dYsGCBRQqVMjkfIoUpi8VNTc3x83Njbt37wKxCcd79+7FadPOzg4HBwcyZMjA48ePiYiIMJl9eO/ePdKnT5+oNt5UVFTMG18rIiIiIiIC+rtC5E317z+Yhg3rGo8tLCyYPn02M2ZMZcCAPoSGhpEtWzbGjp1IwYKxyT43txwUK/YVAwf2pV27TjRs2Jhixb4iOjqaggX/ylcUKuTFiRPHKVmylLEsd25Ppk6dwdy5s2natAHJkyenZMnSdOjgg6Vl3KRgfMzMzOjXbyBNmnzLwoV+tG3bIU4dc3Nzxo2bzJo1K9m4cQOzZ8/A0tKC7NndGDt2kklMI0eOxdd3JqNGDSck5Clubu6MGTOB0qVjX0fXsmUbIiMjmTx5HA8ePCBNmjTUrv0NTZs2B6BgwUJ88UVuWrduztChI+nVqy/Tp09h6NCBBAcH4+zsQocOPlSuXPU1fhl5X5kZ3sOdQ/r27cutW7dYunQpAMHBwdSvX5+QkBDmz59Pzpw5Terv27ePLl26sHHjRjJnjt0SPSoqiipVqlChQgV69uzJ4MGDuXz5MsuXLzde16NHDx4/fsyCBQu4e/cupUqV4rvvvjNusnL16lUqVarEqlWryJcv3yvbeBMGg4H790NeXVEEmDB6b1KHICLy3qhaUy/wlvfDi/94LZLUypSpnNQhyAfAycn+tWcmhoWFERh4BSenDCRLFvc9fiLycYiICOf+/Tu4uWXHxsYmwXofxBt6x4wZw40bN5gwYQKpU6fmzz//NH6io6P58ssvcXR0pE+fPpw9e5bff/+dPn368PjxY5o1awZA48aN+fXXX5k4cSKBgYEsXLiQbdu20apVKwDSp09P1apVGThwIEeOHOHXX3+le/fuFC5cmHz58iWqDRERERERERERkY/Ze7/MOTo6mi1bthAZGUnTpk3jnN+1axeZMmVi0aJFTJw4kZYtWxIeHk6BAgVYtmwZTk6xW6XnyJGD2bNnM2HCBBYvXkymTJmYMGGCcRYiwIgRIxg9ejSdOnUCoGTJkgwcONB4PjFtiIiIiIiIiIiIfKzey2XOnxItc5bXoWXOIiJ/0TJneV9ombO8L7TMWRJDy5xFJCEf1TJnERERERERERERSXpKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaJkooiIiIiIiIiIiCSKkokiIiIiIiIiIiKSKEomioiIiIiIiIiISKIomSgiIiIiIiIiIiKJYpnUAYiIiIiIiIjIhym8+Owk6df6QIfXvqZ9+9acOnXCpMzKyorUqdNQokRJOnXqgo2N7dsK8b01YcIYtm7djJmZOatXbyBNmjRJHdJ7ZdOmjYwcOZTDh08mWKdmzapUrVqd1q3bJXj+zp3bJmXW1takTZuW8uUr0bp1O8zNY+f3xfdc/t22bbtIlcrxDUby7iiZKCIiIiIiIiKfhLJly9O9ey/j8fPnzzly5DBTp04kJsZA7979kjC6dy8g4BLr1q2hT5/+eHkVUyLxHWrQoDENGzY2Hj99+pRdu3bi5zcHOzs7GjduZjz3z+fy71KmTPWOI319SiaKiIiIiIiIyCfB2tqGNGmcjMdp0kDmzK5cvHien37a/tEnE58+fQqAl1dRXFxckjiaj5utre0/njUnWrZsw8mTx9m5c4dJMvGfz+X7Tu9MFBEREREREZFPWrJk1lhY/DXfKjIykpkzp1G9ekXKlClOy5ZNOHLkEBA7m7FMmeKsW7fGpI0FC+bxv/9VISYmBoPBwNKli6hduzqlShWjceP6bNu2xVj3xInjFC9eiIMHf6FBg28oUcKLevVqs2/fz8Y67du3ZvjwISZ9/LPs6tUrdOvWmTJlilO1agUGDx7Agwf34x3jpk0b6dChNQC1a1dn+PAhxjiWLFlEhQplaNasITExMdy9e4chQwZQpUp5SpcuRpcuHQgIuGRsa/jwIQwbNohJk8ZTrlxJKlQojZ+fL1evXqFt2xaUKlWUhg3rcvbsbwne8+joaFasWEbdurUoWbIIdevWYv36ta91j+Lz8OFD+vfvTcWK3pQqVZTWrZtz8uRfy4jDwsKYO3c2tWtXp2TJIjRuXJ/du3cl2F5IyFOGDx9MuXIlqVTJm+XLl720/1dJlswaS8sPe26fkokiIiIiIiIi8kmKioriwIH9bNu2mcqVqxrLR4wYwtGjhxk6dBSLF6+gbNkK9OjRhQMH9mNnZ4e3dzl27Nhq0tb27VupXLkq5ubmzJkzk/Xr19KjR2/8/VdRr963jB8/hrVrVxvrR0dHM3PmNLp374W//xqyZ3dj2LDBPH/+PFGx//nnn7Rr14rMmV357rtlTJo0lWfPntKqVTNCQ0Pj1C9XrgJjxkwAYOHCpXTv3tMYx8GD+5k/fzH9+w8mNDSUNm1acO/ePSZMmIKf3yJsbGxp374Vt28HGdvbuXM7FhYWLFrkT/36jViwwI9evbrSsGFTFixYgrW1NRMmjEkw/unTJ/Pdd/Np2bINy5atpk6dukyZMoGVK/3/1T0aP3404eFh+Pr6sWzZKlxdXendu5vxngwe3J8tWzbRo0dvli1bRcmSpRkwoDd79+6Jt70BA/pw7txZJk6cyvTpvhw8uD/O+xATIyIigi1bNnH06GEqV67y2te/Tz7sVKiIiIiIiIiISCJt376VPXt+Mh6Hh4eTIYMzDRs2oWnTFgDcuHGdHTu2sWTJCjw8cgLQoEEjLl++xLJlSyhevARVq9agY8c23L4dhLOzC+fPn+P69T+oWrU6oaGhrFy5nOHDR1O8eAkAMmXKzO3bQSxbtpivv65r7L9t2w4ULFgYgBYtWrNnzy4CAwPw9Mz7yrGsX7+GdOnSmbxrb9SocVSsWJZdu3ZSrVoNk/o2NjakSJESgFSpHLG3dzCea9CgCa6urgCsW7eGx48fs2iRP46OsRt/DBs2iq+/rsHatavp3LkrEPsuPx+fbpibm/Pttw2ZN282ZctWoGTJUgBUrVqDqVMnxhv7s2chrFu3hi5dulOxYmUAXF1duX37FosXf0e9eg3e+B7dunUTNzd3XFwyYmNjQ/fuvahYsQrm5uZcvXqFfft+ZuLEqcbfpnXrdly+HMDixQspVaqMSVt//HGNI0cOM2OGL/nyffn/92I0tWpVjdPvPy1evJDly5caj8PCwnB1zUK3br2oU+cbk7r/fC5fKFWqDEOHjnxlX/81JRNFRERERERE5JNQokRJOnb0wWCA8+fPMmXKRAoVKkzTpi2MS08vXfodgLZtW5hcGxUVZUzA5c//JS4uGdmxYxtNm7Zg27Yt5MmTj8yZXTl//hzh4eEMHjwAc3Mz4/XR0dFEREQQFhZmLMuaNZvxe/Lk9gBERkYlaiy//36RK1cCKVOmuEl5REQ4165dTewtASBz5szG74GBl3F1dTUmEiE2EZkrV24CAy8by1xcMhp3JLa1jd0FO1OmTMbz1tbWREZGxtvftWvXiIqKIm/e/Cbl+fMXYOXK5Tx8+NBYltA9On36JN26dTaey5DBmRUr1tKyZRuGDh3Inj27yJMnH0WKFKVChcpYW1sb44/b75f4+s6ME+eL+rlyfWEsS5MmDS4uGeMd19/VqvU1devWJyYmhmPHjjB79kzKli1vkkx+4cVz+U92dnav7CcpKJkoIiIiIiIiIp8EO7vkZM4cOwPP1dWVtGnT0rlzeywsLI2br8TExAAwZ86COMkcCwsLAMzMzKhSpRrbt2+lUaOm/PTTDtq27WBy/ahRY8mSJWucGJIlS2b8bmWVLM55g8GQYPzR0dHG7zExMRQoUIhevfrGqefg4BCn7GWsrW1e2X9MTIzJu/7ie++fmVni3qb3sj7+2XZC9+izz75gyZIVceIpXdqbTZu2c+jQQY4dO8qKFctYsGAe8+cvfkm/BpN3Zv5tRMbzf5eYdx6mSJHC+KxlyZIVO7vkDB8+GFtbW5PNV8D0ufwQ6J2JIiIiIiIiIvJJKlCgEN9+24j169dw6NABANzc3AF48OA+mTO7Gj+bNm1k06aNxmurVKnG1atX2LBhLc+fP6NcufIAZM2aFQsLS+7cuWNy/cGDB1i+fKlxNt+rWFlZ8exZiPE4JiaGW7duGo/d3Ny4du0q6dNnMPaRIkVKpk6daDKD8HW5u+fg+vXrJrMDw8PDuXjxPNmyZX/jdv8uW7ZsWFpacubMKZPyM2dOkSaNEylSpHhlGzY2Nib319nZhYiICKZOncStW7coX74i/fsPYu3ajZiZmXPgwH7c3XMY+/lnv9myZYvTh4eHBwC//nraWPb06VNu3rzxukOmSpVqlC1bnrlzZ3P5csBrX/8+UTJRRERERERERD5Zbdq0J3NmV8aNG83z58/Jnt2N4sVLMG7caPbv38utWzdZunQRS5Z8R8aMfy3jdXZ2oUCBgsyePZNSpcoYl+Da2ztQq1Yd5s2bzdatm7l16yY//vg9s2ZNI00ap0TH5enpybFjRzh06AA3blxn0qRxhIQ8NZ6vU6cuISEhDBkygICASwQEXGLgwL6cP3+e7Nnd3/h+VKxYiZQpUzJgQB/Onz9HQMAlhgwZwPPnodSqVeeN2/275MntqVmzDn5+c9ixYxs3blxn7dpVrFu3hgYNGmNmZvbqRuKRLFkyLlw4x9ixIzl79leCgoLYvPlHQkOf4+mZh2zZslO8eAkmTBjLgQP7uX79DxYsmMe+fT/TsGGTOO1lypSZsmXLM3HiOI4ePUJg4GWGDh2Y4PLtV+nRow92dskZPXqEcRYmQHh4GA8e3I/3ExER8UZ9vUta5iwiIiIiIiIib8T6QIekDuFfs7a2pl+/QXTs2IY5c2bRvXsvRo0ay5w5sxg3bhRPnjwhY8ZMDBgwmKpVq5tcW7VqDY4fP0bVqqabnXTt2gNHR0fmzfPl/v0/SZ8+Pa1bt6NRo6aJjqtBg8bcvHmTAQP6YGWVjOrV/0f58hWNS25dXDLi6+vH7NnTadOmORYWFuTJk4/Zs+eZvO/wddnbO+Dr68f06VPo1KkdAHnz5mPevIWJeldgYnXt2oNUqVIxa9Z0Hj58QObMrvTo0YeaNWv/q3ZHjhzH1KkT6dWrGyEhIWTJkpVhw0YZN1AZOXIsvr4zGTVqOCEhT3Fzc2fMmAmULu0db3uDBg1jxowpDBzYF4Mhhpo16/D48aM3ii116tR07dqD4cMHs2rVcr79thEAu3btZNeunfFeM3r0eLy9y71Rf++KmeFli/HlnTMYDNy/H/LqiiLAhNF7kzoEEZH3RtWar/cuIJF35e7du0kdgggAZcpUTuoQ5APg5GT/2rO+wsLCCAy8gpNTBpIls35HkYlIUouICOf+/Tu4uWXHxsYmwXpa5iwiIiIiIiIiIiKJomSiiIiIiIiIiIiIJIqSiSIiIiIiIiIiIpIoSiaKiIiIiIiIiIhIoiiZKCIiIiIiIiIiIomiZKKIiIiIiIiIiIgkipKJIiIiIiIiIiIikiiWSR2AiCReq0f/S+oQRETeG7fZndQhiIiIiIh8cjQzUURERERERERERBJFMxNFRERERERE5I303ZYrSfodW+n8a1/Tvn1rTp06YVJmZWVF6tRpKFGiJJ06dcHGxvZthfjemjBhDFu3bsbMzJzVqzeQJk2apA7pozB8+BBu3w7C19fvpfUePHjAihXL2L9/L3fv3sHc3AI3NzeqVq3B//5XCzMzM5P6AQGX8PdfwokTx3nyJJh06dJTtmx5GjduSvLk9u9ySAlSMlFEREREREREPglly5ane/dexuPnz59z5Mhhpk6dSEyMgd69+yVhdO9eQMAl1q1bQ58+/fHyKqZE4n/sypVAOnduj7OzMx07+uDunoPIyEiOHDnMrFnTuHDhHP36DTLW37NnF0OGDKBChUqMGTOe1KnTEBBwiRkzpnLkyCFmzZqHnZ3dfz4OJRNFRERERERE5JNgbW1DmjROxuM0aSBzZlcuXjzPTz9t/+iTiU+fPgXAy6soLi4uSRzNpyUmJoYhQwaQIUMG5syZj6WllfFclixZcXV1pWvXTtSv35Bs2bLz4MF9RowYSu3aX9O1a09jXReXjLi5uVOvXh3WrFlJ06Yt/vOx6J2JIiIiIiIiIvJJS5bMGguLv+ZbRUZGMnPmNKpXr0iZMsVp2bIJR44cAmJnM5YpU5x169aYtLFgwTz+978qxMTEYDAYWLp0EbVrV6dUqWI0blyfbdu2GOueOHGc4sULcfDgLzRo8A0lSnhRr15t9u372VinffvWDB8+xKSPf5ZdvXqFbt06U6ZMcapWrcDgwQN48OB+vGPctGkjHTq0BqB27eoMHz7EGMeSJYuoUKEMzZo1JCYmhrt37zBkyACqVClP6dLF6NKlAwEBl4xtDR8+hGHDBjFp0njKlStJhQql8fPz5erVK7Rt24JSpYrSsGFdzp79LcF7/qp7NHHiOLy9v+L27SAAQkND+eabmvTs2dVYZ9u2LTRqVI9SpYpSu3Z1Vq1abjwXEvKUMWNGUKmSN2XLlqRjxzZcuPDX8viwsFBGjRpOlSrlKVmyCE2afMuePbuM569fv07Xrh0pW7Yk3t5f0aVLBy5fDkhwPK9y8uRxAgIu0alTF5NE4gtFihRj9eoNZMuW/f/HtpXw8DCaN28Vp26mTJmZNWsu1avXTNRY3jYlE0VERERERETkkxQVFcWBA/vZtm0zlStXNZaPGDGEo0cPM3ToKBYvXkHZshXo0aMLBw7sx87ODm/vcuzYsdWkre3bt1K5clXMzc2ZM2cm69evpUeP3vj7r6JevW8ZP34Ma9euNtaPjo5m5sxpdO/eC3//NWTP7sawYYN5/vx5omL/888/adeuFZkzu/Ldd8uYNGkqz549pVWrZoSGhsapX65cBcaMmQDAwoVL6d69pzGOgwf3M3/+Yvr3H0xoaCht2rTg3r17TJgwBT+/RdjY2NK+fStjYg9g587tWFhYsGiRP/XrN2LBAj969epKw4ZNWbBgCdbW1kyYMCbB+F91jzp16kLatOkYN24UANOmTSIsLJRBg4YC8NNPOxg+fDCVK1dl6dJVtG/fiVmzprNp00YMBgPduvlw69YtJk6cxoIFi8md25M2bZrz++8XAZg715fAwAAmT57OypXrKFq0GAMH9iMoKHaMgwb1JW3adHz33TIWLFiCubkFffv2SNRvE5+TJ09gbW1N3rz5E6zj6prF+P3ixfO4umYhZcpU8dbNly8/qVOnTtRY3jYtcxYRERERERGRT8L27VvZs+cn43F4eDgZMjjTsGET43LRGzeus2PHNpYsWYGHR04AGjRoxOXLl1i2bAnFi5egatUadOzYhtu3g3B2duH8+XNcv/4HVatWJzQ0lJUrlzN8+GiKFy8BxM4ku307iGXLFvP113WN/bdt24GCBQsD0KJFa/bs2UVgYACennlfOZb169eQLl06k3dAjho1jooVy7Jr106qVathUt/GxoYUKVICkCqVI/b2DsZzDRo0wdXVFYB169bw+PFjFi3yx9HREYBhw0bx9dc1WLt2NZ07dwUgZcpU+Ph0w9zcnG+/bci8ebMpW7YCJUuWAqBq1RpMnTox3tgTc49sbGwYOnQkrVo1Y9SoYWze/CMzZvgak2srV/pTrlwFGjZsAoCrqyvPnj3D2tqa48ePcvbsr2zbtpuUKWPH3L59Z3799QyrVq1g8OBh3Lp1Ezs7OzJmzISDgwNt2nQgf/4CpEgRe19u3bpJ4cJFcHFxxtLSioEDh3Dt2jViYmIwN3/9uXkPHz4gRYoUJtf++eef1K1b06Re06YtaNasJU+eBOPgkCJRbb9qLG+bkokiIiIiIiIi8kkoUaIkHTv6YDDA+fNnmTJlIoUKFaZp0xZYWsamSC5d+h2Atm1N30UXFRVlTMDlz/8lLi4Z2bFjG02btmDbti3kyZOPzJldOX/+HOHh4QwePABz87925o2OjiYiIoKwsDBjWdas2YzfX+zMGxkZlaix/P77Ra5cCaRMmeIm5RER4Vy7djWxtwSAzJkzG78HBl7G1dXVmEiE2ERkrly5CQy8bCxzccloTIzZ2sbugp0pUybjeWtrayIjI+Pt7+rVK6+8RzY2Nnz+eS6aNWvOggV+1K/fgAIFCpnEWb58JZN2a9asDcCyZYsxGAzUrFnF5HxERCTh4REANG7clJ49u1GpUlm++CI3Xl5FqFChkvE3bteuI1OmTGLdujV8+WUBihQpRoUKld4okQixydcnT56YlKVOnZolS1YYjzt0aGO8Z6lSOXLnzoVEtf2qsbxtSiaKiIiIiIiIyCfBzi45mTPHzsBzdXUlbdq0dO7cHgsLS+PmKzExMQDMmbMgzk65FhYWAJiZmVGlSjW2b99Ko0ZN+emnHbRt28Hk+lGjxpIlS9Y4MSRLlsz43coqWZzzBoMhwfijo6ON32NiYihQoBC9evWNU8/B4fWSSNbWNq/sPyYmxphwBUy+v2BmlrhE2+vco4sXL2BhYcnJkyeIjIzEysoqwf7/at9A8uT2LFq0LMG2PT3z8sMPWzh69AjHjh1hy5ZNLFw4n6lTZ1CokBdff10Pb+/yHDz4C8ePH2XePF+++24+S5aseKNdsPPmzc/ixQs5e/Y3cuf2BGKfpxfP44vjFzw987Jz53YeP35EqlSOcdqbOnUSyZMnp3Xrdq8cy9umdyaKiIiIiIiIyCepQIFCfPttI9avX8OhQwcAcHNzB+DBg/tkzuxq/GzatJFNmzYar61SpRpXr15hw4a1PH/+jHLlygOQNWtWLCwsuXPnjsn1Bw8eYPnypYme2WZlZcWzZyHG45iYGG7dumk8dnNz49q1q6RPn8HYR4oUKZk6daLJDMLX5e6eg+vXr/Pw4UNjWXh4OBcvnjduDvJvJfYebdiwlmPHjjJjhi93797Fz2/O39rIzoUL50zanTp1Ev369cLNzY1nz0KIiooyaX/p0sXGTW78/Hw5c+Y0JUuWokeP3qxevYFMmTKxZ89uHj58yMSJY4mKiqRatRoMHTqSZctW8eDBfU6dOvFGY/byKkL27G7MmjWdqKi4MzafPHli8q7LcuXKY2dnx6JFC+LUvXbtKhs2rDUmVF82lndByUQRERERERER+WS1adOezJldGTduNM+fPyd7djeKFy/BuHGj2b9/L7du3WTp0kUsWfIdGTP+tYzX2dmFAgUKMnv2TEqVKmNcpmxv70CtWnWYN282W7du5tatm/z44/fMmjWNNGmcEh2Xp6cnx44d4dChA9y4cZ1Jk8YREvLUeL5OnbqEhIQwZMgAAgIuERBwiYED+3L+/HmyZ3d/4/tRsWIlUqZMyYABfTh//hwBAZcYMmQAz5+HUqtWnTdu9+8Sc49u3LjO9OlTaNWqLV9+WYBu3XqybNlizpw5DUCTJs3YuXMHq1ev5ObNG2zfvpUNG9ZSsmQpihQphodHTgYO7MuJE8e4ceM6U6dOYvPmjcaE6K1btxg/fjTHjx/l9u0g9uzZxZ07t/H0zEOKFCk4cOAXRo8ewaVLv3Pr1k2+/34dVlZWfPbZ5wmO68mTYA4dOhDnExYWhoWFBaNGjSMo6BatWjXjp592cPPmDa5evcKqVctp2PAbIiMj+eKL3EDsMudevfqxZs0qRo0axrlzZ7l58wZbt26mS5eO5MjhwbffNnzlWN4FLXMWERERERERkU+WtbU1/foNomPHNsyZM4vu3XsxatRY5syZxbhxo3jy5AkZM2ZiwIDBVK1a3eTaqlVrcPz4MapWNd3spGvXHjg6OjJvni/37/9J+vTpad26HY0aNU10XA0aNObmzZsMGNAHK6tkVK/+P8qXr0hMTOwyZBeXjPj6+jF79nTatGmOhYUFefLkY/bseSbvO3xd9vYO+Pr6MX36FDp1agdA3rz5mDdvIS4uGd+43X962T2Kjo5m2LBBZMmS1bjBSqVKVdi5cxvDhw9m6dKVlChRin79BrB06WJmzJhChgzOdOnSg8qVqwEwffpsZsyYyoABfQgNDSNbtmyMHTvRuOFNr159mT59CkOHDiQ4OBhnZxc6dPAx7uo9efJ0ZsyYSqdO7QgPDyNHDg8mTZpOpkyZ4x8Qse9x7Natc5zy9es34eLiQrZs2Vm2bBWrVi1n0aIFBAUFERMTjatrFqpV+x916nyDk1Na43UVK1YmXbp0+PsvpXfv7oSEPCVDBmeqVatBgwaNsbGxTdRY3jYzw8sW48s7ZzAYuH8/5NUVRYBHvVIldQgiIu+N283fzbINkdd19+7dpA5BBIAyZSondQjyAXByssfMzOzVFf8mLCyMwMArODllIFky63cUmYgktYiIcO7fv4ObW3ZsbGwSrKdlziIiIiIiIiIiIpIoSiaKiIiIiIiIiIhIoiiZKCIiIiIiIiIiIomiZKKIiIiIiIiIiIgkipKJIiIiIiIiIiIikihKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaJkooiIiIiIiIiIiCSKkokiIiIiIiIiIiKSKEomioiIiIiIiIiISKJYJnUAIiIiIiIiIvJhCtuVIkn6tSn75I2ui4qKYt261Wzdupnr1/8gWbJkeHh8RtOmzSlQoNBbiy80NJTNmzfy9df13riNoKBbDBjQh8uXAyhZsjSjRo17reuHDx/C7dtB+Pr6vXEM8TEYDGzZsomiRYuTOnVqAL77bj4rViwjMjKS2bP9+PzzXImOLSgoiNq1qzFr1jwKFCgYp+6JE8fp2LEN69dvwsXF5aVxbd78I5s3/8jVq4E8e/aM9OnTU7x4CZo0aU6aNE4m9UNDQ1mxYhk//bSDoKBbJE9uT+7cnjRv3orPPvv8De7Mp0PJRBERERERERH56IWHh+Pj0567d+/QunV7PD3zEh4exqZNP9C5c3uGDBlBxYqV30pf/v5L2LTp3yUTV69eyd27d1myZAUpU6Z6K3G9DadOnWTEiCGsX78JgJCQp8yb50uzZi2pUaMmadOm/c9jiomJoW/fnpw+fZKmTVvSq1df7OzsuHLlCt99N59mzRqxePFyY/Lz8eNHtG3bEktLS1q1aoeHhwdPnz5lxYpltG3bksmTp8eb2JRYSiaKiIiIiIiIyEdv3jxfLl++zPLlq0mfPoOxvFu3Xjx79ozJkydQokQp7Ozs/nVfBoPhX7fx9OkTsmTJQrZs2f91W2/TP8f29OlTDAYDBQsWwtk54ZmD79KKFf4cOPALCxYsNplVmCGDM19+WYAGDb7B338JnTt3BWDChLFEREQwf/5iHBwcjPWHDRtF587tGD9+NCtWrMXcXG8HjI+SiSIiIiIiIiLyUYuKiuTHH3+gWrXqJonEF9q27Ujt2t9gbW0NQHBwMPPmzWb//n0EBz/Gw+Mz2rXraJytFhYWyqRJEzhwYD8hIU/JmjUbzZu3okyZsvj5zWHBgnkAFCnyZYLLc3/77Qxz5szi4sWLWFpa8tVXJfDx6UbKlKlo3741p06dMLYR3xLg6OhofH1nsmPHNh49eoiLS0bq1WtA7dpf/23cUcyYMYXNm38kLCyMwoWL0KfPANKkSQPA3bt3mD17BseOHeX582fkzZuPTp26kiOHBxC7HDksLJSQkBDOnv2N5s1bMmvWdABq167GwIFDGTlyKAAdO7Ylf/4C+Pr6cfr0Sfz85nDhwgUiIyNwcclIs2YtqVy56hv/hgkxGAysWbOSypWrxLs82cbGhlmz5hqXOT948ICff95N585dTRKJAGZmZvTpM4Dw8HDMzMwA2LJlE0uXLuLWrZukTJkSb+9ydOzYhWTJkr31sXwolGIVERERERERkY/arVu3ePIkmDx58sV7Pm3atOTK9QUWFhZER0fTpUsHTp8+xdChI1m0yB93d3e6dOnA+fPnAJg715fAwAAmT57OypXrKFq0GAMH9iMoKIiGDZvQoEFj0qVLz+bNO0ifPn2c/s6dO0uHDm3Ils2N+fMXMXr0OM6dO4uPTweio6MZO3YiZcuWx9MzD5s37yBPnrxx2li3bg27d//EyJFjWb16A19/XZfx40dz+vQpY53ffjvDkydPmTt3IZMmTee3335l5sypADx79ow2bVpw7949JkyYgp/fImxsbGnfvhW3bwcZ29i9+ycKF/Zi0aJllCtXgTFjJgCwcOFSSpcuw8KFSwEYM2YCY8dO5N69e3Tp0onPP/+CxYv9WbJkBV98kZvRo4fz4MGDN/r9XiYo6BZ37tymUCGvBOs4O7sYk38BAb8THR2d4LOQObMr7u45MDMzIyDgEmPGjKB163asXr2BAQOGsHXrZpYtW/LWx/Eh0cxEEREREREREfmoPXkSDICDw6s3jDly5DAXL17A3381bm7uAPTu3Z9z587h77+EUaPGcevWTezs7MiYMRMODg60adOB/PkLkCKFA3Z2dtja2mJubh5n048Xli9firt7Dnr27ANAtmzZGTFiDI0b1+fIkUMUK/YV1tY2WFpaJdjGrVs3sLW1xcXFBSentHzzTX2yZMmGq2sWYx0nJyf69RuIubk5WbJkpXz5ihw9ehiAbdu28PjxYxYt8sfR0RGIXeb79dc1WLt2tXFJcIoUKWjUqKmxzaCg2ERjqlSO2Ns7kCqV4//XS0nKlCm5efMGrVu3pWHDJsbZfU2aNGfLlk3cuPGHcVbk2/Lw4QNjPH/Xo0cXTp48bjzOkMGZFSvW8uRJ7OY9/5yVGJ+goFuYmZnh7OxChgzOZMjgzLRps0mePPlbHMGHR8lEEREREREREfmovUg0BQc/fmXdwMAA7O3tjYlEiF3+mj9/fg4fPgRA48ZN6dmzG5UqleWLL3Lj5VWEChUqYW//6gRVbB+X8fIqYlKWI4cH9vb2XL58mWLFvnplG3Xq1GPv3j3UqFEZD4+cFC5chPLlKxo3GQHImDGTyXv/HBwcCA8PN8bg6upqTCRC7JLgXLlyExh42ViWKZNrosb0V/3MVKtWg9WrV3D58mVu3rzB5cuXAIiOjnmtthIjZcrY+F8kjF/o23cgYWGhQOxmNvv37wX+/iwEkznzy9suUqQYnp55aN68ES4uGfHyKkKJEqU/+d2etcxZRERERERERD5qGTNmInXqNPz665l4z1+9egUfnw5cuRJIQnunxMQYsLSMnZPl6ZmXH37YwpgxE8iZ8zO2bNlE/fpfc+zYkUTFk9AGLQYDxj5exdXVlbVrf2DKlJkUKFCIAwf206TJt2ze/KOxjrm5RYJ9JxRDTEyMSQwv3iOZWFevXqFu3Vr88st+XF1dady4KdOmzX6tNl5HxowZcXJy4uTJEybladOmJXNmVzJndiVFir9mpH7+eS4sLS0TfBaOHTtCz55defDgPtbW1syaNY/Fi5dTs2Ztrl//g549uzBq1LB3Np4PgZKJIiIiIiIiIvJRMzc3p3r1/7F584/cvXsnzvllyxZz4cI5nJ1dcHfPQUhIiMnsPIPBwJkzp407K/v5+XLmzGlKlixFjx69Wb16A5kyZWLPnt0AxuW9CXF3z8GZM6dNygICLvHsWQjZsmVL1JhWrVrBnj278fIqQufOXfH3X03BgoX56acdibre3T0H169f5+HDh8ay8PBwLl48/9IdpF81tvXr1+LomJoZM3xp3LgZxYp9xYMH9///7L/f5fqfLCwsqFv3W7Zs2URAwKV469y7d9f43cHBAW/v8qxevZxnz0JM6sXExLB48UKuX/+D1KnTcPDgARYsmEfOnJ/RpElzZs2aR+vW7di5M3H3+GOlZc4iIiIiIiIi8tFr3rwlR44com3bFrRt2wFPz7w8efKE9evXsHXrZkaOHIutrS1eXkXw8MjJ4MH96dGjD46Ojqxdu4rAwMv07t0XiN3QZdu2rfTrN5CMGTNx7txZ7ty5jadnHgBsbe14+vQp16//gYuLC5aWViaxfPttI9q2bcnEieOoU+cbHj58yKRJ4/Dw+IxChQonajyPHz9i4UI/rK1tyJEjB3/8cY2AgN+pW7dBoq6vWLESixcvZMCAPnTu3BUrKysWLJjH8+eh1KpVJ8Hr7OxsgdiNTFKlShXnfPr06bl37y4HDx4gW7ZsXLx4gcmTYzdtiYiISFRs8Tl16gR//HHVpCxTpsxkzuxKo0ZN+f33i7Rt25ImTZpRvHgJkie3JzAwgDVrVnH06GGqV/+f8Tofn660bduSNm1a0Lp1Ozw8cnLv3j2WLl3Eb7/9xvTpszEzM8PS0pIFC+ZhZ2dHqVJlePIkmAMH9ht/50+VkokiIiIiIiIi8tGzsbHF13c+/v5LWLJkEXfu3MbGxoacOT9j9ux55Mv3JRA7023atNnMmDGFvn17EBERweef52LmTF9y545NIvXq1Zfp06cwdOhAgoODcXZ2oUMHHypXrgpAmTJl2bhxA40a1WP2bD9y5/Y0iSV3bk+mTp3B3Lmzadq0AcmTJ6dkydJ06OATJ/GYkJYt2xAZGcnkyeN48OABadKkoXbtb2jatHmirre3d8DX14/p06fQqVM7APLmzce8eQtxccmY4HVubjkoVuwrBg7sS7t2nShTpqzJ+bp1v+WPP64xdOhAoqIiyZTJlfbtO+HnN4cLF85TtGjxRMX3TyNGDIlT1rJlG1q3boe5uTmjRo1j166d/PjjD6xatYKnT5+QJo0T+fLlx9fXj/z5Cxivc3JKy/z5i1my5DtmzpzGn3/ew8HBAU/PvMyfv4gcOTwAKFzYi/79B7N8+VLmzJmNjY0NxYoVx8en+xuN4WNhZkhokbz8JwwGA/fvh7y6ogjwqFeqpA5BROS9cbv57qQOQQSAu3fvvrqSyH+gTJnKSR2CfACcnOxfuUz1n8LCwggMvIKTUwaSJXu99+eJyIcjIiKc+/fv4OaWHRsbmwTr6Z2JIiIiIiIiIiIikihKJoqIiIiIiIiIiEiiKJkoIiIiIiIiIiIiiaJkooiIiIiIiIiIiCSKkokiIiIiIiIiIiKSKEomioiIiIiIiIiISKIomSgiIiIiIiIiIiKJomSiiIiIiIiIiIiIJIplUgcgIonnXapXUocgIvLe8E/qAEREREREPkGamSgiIiIiIiIin4Rt27bQsmUTSpcuRpkyxWnevBEbNqw1qVOzZlX8/Oa89b5DQ0NZu3aV8TgyMpL+/XtTqlRRqlWrQExMzCvb+HtsmzZtpEiRLxOs6+c3hyJFvjT5lCxZhLp1a7Fo0YJE9fc+++f9fF0v7t/fP8WKFaR8+VJ07tye33+/+BajfbV39dy98Krn5XW8lzMT586dyy+//MLSpUuNZRcuXGDUqFGcPXuW1KlT06xZM5o0aWI8HxMTw8yZM1mzZg1Pnz6lUKFCDB48mMyZM/+nbYiIiIiIiIh8KraN/TxJ+q3U98JrX/Pjj98zefIEunfvRd68+TEYDBw5cpjJkyfw8OFDWrZs8w4i/Yu//xI2bdrI11/XA+DQoYPs3v0TkyZNw909B+bmb3++V7p06fnuu79yK+HhERw8uJ/JkydgZWVFw4Yfbj7jn/fzTW3evMP4PTo6mj/+uMbUqZPo2rUj69b9iJ2d3b8NNVG++24Z1tbW/0lf/9Z7NzPR39+fqVOnmpQ9evSI5s2b4+rqyrp16+jYsSMTJ05k3bp1xjqzZ89m+fLljBgxgpUrVxITE0OrVq2IiIj4T9sQERERERERkffPunVrqF69JtWr18TVNQtZsmSlbt361K/fkFWrlr/z/g0Gg8nx06dPAChW7CvSp8/wTvo0NzcnTRon48fFxYWvv65HwYKF2b596zvp87/yz/v5pv5+f9KlS0+hQl707NmHR48ecfz4sbfSR2I4Ojr+Z4nLf+u9mZl49+5dhgwZwpEjR8iaNavJudWrV2NlZcXw4cOxtLTEzc2NP/74g3nz5lGnTh0iIiJYuHAhPXv2pHTp0gBMmTKFEiVKsGPHDqpVq/aftCEiIiIiIiIi7ydzc3N+++0MT548IUWKFMbyJk2aU736/0zqPnhwnz59enDkyCGsrW2oXLkqnTt3xcLCAoDffjvDnDmzuHjxIpaWlnz1VQl8fLqRMmUqIHbJqrd3OQ4e/IVHjx7h5ubOyZPHAShS5EuqVKnOli0/AlC0aAFatmxD69bt+OGHDaxevYKbN29gZmZGzpyf0bVrTz7/PNdbvRcWFhZYWVkBsas0ly5dxObNP3L7dhBWVsnIkycvPXv2IVOmzEydOpH9+/exbt1G4/UhIU+pWrUCo0eP59GjRyxaNJ+GDZuwaNFCHj9+TLFixenevTczZ05l376fsbd3oE2bdlSvXhOITQQuW7aYDRvW8eDBA1xdXWnYsAmVKlUB4MSJ4/j4tGfChCnMnDmNGzeu4+KSkY4dfShZsjR+fnNYsGCe8X6uX78JGxsbJk4cy4kTxwkLC8XD4zPat+/El18WeO37kyxZ7AxBS8u/0ma//LIPP785XLt2lbRp01K+fCWaN29FsmTJAHj+/DmzZ89gz55dPH/+jM8++5wuXbrz2Wexv92vv55h9uzpXLhwnlSpHPnqqxJ06NCZ5MntgdhnpmrV6lStWp06dWowadJ0ihUrbux/5MihXL9+nXnzFhIZGcncubPZvn0LISEhZM/uRps27fHyKmqs//PPu/Hzm8ONG9f5/PNcFCrk9dr3ISHvzczEc+fOYWVlxcaNG8mbN6/JuePHj1O4cGGTH7FIkSJcu3aN+/fvc/HiRZ49e0bRon/dtBQpUpArVy6OHTv2n7UhIiIiIiIiIu+nRo2a8vvvF6levRLdu/uwZMkizp8/h729Pa6uWUzq/vjjD3z5ZQGWL19Dp04+rFzpb0z+nTt3lg4d2pAtmxvz5y9i9OhxnDt3Fh+fDkRHRxvbWLt2Fd2792bq1JmMHz+JBg0aky5dejZv3kH37j3p1q0nELvMtmHDJvz8824mTRpHo0ZNWblyHTNnziEiIoLRo4e/tXsQFhbGpk0bOXr0MGXLVgBg1arl+PsvwcenG6tXb2D8+EncuHGd6dOnAFC1ag1u3brJ6dOnjO389NMOHBwcKFKkGAC3b99h166fmDx5OmPGTGDfvr00bPgNOXN+zqJF/hQtWpzx48cQHPwYgDlzZrJ+/Vp69OiNv/8q6tX7lvHjx7B27WpjH9HR0cycOY3u3Xvh77+G7NndGDZsMM+fP6dhwyYm9zN9+vSMHz+a8PAwfH39WLZsFa6urvTu3Y3Q0NDXukdBQbeYOXMaGTJkIH/+2HcMHjp0gAED+lKzZm38/VfTq1c/du3aybBhg4zXDRjQh8OHDzBo0FCWLFmBi0tGfHw68OTJEwICLtG5c3uKFCnG0qWrGDZsFBcvXsDHp0OcGZYuLhnJn78AO3b8NXM0PDycPXt2U7VqdQBGjBjC0aOHGTp0FIsXr6Bs2Qr06NGFAwf2A7GJy379elGmTFmWLVtFlSrVWbp00Wvdh5d5b2Yment74+3tHe+5O3fu4OHhYVKWLl06AG7fvs2dO3cAcHZ2jlPnxbn/og0nJ6c4sZctWzbeMQFs374dCwsLLC3fm5yuiIiIiIh8oPR3hcjLeXuXY968haxatYIjRw5z8OAvALi6ZmHAgCHkzZvPWLd0aW/q1WsAxCZ3Vq1awYULF6hevSbLly/F3T0HPXv2ASBbtuyMGDGGxo3rc+TIIYoV+wqAokWLU7jwX7PBbG1tjcuOAeOMtBfHKVOmpH//wcbZec7OLlSvXpOJE8e+8Zjv3r1DmTJ/zW4LDQ3F3t6eevUaUK/etwBkypSZwYOH89VXJY39enuXY/funwDIkcODzz77nG3bNpMvX34ANm/eRMWKVYwzNaOjo+jRozfZsmXHzc0dDw8PLC2taNCgEQDfftuQjRs3cP36H7i7W7Ny5XKGDx9N8eIljDHcvh3EsmWL+frrusZ427btQMGChQFo0aI1e/bsIjAwAE/PvHHu561bN3Fzc8fFJSM2NjZ0796LihWrvPJdlH+/P1FRUVhZWVG4cBEGDRqGra0tAIsWLaBmzVrUqvW1Md4+ffrTsWNbOnbsQmRkBIcOHWDatFnG2YG9e/fHwSEFjx8/xt9/CV5eRWjWrCUArq6ujBgxhtq1q3Py5AkKFChoElPVqtWZNGkcYWGh2NjY8ssv+4iOjqJcufLcuHGdHTu2sWTJCjw8cgLQoEEjLl++xLJlSyhevARr1qwkT568tGrV9v/7y8KVK5dZtWrFS+9FYr03ycSXCQsLM04bfeHFSynDw8ONWeb46gQHB/9nbbwpR8fkb3ytiIiIiIgI6O8KkcTInTsPuXPnISYmhoCASxw8+Atr1qyiW7fOrF37A6lTpwaIM1PRwSEF4eFhAAQGXsbLq4jJ+Rw5PLC3t+fy5cvGZGLmzK6vFVv+/AW4evUKCxf6ce3aNW7evM7lywH/atdlJ6e0zJ4duxzYzMwMGxsb0qRxwszMzFinRIlSnD37G/Pm+fLHH9e4fv0Prly5Qtq0aY11qlX7H3PnzqJ7997cvXuH3347Q//+g0z6+vvmtTY2tmTI8Nd7IK2tbQCIiIjk6tUrhIeHM3jwAMzN/4ojOjqaiIgIwsLCjGVZs2Yzfn+RfI2MjIp3rC1btmHo0IHs2bOLPHnyUaRIUSpUqPzKTU2WLIlNsD169Ii5c2fx8OFD2rXriIuLi7HO779f5Pz5c2zc+L2x7MWMwmvXrhIWFptTyp3b829jtqZr1x7G62/cuG6SuHzh2rWrcZKJ3t7lmDRpHPv27aVChUps27aFUqXKkDy5PYcPHwKgbdsWJtdERUVhb+8AxD6jhQubPqOennk/rWSijY2NcROUF14k7+zs7LCxefFQRhi/v6jzIov8X7QRn127dr10bAaDgUePnr20joiIiIiIyKvo7wpJjFSp7EwSSZ+Ke/fusnjxQpo2bUG6dOkxNzcnZ87PyJnzM0qVKkODBt9w+vRJvL3LAcQ7m+3FatSENv4wGEzfsfe6O/Nu376V4cOHULFiZfLkyUOtWrUJDAz8VzMTLSwsXpnUXLLkOxYs8KNq1eoUKlSYb79tyL59e9mxY5uxTsWKlZkxYwq//LKfwMAAcuXKTbZs2U3asbS0Mjk2M4t/RuCL5OioUWPJkiVrnPN/n8RlZZUszvmE7n/p0t5s2rSdQ4cOcuzYUVasWMaCBfOYP38x2bO7xT94/kr6Zs7syqRJ02jRogldunRkyZLlxndgGgwGGjVqSpUq1eJc7+SUlmPHjiTYPsSOuWLFysaZiX/n6OgYp8zW1hZv73Js374FL6+iHDp0gMmTZxjbApgzZ0GcXNSLmaJmZmYYDKZJ6L8/m//WB5FMzJAhA/fu3TMpe3GcPn16oqKijGWurq4mdXLmzPmftfGmoqLe/L8yiIiIiIiIgP6uEHmZZMmS8cMPG0if3pkmTZqZnHsxm+vFrMRXcXfPwZkzp03KAgIu8exZCNmyZYv/InhlEnfJku+oUaMmffr0N5bt27cXiE1mvask8KJFC2nZso3JfVm2bAnwV9LOwcGBUqXKsHfvbgICLvH11/X+r737jve6rv//fz+AhyFTFHCGoEKkgggouSCVcKWE5gLFSW5xoWakKS7AhQluc2eImitK7YubVWYKaAGaCxAFEVkh5/eHP85HAvXNm6PnQNfr5cLlwnmN53m8yXVuvUbR36958+apXr1Gpk+fXn5rdZL87nf35a23pqZ//18UtM6X/zwWL16cG24Ymr322id77vnj7Lnnj7Nw4cLss0+3vPDCc18bE7+sVq3aueiigTnqqF4ZNOjyXHLJFyG3RYuW+fe/314uzE6YMD4PPHBfzjnnvPIrKCdOfL38RSdLlizJgQfun1NP7ZeWLbfItGnTljv/rbemZejQa3LiiaeU/zX4Zfvu+5OccsoJeeKJR9O48frp0KFjkqRlyy2SfPGSoFatdi4/ftiw61O9evUcf/wJ2XLLrfKPf7y63HqTJk0s6M+gEGvEQzU6duyYCRMmLPcg05dffjmbb755GjdunNatW6du3boZM+b/SvDcuXMzceLEdOzY8TtbAwAAAKh6GjZslN69++TGG2/IsGHX580338h7772b559/Nueee1a2375D2rVrX9Bahx7aK//85z8zePAVmTZtaiZMGJ9f/eoX2Wqr1unYsdNXnle7dp18+umn+fe/386SJf9ZYX/Tps3y6quvZPLkSXn33Xdy3313Z8SI3yXJCndJVqSmTZtm7NiXMm3a1Lz99lsZPvw3+X//75ksXrz8jPvuu3/+3//7S957793sueePi/5+devWS48ePXPTTTfkyScfz3vvvZtHH304v/nNteXPPyzEl/88q1UryaRJr+fyyy/Ja6+9mvfffz+PP/5oFiyYn2222XaV5ttyy63Su3efPPXUn/Lcc1/E3N69++SZZ57KrbfelH//++2MGzcmF1/8q8yb92kaN14/m232vXTp8qMMHnxFJkwYl3//++1cdtnFWbx4cdq33z6HHdYrb7wxOYMGXZZp06bmH//4ewYMOD/vvvvOCrfUL9OuXfs0bdo0N998Y/baa5/yq2VbtGiZnXbaJVdccWmee2503nvv3dx11x25887bs/HGmyRJDjusd958841cd93V+fe/384f//jEci+3WV1rREzs2bNn5s2bl1/84hf517/+lZEjR+aOO+5I375fPEiytLQ0vXr1yuDBg/P0009n8uTJ6devX5o1a5Zu3bp9Z2sAAAAAVVPfvifmF78YkFde+WtOPPG4HHzwT3PNNUPSqdMOGTz42oLX2XrrbXLNNUMzefLEHHnkYbnggv7ZZpttM3TosBVu9f2yrl13z/rrr59evQ7O5MmTV9h/1ln9s956jXPiicflmGOOzAsvPJcBA754k/OkSa+v+gcu0K9+dXEWLlyYPn165ec/PzZTpvwr/fufn9mzP8706R+UH9exY6c0bNgwu+7aJfXqrXgl3ao4/fQzc/DBh+Wmm4blkEN65re/vS3HHffzHHPM8QWv8d9/npdcckU22mjjnH12vxx8cI889NCIXHTRwIIj8ZcdddSx+d73mmfQoMvz2Wef5Uc/2iOXXHJ5Ro/+Sw4//Ge58MJfZscdO+fyy4eUn3PBBb9Ku3bb5fzz+6dPn8MzY8aMXHvtb9KwYaNsvfW2ufba6/Pmm2+mT5/Dc/bZ/bLZZt/L0KHDss46X/3XzN57/yTz539W/hbnZQYOvDxdu/4oV1wxMIceemCeeOKx/OIXA8qP22qrVrn66qGZMGFcevU6OPfdd3f69Dl6Zd+iKCVlX3WzeSU699xz89577+Wuu+4q3/bqq69m4MCBmThxYjbYYIMcffTR6dWrV/n+zz//PFdddVVGjhyZhQsXpmPHjhkwYEA22WST73SNVVVWVpZZs+YVfT7/W7Z7bGBljwBQZdzTYq/KHgGSJDNmzKjsESBJ0rWrfy7yzdZfv+4q3y67cOHCTJkyNeuv3yylpav2HEDWHvPnz8+++3bL5ZcPWe4t1aw9Fi9elFmzpqdlyxbLvU/kv1XJmPi/RExkVYiJAP9HTKSqEBOpKsRECiEmsqrmzp2b8ePH5emn/5Rp06bmnnse+J98ic//gkJj4hrxAhYAAAAAvnuff/55Lr30ojRs2CgDB14hJCImAgAAALByjRo1ylNPPVvZY1CFrBEvYAEAAAAAKp+YCAAAAAAUREwEAAAACuD9rbB2K+zvcTERAAAA+ErrrLNOSkqSRYsWVfYowLdo0aJFKSn54u/5r+MFLAAAAMBXql69eho2bJjZs+ckSWrWrJnEG31h7VGWRYsW5dNP56RRo4apXr361x4tJgIAAABfa8MNN0ySzJkzJ59+WsnDABWupCRp1Khh+d/rX0dMBAAAAL5WSUlJNtpoozRt2jT/+c9/KnscoIKts84633hF4jJiIgAAAFCQ6tWrFxwcgLWTF7AAAAAAAAVZ7SsT58+fnw8++CDz5s1Lo0aN0rRp0///YawAAAAAwNqkqJi4ePHijBgxIo8++mj+8Y9/5PPPPy/fV7169XTo0CF77bVXevTokdLS0gobFgAAAACoPKscE0eOHJkhQ4Zk0aJF6dq1a/baa69svPHGqVOnTj755JNMnz49f/3rX3PVVVfl+uuvz6mnnpqDDjro25gdAAAAAPgOrVJM7Nu3bz788MMMGDAgXbt2/cqrDvv06ZPFixfniSeeyO23354//elPufnmmytkYAAAAACgcqxSTOzWrVt69uxZ0LGlpaU54IADsv/++2fEiBFFDQcAAAAAVB2r9DbnQkPil5WUlLjNGQAAAADWAqv8zMQZM2akdu3aqV+/fvm2Dz/8MA899FBmzpyZLbbYIgcccEBq1apVoYMCAAAAAJWr4CsTly5dmgsvvDBdunTJCy+8UL7973//e/bZZ59ce+21eeKJJ3LhhRdmn332ydtvv/2tDAwAAAAAVI6CY+KIESPywAMP5IQTTsj2229fvn3gwIGpV69ennrqqbz44ot54oknUqNGjQwcOPBbGRgAAAAAqBwFxcRPP/00o0aNyu67754DDzwwS5Ysyfvvv59XX301r776ag488MCUlZXl/fffT61atXL44Ydn7Nix+eCDDzJv3rxv+zMAAAAAAN+Bgp6Z+NRTT+XVV19NgwYN0r9///LtM2bMSElJSV588cW8+OKL5ds//fTTLFy4MOecc0569uyZAw44oMIHBwAAAAC+WwXFxB49emTs2LF55513ctdddyVJysrK0rt379SvX7982zJXXHFF5syZs8J2AAAAAGDNVfDbnA855JAceuihOfTQQ9OhQ4f87W9/y4QJEzJ06NDyY0aPHp3HHnssjz32WE488cRvZWAAAAAAoHIU/AKWtm3bZujQoZk3b17uuOOOzJgxIxdeeGH22GOP8mPuuOOO/PGPf0zv3r3FRAAAAABYyxR8ZWKS7L777tl9992/cv8ll1ySBg0apG7duqs9GAAAAABQtRR8ZWKSvPTSS1+7f+ONN15pSPzyy1kAAAAAgDXTKsXEQYMG5eSTT86kSZMKOn78+PHp27dvBg0aVNRwAAAAAEDVsUq3OT/wwAMZNmxYDj744Gy88cbp1q1btt1222yyySapU6dO5s6dmw8++CATJkzIc889l3feeSd9+vTJ9ddf/23NDwAAAAB8R1YpJtaoUSOnnHJKDj744Nx+++0ZOXJkbrzxxpSUlJQfU1ZWlo022ig//vGP06dPnzRt2rTChwYAAAAAvnurFBOXadKkSfr375/+/ftnypQpeffdd/Ppp5+mUaNG2WijjbL55ptX9JwAAAAAQCUrKiZ+WcuWLdOyZcuKmAUAAAAAqMJW6QUsAAAAAMD/LjERAAAAACiImAgAAAAAFERMBAAAAAAKUqEx8bXXXsuf/vSnzJ07tyKXBQAAAACqgKJj4syZM9O7d+/ccMMNSZK77747Bx10UE499dR069Yt//znPytsSAAAAACg8hUdEwcNGpRp06Zlm222ydKlSzN8+PD88Ic/zMMPP5wtttgiQ4YMqcg5AQAAAIBKVnRMfP7559O/f//ssssu+etf/5pZs2bliCOOSOvWrXPsscdm/PjxFTknAAAAAFDJio6J8+fPT7NmzZIkzz77bEpLS7PjjjsmSUpLS1NWVlYxEwIAAAAAVULRMbF58+YZP358/vOf/2TUqFHp1KlTatasmST5wx/+kObNm1fUjAAAAABAFVB0TDzuuONy/fXXp3PnznnnnXdy1FFHJUkOPPDA/OEPf8gxxxxTYUMCAAAAAJWvRrEn7rvvvtlwww0zYcKEdOrUKe3atUuSdOzYMaeeemp23XXXipoRAAAAAKgCio6JSbL99ttn++23T5IsWrQopaWl6d+/f4UMBgAAAABULasVE6dOnZrrrrsuL774YubNm5ff//73GTFiRFq0aJHevXtX1IwAAAAAQBVQ9DMTJ02alAMPPDCvv/569ttvv/K3N1evXj2XXnppHnrooQobEgAAAACofEVfmXjFFVdk6623zm233ZYkueeee5IkF1xwQRYtWpQ777wzPXr0qJgpAQAAAIBKV/SVia+88kr69OmTGjVqpKSkZLl9e++9d956663VnQ0AAAAAqEKKjok1a9bMwoULV7pvzpw5KS0tLXooAAAAAKDqKTom7rTTTrnuuusyffr08m0lJSX57LPPctttt+WHP/xhhQwIAAAAAFQNRT8z8eyzz87BBx+c7t27p3Xr1ikpKcnll1+eadOmpaysLFdddVVFzgkAAAAAVLKir0zccMMN88gjj+TII49MWVlZNttss8yfPz/77rtvRo4cmU033bQi5wQAAAAAKlnRVyYmSaNGjdKvX7+KmgUAAAAAqMKKjonjxo37xmM6duxY7PIAAAAAQBVTdEzs3bt3SkpKUlZWVr6tpKRkuWMmTZpU/GQAAAAAQJVSdEy88847V9g2f/78jB8/Po888kiGDh26WoMBAAAAAFVL0TGxU6dOK93epUuX1KlTJ8OGDcuNN95Y9GAAAAAAQNVS9Nucv06HDh0yduzYb2NpAAAAAKCSfCsx8Zlnnsm66677bSwNAAAAAFSSom9zPuKII1bYtnTp0kyfPj3vvfdejjvuuNUaDAAAAACoWoqOiV9+i/My1apVy1ZbbZW+ffumZ8+eqzUYAAAAAFC1FB0T77rrroqcAwAAAACo4oqOict88sknWbBgQZYuXbrCvo022mh1lwcAAAAAqoiiY+Lbb7+d/v375+9///tXHjNp0qRilwcAAAAAqpiiY+LFF1+ct956KyeffHKaNWuWatW+lRdDAwAAAABVRNExcdy4cRk4cGD23XffipwHAAAAAKiiir6csG7dumnQoEFFzgIAAAAAVGFFx8T9998/99xzT8rKyipyHgAAAACgiir6NufatWtnwoQJ2XPPPbPNNtukVq1ay+0vKSnJpZdeutoDAgAAAABVQ9Ex8aGHHkq9evWydOnSlb7RuaSkZLUGAwAAAACqlqJj4jPPPFORcwAAAAAAVVzRz0xcZunSpZk8eXKeffbZzJs3L3PmzKmAsZY3ZsyYtGrVaqW/dt999yTJsGHDVrr/y+65557svvvu2XbbbXPYYYdl4sSJy+1/991307dv37Rv3z4777xzrrnmmnz++eertAYAAAAArK2KvjIxSR555JEMGTIkM2fOTElJSUaMGJGhQ4dmnXXWyZAhQ1JaWlohQ2633XZ5/vnnl9v2yiuv5JRTTsmJJ56YJHnjjTey//775+yzz17pGg899FCuvPLKXHzxxWnTpk1uuummHHXUUXnyySez3nrr5T//+U+OOeaYNG/ePPfff3/+/e9/5xe/+EWqVauWU089taA1AAAAAGBtVvSViU888UT69++fHXfcMVdffXX5W5333HPPjB49OjfccEOFDVlaWpoNNtig/Ne6666byy67LD169EjPnj2TJG+++WbatGmz3HEbbLBB+RrDhw9Pr1698pOf/CRbbLFFLr300tSuXTu///3vkySjRo3K+++/nyuvvDJbbbVV9thjj5xxxhn57W9/m8WLFxe0BgAAAACszYqOicOHD88hhxySK6+8Mt26dSvf3rNnz5xyyil5/PHHK2TAr/reCxYsSP/+/ZMkixcvzltvvZUWLVqs9PiPPvoob731Vjp37ly+rUaNGunQoUPGjRuXJBk/fnx+8IMfpEGDBuXH7Ljjjpk3b14mTZpU0BoAAAAAsDYr+jbnadOmlce8/9a2bdsMHTq06KG+zscff5w77rgjZ555Zho2bJgk+de//pXPP/88o0aNysCBA7No0aJ07NgxZ599dpo0aZLp06cnSTbccMPl1mrSpEkmT56cJJk+fXqaNWu2wv4k+eCDD1KjRo1vXGNllj3TcWVGjRqV6tWrp0aN1X50JQAA8D/OzxUAfBeKjomNGzfOlClTstNOO62wb8qUKWncuPFqDfZV7r333tSrVy8HH3xw+bY333wzSVK7du1ce+21+eijj3LVVVfliCOOyMMPP5wFCxYkyQrPcKxZs2YWLVqUJFm4cGHq16+/wv4kWbRoUUFrFKtRo3VX63wAAAA/VwDwXSg6Ju6999657rrr0qRJk+y2225JkpKSkrz22mu54YYbsu+++1bYkF/28MMP54ADDkitWrXKtx1wwAHZddddl3sJypZbbpldd901zzzzTDbbbLMkKX/24TKLFi1K7dq1kyS1atVa6f4kqVOnTvn3+7o1Vubpp5/+2s9TVlaW2bM/+9pjAAAAvomfKyhEw4Z1UlJSUtljAGuwomPi6aefnjfffDOnn356qlX74nL63r17Z/78+enQoUNOO+20ChtymcmTJ+edd97Jfvvtt8K+/36bcpMmTdKwYcNMnz49O+ywQ5Jk5syZadmyZfkxM2fOTNOmTZMkzZo1K7/C8cv7k6Rp06bltzd/3RrFWrJk6WqdDwAA4OcKAL4LRcfE0tLS3HLLLXnhhRfy8ssvZ86cOalXr146deqU3Xbb7Vv5fzrGjx+fxo0bp3Xr1sttv/rqq/PHP/4xf/zjH8u/77vvvpvZs2dniy22SOPGjbP55ptnzJgx5S9QWbJkScaPH5/DDjssSdKxY8c8/PDDmTdvXurWrZskefnll7PuuuumdevWKS0t/cY1AAAAAGBtVnRMfOqpp9KlS5fstNNOK31u4rdh4sSJadWq1Qrb99xzz9x666258MIL06dPn8yaNSuXXnpp2rdvn1122SVJcvTRR2fgwIH53ve+l2222SY33XRTFi5cmAMPPDBJsscee+Saa67J6aefnrPOOivvvvturrrqqhx99NHlz0n8pjUAAAAAYG1WdEw8+eST07Bhw+y9997Zf//907Zt24qca6U+/PDD8jc4f9nWW2+dm2++Oddee21++tOfprS0NLvvvnv69+9ffqXiz372s3z66ae55pprMmfOnGy99da5/fbby2+PrlmzZm655ZZcdNFF+dnPfpYGDRrksMMOy4knnlj+fb5pDQAAAABYm5WUlZWVFXPipEmT8thjj+XJJ5/MBx98kM022yw/+clP8pOf/CSbbrppRc+51iorK8usWfMqewzWENs9NrCyRwCoMu5psVdljwBJkhkzZlT2CJAk6drVPxf5ZuuvX9cLWIDVUnRM/LIJEybk8ccfz6hRo/Lxxx+nXbt22X///XPIIYdUxIxrNTGRVSEmAvwfMZGqQkykqhATKYSYCKyuahWxyPbbb58BAwZk1KhROfzww/Pqq6/moosuqoilAQAAAIAqouhnJi6zePHi/OUvf8njjz+e0aNHZ+nSpenatWv233//ipgPAAAAAKgiio6Jo0ePzuOPP56nn346n332Wdq1a5dzzz03e++9dxo0aFCRMwIAAAAAVUDRMbFv377ZbLPNctRRR+UnP/lJNttss4qcCwAAAACoYoqOiffdd1+22267ipwFAAAAAKjCio6Jy0Li6NGj8+KLL2bmzJk544wzMmnSpPzgBz/IxhtvXGFDAgAAAACVr+iYuGDBgpx00kl58cUXU7du3Xz22Wc59thjc99992XixIm5++67s+WWW1bkrAAAAABAJapW7IlXXXVVXn/99dxxxx15+eWXU1ZWliS54oor0rRp01x77bUVNiQAAAAAUPmKjolPPvlkzjjjjOy4444pKSkp396kSZOccMIJmTBhQoUMCAAAAABUDUXHxLlz537lcxEbNGiQ+fPnFz0UAAAAAFD1FB0Tt9xyyzz66KMr3ffMM894XiIAAAAArGWKfgHLCSeckJNPPjlz5sxJ165dU1JSknHjxmXkyJG5//77M2TIkIqcEwAAAACoZEXHxD322CODBg3KkCFDMnr06CTJ5ZdfnsaNG+fCCy9M9+7dK2xIAAAAAKDyFR0Tp0yZkv322y/77bdfpk6dmjlz5qR+/fpp0aJFqlUr+u5pAAAAAKCKKrr6HXbYYXn44YeTJC1atEj79u2zxRZbCIkAAAAAsJYquvyts846adSoUUXOAgAAAABUYUXf5nzaaaflyiuvzKeffprWrVunTp06Kxyz0UYbrdZwAAAAAEDVUXRMvPDCC/P555/n7LPP/spjJk2aVOzyAAAAAEAVU3RMvOSSSypyDgAAAACgiis6Jvbo0aMi5wAAAAAAqjivXgYAAAAACiImAgAAAAAFERMBAAAAgIKIiQAAAABAQcREAAAAAKAgq/Q25/POO2+VFr/ssstW6XgAAAAAoOpapZg4ZsyY5b6eOXNmlixZko022igbbLBB5syZk3feeSelpaVp3bp1hQ4KAAAAAFSuVYqJzzzzTPnvH3300QwePDhDhw7NtttuW779X//6V0488cTstddeFTclAAAAAFDpin5m4tVXX50zzjhjuZCYJFtssUVOP/303HLLLas9HAAAAABQdRQdE2fPnp369euvdF+NGjUyf/78oocCAAAAAKqeomNiu3btMmzYsHzyySfLbZ85c2aGDh2aHXbYYbWHAwAAAACqjlV6ZuKX9e/fP717907Xrl2z3XbbpWHDhvnoo4/yt7/9LQ0aNMiwYcMqck4AAAAAoJIVfWVi69at89hjj+Xggw/OvHnz8tprr2XhwoU5+uij84c//CGbbLJJRc4JAAAAAFSyoq9MTJKmTZumf//+FTULAAAAAFCFrVZM/PTTT/Pyyy9n/vz5KSsrW2H/AQccsDrLAwAAAABVSNEx8bnnnsupp56aBQsWrHR/SUmJmAgAAAAAa5GiY+KQIUPSokWLnHfeeWnatGmqVSv68YsAAAAAwBqg6Jg4ZcqU3HDDDenQoUNFzgMAAAAAVFFFX0640UYbZd68eRU5CwAAAABQhRUdE/v27Zvf/OY3effddytyHgAAAACgiir6NudHH300M2bMyJ577pn11lsvtWrVWm5/SUlJnnrqqdUeEAAAAACoGoqOic2aNUuzZs0qchYAAAAAoAorOiZedtllFTkHAAAAAFDFFR0Tl/noo4+yePHilJWVJUmWLl2aBQsWZPz48Tn00ENXe0AAAAAAoGooOiZOnjw5Z511VqZMmbLS/SUlJWIiAAAAAKxFio6JV155ZT755JP0798/f/nLX1JaWpquXbvm2WefzbPPPps777yzIucEAAAAACpZtWJP/Pvf/57TTjstffr0yd57750FCxbksMMOy/Dhw7PHHnvkrrvuqsg5AQAAAIBKVnRMXLx4cZo3b54kad68eSZPnly+76c//WleeeWV1Z0NAAAAAKhCio6JG220Ud55550kX8TEefPm5d13302SlJaW5pNPPqmYCQEAAACAKqHomNitW7cMGTIko0aNStOmTdOiRYtcc801eeONN3Lbbbdl0003rcg5AQAAAIBKVnRMPPnkk9O+ffuMGDEiSXLeeeflz3/+cw444IC8/PLLOeWUUypsSAAAAACg8hX9NueaNWvmuuuuy3/+858kyS677JLHHnssr732Wn7wgx9ks802q7AhAQAAAIDKV3RMXGadddYp//2mm27q9mYAAAAAWEsVfZszAAAAAPC/RUwEAAAAAAoiJgIAAAAABRETAQAAAICCrNYLWN55550sXrw4LVu2zKeffpprrrkm7733Xrp3754DDjiggkYEAAAAAKqCoq9MHD16dPbaa6+MGDEiSTJgwIDcf//9mTFjRs4777z8/ve/r7AhAQAAAIDKV3RMHDZsWHbeeeecdNJJmTt3bv785z/n+OOPz0MPPZTjjz8+d955Z0XOCQAAAABUsqJj4uTJk3PkkUembt26efbZZ/P555/nxz/+cZJkp512yttvv11hQwIAAAAAla/omFizZs0sWbIkSfL888+ncePGad26dZJk1qxZqV+/fsVMCAAAAABUCUW/gKV9+/a57bbbMnfu3IwaNSo9evRIkrz22mu5/vrr0759+wobEgAAAACofEVfmXj++edn+vTpOfPMM7PxxhvnhBNOSJL07ds3ixYtyllnnVVhQwIAAAAAla/oKxM33XTTPPHEE/noo4+y/vrrl2//zW9+kzZt2qS0tLRCBgQAAAAAqoair0w84ogjMnXq1OVCYpK0a9cuU6dOzX777bfawwEAAAAAVccqXZk4fvz4lJWVJUnGjh2bcePG5eOPP17huL/85S955513KmZCAAAAAKBKWKWY+Pvf/z6PPPJISkpKUlJSkosuumiFY5bFxn333bdiJgQAAAAAqoRViokXXHBBevbsmbKyshx55JEZMGBAtthii+WOqVatWurXr58tt9yyQgcFAAAAACrXKsXEevXqpVOnTkmSO++8Mz/4wQ+y7rrrfiuDAQAAAABVS9EvYOnUqVNef/31vPLKK0mS999/Pz//+c+z33775Te/+U1FzQcAAAAAVBFFx8SHH344Rx55ZP785z8nSQYMGJAxY8bke9/7XoYPH56bbrqpwoZMkhkzZqRVq1Yr/Bo5cmSSZNKkSenVq1fatWuXH/3oR7nzzjuXO3/p0qW57rrrsssuu6Rdu3Y57rjjVnhJTEWsAQAAAABrq6Jj4h133JEePXrk7LPPzocffpgXX3wxJ598cq6//vr069cvDz74YEXOmcmTJ6dmzZp57rnn8vzzz5f/2nvvvTN79uwcddRR2WyzzfLggw/mpJNOyuDBg5eb4YYbbsi9996biy++OPfff3+WLl2aY489NosXL06SClkDAAAAANZmRcfEqVOn5oADDkiSjB49OmVlZdl9992TJNtss00++OCDChlwmTfffDPNmzdPkyZNssEGG5T/qlWrVh544IGss846+fWvf52WLVumZ8+e6dOnT/nVkYsXL85tt92WU089NV26dEnr1q1z9dVXZ/r06fnTn/6UJBWyBgAAAACszYqOifXr18+8efOSJM8991w22mijNG/ePEny73//O40aNaqQAZd544030rJly5XuGz9+fDp16pQaNf7vfTI77rhj3nrrrcyaNSuTJ0/OZ599ls6dOy83f5s2bTJu3LgKWwMAAAAA1mZFx8Qddtgh119/fW666aY8/fTT2XvvvZMko0aNyrXXXpuddtqpwoZMvrgy8eOPP87hhx+eH/7whzn00EPz7LPPJkmmT5+eZs2aLXd8kyZNkiQffPBBpk+fniTZcMMNVzhm2b6KWAMAAAAA1mY1vvmQlfvFL36Rs88+O9dff306d+6cvn37Jkkuu+yybLTRRjnzzDMrbMglS5Zk6tSp2WKLLXLuueembt26efzxx3P88cfn9ttvz8KFC1NaWrrcOTVr1kySLFq0KAsWLEiSlR7zySefJEmFrLEyy279XplRo0alevXqqVGj6KYLAACQJH6uAOA7UXRMXG+99XLrrbeusP3ee+/NRhtttFpD/bcaNWpkzJgxqV69emrVqpUk2XrrrfPPf/4zt956a2rVqrXCS1AWLVqUJKlTp075OYsXLy7//bJjateunSQVskaxGjVad7XOBwAA8HMFAN+FomPiMs8++2zGjh2buXPnplGjRunQoUOFx8QkWXfdFf/FuOWWW+b5559Ps2bNMnPmzOX2Lfu6adOmWbJkSfm2zTbbbLljWrVqlSQVssbKPP3001/7ucrKyjJ79mdfewwAAMA38XMFhWjYsE5KSkoqewxgDVZ0TFy8eHFOPPHEPP/886levXoaNWqU2bNn56abbsqOO+6YG2+8cYVbgov1z3/+MwcffHCGDRuWHXbYoXz7a6+9li222CLf//73c//99+fzzz9P9erVkyQvv/xyNt988zRu3Dj16tVL3bp1M2bMmPIQOHfu3EycODG9evVKknTs2HG11yjWkiVLV+t8AAAAP1cA8F0o+qEaQ4cOzYQJE3LllVfm1VdfzfPPP5+///3vueyyy/LKK69k2LBhFTZky5Yt06JFi/z617/O+PHjM2XKlPLvc8IJJ6Rnz56ZN29efvGLX+Rf//pXRo4cmTvuuKP8OY6lpaXp1atXBg8enKeffjqTJ09Ov3790qxZs3Tr1i1JKmQNAAAAAFiblZSVlZUVc2LXrl3Tq1evHHPMMSvsu/XWW3PfffflqaeeWu0Bl5k1a1aGDBmS5557LnPnzk2bNm1y1llnpUOHDkmSV199NQMHDszEiROzwQYb5Oijj17uisHPP/88V111VUaOHJmFCxemY8eOGTBgQDbZZJPyYypijVVVVlaWWbPmFX0+/1u2e2xgZY8AUGXc02Kvyh4BkiQzZsyo7BEgSdK1q38u8s3WX7+u25yB1VJ0TGzbtm2GDx+ezp07r7DvpZdeyvHHH59//OMfqz3g2k5MZFWIiQD/R0ykqhATqSrERAohJgKrq+jbnDfbbLNMmDBhpfvGjRuXDTfcsOihAAAAAICqp+gXsBxyyCG5/PLLU6tWreyzzz5Zf/31M2vWrDz22GO5+eabc/LJJ1fknAAAAABAJSs6Jh566KGZOHFiBg8enCFDhpRvLysrS48ePXL88cdXyIA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      "text/plain": [
       "<Figure size 1200x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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          "marker": {
           "color": "yellowgreen"
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         },
         "increasing": {
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         "measure": [
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         "name": "",
         "orientation": "v",
         "totals": {
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           "line": {
            "color": "lightskyblue",
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         "type": "waterfall",
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           "Revenue from excess LGCs",
           "Cost of shortfall LGCs",
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   "source": [
    "# We can chart the bill results in two ways: a bar chart, allowing for comparison\n",
    "# between individual components across time periods and against the cost of\n",
    "# procurement purely on the wholesale market:\n",
    "\n",
    "charts.plot_bill_components(\n",
    "    bill_results=bill.astype(float),\n",
    "    wholesale_bill_results=wholesale_bill.astype(float),\n",
    "    settlement_period=\"Y\",\n",
    ")\n",
    "\n",
    "# Or as a waterfall chart to view cashflows:\n",
    "charts.plot_cashflow(bill_results=bill.astype(float))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "36a63a64",
   "metadata": {},
   "outputs": [
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     "text": [
      "                      Time  Hourly match (%) - Load  \\\n",
      "DateTime                                              \n",
      "2020-01-01 01:00:00  01:00                    100.0   \n",
      "2020-01-01 02:00:00  02:00                    100.0   \n",
      "2020-01-01 03:00:00  03:00                    100.0   \n",
      "2020-01-01 04:00:00  04:00                    100.0   \n",
      "2020-01-01 05:00:00  05:00                    100.0   \n",
      "\n",
      "                     Hourly match (%) - Load with battery  \\\n",
      "DateTime                                                    \n",
      "2020-01-01 01:00:00                                 100.0   \n",
      "2020-01-01 02:00:00                                 100.0   \n",
      "2020-01-01 03:00:00                                 100.0   \n",
      "2020-01-01 04:00:00                                 100.0   \n",
      "2020-01-01 05:00:00                                 100.0   \n",
      "\n",
      "                     Hourly match (%) - Load with flex  \n",
      "DateTime                                                \n",
      "2020-01-01 01:00:00                              100.0  \n",
      "2020-01-01 02:00:00                              100.0  \n",
      "2020-01-01 03:00:00                              100.0  \n",
      "2020-01-01 04:00:00                              100.0  \n",
      "2020-01-01 05:00:00                              100.0  \n",
      "    Time                 variable  Match %\n",
      "0  01:00  Hourly match (%) - Load    100.0\n",
      "1  02:00  Hourly match (%) - Load    100.0\n",
      "2  03:00  Hourly match (%) - Load    100.0\n",
      "3  04:00  Hourly match (%) - Load    100.0\n",
      "4  05:00  Hourly match (%) - Load    100.0\n"
     ]
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      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# As additional potential features of interest, users can chart hourly emissions\n",
    "# and/or matching in two ways. First, we add a column to the time_series dataframe\n",
    "# that we wish to visualise that contains emissions data fetched earlier:\n",
    "time_series_data_with_load_flex[\"AEI\"] = emissions_data[\"AEI\"].copy()\n",
    "\n",
    "# As box and whisker plots to show the hourly characteristics of each property:\n",
    "charts.plot_matching_bw(time_series_data_with_load_flex)\n",
    "\n",
    "\n",
    "# Or as heatmaps to see the full range of results across the whole time period\n",
    "# modelled:\n",
    "charts.plot_emissions_heatmap(time_series_data_with_load_flex, \"Load\")"
   ]
  }
 ],
 "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": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}