simple-pv-simulator/main.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import glob\n",
    "import shutil\n",
    "\n",
    "def clear_folder_make_ess_pv(folder_path):\n",
    "    shutil.rmtree(folder_path)\n",
    "    os.makedirs(folder_path)\n",
    "    os.makedirs(os.path.join(folder_path,'ess'))\n",
    "    os.makedirs(os.path.join(folder_path,'pv'))\n",
    "\n",
    "folder_path = 'plots'\n",
    "clear_folder_make_ess_pv(folder_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from EnergySystem import EnergySystem\n",
    "from config import pv_config, grid_config, ess_config\n",
    "figure_size = (10,8)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = pd.read_csv('combined_data.csv')\n",
    "time_interval = 15 / 60\n",
    "\n",
    "pv_loss = 0.98\n",
    "pv_cost_per_kW = 200\n",
    "pv_lifetime = 15\n",
    "\n",
    "ess_loss = 0.98\n",
    "ess_cost_per_kW = 300\n",
    "ess_lifetime = 8\n",
    "\n",
    "grid_loss = 0.98\n",
    "sell_price = 0.2 #kWh\n",
    "grid_capacity = 5000 #kWh\n",
    "\n",
    "pv_capacities = np.linspace(30000, 50000, 5)\n",
    "ess_capacities = np.linspace(50000, 100000, 5)\n",
    "results = pd.DataFrame(index=pv_capacities, columns= ess_capacities)\n",
    "affords = pd.DataFrame(index=pv_capacities, columns= ess_capacities)\n",
    "overload_cnt = pd.DataFrame(index=pv_capacities, columns= ess_capacities)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "hour_demand = []\n",
    "for index, row in data.iterrows():\n",
    "    time = row['time']\n",
    "    demand = row['demand']\n",
    "    if time.endswith('00'):\n",
    "        hour_demand.append(demand)\n",
    "plt.figure(figsize=(10,8))\n",
    "plt.plot(hour_demand)\n",
    "plt.ylabel('Demand Power / kW')\n",
    "plt.savefig('plots/demand.png')\n",
    "plt.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "def cal_profit(es: EnergySystem, saved_money):\n",
    "    profit = saved_money - es.ess.get_cost_per_year() - es.pv.get_cost_per_year()\n",
    "    return profit"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pv_capacity:6000.0\n",
      "ess_capacity:20000.0\n",
      "ess_capacity:40000.0\n",
      "ess_capacity:60000.0\n",
      "ess_capacity:80000.0\n",
      "ess_capacity:100000.0\n",
      "pv_capacity:12000.0\n",
      "ess_capacity:20000.0\n",
      "ess_capacity:40000.0\n",
      "ess_capacity:60000.0\n",
      "ess_capacity:80000.0\n",
      "ess_capacity:100000.0\n",
      "pv_capacity:18000.0\n",
      "ess_capacity:20000.0\n",
      "ess_capacity:40000.0\n",
      "ess_capacity:60000.0\n",
      "ess_capacity:80000.0\n",
      "ess_capacity:100000.0\n",
      "pv_capacity:24000.0\n",
      "ess_capacity:20000.0\n",
      "ess_capacity:40000.0\n",
      "ess_capacity:60000.0\n",
      "ess_capacity:80000.0\n",
      "ess_capacity:100000.0\n",
      "pv_capacity:30000.0\n",
      "ess_capacity:20000.0\n",
      "ess_capacity:40000.0\n",
      "ess_capacity:60000.0\n",
      "ess_capacity:80000.0\n",
      "ess_capacity:100000.0\n"
     ]
    }
   ],
   "source": [
    "for pv_capacity in pv_capacities:\n",
    "    print(f\"pv_capacity:{pv_capacity}\")\n",
    "    for ess_capacity in ess_capacities:\n",
    "        print(f\"ess_capacity:{ess_capacity}\")\n",
    "        pv = pv_config(capacity=pv_capacity, \n",
    "                        cost_per_kW=pv_cost_per_kW,\n",
    "                        lifetime=pv_lifetime, \n",
    "                        loss=pv_loss)\n",
    "        ess = ess_config(capacity=ess_capacity, \n",
    "                            cost_per_kW=ess_cost_per_kW, \n",
    "                            lifetime=ess_lifetime, \n",
    "                            loss=ess_loss,\n",
    "                            charge_power=ess_capacity,\n",
    "                            discharge_power=ess_capacity)\n",
    "        grid = grid_config(capacity=grid_capacity, \n",
    "                            grid_loss=grid_loss,\n",
    "                            sell_price= sell_price)\n",
    "        energySystem = EnergySystem(pv_type=pv, \n",
    "                                    ess_type=ess, \n",
    "                                    grid_type= grid)\n",
    "        benefit = energySystem.simulate(data, time_interval)\n",
    "        results.loc[pv_capacity,ess_capacity] = cal_profit(energySystem, benefit)\n",
    "        affords.loc[pv_capacity,ess_capacity] = energySystem.afford\n",
    "        overload_cnt.loc[pv_capacity,ess_capacity] = energySystem.overload_cnt\n",
    "        pv_generated = energySystem.day_generated\n",
    "        ess_generated = energySystem.hour_stored\n",
    "        ess_generated_2 = energySystem.hour_stored_2\n",
    "        plt.figure(figsize=(10,8));\n",
    "        plt.plot(ess_generated)\n",
    "        plt.xlabel('day #')\n",
    "        plt.ylabel('SoC %')\n",
    "        plt.title(f'14:00 ESS SoC \\n PV cap:{pv_capacity}, ESS cap:{ess_capacity}')\n",
    "        plt.savefig(f'plots/ess/1400-{pv_capacity}-{ess_capacity}.png')\n",
    "        plt.close()\n",
    "        plt.figure(figsize=(10,8));\n",
    "        plt.plot(ess_generated_2)\n",
    "        plt.xlabel('day #')\n",
    "        plt.ylabel('SoC%')\n",
    "        plt.title(f'08:00 ESS SoC \\n PV cap:{pv_capacity}, ESS cap:{ess_capacity}')\n",
    "        plt.savefig(f'plots/ess/0800-{pv_capacity}-{ess_capacity}.png')\n",
    "        plt.close()\n",
    "\n",
    "        spring_week_start = energySystem.season_start\n",
    "        spring_week_end = spring_week_start + energySystem.week_length\n",
    "        summer_week_start = energySystem.season_start + 1 * energySystem.season_step\n",
    "        summer_week_end = summer_week_start + energySystem.week_length\n",
    "        autumn_week_start = energySystem.season_start + 2 * energySystem.season_step\n",
    "        autumn_week_end = autumn_week_start + energySystem.week_length\n",
    "        winter_week_start = energySystem.season_start + 3 * energySystem.season_step\n",
    "        winter_week_end = winter_week_start+ energySystem.week_length\n",
    "\n",
    "        spring_consume_data = []\n",
    "        summer_consume_data = []\n",
    "        autumn_consume_data = []\n",
    "        winter_consume_data = []\n",
    "        for index, row in data.iterrows():\n",
    "            if index in range(spring_week_start, spring_week_end):\n",
    "                spring_consume_data.append(row['demand'])\n",
    "            elif index in range(summer_week_start, summer_week_end):\n",
    "                summer_consume_data.append(row['demand'])\n",
    "            elif index in range(autumn_week_start, autumn_week_end):\n",
    "                autumn_consume_data.append(row['demand'])\n",
    "            elif index in range(winter_week_start, winter_week_end):\n",
    "                winter_consume_data.append(row['demand'])\n",
    "\n",
    "        spring_week_time = list(range(spring_week_start, spring_week_end))\n",
    "        summer_week_time = list(range(summer_week_start, summer_week_end))\n",
    "        autumn_week_time = list(range(autumn_week_start, autumn_week_end))\n",
    "        winter_week_time = list(range(winter_week_start, winter_week_end))\n",
    "\n",
    "        spring_pv_generated = energySystem.spring_week_gen\n",
    "        summer_pv_generated = energySystem.summer_week_gen\n",
    "        autumn_pv_generated = energySystem.autumn_week_gen\n",
    "        winter_pv_generated = energySystem.winter_week_gen\n",
    "\n",
    "        plt.plot(spring_week_time, spring_pv_generated, label = 'pv generation')\n",
    "        plt.plot(spring_week_time, spring_consume_data, label = 'factory consume')\n",
    "        plt.ylabel('Power / kW')\n",
    "        plt.xlabel('15 min #')\n",
    "        plt.title(f'ess: {energySystem.ess.capacity/1000 } MWh pv: {energySystem.pv.capacity/1000 } MW spring week generate condition')\n",
    "        plt.legend()\n",
    "        plt.savefig(f'plots/{energySystem.ess.capacity}-{energySystem.pv.capacity}-spring.png')\n",
    "        plt.close()\n",
    "\n",
    "        plt.plot(summer_week_time, summer_pv_generated, label = 'pv generation')\n",
    "        plt.plot(summer_week_time, summer_consume_data, label = 'factory consume')\n",
    "        plt.ylabel('Power / kW')\n",
    "        plt.xlabel('15 min #')\n",
    "        plt.title(f'ess: {energySystem.ess.capacity/1000 } MWh pv: {energySystem.pv.capacity/1000 } MW summer week generate condition')\n",
    "        plt.legend()\n",
    "        plt.savefig(f'plots/{energySystem.ess.capacity}-{energySystem.pv.capacity}-summer.png')\n",
    "        plt.close()\n",
    "\n",
    "        plt.plot(autumn_week_time, autumn_pv_generated, label = 'pv generation')\n",
    "        plt.plot(autumn_week_time, autumn_consume_data, label = 'factory consume')\n",
    "        plt.ylabel('Power / kW')\n",
    "        plt.xlabel('15 min #')\n",
    "        plt.title(f'ess: {energySystem.ess.capacity/1000 } MWh pv: {energySystem.pv.capacity/1000 } MW autumn week generate condition')\n",
    "        plt.legend()\n",
    "        plt.savefig(f'plots/{energySystem.ess.capacity}-{energySystem.pv.capacity}-autumn.png')\n",
    "        plt.close()\n",
    "\n",
    "        plt.plot(winter_week_time, winter_pv_generated, label = 'pv generation')\n",
    "        plt.plot(winter_week_time, winter_consume_data, label = 'factory consume')\n",
    "        plt.ylabel('Power / kW')\n",
    "        plt.xlabel('15 min #')\n",
    "        plt.title(f'ess: {energySystem.ess.capacity/1000 } MWh pv: {energySystem.pv.capacity/1000 } MW winter week generate condition')\n",
    "        plt.legend()\n",
    "        plt.savefig(f'plots/{energySystem.ess.capacity}-{energySystem.pv.capacity}-winter.png')\n",
    "        plt.close()\n",
    "\n",
    "    plt.figure();\n",
    "    plt.plot(pv_generated)\n",
    "    plt.xlabel('day #')\n",
    "    plt.ylabel('Electricity kWh')\n",
    "    plt.title(f'PV generated pv cap:{pv_capacity}, ess cap:{ess_capacity}')\n",
    "    plt.savefig(f'plots/pv/{pv_capacity}-{ess_capacity}.png')\n",
    "    plt.close()\n",
    "\n",
    "\n",
    "        # plt.show()\n",
    "\n",
    "\n",
    "        \n",
    "\n",
    "# results = results.astype(float)\n",
    "\n",
    "\n",
    "# pv = pv_config(capacity=100000,cost_per_kW=200,lifetime=25,loss=0.95)\n",
    "# ess = ess_config(capacity=100000,cost_per_kW=300,lifetime=25,loss=0.95,charge_power=100000,discharge_power=100000)\n",
    "# grid = grid_config(price_schedule=price_schedule, capacity=5000, grid_loss=0.95, sell_price=0.4)\n",
    "# grid = grid_config(capacity=50000, grid_loss=0.95, sell_price=0.4)\n",
    "\n",
    "\n",
    "    # print(benefit)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
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   "source": [
    "energySystem.spring_week_gen"
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  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
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   "source": [
    "\n"
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  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(95.72222222222221, 0.5, 'PV Capacity (MW)')"
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     "execution_count": 38,
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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df=results\n",
    "df = df.astype(float)\n",
    "df.index = df.index / 1000\n",
    "df.columns = df.columns / 1000\n",
    "plt.figure(figsize=figure_size)\n",
    "sns.heatmap(df/1000, annot=True, fmt=\".1f\", cmap='viridis')\n",
    "plt.title('Benefit Heatmap Based on PV and ESS Capacities (kEUR/year)')\n",
    "plt.gca().invert_yaxis()\n",
    "plt.xlabel('ESS Capacity (MWh)')\n",
    "plt.ylabel('PV Capacity (MW)')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(95.72222222222221, 0.5, 'PV Capacity (MW)')"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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UqJCeeeYZh/XDhw+XYRi57rQXGxvr8O127dq1FRAQ4NA31zJmzBiVLl1aYWFhat68uX7//XeNHz9eDz30kK3N5SpoQkKCbd0XX3yhixcv/uPQMMmxD7Kzs/XXX3+pUqVKCgoKcvre6Nevn8Nr17RpU+Xk5OjQoUOSbvw1vqxjx45O/y22aNHC1ubVV19VQkKCoqKitGTJEr300kuKjo5WvXr1lJycbGsXGhqqX375RU899ZROnjypadOm6fHHH1dISIhef/31XEP77J0+fVqSVLx4cZdjd+V9fVmZMmX04IMP2n4OCAhQ9+7dtXXrVqWkpEj6e17J5cnwOTk5+uuvv1SsWDFVqVLFoY+++OILBQcHa/Dgwbliyq/hsa7+3gsKCtK5c+e0dOnSfDkvAHNieBjcpkGDBg4T8bt27aqoqCgNGjRIHTp0kLe3t/bu3atTp05ddXKv/QRYSSpfvnyuNiVKlHAYcrV3715t3779qkMSrjxmQSlatKhiY2Nzrb9yfL+Ut5gXLVqkf//739q2bZsyMzNt6/P6QeLK1zIwMFC+vr62IR326//66y+HdbNnz9bEiRP122+/OXz4j4iIyHWeypUr51p311136bPPPnMpzlq1ajm8jo8++qhOnTqlkSNH6vHHH7e9ZmvWrNGYMWOUlJSk8+fPOxzj1KlTCgwMVLNmzdS5c2e9+uqrmjRpkpo3b65OnTrp8ccft00SdvU9efmD9ZXXV7p0aZUoUeIfr+vQoUMqU6ZMrg+w1apVczj+Za6896+lX79+euSRR+Tl5aWgoCDVqFEj18To2rVrq2bNmvr0009t8xQSEhIUHBysuLi4fzzHhQsXFB8fr5kzZ+rIkSMOH+Cv/IDt7Jouv26Xr+lGX+PLypYt6/Tf4pW6du2qrl276vTp01q/fr1mzZqlhIQE3X///dqxY4dtvkp4eLimTp2qDz74QHv37tWSJUs0fvx4jR49WuHh4Ve9A1tAQICkv4c8usqV9/VllSpVyvV74PId0g4ePKiwsDBZrVZNnjxZH3zwgQ4cOKCcnBxbW/thhr///ruqVKmSa+5YfnL1996AAQP02WefqW3btrrjjjt033336dFHH7Xd0Q3A7YGkBabh5eWlFi1aaPLkydq7d69q1Kghq9WqkJCQqz5348r/zAoVKuS0nf2HI6vVqtatW+v555932tb+Nqdm4WrMq1at0gMPPKB7771XH3zwgcLDw1WkSBHNnDnT4dtxVzh7LV15fT/55BP17NlTnTp10ogRIxQSEqJChQopPj7eYYJuQWrVqpUWLVqkDRs2qH379vr999/VqlUrVa1aVW+//bbKlSsnb29vff/995o0aZJtUq/FYtHnn3+udevW6dtvv9WSJUvUu3dvTZw4UevWrVOxYsXy/J68WVzpm2upXLmySx/cn3jiCY0cOVKbNm1S2bJltXz5cvXv39+lD6+DBw/WzJkzNWTIEMXExCgwMFAWi0VdunTJNbFauvFrKigBAQFq3bq1WrdurSJFimj27Nlav369mjVr5tDOYrHorrvu0l133aX27durcuXKmjt37jWTljJlyrh8IwpX39d58eabb+qVV15R79699frrr6tkyZLy8vLSkCFDrut4N8LV33shISHatm2blixZoh9++EE//PCDZs6cqe7du2v27Nk3M2QABYikBaZy6dIlSbI9gO3OO+/UTz/9pCZNmjgMg7gRd955p86ePevSBzRXFcTdwuy5GvMXX3whX19fLVmyxOFb8pkzZ+ZqW1Axf/7554qMjLQ9kPAy+2fd2Nu7d2+udXv27FHFihWvO4Yr30fffvutMjMz9c033zh8e3/l8MLLGjVqpEaNGumNN95QQkKCunXrpnnz5unJJ590+T1ZoUIFSX9fX2RkpG398ePHXap+VKhQQT/99JPOnDnjUG357bffHI5/s3Xt2lWjRo1SQkKCbdK5K0PDpL/fGz169HC449zFixev+0GDN/oa54f69etr9uzZOnbs2DXbRUZGqkSJEv/YrkOHDvrwww+VlJSkmJiYa7bN6/t63759MgzD4d/lnj17JMn27+3zzz9XixYtct3IIiMjw6HKeuedd2r9+vXKzs52uBnKP8nL7528/K729vbW/fffr/vvv19Wq1UDBgzQf//7X73yyiuqVKmSy+cEYF7MaYFpZGdn68cff5S3t7dtCMyjjz6qnJwcvf7667naX7p06bo+7Dz66KNKSkrSkiVLcm3LyMiwfeDNi6JFi9r2LwiuxlyoUCFZLBaHIR0HDx7UwoULncZcEPFe/nbc/tvw9evXKykpyWn7hQsX6siRI7afN2zYoPXr16tt27bXHcOiRYskSXXq1LlqTKdOncqVzJ08eTLXt/iX73Z2eaidq+/J2NhYFSlSRO+++67DMe3v9HYtlx/0+N577zmsnzRpkiwWyw29PjeifPnyatq0qebPn69PPvlEERERLt/pqlChQrle33fffdfh/ZoXN/oau+r8+fNXff9enltUpUoVSX+/18+dO5er3YYNG/TXX3/Z2l3N888/r6JFi+rJJ59Uampqru2///67bb6Wq+/ry44ePaqvvvrK9vPp06c1Z84c1a1bV2FhYbZjXtlHCxYscPg3KkmdO3fWiRMncr0/r4znSnn5Xenq770rh6d6eXmpdu3akuQwRBbArY1KC9zmhx9+sH1rnJaWpoSEBO3du1cjR460je1u1qyZ+vfvr/j4eG3btk333XefihQpor1792rBggWaPHmyw4MFXTFixAh988036tChg+12yOfOndOvv/6qzz//XAcPHsw1b+OfREdHS/r76exxcXH5/mRwV2Nu37693n77bbVp00aPP/640tLS9P7776tSpUravn17rph/+uknvf322ypTpowiIiLUsGHDG461Q4cO+vLLL/Xggw+qffv2OnDggKZNm6bq1avbKh/2KlWqpHvuuUdPP/20MjMz9c4776hUqVJXHRJypVWrVunixYuS/r7l8TfffKOff/5ZXbp0UdWqVSVJ9913n+2b2P79++vs2bP63//+p5CQEIdvvmfPnq0PPvhADz74oO68806dOXNG//vf/xQQEKB27dpJcv09Wbp0aT333HOKj49Xhw4d1K5dO23dulU//PCDS++v+++/Xy1atNBLL72kgwcPqk6dOvrxxx/19ddfa8iQIU5vKXuzPPHEE+rXr5+OHj2ql156yeX9OnTooI8//liBgYGqXr26kpKS9NNPP13XLZkl3fBrfNmePXuc3gAjNDRUrVu31vnz59W4cWM1atRIbdq0Ubly5ZSRkaGFCxdq1apV6tSpk6KioiT9fTvxuXPn6sEHH1R0dLS8vb2VnJysGTNmyNfXVy+++OI1Y7nzzjuVkJBgu+V49+7dVbNmTWVlZWnt2rVasGCB7Vkmrr6vL7vrrrvUp08fbdy4UaGhoZoxY4ZSU1MdkpwOHTrotddeU69evdS4cWP9+uuvmjt3rkMlS5K6d++uOXPmaNiwYdqwYYOaNm2qc+fO6aefftKAAQPUsWNHp9d3+XflSy+9pC5duqhIkSK6//77bcmMPVd/7z355JNKT09Xy5YtVbZsWR06dEjvvvuu6tata/sCDMBt4GbfrgxwdstjX19fo27dusbUqVMdbpd52YcffmhER0cbfn5+RvHixY1atWoZzz//vHH06FFbG2e3JzaMv28v3KxZM4d1Z86cMUaNGmVUqlTJ8Pb2NoKDg43GjRsbEyZMMLKysq55TGe3PL506ZIxePBgo3Tp0obFYvnH2x83a9bMqFGjhtNtl49vf8vjvMQ8ffp0o3LlyoaPj49RtWpVY+bMmbbbGNv77bffjHvvvdfw8/NzuD3s5bbHjx93aN+jRw+jaNGi/3gtVqvVePPNN40KFSoYPj4+RlRUlLFo0SKjR48eRoUKFZxe58SJE41y5coZPj4+RtOmTY1ffvnlmq+fYTi/5bG3t7dRtWpV44033nB4TQzDML755hujdu3ahq+vr1GxYkVj/Pjxttu2Xr796pYtW4yuXbsa5cuXN3x8fIyQkBCjQ4cOxqZNm3Kd35X3ZE5OjvHqq68a4eHhhp+fn9G8eXNjx44duW7tejVnzpwxhg4dapQpU8YoUqSIUblyZeOtt97K9W9EkjFw4MBc+7tynqu9364lPT3d8PHxMSQZu3btcnm/kydPGr169TKCg4ONYsWKGXFxccZvv/2WK87LvyOuvPX05T5fvny5bd2NvsZXvofsl8u/N7Kzs43//e9/RqdOnWzva39/fyMqKsp46623HG7xvX37dmPEiBFGvXr1jJIlSxqFCxc2wsPDjUceecTYsmWLy6/Vnj17jL59+xoVK1Y0vL29jeLFixtNmjQx3n33XePixYu2dq68rw3j/36XLVmyxKhdu7bt98OCBQscznvx4kVj+PDhttezSZMmRlJSktPfo+fPnzdeeuklIyIiwihSpIgRFhZmPPzww8bvv//u8Pra3/LYMP6+lfEdd9xheHl5OcTprM9c+b33+eefG/fdd58REhJieHt7G+XLlzf69+9vHDt2zOXXG4D5WQzDzTMaAXikgwcPKiIiQm+99Zaee+45d4cD3NYqVqyomjVr2oZOAsCthjktAAAAAEyNpAUAAACAqZG0AAAAADA1khYAblGxYkUZhsF8FuAmOHjwIPNZgNvU+++/r4oVK8rX11cNGzbUhg0brtp2586d6ty5sypWrCiLxXLVW8T/0zEvXryogQMHqlSpUipWrJg6d+7s9Dbt+YmkBQAAALgFzZ8/X8OGDdOYMWO0ZcsW1alTR3FxcUpLS3Pa/vz584qMjNS4ceNsz2e6nmMOHTpU3377rRYsWKCff/5ZR48e1UMPPVQg13gZdw8DAAAAbkENGzbU3XffbXvQq9VqVbly5TR48GCNHDnymvtWrFhRQ4YM0ZAhQ/J0zFOnTql06dJKSEiwPSvvt99+U7Vq1ZSUlKRGjRrl/4WKSgsAAABgGpmZmTp9+rTDkpmZmatdVlaWNm/erNjYWNs6Ly8vxcbGKikp6brO7coxN2/erOzsbIc2VatWVfny5a/7vK4oXGBHdqPIKRPdHQIAAACuYf8zw90dwlVZU+5y27njpz2uV1991WHdmDFjNHbsWId1J06cUE5OjkJDQx3Wh4aG6rfffruuc7tyzJSUFHl7eysoKChXm5SUlOs6rytuy6QFAAAAuBWNGjVKw4YNc1jn4+PjpmjMg6QFAAAAsGOV1W3n9vHxcSlJCQ4OVqFChXLdtSs1NfWqk+zz45hhYWHKyspSRkaGQ7XlRs7rCua0AAAAALcYb29vRUdHKzEx0bbOarUqMTFRMTExBXbM6OhoFSlSxKHN7t27dfjw4es+ryuotAAAAAC3oGHDhqlHjx6qX7++GjRooHfeeUfnzp1Tr169JEndu3fXHXfcofj4eEl/T7TftWuX7e9HjhzRtm3bVKxYMVWqVMmlYwYGBqpPnz4aNmyYSpYsqYCAAA0ePFgxMTEFducwiaQFAAAAcJBjuG94WF4+nD/22GM6fvy4Ro8erZSUFNWtW1eLFy+2TaQ/fPiwvLz+b2DV0aNHFRUVZft5woQJmjBhgpo1a6YVK1a4dExJmjRpkry8vNS5c2dlZmYqLi5OH3zwwQ1d9z+5LZ/Twt3DAAAAzM3Mdw/LPBbptnP7hO9327nNjEoLAAAAYMeq2+47/VseE/EBAAAAmBqVFgAAAMCOO295DOeotAAAAAAwNZIWAAAAAKbG8DAAAADATs7td3PdWx6VFgAAAACmRqUFAAAAsMMtj82HSgsAAAAAUyNpAQAAAGBqDA8DAAAA7OQwPMx0qLQAAAAAMDUqLQAAAIAdJuKbD5UWAAAAAKZGpQUAAACww8MlzYdKCwAAAABTI2kBAAAAYGoMDwMAAADsWN0dAHKh0gIAAADA1Ki0AAAAAHZ4uKT5UGkBAAAAYGokLQAAAABMjeFhAAAAgJ0cRoeZDpUWAAAAAKZGpQUAAACwwy2PzYdKCwAAAABTo9ICAAAA2MmRxd0h4ApUWgAAAACYGkkLAAAAAFNjeBgAAABgx8otj02HSgsAAAAAU6PSAgAAANhhIr75UGkBAAAAYGokLQAAAABMjeFhAAAAgB2Gh5kPlRYAAAAApkalBQAAALBjNai0mA2VFgAAAACmRqUFAAAAsMOcFvOh0gIAAADA1EhaAAAAAJgaw8MAAAAAOzl8r2869AgAAAAAU3N7pSUrK0sLFy5UUlKSUlJSJElhYWFq3LixOnbsKG9vbzdHCAAAAE/CLY/Nx62Vln379qlatWrq0aOHtm7dKqvVKqvVqq1bt6p79+6qUaOG9u3b584QAQAAALiZWystTz/9tGrVqqWtW7cqICDAYdvp06fVvXt3DRw4UEuWLHFThAAAAADcza1Jy5o1a7Rhw4ZcCYskBQQE6PXXX1fDhg3dEBkAAAA8Fc9pMR+3Dg8LCgrSwYMHr7r94MGDCgoKumnxAAAAADAft1ZannzySXXv3l2vvPKKWrVqpdDQUElSamqqEhMT9e9//1uDBw92Z4gAAADwMDkGN9g1G7cmLa+99pqKFi2qt956S8OHD5fF8ncpzjAMhYWF6YUXXtDzzz/vzhBN5V+166pvvfoq7V9UySeOa+zPy7Q9NeWq7dtWukvDGjVR2YAAHcw4qfFrVmnFoQM3MWLcCPrbs9DfnoX+9iz0N3Dj3J5GvvDCCzp69Kh+//13rV69WqtXr9bvv/+uo0ePkrDYaV+5il5s2kxT1ifp/nkfK/nEcc3u2Fml/Pyctq8XVkaT27TXZ7t+VYdPP9aP+/dpWoeOuqtkqZscOa4H/e1Z6G/PQn97Fvr71mSVl9sWOGeaVyYiIkIxMTGKiYlRRESEu8MxnT5R0Zq/41d9nrxT+9LT9fKypbpwKVuPVK/ltH3PuvW08tAB/W/LJv1+Ml2T1q3VzuOp6l4n6iZHjutBf3sW+tuz0N+ehf4G8odpkhZnvv76a82ZM8fdYbhdES8v1QwJ1Zo/DtvWGZLW/HFYUeHhTvepFx7u0F6SVh06pKgw5+1hHvS3Z6G/PQv97VnobyD/uHVOyz954YUXtHfvXnXv3v2qbTIzM5WZmemwzrh0SZbCpr60PCnh56fCXl46cf6cw/oT58/rzhIlne4T7F9UJ86fv6L9OZUuWrTA4kT+oL89C/3tWehvz0J/37q45bH5mLrS8ttvvyknJ+eabeLj4xUYGOiwZCxNvEkRAgAAAChopk5aXDFq1CidOnXKYQlq3crdYeWrkxcu6JLVqmB/x29Zgv39dfyKb28uO3H+nIL9/a9oX1THzzlvD/Ogvz0L/e1Z6G/PQn/funIML7ctcM4Ur8yGDRs0efJkjRo1SqNGjdLkyZO1YcMGl/b18fFRQECAw3I7DQ2TpGyrVTvSUtW4XHnbOoukxuXKa+uxY0732XLsmEN7SWpSvoK2pjhvD/Ogvz0L/e1Z6G/PQn8D+cetSUtaWpqaNm2qRo0aadKkSVq2bJmWLVumSZMmqVGjRmratKnS0tLcGaJpTN+6WV1q1NJDVavrzhIl9XqLWPkXLqLPd+2QJE1o3UYjGt9jaz9r2xbdW76i+kRFK7JEST3bMEa1QkI155et7roE5AH97Vnob89Cf3sW+hvIH24tSQwYMEA5OTlKTk5WlSpVHLbt3r1bvXv31sCBA7VgwQI3RWge3+3drZJ+fhraqImCi/or+fhx9fz6C5248PdkvTLFA2Q1DFv7LSlHNWTJ9xoe00TPNb5HBzMy9NSir7Un/S93XQLygP72LPS3Z6G/PQv9fWuyMhHfdCyGYfcv5SYrXry4Vq5cqago5/ce37x5s5o3b64zZ87k6biRUybmR3gAAAAoIPufGe7uEK5qyYHqbjt3XMQut53bzNxaafHx8dHp06evuv3MmTPy8fG5iREBAADA0+WYY9o37Li1Rx577DH16NFDX331lUPycvr0aX311Vfq1auXunbt6sYIAQAAALibWystb7/9tqxWq7p06aJLly7J29tbkpSVlaXChQurT58+mjBhgjtDBAAAAOBmbh8eNnXqVI0fP16bN29WSkqKJCksLEzR0dEKCAhwZ3gAAADwQDwvxXzc3iPJycn64osvFB4erq5duyoqKkqfffaZhgwZomXLlrk7PAAAAABu5tZKy+LFi9WxY0cVK1ZM58+f11dffaXu3burTp06slqtuu+++/Tjjz+qZcuW7gwTAAAAHsTq/u/1cQW39shrr72mESNG6K+//tLMmTP1+OOPq2/fvlq6dKkSExM1YsQIjRs3zp0hAgAAAKb1/vvvq2LFivL19VXDhg21YcOGa7ZfsGCBqlatKl9fX9WqVUvff/+9w3aLxeJ0eeutt2xtKlasmGt7QX9md2vSsnPnTvXs2VOS9Oijj+rMmTN6+OGHbdu7deum7du3uyk6AAAAeKIcw+K2JS/mz5+vYcOGacyYMdqyZYvq1KmjuLg4paWlOW2/du1ade3aVX369NHWrVvVqVMnderUSTt27LC1OXbsmMMyY8YMWSwWde7c2eFYr732mkO7wYMH5/2FzgO3174slr87x8vLS76+vgoMDLRtK168uE6dOuWu0AAAAADTevvtt9W3b1/16tVL1atX17Rp0+Tv768ZM2Y4bT958mS1adNGI0aMULVq1fT666+rXr16eu+992xtwsLCHJavv/5aLVq0UGRkpMOxihcv7tCuaNGiBXqtbk1aKlasqL1799p+TkpKUvny5W0/Hz58WOHh4e4IDQAAALjpMjMzdfr0aYclMzMzV7usrCxt3rxZsbGxtnVeXl6KjY1VUlKS02MnJSU5tJekuLi4q7ZPTU3Vd999pz59+uTaNm7cOJUqVUpRUVF66623dOnSpbxcZp65NWl5+umnlZOTY/u5Zs2aKlz4/+4N8MMPPzAJHwAAADdVjrzctsTHxyswMNBhiY+PzxXjiRMnlJOTo9DQUIf1oaGhtseIXCklJSVP7WfPnq3ixYvroYceclj/zDPPaN68eVq+fLn69++vN998U88//3xeXuI8c+vdw5566qlrbn/zzTdvUiQAAACA+40aNUrDhg1zWOfj4+OWWGbMmKFu3brJ19fXYb19fLVr15a3t7f69++v+Pj4AovVrUkLAAAAYDZWNz5c0sfHx6UP/sHBwSpUqJBSU1Md1qempiosLMzpPmFhYS63X7VqlXbv3q358+f/YywNGzbUpUuXdPDgQVWpUuUf218Pt0/EBwAAAJA33t7eio6OVmJiom2d1WpVYmKiYmJinO4TExPj0F6Sli5d6rT99OnTFR0drTp16vxjLNu2bZOXl5dCQkLyeBWuo9ICAAAA3IKGDRumHj16qH79+mrQoIHeeecdnTt3Tr169ZIkde/eXXfccYdtTsyzzz6rZs2aaeLEiWrfvr3mzZunTZs26cMPP3Q47unTp7VgwQJNnDgx1zmTkpK0fv16tWjRQsWLF1dSUpKGDh2qJ554QiVKlCiwayVpAQAAAOzk3CKDkR577DEdP35co0ePVkpKiurWravFixfbJtsfPnxYXl7/dy2NGzdWQkKCXn75Zb344ouqXLmyFi5cqJo1azocd968eTIMQ127ds11Th8fH82bN09jx45VZmamIiIiNHTo0FzzcPKbxTAMo0DP4AaRU3JnhQAAADCP/c8Md3cIV5Wwr6Hbzv14pfVuO7eZUWkBAAAA7OT1yfQoeLdG7QsAAACAx6LSAgAAANix8r2+6dAjAAAAAEyNpAUAAACAqTE8DAAAALCTY/C9vtnQIwAAAABMjUoLAAAAYMcqbnlsNlRaAAAAAJgaSQsAAAAAU2N4GAAAAGCHifjmQ48AAAAAMDUqLQAAAICdHL7XNx16BAAAAICpUWkBAAAA7FgNbnlsNlRaAAAAAJgaSQsAAAAAU2N4GAAAAGCHifjmQ48AAAAAMDUqLQAAAIAdKw+XNB16BAAAAICpkbQAAAAAMDWGhwEAAAB2csRzWsyGSgsAAAAAU6PSAgAAANhhIr750CMAAAAATI1KCwAAAGCHOS3mQ6UFAAAAgKmRtAAAAAAwNYaHAQAAAHaYiG8+9AgAAAAAU6PSAgAAANjJodJiOvQIAAAAAFMjaQEAAABgagwPAwAAAOxYeU6L6VBpAQAAAGBqVFoAAAAAO0zENx96BAAAAICpUWkBAAAA7FgN5rSYDZUWAAAAAKZG0gIAAADA1BgeBgAAANjJ4Xt906FHAAAAAJgalRYAAADADhPxzYdKCwAAAABTI2kBAAAAYGoMDwMAAADsWPle33ToEQAAAACmRqUFAAAAsJPDRHzTodICAAAAwNSotAAAAAB2uOWx+VBpAQAAAGBqJC0AAAAATI3hYQAAAIAdq8H3+mZDjwAAAAAwNSotAAAAgJ0cMRHfbKi0AAAAADA1khYAAAAApsbwMAAAAMAOz2kxHyotAAAAAEyNSgsAAABgh1semw89AgAAAMDUSFoAAAAAmBrDwwAAAAA7Vp7TYjpUWgAAAACYGpUWAAAAwE4Otzw2HSotAAAAwC3q/fffV8WKFeXr66uGDRtqw4YN12y/YMECVa1aVb6+vqpVq5a+//57h+09e/aUxWJxWNq0aePQJj09Xd26dVNAQICCgoLUp08fnT17Nt+vzR5JCwAAAGDHani5bcmL+fPna9iwYRozZoy2bNmiOnXqKC4uTmlpaU7br127Vl27dlWfPn20detWderUSZ06ddKOHTsc2rVp00bHjh2zLZ9++qnD9m7dumnnzp1aunSpFi1apJUrV6pfv355e5HzyGIYhlGgZ3CDyCkT3R0CAAAArmH/M8PdHcJV9djQx23nnt1gusttGzZsqLvvvlvvvfeeJMlqtapcuXIaPHiwRo4cmav9Y489pnPnzmnRokW2dY0aNVLdunU1bdo0SX9XWjIyMrRw4UKn50xOTlb16tW1ceNG1a9fX5K0ePFitWvXTn/++afKlCnjcvx5QaUFAAAAMInMzEydPn3aYcnMzMzVLisrS5s3b1ZsbKxtnZeXl2JjY5WUlOT02ElJSQ7tJSkuLi5X+xUrVigkJERVqlTR008/rb/++svhGEFBQbaERZJiY2Pl5eWl9evXX9c1u4KkBQAAALBjNSxuW+Lj4xUYGOiwxMfH54rxxIkTysnJUWhoqMP60NBQpaSkOL2ulJSUf2zfpk0bzZkzR4mJiRo/frx+/vlntW3bVjk5ObZjhISEOByjcOHCKlmy5FXPmx+4exgAAABgEqNGjdKwYcMc1vn4+Ny083fp0sX291q1aql27dq68847tWLFCrVq1eqmxXElkhYAAADAjjsfLunj4+NSkhIcHKxChQopNTXVYX1qaqrCwsKc7hMWFpan9pIUGRmp4OBg7du3T61atVJYWFiuif6XLl1Senr6NY9zoxgeBgAAANxivL29FR0drcTERNs6q9WqxMRExcTEON0nJibGob0kLV269KrtJenPP//UX3/9pfDwcNsxMjIytHnzZlubZcuWyWq1qmHDhjdySddE0gIAAADcgoYNG6b//e9/mj17tpKTk/X000/r3Llz6tWrlySpe/fuGjVqlK39s88+q8WLF2vixIn67bffNHbsWG3atEmDBg2SJJ09e1YjRozQunXrdPDgQSUmJqpjx46qVKmS4uLiJEnVqlVTmzZt1LdvX23YsEFr1qzRoEGD1KVLlwK7c5jE8DAAAADAgdVw3/CwvHjsscd0/PhxjR49WikpKapbt64WL15sm2x/+PBheXn9X42icePGSkhI0Msvv6wXX3xRlStX1sKFC1WzZk1JUqFChbR9+3bNnj1bGRkZKlOmjO677z69/vrrDkPW5s6dq0GDBqlVq1by8vJS586dNWXKlAK9Vp7TAgAAgJvOzM9p6bquYB+UeC2fNvrQbec2MyotAAAAgJ28PpkeBY8eAQAAAGBqVFoAAAAAO7fKnBZPQqUFAAAAgKmRtAAAAAAwNYaHAQAAAHasYniY2VBpAQAAAGBqVFoAAAAAO0zENx8qLQAAAABMjaQFAAAAgKkxPAwAAACww/Aw83F70pKVlaWFCxcqKSlJKSkpkqSwsDA1btxYHTt2lLe3t5sjBAAAAOBObh0etm/fPlWrVk09evTQ1q1bZbVaZbVatXXrVnXv3l01atTQvn373BkiAAAAPIzVsLhtgXNurbQ8/fTTqlWrlrZu3aqAgACHbadPn1b37t01cOBALVmyxE0RAgAAAHA3tyYta9as0YYNG3IlLJIUEBCg119/XQ0bNnRDZAAAAPBUVDzMx63Dw4KCgnTw4MGrbj948KCCgoJuWjwAAAAAzMetlZYnn3xS3bt31yuvvKJWrVopNDRUkpSamqrExET9+9//1uDBg90ZIgAAAAA3c2vS8tprr6lo0aJ66623NHz4cFksf5fiDMNQWFiYXnjhBT3//PPuDBEAAAAexiqGh5mN2295/MILL+iFF17QgQMHHG55HBER4ebIzOdfteuqb736Ku1fVMknjmvsz8u0PTXlqu3bVrpLwxo1UdmAAB3MOKnxa1ZpxaEDNzFi3Aj627PQ356F/vYs9Ddw49w6p8VeRESEYmJiFBMTQ8LiRPvKVfRi02aasj5J98/7WMknjmt2x84q5efntH29sDKa3Ka9Ptv1qzp8+rF+3L9P0zp01F0lS93kyHE96G/PQn97Fvrbs9DftyZueWw+pklanPn66681Z84cd4dhCn2iojV/x6/6PHmn9qWn6+VlS3XhUrYeqV7Lafuedetp5aED+t+WTfr9ZLomrVurncdT1b1O1E2OHNeD/vYs9Ldnob89C/0N5A9TJy0vvPCCevXq5e4w3K6Il5dqhoRqzR+HbesMSWv+OKyo8HCn+9QLD3doL0mrDh1SVJjz9jAP+tuz0N+ehf72LPQ3kH9MnbT89ttvysnJcXcYblfCz0+Fvbx04vw5h/Unzp9Xaf+iTvcJ9i+qE+fPX9H+nEoXdd4e5kF/exb627PQ356F/r51MTzMfNw+Ef9GZWZmKjMz02GdcemSLIVv+UsDAAAAIJNWWlq2bKlDhw651DY+Pl6BgYEOS8bSxAKO8OY6eeGCLlmtCr7iW5lgf38dv+Lbm8tOnD+nYH//K9oX1fFzztvDPOhvz0J/exb627PQ37cuKi3m49ak5ZtvvnG6rFy5UosWLbL9fC2jRo3SqVOnHJag1q1u0hXcHNlWq3akpapxufK2dRZJjcuV19Zjx5zus+XYMYf2ktSkfAVtTXHeHuZBf3sW+tuz0N+ehf4G8o9bx1B16tRJFotFhmHk2jZ48GBJksViuea8Fh8fH/n4+Disux2Hhk3fulkTWrfRr6kp+iU1Rb3q1pN/4SL6fNcOSdKE1m2Ueu6s3lq7WpI0a9sWfdr5UfWJitbygwd0/11VVCskVC8l/ujOy4CL6G/PQn97Fvrbs9DftyYqHubj1k/3cXFxKlSokGbMmKGQkBDb+iJFiuiXX35R9erV3RiduXy3d7dK+vlpaKMmCi7qr+Tjx9Xz6y904sLfk/XKFA+Q1S7525JyVEOWfK/hMU30XON7dDAjQ08t+lp70v9y1yUgD+hvz0J/exb627PQ30D+sBjOyhw30aRJkzRp0iR98MEH6tChg6QbT1oip0zMzxABAACQz/Y/M9zdIVxVi2Xui215Sz7HOuP2ifhDhw7VN998oxdeeEH9+/fX+Stu8wcAAADcTIZhcdsC59yetEhS3bp1tWnTJlksFtWtW9fpHBcAAAAAnsk0M9b9/Pw0bdo0ffPNN1q+fLmCg4PdHRIAAAA8kFVUPMzGNEnLZQ888IAeeOABd4cBAAAAwCTcPjzswoULWr16tXbt2pVr28WLFzVnzhw3RAUAAADALNyatOzZs0fVqlXTvffeq1q1aqlZs2Y6ZvewpVOnTqlXr15ujBAAAACepqCfen+tBc65NWl54YUXVLNmTaWlpWn37t0qXry4mjRposOHD7szLAAAAAAm4tY5LWvXrtVPP/2k4OBgBQcH69tvv9WAAQPUtGlTLV++XEWLFnVneAAAAPBA3HrYfNxaablw4YIKF/6/vMlisWjq1Km6//771axZM+3Zs8eN0QEAAAAwA7dWWqpWrapNmzapWrVqDuvfe+89SeIuYgAAALjpmFtiPm6ttDz44IP69NNPnW5777331LVrVx40CQAAAHg4tyYto0aN0vfff3/V7R988IGsVutNjAgAAACA2Zju4ZIAAACAOzER33zc/nBJAAAAALgWKi0AAACAHSbimw+VFgAAAACmRtICAAAAwNQYHgYAAADY4Ykb5kOlBQAAAICpUWkBAAAA7FjFRHyzodICAAAAwNSotAAAAAB2eLik+VBpAQAAAGBqJC0AAAAATI3hYQAAAIAdK8PDTIdKCwAAAABTo9ICAAAA2OHhkuZDpQUAAACAqZG0AAAAADA1hocBAAAAdnhOi/lQaQEAAABgalRaAAAAADtUWsyHSgsAAAAAUyNpAQAAAGBqDA8DAAAA7FgZHmY6VFoAAAAAmBqVFgAAAMCOYbg7AlyJSgsAAABwi3r//fdVsWJF+fr6qmHDhtqwYcM12y9YsEBVq1aVr6+vatWqpe+//962LTs7Wy+88IJq1aqlokWLqkyZMurevbuOHj3qcIyKFSvKYrE4LOPGjSuQ67uMpAUAAACwYxgWty15MX/+fA0bNkxjxozRli1bVKdOHcXFxSktLc1p+7Vr16pr167q06ePtm7dqk6dOqlTp07asWOHJOn8+fPasmWLXnnlFW3ZskVffvmldu/erQceeCDXsV577TUdO3bMtgwePDjvL3QeWAzj9iuARU6Z6O4QAAAAcA37nxnu7hCuqtpXr7rt3MkPjnG5bcOGDXX33XfrvffekyRZrVaVK1dOgwcP1siRI3O1f+yxx3Tu3DktWrTItq5Ro0aqW7eupk2b5vQcGzduVIMGDXTo0CGVL19e0t+VliFDhmjIkCF5uLIbQ6UFAAAAMInMzEydPn3aYcnMzMzVLisrS5s3b1ZsbKxtnZeXl2JjY5WUlOT02ElJSQ7tJSkuLu6q7SXp1KlTslgsCgoKclg/btw4lSpVSlFRUXrrrbd06dKlPFxl3pG0AAAAAHbcOTwsPj5egYGBDkt8fHyuGE+cOKGcnByFhoY6rA8NDVVKSorT60pJSclT+4sXL+qFF15Q165dFRAQYFv/zDPPaN68eVq+fLn69++vN998U88//3xeX+Y84e5hAAAAgEmMGjVKw4YNc1jn4+Nz0+PIzs7Wo48+KsMwNHXqVIdt9vHVrl1b3t7e6t+/v+Lj4wssVpIWAAAAwI47J3z7+Pi49ME/ODhYhQoVUmpqqsP61NRUhYWFOd0nLCzMpfaXE5ZDhw5p2bJlDlUWZxo2bKhLly7p4MGDqlKlyj/Gfj0YHgYAAADcYry9vRUdHa3ExETbOqvVqsTERMXExDjdJyYmxqG9JC1dutSh/eWEZe/evfrpp59UqlSpf4xl27Zt8vLyUkhIyHVezT+j0gIAAADcgoYNG6YePXqofv36atCggd555x2dO3dOvXr1kiR1795dd9xxh21OzLPPPqtmzZpp4sSJat++vebNm6dNmzbpww8/lPR3wvLwww9ry5YtWrRokXJycmzzXUqWLClvb28lJSVp/fr1atGihYoXL66kpCQNHTpUTzzxhEqUKFFg10rSAgAAANjJ6/NS3OWxxx7T8ePHNXr0aKWkpKhu3bpavHixbbL94cOH5eX1fwOrGjdurISEBL388st68cUXVblyZS1cuFA1a9aUJB05ckTffPONJKlu3boO51q+fLmaN28uHx8fzZs3T2PHjlVmZqYiIiI0dOjQXPNw8hvPaQEAAMBNZ+bntNz1xetuO/eezq+47dxmRqUFAAAAsHfbfaV/62MiPgAAAABTo9ICAAAA2LlV5rR4EiotAAAAAEyNpAUAAACAqTE8DAAAALBz+91b99ZHpQUAAACAqVFpAQAAAOwwEd98qLQAAAAAMDWSFgAAAACmdl3Dw7Kzs5WSkqLz58+rdOnSKlmyZH7HBQAAALgHw8NMx+VKy5kzZzR16lQ1a9ZMAQEBqlixoqpVq6bSpUurQoUK6tu3rzZu3FiQsQIAAADwQC4lLW+//bYqVqyomTNnKjY2VgsXLtS2bdu0Z88eJSUlacyYMbp06ZLuu+8+tWnTRnv37i3ouAEAAIACYRjuW+CcS8PDNm7cqJUrV6pGjRpOtzdo0EC9e/fWtGnTNHPmTK1atUqVK1fO10ABAAAAeCaXkpZPP/3UpYP5+PjoqaeeuqGAAAAAALei4mE6Ls9pmTlzpg4dOlSQsQAAAABALi7fPWzAgAHKyspShQoV1KJFC9tyxx13FGR8AAAAADycy0lLRkaG1q5dq59//lnLly9XQkKCsrKyVKlSJVsC07x5c4WGhhZkvAAAAECBMrjlsem4nLT4+PjYkpOxY8fq4sWLSkpK0vLly7VixQrNnj1b2dnZunTpUkHGCwAAAMDDXNfDJSXJy8tLXl5eslgsslgsMgxD5cuXz8/YAAAAgJuPifim43LSkpWVpXXr1mnFihVatmyZ1q9frwoVKujee+9V37599cknn6hcuXIFGSsAAAAAD+Ry0hIYGKiQkBDdf//9GjhwoObNm6ewsLCCjA0AAAAAXE9a6tSpo61bt2rlypW2oWHNmzdXqVKlCjI+AAAA4KZiIr75uPyclnXr1umvv/7Sf/7zH/n5+ek///mPwsPDVbNmTQ0aNEgLFixQWlpaQcYKAAAAwAPlaSJ+sWLF1KZNG7Vp00aSdObMGa1atUpLly5V3759dfbsWe4eBgAAgFsbE/FN57ruHma1WrVx40atWLFCy5cv15o1a3Tu3DlVqFAhv+MDAAAA4OFcTlo2bNigFStWaMWKFVq9erXOnj2rsmXLqnnz5poyZYpatGihihUrFmCoAAAAwM3AnBazcTlpadSokcLCwtSiRQu9/fbbatGihe68886CjA0AAAAAXE9akpOTVaVKlYKMBQAAAABycTlpIWEBAACAR2Aivum4nLRERka61G7//v3XHQwAAAAAXMnlpOXgwYOqUKGCHn/8cYWEhBRkTAAAAID7UGkxHZeTlvnz52vGjBl6++231bZtW/Xu3Vvt2rWTl5fLz6cEAAAAgDxzOeN45JFH9MMPP2jfvn2Kjo7W0KFDVa5cOY0cOVJ79+4tyBgBAAAAeLA8l0nuuOMOvfTSS9q7d68SEhK0fv16Va1aVSdPniyI+AAAAICby7C4b4FTLg8Ps3fx4kV9/vnnmjFjhtavX69HHnlE/v7++R0bAAAAAOQtaVm/fr2mT5+uzz77TJGRkerdu7e++OILlShRoqDiAwAAAG4qg4n4puNy0lKjRg2lpaXp8ccf188//6w6deoUZFwAAAAAICkPSUtycrKKFi2qOXPm6OOPP75qu/T09HwJDAAAAHALKi2m43LSMnPmzIKMAwAAAACccjlp6dGjR0HGAQAAAABOuZS0GIYhi4VbsAEAAMADcOth03HpOS01atTQvHnzlJWVdc12e/fu1dNPP61x48blS3AAAAAA4FKl5d1339ULL7ygAQMGqHXr1qpfv77KlCkjX19fnTx5Urt27dLq1au1c+dODRo0SE8//XRBxw0AAAAUCAsT8U3HpaSlVatW2rRpk1avXq358+dr7ty5OnTokC5cuKDg4GBFRUWpe/fu6tatG89sAQAAAJCv8vRwyXvuuUf33HNPQcUCAAAAALnkKWkBAAAAbnsMDzMdlybiAwAAAIC7UGkBAAAA7HHLY9Oh0gIAAADA1Ki0AAAAAPaY02I6ea60NGvWTHPmzNGFCxcKIh4AAAAAcJDnpCUqKkrPPfecwsLC1LdvX61bt64g4gIAAAAASdeRtLzzzjs6evSoZs6cqbS0NN17772qXr26JkyYoNTU1IKIEQAAALh5DDcucOq6JuIXLlxYDz30kL7++mv9+eefevzxx/XKK6+oXLly6tSpk5YtW5bfcQIAAADwUDd097ANGzZozJgxmjhxokJCQjRq1CgFBwerQ4cOeu655/IrRgAAAODmodJiOnm+e1haWpo+/vhjzZw5U3v37tX999+vTz/9VHFxcbJY/r6ndc+ePdWmTRtNmDAh3wMGAAAA4FnynLSULVtWd955p3r37q2ePXuqdOnSudrUrl1bd999d74ECAAAAMCz5TlpSUxMVNOmTa/ZJiAgQMuXL7/uoAAAAAC3MSzujgBXyPOcljFjxigjIyPX+tOnT6tly5Z5DmDXrl0aMGCAoqKiFB4ervDwcEVFRWnAgAHatWtXno8HAAAA4PaS50rLzz//rKysrFzrL168qFWrVuXpWD/88IM6deqkevXqqWPHjgoNDZUkpaamaunSpapXr56+/vprxcXF5TVMAAAA4LpYmBBvOi4nLdu3b5ckGYahXbt2KSUlxbYtJydHixcv1h133JGnk48cOVIvvPCCXnvttVzbxo4dq7Fjx2rEiBEkLQAAAIAHczlpqVu3riwWiywWi9NhYH5+fnr33XfzdPI9e/aoW7duV93etWtXjR8/Pk/HBAAAAHB7cTlpOXDggAzDUGRkpDZs2OBw1zBvb2+FhISoUKFCeTp5xYoV9d1336lKlSpOt3/33XeqUKFCno4JAAAA3BCGh5mOy0nL5eTBarXm28lfe+01Pf7441qxYoViY2Md5rQkJiZq8eLFSkhIyLfz3er+Vbuu+tarr9L+RZV84rjG/rxM21NTrtq+baW7NKxRE5UNCNDBjJMav2aVVhw6cBMjxo2gvz0L/e1Z6G/PQn8DN86lu4d98803ys7Otv39WktePPLII/r555/l7++viRMnqnv37urevbsmTpwoPz8/rVixQp07d877Vd2G2leuohebNtOU9Um6f97HSj5xXLM7dlYpPz+n7euFldHkNu312a5f1eHTj/Xj/n2a1qGj7ipZ6iZHjutBf3sW+tuz0N+ehf4G8odLSUunTp108uRJ29+vtjz44IN5DqBx48aaN2+eDh06pMzMTGVmZurQoUOaN2+eYmJi8ny821WfqGjN3/GrPk/eqX3p6Xp52VJduJStR6rXctq+Z916WnnogP63ZZN+P5muSevWaufxVHWvE3WTI8f1oL89C/3tWehvz0J/o6C9//77qlixonx9fdWwYUNt2LDhmu0XLFigqlWrytfXV7Vq1dL333/vsN0wDI0ePVrh4eHy8/NTbGys9u7d69AmPT1d3bp1U0BAgIKCgtSnTx+dPXs236/NnktJi9VqVUhIiO3vV1tycnIKNFhPVcTLSzVDQrXmj8O2dYakNX8cVlR4uNN96oWHO7SXpFWHDikqzHl7mAf97Vnob89Cf3sW+vvWZTHct+TF/PnzNWzYMI0ZM0ZbtmxRnTp1FBcXp7S0NKft165dq65du6pPnz7aunWrrfCwY8cOW5v//Oc/mjJliqZNm6b169eraNGiiouL08WLF21tunXrpp07d2rp0qVatGiRVq5cqX79+l3Xa+2qPD9c8mZ68cUX1bt3b3eH4XYl/PxU2MtLJ86fc1h/4vx5lfYv6nSfYP+iOnH+/BXtz6l0UeftYR70t2ehvz0L/e1Z6G8UtLffflt9+/ZVr169VL16dU2bNk3+/v6aMWOG0/aTJ09WmzZtNGLECFWrVk2vv/666tWrp/fee0/S31WWd955Ry+//LI6duyo2rVra86cOTp69KgWLlwoSUpOTtbixYv10UcfqWHDhrrnnnv07rvvat68eTp69GiBXWuek5ZnnnlGU6ZMybX+vffe05AhQ/IjJpsjR47o4MGD12yTmZmp06dPOyzGpUv5GgcAAABwMzj7bJuZmZmrXVZWljZv3qzY2FjbOi8vL8XGxiopKcnpsZOSkhzaS1JcXJyt/YEDB5SSkuLQJjAwUA0bNrS1SUpKUlBQkOrXr29rExsbKy8vL61fv/76L/wf5Dlp+eKLL9SkSZNc6xs3bqzPP/88X4K6bPbs2Vq2bNk128THxyswMNBhyViamK9xuNvJCxd0yWpV8BXfygT7++v4Fd/eXHbi/DkF+/tf0b6ojp9z3h7mQX97Fvrbs9DfnoX+voUZFrctzj7bxsfH5wrxxIkTysnJsd1997LQ0FCHh8DbS0lJuWb7y3/+U5vL00YuK1y4sEqWLHnV8+aHPCctf/31lwIDA3OtDwgI0IkTJ/IlqLwYNWqUTp065bAEtW510+MoSNlWq3akpapxufK2dRZJjcuV19Zjx5zus+XYMYf2ktSkfAVtTXHeHuZBf3sW+tuz0N+ehf7G9XD22XbUqFHuDsvt8py0VKpUSYsXL861/ocfflBkZGSeA1i0aJFGjx6tNWvWSJKWLVumdu3aqU2bNvrwww//cX8fHx8FBAQ4LJbCLj9+5pYxfetmdalRSw9Vra47S5TU6y1i5V+4iD7f9ffEqQmt22hE43ts7Wdt26J7y1dUn6hoRZYoqWcbxqhWSKjm/LLVXZeAPKC/PQv97Vnob89Cf9+iDPctzj7b+vj45AoxODhYhQoVUmpqqsP61NRUhYWFOb2ssLCwa7a//Oc/tblyov+lS5eUnp5+1fPmhzx/uh82bJgGDRqk48ePq2XLlpKkxMRETZw4Ue+8806ejvXf//5XgwYNUp06dTR58mS9//77GjBggB577DEVKlRIQ4YM0YULF/Tss8/mNczbznd7d6ukn5+GNmqi4KL+Sj5+XD2//kInLvw9Wa9M8QBZjf+75cSWlKMasuR7DY9pouca36ODGRl6atHX2pP+l7suAXlAf3sW+tuz0N+ehf5GQfH29lZ0dLQSExPVqVMnSX/f5TcxMVGDBg1yuk9MTIwSExMd5qEvXbrU9piRiIgIhYWFKTExUXXr1pUknT59WuvXr9fTTz9tO0ZGRoY2b96s6OhoSX8XHaxWqxo2bFgwFyvJYhh2/1JcNHXqVL3xxhu2OwRUrFhRY8eOVffu3fN0nBo1amjIkCHq27evli9frnbt2mnixIkaMGCAJGnWrFn6z3/+o127duXpuJFTJuapPQAAAG6u/c8Md3cIVxX5zttuO/f+IcNcbjt//nz16NFD//3vf9WgQQO98847+uyzz/Tbb78pNDRU3bt31x133GGbE7N27Vo1a9ZM48aNU/v27TVv3jy9+eab2rJli2rWrClJGj9+vMaNG6fZs2crIiJCr7zyirZv365du3bJ19dXktS2bVulpqZq2rRpys7OVq9evVS/fn0lJCTk/wvy/13XOKqnn35aTz/9tI4fPy4/Pz8VK1bsuk5+4MABxcXFSZJatGihnJwc3XvvvbbtzZs318CBA6/r2AAAAMB1yfNX+u7x2GOP6fjx4xo9erRSUlJUt25dLV682DaR/vDhw/Ly+r/ZII0bN1ZCQoJefvllvfjii6pcubIWLlxoS1gk6fnnn9e5c+fUr18/ZWRk6J577tHixYttCYskzZ07V4MGDVKrVq3k5eWlzp07O727cH66rkpLfilXrpwSEhLUtGlTHT16VGXLltWiRYvUrl07SdLPP/+sJ554Qn/88UeejkulBQAAwNxMXWmZ5MZKy1DXKy2e5LoqLZ9//rk+++wzHT58WFlZWQ7btmzZ4vJxOnbsqD59+qhHjx765ptv1L17dw0fPlxeXl6yWCwaMWKE7rvvvusJEQAAALgueX0yPQpenu8eNmXKFPXq1UuhoaHaunWrGjRooFKlSmn//v1q27Ztno41fvx4NW/eXPPmzVPdunX14Ycfqk+fPurYsaPatm2rUqVKOb0vNQAAAADPkefhYVWrVtWYMWPUtWtXFS9eXL/88osiIyM1evRopaen67333rvhoC5evKjs7GwVL178uvZneBgAAIC5mXl42J0T3Tc87PfhDA9zJs+VlsOHD6tx48aSJD8/P505c0aS9K9//UuffvppvgTl6+ur4sWL648//lDv3r3z5ZgAAAAAbk15TlrCwsKUnp4uSSpfvrzWrVsn6e87geX3nP709HTNnj07X48JAAAA4NaS54n4LVu21DfffKOoqCj16tVLQ4cO1eeff65NmzbpoYceytOxvvnmm2tu379/f17DAwAAAG4ME/FNJ89Jy4cffiir1SpJGjhwoEqVKqW1a9fqgQceUP/+/fN0rE6dOslisVyzQmOxWPIaIgAAAIDbSJ6TFi8vL4eH1HTp0kVdunS5rpOHh4frgw8+UMeOHZ1u37Ztm6Kjo6/r2AAAAMD14JbH5nNdz2k5efKkpk+fruTkZElS9erV1atXL5UsWTJPx4mOjtbmzZuvmrT8UxUGAAAAwO0vzxPxV65cqYiICE2ZMkUnT57UyZMnNWXKFEVERGjlypV5OtaIESNsdyJzplKlSlq+fHleQwQAAABwG8lzpWXgwIF69NFHNXXqVBUqVEiSlJOTowEDBmjgwIH69ddfXT5W06ZNr7m9aNGiatasWV5DBAAAAK6fwZxqs8lzpWXfvn0aPny4LWGRpEKFCmnYsGHat29fvgYHAAAAAHlOWurVq2eby2IvOTlZderUyZegAAAAALcx3LjAqTwPD3vmmWf07LPPat++fWrUqJEkad26dXr//fc1btw4bd++3da2du3a+RcpAAAAAI+U56Sla9eukqTnn3/e6bbLd/yyWCzKycm58QgBAACAm4hbHptPnpOWAwcOFEQcAAAAAOBUnpOWChUqFEQcAAAAAODUdT1cUpJ27dqlw4cPKysry2H9Aw88cMNBAQAAAG7D8DDTyXPSsn//fj344IP69ddfHZ5Yb7H8fT9r5rEAAAAAyE95vuXxs88+q4iICKWlpcnf3187d+7UypUrVb9+fa1YsaIAQgQAAABuHovhvgXO5bnSkpSUpGXLlik4OFheXl7y8vLSPffco/j4eD3zzDPaunVrQcQJAAAAwEPludKSk5Oj4sWLS5KCg4N19OhRSX9P0N+9e3f+RgcAAADA4+W50lKzZk398ssvioiIUMOGDfWf//xH3t7e+vDDDxUZGVkQMQIAAAA3D8O0TCfPScvLL7+sc+fOSZJee+01dejQQU2bNlWpUqU0f/78fA8QAAAAgGfLc9ISFxdn+3ulSpX022+/KT09XSVKlLDdQQwAAAC4ZVFpMR2X57Tk5ORo+/btunDhQq5tfn5++vXXX2W1WvM1OAAAAABwOWn5+OOP1bt3b3l7e+faVqRIEfXu3VsJCQn5GhwAAABws3HLY/NxOWmZPn26nnvuORUqVCjXtsKFC+v555/Xhx9+mK/BAQAAAIDLScvu3bvVqFGjq26/++67lZycnC9BAQAAAMBlLict586d0+nTp6+6/cyZMzp//ny+BAUAAAAAl7mctFSuXFlr16696vbVq1ercuXK+RIUAAAAAFzmctLy+OOP6+WXX9b27dtzbfvll180evRoPf744/kaHAAAAHDTGW5c4JTLz2kZOnSofvjhB0VHRys2NlZVq1aVJP3222/66aef1KRJEw0dOrTAAgUAAADgmVxOWooUKaIff/xRkyZNUkJCglauXCnDMHTXXXfpjTfe0JAhQ1SkSJGCjBUAAACAB3I5aZH+Tlyef/55Pf/88wUVDwAAAOBWPC/FfFye0wIAAAAA7pCnSgsAAABw26PSYjpUWgAAAACYGpUWAAAAwB6VFtNxudLy3HPP6bfffivIWAAAAAAgF5eTlq+//lo1atRQ48aNNWPGDJ07d64g4wIAAAAASXlIWvbu3avly5frrrvu0rPPPquwsDD17t1ba9euLcj4AAAAgJvKYrhvgXN5moh/7733atasWUpJSdHkyZO1d+9e3XPPPapWrZomTJig1NTUgooTAAAAgIe6rruHFS1aVL1799aqVau0Z88ePfTQQ4qPj1f58uXzOz4AAADg5jLcuMCpG7rl8blz57Rq1Sr9/PPPOnnypCIjI/MrLgAAAACQdJ1Jy+rVq9W7d2+Fh4frmWee0V133aVVq1YpOTk5v+MDAAAA4OFcfk7LsWPHNHv2bM2aNUt79uxRo0aN9Pbbb6tLly4qVqxYQcYIAAAA3DRMiDcfl5OWcuXKqVSpUvrXv/6lPn36qFq1agUZFwAAAABIykPS8tlnn+mBBx5Q4cIu7wIAAADceqi0mI7Lc1o6duyoiRMnqkmTJrr77rs1cuRIXbhwoSBjAwAAAADXk5Y333xTL774oooVK6Y77rhDkydP1sCBAwsyNgAAAODm45bHpuNy0jJnzhx98MEHWrJkiRYuXKhvv/1Wc+fOldVqLcj4AAAAAHg4l5OWw4cPq127drafY2NjZbFYdPTo0QIJDAAAAACkPEzEv3Tpknx9fR3WFSlSRNnZ2fkeFAAAAOAu3PLYfFxOWgzDUM+ePeXj42Nbd/HiRT311FMqWrSobd2XX36ZvxECAAAA8GguJy09evTIte6JJ57I12AAAAAAt6PSYjouJy0zZ84syDgAAAAAwCmXJ+IDAAAAgDvweHsAAADAHsPDTIdKCwAAAABTo9ICAAAA2OGWx+ZDpQUAAACAqZG0AAAAADA1hocBAAAA9hgeZjpUWgAAAACYGpUWAAAAwA4T8c2HSgsAAABwm0tPT1e3bt0UEBCgoKAg9enTR2fPnr3mPhcvXtTAgQNVqlQpFStWTJ07d1Zqaqpt+y+//KKuXbuqXLly8vPzU7Vq1TR58mSHY6xYsUIWiyXXkpKSkqf4qbQAAAAA9m7DSku3bt107NgxLV26VNnZ2erVq5f69eunhISEq+4zdOhQfffdd1qwYIECAwM1aNAgPfTQQ1qzZo0kafPmzQoJCdEnn3yicuXKae3aterXr58KFSqkQYMGORxr9+7dCggIsP0cEhKSp/hJWgAAAIDbWHJyshYvXqyNGzeqfv36kqR3331X7dq104QJE1SmTJlc+5w6dUrTp09XQkKCWrZsKUmaOXOmqlWrpnXr1qlRo0bq3bu3wz6RkZFKSkrSl19+mStpCQkJUVBQ0HVfA8PDAAAAAJPIzMzU6dOnHZbMzMwbOmZSUpKCgoJsCYskxcbGysvLS+vXr3e6z+bNm5Wdna3Y2FjbuqpVq6p8+fJKSkq66rlOnTqlkiVL5lpft25dhYeHq3Xr1rZKTV6QtAAAAAD2DPct8fHxCgwMdFji4+Nv6HJSUlJyDccqXLiwSpYsedW5JSkpKfL29s5VHQkNDb3qPmvXrtX8+fPVr18/27rw8HBNmzZNX3zxhb744guVK1dOzZs315YtW/J0DQwPAwAAAExi1KhRGjZsmMM6Hx8fp21Hjhyp8ePHX/N4ycnJ+RbbtezYsUMdO3bUmDFjdN9999nWV6lSRVWqVLH93LhxY/3++++aNGmSPv74Y5ePT9ICAAAA2LG48dw+Pj5XTVKuNHz4cPXs2fOabSIjIxUWFqa0tDSH9ZcuXVJ6errCwsKc7hcWFqasrCxlZGQ4VFtSU1Nz7bNr1y61atVK/fr108svv/yPcTdo0ECrV6/+x3b2SFoAAACAW1Dp0qVVunTpf2wXExOjjIwMbd68WdHR0ZKkZcuWyWq1qmHDhk73iY6OVpEiRZSYmKjOnTtL+vsOYIcPH1ZMTIyt3c6dO9WyZUv16NFDb7zxhktxb9u2TeHh4S61vYykBQAAALiNVatWTW3atFHfvn01bdo0ZWdna9CgQerSpYvtzmFHjhxRq1atNGfOHDVo0ECBgYHq06ePhg0bppIlSyogIECDBw9WTEyMGjVqJOnvIWEtW7ZUXFychg0bZpvrUqhQIVsy9c477ygiIkI1atTQxYsX9dFHH2nZsmX68ccf83QNJC0AAACAvdvwOS1z587VoEGD1KpVK3l5ealz586aMmWKbXt2drZ2796t8+fP29ZNmjTJ1jYzM1NxcXH64IMPbNs///xzHT9+XJ988ok++eQT2/oKFSro4MGDkqSsrCwNHz5cR44ckb+/v2rXrq2ffvpJLVq0yFP8FsMwbrtuiZwy0d0hAAAA4Br2PzPc3SFcVe2hk9x27u2Thrrt3GZGpQUAAACwY7ntvtK/9fGcFgAAAACmRqUFAAAAsEelxXSotAAAAAAwNZIWAAAAAKbG8DAAAADAHsPDTIdKCwAAAABTo9ICAAAA2OGWx+ZDpQUAAACAqZG0AAAAADA1hocBAAAA9hgeZjpUWgAAAACYGpUWAAAAwA4T8c2HSgsAAAAAU6PSAgAAANij0mI6VFoAAAAAmBpJCwAAAABTY3gYAAAAYIeJ+OZDpQUAAACAqVFpAQAAAOxRaTEdKi0AAAAATI2kBQAAAICpMTwMAAAAsMfwMNOh0gIAAADA1Ki0AAAAAHa45bH5UGkBAAAAYGpUWgAAAAB7VFpMh0oLAAAAAFNze6XlxIkTmjFjhpKSkpSSkiJJCgsLU+PGjdWzZ0+VLl3azRECAAAAcCe3Vlo2btyou+66S1OmTFFgYKDuvfde3XvvvQoMDNSUKVNUtWpVbdq0yZ0hAgAAwMNYDMNtC5xza6Vl8ODBeuSRRzRt2jRZLBaHbYZh6KmnntLgwYOVlJTkpggBAAAAuJtbk5ZffvlFs2bNypWwSJLFYtHQoUMVFRXlhsgAAADgsSh4mI5bh4eFhYVpw4YNV92+YcMGhYaG3sSIAAAAAJiNWystzz33nPr166fNmzerVatWtgQlNTVViYmJ+t///qcJEya4M0QAAAAAbubWpGXgwIEKDg7WpEmT9MEHHygnJ0eSVKhQIUVHR2vWrFl69NFH3Rmiqfyrdl31rVdfpf2LKvnEcY39eZm2p6ZctX3bSndpWKMmKhsQoIMZJzV+zSqtOHTgJkaMG0F/exb627PQ356F/r71WBgeZjpuf07LY489pnXr1un8+fM6cuSIjhw5ovPnz2vdunUkLHbaV66iF5s205T1Sbp/3sdKPnFcszt2Vik/P6ft64WV0eQ27fXZrl/V4dOP9eP+fZrWoaPuKlnqJkeO60F/exb627PQ356F/gbyh9uTlsuKFCmi8PBwhYeHq0iRIu4Ox3T6REVr/o5f9XnyTu1LT9fLy5bqwqVsPVK9ltP2PevW08pDB/S/LZv0+8l0TVq3VjuPp6p7HW5scCugvz0L/e1Z6G/PQn/fogw3LnDKNEmLMx988IFee+01d4fhdkW8vFQzJFRr/jhsW2dIWvPHYUWFhzvdp154uEN7SVp16JCiwpy3h3nQ356F/vYs9Ldnob+B/GPqpOWLL77QrFmzrtkmMzNTp0+fdliMS5duToA3SQk/PxX28tKJ8+cc1p84f16l/Ys63SfYv6hOnD9/RftzKl3UeXuYB/3tWehvz0J/exb6+9ZlMdy3wDlTJy2JiYnav3//NdvEx8crMDDQYclYmniTIgQAAABQ0EydtLhi1KhROnXqlMMS1LqVu8PKVycvXNAlq1XBV3wrE+zvr+NXfHtz2Ynz5xTs739F+6I6fs55e5gH/e1Z6G/PQn97FvobyD+mSFr+/PNPnT17Ntf67OxsrVy58pr7+vj4KCAgwGGxFHbrnZzzXbbVqh1pqWpcrrxtnUVS43LltfXYMaf7bDl2zKG9JDUpX0FbU5y3h3nQ356F/vYs9Ldnob9vYUzENx23Ji3Hjh1TgwYNVKFCBQUFBal79+4OyUt6erpatGjhxgjNY/rWzepSo5Yeqlpdd5YoqddbxMq/cBF9vmuHJGlC6zYa0fgeW/tZ27bo3vIV1ScqWpElSurZhjGqFRKqOb9sddclIA/ob89Cf3sW+tuz0N9A/nBrSWLkyJHy8vLS+vXrlZGRoZEjR6pFixb68ccfVaJECUmSYZByStJ3e3erpJ+fhjZqouCi/ko+flw9v/5CJy78PVmvTPEAWe1eqy0pRzVkyfcaHtNEzzW+RwczMvTUoq+1J/0vd10C8oD+9iz0t2ehvz0L/X1rYkK8+VgMN2YFd9xxh7766is1aNBA0t93AnvkkUf0xx9/KDExUdnZ2SpTpoxycnLydNzIKRMLIlwAAADkk/3PDHd3CFfVsPvbbjv3+jnD3HZuM3Pr8LBTp07ZKirS3/NTvvzyS1WsWFEtWrRQWlqaG6MDAAAAYAZuTVoiIyO1fft2h3WFCxfWggULFBkZqQ4dOrgpMgAAAHgsJuKbjluTlrZt2+rDDz/Mtf5y4lK3bl3mtAAAAAAezq0T8d944w2dv+Kpr5cVLlxYX3zxhY4cOXKTowIAAIAnYyK++bi10lK4cGEFBARcdfuxY8f06quv3sSIAAAAAJiNKR4ueTXp6emaPXu2u8MAAACAJzEM9y1wyq3Dw7755ptrbt+/f/9NigQAAACAWbk1aenUqZMsFss1J9tbLJabGBEAAAAAs3Hr8LDw8HB9+eWXslqtTpctW7a4MzwAAAB4IIvhvgXOuTVpiY6O1ubNm6+6/Z+qMAAAAABuf24dHjZixAidO3fuqtsrVaqk5cuX38SIAAAA4PH4ztx03Jq0NG3a9JrbixYtqmbNmt2kaAAAAACYkalveQwAAAAAbq20AAAAAGZjsbo7AlyJSgsAAAAAU6PSAgAAANhjIr7pUGkBAAAAYGokLQAAAABMjeFhAAAAgB2eTG8+VFoAAAAAmBqVFgAAAMCeQanFbKi0AAAAALe59PR0devWTQEBAQoKClKfPn109uzZa+5z8eJFDRw4UKVKlVKxYsXUuXNnpaamOrSxWCy5lnnz5jm0WbFiherVqycfHx9VqlRJs2bNynP8JC0AAACAHYvhvqWgdOvWTTt37tTSpUu1aNEirVy5Uv369bvmPkOHDtW3336rBQsW6Oeff9bRo0f10EMP5Wo3c+ZMHTt2zLZ06tTJtu3AgQNq3769WrRooW3btmnIkCF68skntWTJkjzFz/AwAAAA4DaWnJysxYsXa+PGjapfv74k6d1331W7du00YcIElSlTJtc+p06d0vTp05WQkKCWLVtK+js5qVatmtatW6dGjRrZ2gYFBSksLMzpuadNm6aIiAhNnDhRklStWjWtXr1akyZNUlxcnMvXQKUFAAAAMInMzEydPn3aYcnMzLyhYyYlJSkoKMiWsEhSbGysvLy8tH79eqf7bN68WdnZ2YqNjbWtq1q1qsqXL6+kpCSHtgMHDlRwcLAaNGigGTNmyLCbE5SUlORwDEmKi4vLdYx/QtICAAAA2DPct8THxyswMNBhiY+Pv6HLSUlJUUhIiMO6woULq2TJkkpJSbnqPt7e3goKCnJYHxoa6rDPa6+9ps8++0xLly5V586dNWDAAL377rsOxwkNDc11jNOnT+vChQsuXwPDwwAAAACTGDVqlIYNG+awzsfHx2nbkSNHavz48dc8XnJycr7F5swrr7xi+3tUVJTOnTunt956S88880y+noekBQAAALDjzodL+vj4XDVJudLw4cPVs2fPa7aJjIxUWFiY0tLSHNZfunRJ6enpV52LEhYWpqysLGVkZDhUW1JTU6+6jyQ1bNhQr7/+ujIzM+Xj46OwsLBcdxxLTU1VQECA/Pz8rn2BdkhaAAAAgFtQ6dKlVbp06X9sFxMTo4yMDG3evFnR0dGSpGXLlslqtaphw4ZO94mOjlaRIkWUmJiozp07S5J2796tw4cPKyYm5qrn2rZtm0qUKGFLvGJiYvT99987tFm6dOk1j+EMSQsAAABwG6tWrZratGmjvn37atq0acrOztagQYPUpUsX253Djhw5olatWmnOnDlq0KCBAgMD1adPHw0bNkwlS5ZUQECABg8erJiYGNudw7799lulpqaqUaNG8vX11dKlS/Xmm2/queees537qaee0nvvvafnn39evXv31rJly/TZZ5/pu+++y9M1kLQAAAAA9gw3jg8rIHPnztWgQYPUqlUreXl5qXPnzpoyZYpte3Z2tnbv3q3z58/b1k2aNMnWNjMzU3Fxcfrggw9s24sUKaL3339fQ4cOlWEYqlSpkt5++2317dvX1iYiIkLfffedhg4dqsmTJ6ts2bL66KOP8nS7Y0myGMbt1yuRUya6OwQAAABcw/5nhrs7hKtq2uktt5171cIRbju3mVFpAQAAAOy4cyI+nOM5LQAAAABMjUoLAAAAYI9Ki+lQaQEAAABgaiQtAAAAAEyN4WEAAACAHSbimw+VFgAAAACmRqUFAAAAsGel1GI2VFoAAAAAmBpJCwAAAABTY3gYAAAAYI/RYaZDpQUAAACAqVFpAQAAAOxwy2PzodICAAAAwNSotAAAAAD2DEotZkOlBQAAAICpkbQAAAAAMDWGhwEAAAB2mIhvPlRaAAAAAJgalRYAAADAHpUW06HSAgAAAMDUSFoAAAAAmBrDwwAAAAA7Fp7TYjpUWgAAAACYGpUWAAAAwJ7V3QHgSlRaAAAAAJgalRYAAADADnNazIdKCwAAAABTI2kBAAAAYGoMDwMAAADsMTrMdKi0AAAAADA1Ki0AAACAPSbimw6VFgAAAACmRtICAAAAwNQYHgYAAADYsTA6zHSotAAAAAAwNSotAAAAgD0m4psOlRYAAAAApkalBQAAALBjsbo7AlyJSgsAAAAAUyNpAQAAAGBqDA8DAAAA7DER33SotAAAAAAwNSotAAAAgD0KLaZDpQUAAACAqZG0AAAAADA1hocBAAAAdixMxDcdKi0AAAAATI1KCwAAAGCPSovpUGkBAAAAYGpUWgAAAAB7VncHgCtRaQEAAABgaiQtAAAAAEyN4WEAAACAHW55bD5UWgAAAACYGpUWAAAAwB6VFtOh0gIAAADA1EhaAAAAAJgaw8MAAAAAewwPMx0qLQAAAABMjUoLAAAAYM/q7gBwJSotAAAAAEyNpAUAAACAqTE8DAAAALBjYSK+6VBpAQAAAGBqVFoAAAAAe1RaTIdKCwAAAHCbS09PV7du3RQQEKCgoCD16dNHZ8+eveY+Fy9e1MCBA1WqVCkVK1ZMnTt3Vmpqqm37rFmzZLFYnC5paWmSpBUrVjjdnpKSkqf4qbQAAAAA9m7DSku3bt107NgxLV26VNnZ2erVq5f69eunhISEq+4zdOhQfffdd1qwYIECAwM1aNAgPfTQQ1qzZo0k6bHHHlObNm0c9unZs6cuXryokJAQh/W7d+9WQECA7ecrt/8TkhYAAADgNpacnKzFixdr48aNql+/viTp3XffVbt27TRhwgSVKVMm1z6nTp3S9OnTlZCQoJYtW0qSZs6cqWrVqmndunVq1KiR/Pz85OfnZ9vn+PHjWrZsmaZPn57reCEhIQoKCrrua2B4GAAAAGASmZmZOn36tMOSmZl5Q8dMSkpSUFCQLWGRpNjYWHl5eWn9+vVO99m8ebOys7MVGxtrW1e1alWVL19eSUlJTveZM2eO/P399fDDD+faVrduXYWHh6t169a2Sk1ekLQAAAAA9gzDbUt8fLwCAwMdlvj4+Bu6nJSUlFzDsQoXLqySJUtedW5JSkqKvL29c1VHQkNDr7rP9OnT9fjjjztUX8LDwzVt2jR98cUX+uKLL1SuXDk1b95cW7ZsydM1MDwMAAAAMIlRo0Zp2LBhDut8fHycth05cqTGjx9/zeMlJyfnW2zXkpSUpOTkZH388ccO66tUqaIqVarYfm7cuLF+//13TZo0KVfbayFpAQAAAOxZ3XdqHx+fqyYpVxo+fLh69ux5zTaRkZEKCwuz3c3rskuXLik9PV1hYWFO9wsLC1NWVpYyMjIcqi2pqalO9/noo49Ut25dRUdH/2PcDRo00OrVq/+xnT2SFgAAAOAWVLp0aZUuXfof28XExCgjI0ObN2+2JRXLli2T1WpVw4YNne4THR2tIkWKKDExUZ07d5b09x3ADh8+rJiYGIe2Z8+e1WeffebyMLZt27YpPDzcpbaXkbQAAAAAt7Fq1aqpTZs26tu3r6ZNm6bs7GwNGjRIXbp0sd057MiRI2rVqpXmzJmjBg0aKDAwUH369NGwYcNUsmRJBQQEaPDgwYqJiVGjRo0cjj9//nxdunRJTzzxRK5zv/POO4qIiFCNGjV08eJFffTRR1q2bJl+/PHHPF0DSQsAAABgx3IbPqdl7ty5GjRokFq1aiUvLy917txZU6ZMsW3Pzs7W7t27df78edu6SZMm2dpmZmYqLi5OH3zwQa5jT58+XQ899JDTWxpnZWVp+PDhOnLkiPz9/VW7dm399NNPatGiRZ7itxjG7dcrkVMmujsEAAAAXMP+Z4a7O4Sralv9Rbed+4ddb7rt3GZmqkrL5XtQuzr5CAAAAMh3t993+rc8tz+nZenSpWrXrp1KlCghf39/+fv7q0SJEmrXrp1++uknd4cHAAAAwM3cWmmZPXu2nnzyST388MOaNGmSQkNDJf19K7Uff/xR7dq10/Tp0/Wvf/3LnWECAADAk1iptJiNW5OWN954Q++8844GDhyYa1vPnj11zz336LXXXiNp+f/+Vbuu+tarr9L+RZV84rjG/rxM21OdP5FUktpWukvDGjVR2YAAHcw4qfFrVmnFoQM3MWLcCPrbs9DfnoX+9iz0N3Dj3Do87PDhw4qNjb3q9latWunPP/+8iRGZV/vKVfRi02aasj5J98/7WMknjmt2x84q5efntH29sDKa3Ka9Ptv1qzp8+rF+3L9P0zp01F0lS93kyHE96G/PQn97Fvrbs9DfQP5wa9JSo0YNTZ8+/arbZ8yYoerVq9/EiMyrT1S05u/4VZ8n79S+9HS9vGypLlzK1iPVazlt37NuPa08dED/27JJv59M16R1a7XzeKq614m6yZHjetDfnoX+9iz0t2ehv29RhuG+BU65dXjYxIkT1aFDBy1evFixsbEOc1oSExO1f/9+fffdd+4M0RSKeHmpZkiopm7aYFtnSFrzx2FFXeVpovXCwzV962aHdasOHVLryDsLMlTkA/rbs9DfnoX+9iz0N5B/3Jq0NG/eXDt27NDUqVO1bt06paT8Pb4zLCxMbdu21VNPPaWKFSte8xiZmZm2WyVfZly6JEthU93N+YaU8PNTYS8vnTh/zmH9ifPndWeJkk73CfYvqhN2Dwf6u/05lS5atMDiRP6gvz0L/e1Z6G/PQn/fwqh4mI7bP9lXrFhR48ePv+794+Pj9eqrrzqsC2rTWiXaxt1oaAAAAABMwO3PablRo0aN0qlTpxyWoNat3B1Wvjp54YIuWa0K9nf8liXY31/Hr/j25rIT588p2N//ivZFdfyc8/YwD/rbs9DfnoX+9iz0N5B/TJ209OjRQy1btrxmGx8fHwUEBDgst9PQMEnKtlq1Iy1VjcuVt62zSGpcrry2HjvmdJ8tx445tJekJuUraGuK8/YwD/rbs9DfnoX+9iz09y2MifimY+qk5Y477lCFChXcHYYpTN+6WV1q1NJDVavrzhIl9XqLWPkXLqLPd+2QJE1o3UYjGt9jaz9r2xbdW76i+kRFK7JEST3bMEa1QkI155et7roE5AH97Vnob89Cf3sW+hvIH6YuSbz55pvuDsE0vtu7WyX9/DS0URMFF/VX8vHj6vn1Fzpx4e/JemWKB8hql51vSTmqIUu+1/CYJnqu8T06mJGhpxZ9rT3pf7nrEpAH9Ldnob89C/3tWejvW5SViofZWAzj9qtDRU6Z6O4QAAAAcA37nxnu7hCuqm3kc2479w/7J7jt3Gbm1uFhW7Zs0YEDB2w/f/zxx2rSpInKlSune+65R/PmzXNjdAAAAPBIhtV9C5xya9LSq1cv/f7775Kkjz76SP3791f9+vX10ksv6e6771bfvn01Y8YMd4YIAAAAwM3cOqdl7969qly5siTpgw8+0OTJk9W3b1/b9rvvvltvvPGGevfu7a4QAQAAALiZWyst/v7+OnHihCTpyJEjatCggcP2hg0bOgwfAwAAAAoctzw2HbcmLW3bttXUqVMlSc2aNdPnn3/usP2zzz5TpUqV3BEaAAAAAJNw6/Cw8ePHq0mTJmrWrJnq16+viRMnasWKFapWrZp2796tdevW6auvvnJniAAAAPA03PLYdNxaaSlTpoy2bt2qmJgYLV68WIZhaMOGDfrxxx9VtmxZrVmzRu3atXNniAAAAADczO0PlwwKCtK4ceM0btw4d4cCAAAAwITcnrQAAAAApsKEeNNx6/AwAAAAAPgnVFoAAAAAe1RaTIdKCwAAAABTo9ICAAAA2KPSYjpUWgAAAACYGkkLAAAAAFNjeBgAAABgz2p1dwS4ApUWAAAAAKZGpQUAAACwx0R806HSAgAAAMDUSFoAAAAAmBrDwwAAAAB7DA8zHSotAAAAAEyNSgsAAABgz0qlxWyotAAAAAAwNSotAAAAgB3D4OGSZkOlBQAAAICpkbQAAAAAMDWGhwEAAAD2mIhvOlRaAAAAAJgalRYAAADAHg+XNB0qLQAAAABMjaQFAAAAgKkxPAwAAACwZ+U5LWZDpQUAAACAqVFpAQAAAOwxEd90qLQAAAAAMDUqLQAAAIAdgzktpkOlBQAAAICpkbQAAAAAMDWGhwEAAAD2mIhvOlRaAAAAAJgalRYAAADAnpVKi9lQaQEAAABgaiQtAAAAAEyN4WEAAACAPYPntJgNlRYAAAAApkalBQAAALBjMBHfdKi0AAAAADA1khYAAAAApsbwMAAAAMAeE/FNh0oLAAAAAFOj0gIAAADYYSK++VBpAQAAAG5z6enp6tatmwICAhQUFKQ+ffro7Nmz19znww8/VPPmzRUQECCLxaKMjIzrOu727dvVtGlT+fr6qly5cvrPf/6T5/hJWgAAAAB7htV9SwHp1q2bdu7cqaVLl2rRokVauXKl+vXrd819zp8/rzZt2ujFF1+87uOePn1a9913nypUqKDNmzfrrbfe0tixY/Xhhx/mKX6LYRi3Xf0rcspEd4cAAACAa9j/zHB3h3BVrb0ecdu5l1oX5Psxk5OTVb16dW3cuFH169eXJC1evFjt2rXTn3/+qTJlylxz/xUrVqhFixY6efKkgoKC8nTcqVOn6qWXXlJKSoq8vb0lSSNHjtTChQv122+/uXwNVFoAAAAAk8jMzNTp06cdlszMzBs6ZlJSkoKCgmyJhSTFxsbKy8tL69evL9DjJiUl6d5777UlLJIUFxen3bt36+TJky6f67aciG/mzL2gZGZmKj4+XqNGjZKPj4+7w0EBo789C/3tWehvz0J/m1NBVDtcNXbsWL366qsO68aMGaOxY8de9zFTUlIUEhLisK5w4cIqWbKkUlJSCvS4KSkpioiIcGgTGhpq21aiRAmXzkWl5TaRmZmpV1999YYzcdwa6G/PQn97Fvrbs9DfuNKoUaN06tQph2XUqFFO244cOVIWi+WaS16GYJnZbVlpAQAAAG5FPj4+Llfdhg8frp49e16zTWRkpMLCwpSWluaw/tKlS0pPT1dYWNj1hurSccPCwpSamurQ5vLPeTk3SQsAAABwCypdurRKly79j+1iYmKUkZGhzZs3Kzo6WpK0bNkyWa1WNWzY8LrP78pxY2Ji9NJLLyk7O1tFihSRJC1dulRVqlRxeWiYxPAwAAAA4LZWrVo1tWnTRn379tWGDRu0Zs0aDRo0SF26dLHdOezIkSOqWrWqNmzYYNsvJSVF27Zt0759+yRJv/76q7Zt26b09HSXj/v444/L29tbffr00c6dOzV//nxNnjxZw4YNy9M1kLTcJnx8fDRmzBgm8XkI+tuz0N+ehf72LPQ3bpa5c+eqatWqatWqldq1a6d77rnH4Vkp2dnZ2r17t86fP29bN23aNEVFRalv376SpHvvvVdRUVH65ptvXD5uYGCgfvzxRx04cEDR0dEaPny4Ro8e/Y/PiLnSbfmcFgAAAAC3DyotAAAAAEyNpAUAAACAqZG0AAAAADA1khYAAAAApkbSYkLx8fG6++67Vbx4cYWEhKhTp07avXu3Q5uLFy9q4MCBKlWqlIoVK6bOnTvnenDPlQzD0OjRoxUeHi4/Pz/FxsZq7969BXkpuA7jxo2TxWLRkCFDbOvo79vLkSNH9MQTT6hUqVLy8/NTrVq1tGnTJtv26+27999/XxUrVpSvr68aNmzocNtKuEdOTo5eeeUVRUREyM/PT3feeadef/112d8Dh/6+da1cuVL333+/ypQpI4vFooULFzpsd6Vv09PT1a1bNwUEBCgoKEh9+vTR2bNnr3ne6/k/AbjlGTCduLg4Y+bMmcaOHTuMbdu2Ge3atTPKly9vnD171tbmqaeeMsqVK2ckJiYamzZtMho1amQ0btz4mscdN26cERgYaCxcuND45ZdfjAceeMCIiIgwLly4UNCXBBdt2LDBqFixolG7dm3j2Wefta2nv28f6enpRoUKFYyePXsa69evN/bv328sWbLE2Ldvn63N9fTdvHnzDG9vb2PGjBnGzp07jb59+xpBQUFGamrqzbgsXMUbb7xhlCpVyli0aJFx4MABY8GCBUaxYsWMyZMn29rQ37eu77//3njppZeML7/80pBkfPXVVw7bXenbNm3aGHXq1DHWrVtnrFq1yqhUqZLRtWvXa573ev5PAG51JC23gLS0NEOS8fPPPxuGYRgZGRlGkSJFjAULFtjaJCcnG5KMpKQkp8ewWq1GWFiY8dZbb9nWZWRkGD4+Psann35asBcAl5w5c8aoXLmysXTpUqNZs2a2pIX+vr288MILxj333HPV7dfbdw0aNDAGDhxo+zknJ8coU6aMER8fnz+B47q0b9/e6N27t8O6hx56yOjWrZthGPT37eTKpMWVvt21a5chydi4caOtzQ8//GBYLBbjyJEjTs9zPf8nALcDhofdAk6dOiVJKlmypCRp8+bNys7OVmxsrK1N1apVVb58eSUlJTk9xoEDB5SSkuKwT2BgoBo2bHjVfXBzDRw4UO3bt3foI4n+vt188803ql+/vh555BGFhIQoKipK//vf/2zbr6fvsrKytHnzZod9vLy8FBsbS3+7WePGjZWYmKg9e/ZIkn755RetXr1abdu2lUR/385c6dukpCQFBQWpfv36tjaxsbHy8vLS+vXrnR73ev5PAG4Hhd0dAK7NarVqyJAhatKkiWrWrClJSklJkbe3t4KCghzahoaGKiUlxelxLq8PDQ11eR/cPPPmzdOWLVu0cePGXNvo79vL/v37NXXqVA0bNkwvvviiNm7cqGeeeUbe3t7q0aPHdfXdiRMnlJOT43Sf3377rWAuBC4ZOXKkTp8+rapVq6pQoULKycnRG2+8oW7dukm6vn+r9PetwZW+TUlJUUhIiMP2woULq2TJktf8/Z7X/xOA2wFJi8kNHDhQO3bs0OrVq90dCgrIH3/8oWeffVZLly6Vr6+vu8NBAbNarapfv77efPNNSVJUVJR27NihadOmqUePHm6ODvnts88+09y5c5WQkKAaNWpo27ZtGjJkiMqUKUN/A0AeMDzMxAYNGqRFixZp+fLlKlu2rG19WFiYsrKylJGR4dA+NTVVYWFhTo91ef2Vdxe51j64OTZv3qy0tDTVq1dPhQsXVuHChfXzzz9rypQpKly4sEJDQ+nv20h4eLiqV6/usK5atWo6fPiwpOvru+DgYBUqVIj+NqERI0Zo5MiR6tKli2rVqqV//etfGjp0qOLj4yXR37czV/o2LCxMaWlpDtsvXbqk9PT0a/5+z+v/CcDtgKTFhAzD0KBBg/TVV19p2bJlioiIcNgeHR2tIkWKKDEx0bZu9+7dOnz4sGJiYpweMyIiQmFhYQ77nD59WuvXr7/qPrg5WrVqpV9//VXbtm2zLfXr11e3bt1sf6e/bx9NmjTJdQvzPXv2qEKFCpKur++8vb0VHR3tsI/ValViYiL97Wbnz5+Xl5fjf7WFChWS1WqVRH/fzlzp25iYGGVkZGjz5s22NsuWLZPValXDhg2dHvd6PgMAtwV33wkAuT399NNGYGCgsWLFCuPYsWO25fz587Y2Tz31lFG+fHlj2bJlxqZNm4yYmBgjJibG4ThVqlQxvvzyS9vP48aNM4KCgoyvv/7a2L59u9GxY0dugWtS9ncPMwz6+3ayYcMGo3DhwsYbb7xh7N2715g7d67h7+9vfPLJJ7Y2rvRdy5YtjXfffdf287x58wwfHx9j1qxZxq5du4x+/foZQUFBRkpKyk29Pjjq0aOHcccdd9huefzll18awcHBxvPPP29rQ3/fus6cOWNs3brV2Lp1qyHJePvtt42tW7cahw4dMgzDtb5t06aNERUVZaxfv95YvXq1UblyZYdbHv/5559GlSpVjPXr19vWufJ/AnC7IWkxIUlOl5kzZ9raXLhwwRgwYIBRokQJw9/f33jwwQeNY8eO5TqO/T5Wq9V45ZVXjNDQUMPHx8do1aqVsXv37pt0VciLK5MW+vv28u233xo1a9Y0fHx8jKpVqxoffvihw3ZX+q5ChQrGmDFjHNa9++67Rvny5Q1vb2+jQYMGxrp16wr6UvAPTp8+bTz77LNG+fLlDV9fXyMyMtJ46aWXjMzMTFsb+vvWtXz5cqf/X/fo0cMwDNf69q+//jK6du1qFCtWzAgICDB69eplnDlzxrb9wIEDhiRj+fLltnWu/J8A3G4shmH3WF4AAAAAMBnmtAAAAAAwNZIWAAAAAKZG0gIAAADA1EhaAAAAAJgaSQsAAAAAUyNpAQAAAGBqJC0AAAAATI2kBQAAAICpkbQAwC2qZ8+e6tSpU4EcOysrS5UqVdLatWsL5PhXM2vWLAUFBV2zzciRIzV48OCbExAAwBRIWgCYTs+ePWWxWHItbdq0sbX55Zdf9MADDygkJES+vr6qWLGiHnvsMaWlpdnafPXVV2rUqJECAwNVvHhx1ahRQ0OGDPnH8y9fvlzt2rVTqVKl5O/vr+rVq2v48OE6cuRIQVzudZs8ebJmzZpl+7l58+YuXZ8rpk2bpoiICDVu3Ni27nI/rFu3zqFtZmamSpUqJYvFohUrVkiSGjVqpKeeeirXMS0Wi0PM0t/93bRpU5dje+655zR79mzt378/bxcFALhlkbQAMKU2bdro2LFjDsunn34qSTp+/LhatWqlkiVLasmSJUpOTtbMmTNVpkwZnTt3TpKUmJioxx57TJ07d9aGDRv0/9q7+5imrj4O4F8EipTSZrSGwgY2INigbky0AQXbbiMV3GJMJGOborbolgFxGWSLC0tMiIsbqEPmZBmhyqJjOsMSdaLJhEi2+RIcc5U5UYa8TIhzviEI1Z3nD8LN7kPr2/Nix76f5P7Rc37n3HMvCbm/nHPubW5uxrp16+B2u+963k8++QTPPfcc9Ho99uzZg9bWVlRWVuLatWvYsGHD//y6H4RGo7nnrMTDEELgo48+gsPhGFMXFRUFp9MpK6urq4NKpZKVWa1WKYEZ1dDQgKioqDHljY2NeOaZZ+57fDqdDjabDVu3br3vNkRE9DcniIh8zLJly8TChQu91tfV1YmAgADhdru9xqxevVpYLJYHOm9XV5dQKBTijTfe8Fh/5coVIYQQv//+u8jOzhaRkZEiODhYTJ8+XezcuVMWazabRV5ensjLyxNqtVpotVpRXFws/vzzTymmpqZGJCUlCZVKJcLDw8VLL70k+vr6ZP24XC6xYMECERoaKlQqlUhNTRXnzp0TQsjv07JlywQA2dHe3i5iY2NFaWmprM8ffvhBABBtbW0er/PEiRNiwoQJ4vr167JyAKK4uFio1WoxMDAglaenp4t3331XABANDQ1CCCEOHjwoAIiLFy9KceHh4WLLli1i8uTJUll7e7usndPpFBqNRtTX1wuj0ShCQkKEzWYTv/32m2ws27dvF0888YTH8RMR0fjDmRYi+tvR6/W4ffs26urqIITwGnP69Gm4XK777nf37t0YHh7GW2+95bF+dFbj1q1bSEpKwv79++FyubBq1SosXboUx48fl8Vv374dAQEBOH78OMrLy7Fx40ZUVVVJ9W63GyUlJfjxxx/x1VdfoaOjA8uXL5fqe3p6MG/ePAQFBeHw4cNobm6G3W7H7du3x4ytvLwcKSkpWLlypTQzFR0dDbvdPmZmxOl0Yt68eZgyZYrH62xqakJ8fDxCQ0PH1CUlJcFgMGDPnj0AgM7OThw5cgRLly6Vxc2dOxeBgYFoaGgAALS2tmJwcBAOhwOXL1/Gr7/+CmBk9mXixIlISUmR2g4MDKCsrAyfffYZjhw5gs7OThQVFcn6N5lM6O7uRkdHh8drICKi8YVJCxH5pH379kGlUsmO9957D8DIfol33nkHL7/8MnQ6HTIyMlBaWoq+vj6pfUFBAWbPno0ZM2bAYDAgOzsb1dXVGBoa8nrOtrY2qNVqRERE3HVsjz/+OIqKipCYmIiYmBgUFBRg/vz52LVrlywuKioKmzZtwtSpU/HKK6+goKAAmzZtkurtdjsyMjIQExOD5ORkbN68GQcOHEB/fz8AYMuWLdBoNKitrcWsWbMQHx+PFStWYOrUqWPGpNFooFAooFQqodfrodfr4e/vj+XLl+OXX36REiq3242dO3fCbrd7vb4LFy4gMjLSa73dbkd1dTWAkY3zmZmZmDRpkiwmJCQEJpNJWgrW2NiI1NRUBAUFYc6cObLylJQUBAUFSW3dbjcqKysxa9YszJw5E/n5+fjmm29k/Y+O78KFC17HSURE4weTFiLySVarFS0tLbLjrxu7161bh97eXlRWVmLatGmorKyE0WjETz/9BGDkoXn//v04d+4ciouLoVKpUFhYCJPJhIGBAY/nFELAz8/vnmO7c+cOSkpKMGPGDISFhUGlUuHgwYPo7OyUxSUnJ8v6S0lJQVtbG+7cuQMAaG5uxgsvvIDo6GiEhobCbDYDgNRPS0sL0tLSEBgY+AB3Ti4yMhILFiyQkoy9e/diaGgIWVlZXtsMDg5i4sSJXuuXLFmC77//Hu3t7di2bZvXBMhisciSE4vFAgAwm82ycqvVKmunVCoRGxsr/Y6IiJC9YAEAgoODAcDr35KIiMYXJi1E5JNCQkIwZcoU2REWFiaL0Wq1yMrKQllZGX7++WdERkairKxMFhMbG4vc3FxUVVXh5MmTaG1txRdffOHxnPHx8bh27RouXrx417GVlpaivLwcb7/9NhoaGtDS0gKbzYbh4eH7vr6bN2/CZrNBrVZjx44dOHHiBOrq6gBA6mf0wfw/lZubi9raWgwODsLpdOLFF1+EUqn0Gq/T6XDlyhWv9VqtFs8//zwcDgdu3bqFjIwMj3FWqxVnz55FT08PGhsbpaRsNGk5f/48urq6xmzC//ckzc/Pb8wywD/++AMAxszwEBHR+MSkhYjGBYVCgdjYWOntYZ4YDAYolUqvMYsXL4ZCocAHH3zgsf7q1asAgG+//RYLFy7EkiVL8NRTTyEmJgZnz54dE3/s2DHZ76NHjyIuLg7+/v44c+YMLl++jPXr1yMtLQ1Go3HMbMKTTz6Jpqame77xbJRCoZBmcf4qMzMTISEh2Lp1K+rr6++6NAwAnn76aZw5c8brfiFgZIlYY2MjcnJy4O/v7zFmzpw5UCgU+Pjjj6V9QAAwe/ZsXLp0CdXV1dIysgflcrkQGBiIadOmPXBbIiL6+wl41AMgIvJkaGgIvb29srKAgADodDrs27cPtbW1yM7ORnx8PIQQ2Lt3L77++mtp0/natWsxMDCAzMxMTJ48GVevXsXmzZvhdruRnp7u8Zyje1Dy8/Nx/fp15OTkwGAwoLu7GzU1NVCpVNiwYQPi4uLw5Zdf4rvvvsNjjz2GjRs3oq+vDwkJCbL+Ojs78eabb+LVV1/FyZMnUVFRIb02OTo6GgqFAhUVFXjttdfgcrlQUlIia5+fn4+KigpkZ2djzZo10Gg0OHr0KEwmk8d9LQaDAceOHUNHRwdUKhXCwsIwYcIEaW/LmjVrEBcXJ9v07onVakV/fz9Onz6N6dOne4yZP38+Ll26BLVa7bWf4OBgJCcno6KiAnPnzpWSG4VCISt/mOVvTU1NSEtL+6/NRhERkW/jTAsR+aT6+npERETIjtTUVABAQkIClEolCgsLkZiYiOTkZOzatQtVVVXSW6zMZjPa29uRk5MDo9GIjIwM9Pb24tChQx4f+Ee9/vrrOHToEHp6erBo0SIYjUbk5uZCrVZLb7AqLi7GzJkzYbPZYLFYoNfrPX6ZPicnB4ODgzCZTMjLy8Pq1auxatUqACPLmrZt24bdu3cjISEB69evH7O0TavV4vDhw+jv74fZbEZSUhI+/fRTrw/5RUVF8Pf3R0JCAiZNmiTbY+NwODA8PIwVK1bc895rtVosWrQIO3bs8Brj5+cHnU4HhUJx176sVitu3Lgh7WcZZTabcePGjTH7We5XbW0tVq5c+VBtiYjo78dP3G3+n4iIHorFYkFiYiI+/PDDRz0UACMzE88++yy6uroQHh5+z/hTp04hPT0d58+fH/PhyEftwIEDKCwsxKlTpxAQwAUDRET/BJxpISIax4aGhtDd3Y21a9ciKyvrvhIWYGQ/zfvvvy99T8WX3Lx5E06nkwkLEdE/CP/jExGNY59//jkcDgcSExNRU1PzQG3/+qFLX7J48eJHPQQiIvo/4/IwIiIiIiLyaVweRkREREREPo1JCxERERER+TQmLURERERE5NOYtBARERERkU9j0kJERERERD6NSQsREREREfk0Ji1EREREROTTmLQQEREREZFP+xcg9Lqq8jQ0awAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "df = affords\n",
    "df = df.astype(bool)\n",
    "df.index = df.index / 1000\n",
    "df.columns = df.columns / 1000\n",
    "\n",
    "plt.figure(figsize=figure_size)\n",
    "sns.heatmap(df, annot=True, fmt=\".1f\", cmap='viridis')\n",
    "plt.title('Benefit Heatmap Based on PV and ESS Capacities')\n",
    "plt.gca().invert_yaxis()\n",
    "plt.xlabel('ESS Capacity (MWh)')\n",
    "plt.ylabel('PV Capacity (MW)')\n",
    "\n",
    "\n",
    "    # pv = pv_config(capacity=100000,cost_per_kW=200,lifetime=25,loss=0.95)\n",
    "    # ess = ess_config(capacity=100000,cost_per_kW=300,lifetime=25,loss=0.95,charge_power=100000,discharge_power=100000)\n",
    "    # grid = grid_config(price_schedule=price_schedule, capacity=5000, grid_loss=0.95, sell_price=0.4)\n",
    "    # grid = grid_config(capacity=50000, grid_loss=0.95, sell_price=0.4)\n",
    "\n",
    "\n",
    "    # print(benefit)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(95.72222222222221, 0.5, 'PV Capacity (MW)')"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "df = overload_cnt\n",
    "df = df.astype(int)\n",
    "df.index = df.index / 1000\n",
    "df.columns = df.columns / 1000\n",
    "\n",
    "plt.figure(figsize=figure_size)\n",
    "sns.heatmap(df, annot=True, fmt=\".1f\", cmap='viridis')\n",
    "plt.title('Number of unmet electricity demands')\n",
    "plt.gca().invert_yaxis()\n",
    "plt.xlabel('ESS Capacity (MWh)')\n",
    "plt.ylabel('PV Capacity (MW)')"
   ]
  }
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