SOM.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7b5a6a01",
   "metadata": {
    "id": "7b5a6a01"
   },
   "source": [
    "# Обзор алгоритма"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e759897",
   "metadata": {
    "id": "1e759897"
   },
   "source": [
    "Self-organizing map (SOM) - это специальный тип нейронной сети с обучением без учителя, выполняющий задачу визуализации и кластеризации. Алгоритм по сути сжимает информацию, сохраняя при этом наиболее важные топологические и метрические взаимосвязи исходных данных.\n",
    "\n",
    "**Архитектура сети:**\\\n",
    "Сеть состоит из двух слоев: входного и выходного (карты признаков).\n",
    "Сначала выбирается количество нейронов и их координаты, а затем каждому нейрону назначается вектор весов с той же размерностью, что и входное пространство. При этом, в отличие от других типов нейронных сетей, в SOM нейроны не имеют функции активации, т.е. веса напрямую передаютя на выходной слой. Также в SOM используется конкурентное обучение для корректировки весов в нейронах, вместо метода обратного распространения ошибки.\n",
    "\n",
    "**Входные данные:**\\\n",
    "*d* — размерность признакового пространства\\\n",
    "*n* — количество элементов в наборе данных\\\n",
    "*X(n·d)* — матрица с входными данными\\\n",
    "\n",
    "**Передаваемые гиперпараметры:**\\\n",
    "*m* — количество нейронов\\\n",
    "*T* — количество эпох\\\n",
    "**$\\eta$** — скорость обучения (монотонно сходится к 0 по количеству эпох t)\\\n",
    "**$\\sigma$** — коэффициент кооперации (монотонно убывает по t)\\\n",
    "**$\\gamma$** — коэффициент затухания скорости обучения\\\n",
    "**$\\alpha$** — коэффициент  затухания кооперации\n",
    "\n",
    "\n",
    "\\\n",
    "**Алгоритм:**\n",
    "1. Инициализируются веса W\n",
    "2. Каждая эпоха состоит из следующих шагов:\\\n",
    "    • В случайном порядке перебираются элементы исходного датасета\\\n",
    "    • Для каждого выбранного элемента ищутся расстояния от него до векторов весов всех нейронов и определяется ближайший нейрон $M_{c}(t)$ - best matching unit(BMU) - в заданной метрике расстояния (например, евклидово или косинусное расстояние)\\\n",
    "    • Определяются коэффициенты близости $h_{jc}$ всех нейронов к $M_c(t)$\\\n",
    "    • Обновляются веса нейронов по формуле: $w_{j}(t + 1) = w_{j}(t) + \\eta · h_{jc} · (x(t) - w_{j}(t))$\\\n",
    "    • Обновляются скорость обучения и коэффициент кооперации по формулам: $\\eta = \\eta · \\gamma$ и $\\sigma$ = $\\sigma$ · $\\alpha$\\\n",
    "    • Вычисляется ошибка карты (например как $\\frac{1}{m}\\sum _{i=1}^{m}\\|x_{i}-w_{c}\\|$)\n",
    "    \n",
    "   \n",
    "**Вариации алгоритма**\\\n",
    "• Коэффициент соседства $h$ может задаваться разными способами. Чаще всего для этого используется гауссовская функция: $h_{jc}(t) = exp(-\\frac{\\|r_{c} - r_{j}\\|^2}{2\\sigma^2(t)})$, где $r_i$ - координаты нейрона $M_{i}$. Альтернативным вариантом является распределение Коши, при использовании которого больше нейронов будут изменяться на этапе кооперации.\\\n",
    "• Затухания $\\gamma$ и $\\alpha$ также чаще всего бывают экспоненциальными, однако можно использовать сигмоиду или гауссиану, которые увеличивают количество эпох до затухания.\\\n",
    "• Взаимное расположение нейронов можно подстраивать под данные.\\\n",
    "• SOM поддерживает обучение подвыборками\n",
    "• Можно прекращать итерации, если значения W не будут меняться на протяжении нескольких эпох или ошибка карты будет незначительной.\n",
    "\n",
    "\n",
    "\n",
    "**Существующие реализации**\\\n",
    "Наиболее популярные библиотеки с реализацией данного алгоритма: sklearn-som и som-learn. \n",
    "\n",
    "\n",
    "**Источники литературы**\\\n",
    "[1]Википедия: Самоорганизующаяся карта Кохонена\n",
    "https://ru.wikipedia.org/wiki/%D0%A1%D0%B0%D0%BC%D0%BE%D0%BE%D1%80%D0%B3%D0%B0%D0%BD%D0%B8%D0%B7%D1%83%D1%8E%D1%89%D0%B0%D1%8F%D1%81%D1%8F_%D0%BA%D0%B0%D1%80%D1%82%D0%B0_%D0%9A%D0%BE%D1%85%D0%BE%D0%BD%D0%B5%D0%BD%D0%B0\n",
    "\n",
    "[2]The self-organizing map\\\n",
    "https://ieeexplore.ieee.org/abstract/document/58325\n",
    "\n",
    "[3]Нестандартная кластеризация 4: Self-Organizing Maps, тонкости, улучшения, сравнение с t-SNE\\\n",
    "https://habr.com/ru/post/338868/\n",
    "\n",
    "[4]The Self-Organizing Maps: Background, Theories, Extensions and Applications\\\n",
    "https://www.researchgate.net/publication/227313166_The_Self-Organizing_Maps_Background_Theories_Extensions_and_Applications\n",
    "\n",
    "[5]An Introduction to Self-Organizing Maps\\\n",
    "https://www.researchgate.net/publication/263084866_An_Introduction_to_Self-Organizing_Maps\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a92cb6d1",
   "metadata": {
    "id": "a92cb6d1"
   },
   "source": [
    "#  BIRCH clustering vs SOM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5837227c",
   "metadata": {
    "id": "5837227c"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[33mDEPRECATION: Configuring installation scheme with distutils config files is deprecated and will no longer work in the near future. If you are using a Homebrew or Linuxbrew Python, please see discussion at https://github.com/Homebrew/homebrew-core/issues/76621\u001b[0m\u001b[33m\n",
      "\u001b[0m\u001b[33mDEPRECATION: Configuring installation scheme with distutils config files is deprecated and will no longer work in the near future. If you are using a Homebrew or Linuxbrew Python, please see discussion at https://github.com/Homebrew/homebrew-core/issues/76621\u001b[0m\u001b[33m\n",
      "\u001b[0m\u001b[33mDEPRECATION: Configuring installation scheme with distutils config files is deprecated and will no longer work in the near future. If you are using a Homebrew or Linuxbrew Python, please see discussion at https://github.com/Homebrew/homebrew-core/issues/76621\u001b[0m\u001b[33m\n",
      "\u001b[0m\u001b[33m  DEPRECATION: Configuring installation scheme with distutils config files is deprecated and will no longer work in the near future. If you are using a Homebrew or Linuxbrew Python, please see discussion at https://github.com/Homebrew/homebrew-core/issues/76621\u001b[0m\u001b[33m\n",
      "\u001b[0m\u001b[33mDEPRECATION: Configuring installation scheme with distutils config files is deprecated and will no longer work in the near future. If you are using a Homebrew or Linuxbrew Python, please see discussion at https://github.com/Homebrew/homebrew-core/issues/76621\u001b[0m\u001b[33m\n",
      "\u001b[0m"
     ]
    }
   ],
   "source": [
    "!pip install sklearn_som -q\n",
    "!pip install som-learn -q"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "hEV1ExQ87JQS",
   "metadata": {
    "id": "hEV1ExQ87JQS"
   },
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import LabelEncoder\n",
    "from sklearn.metrics import roc_auc_score, accuracy_score\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "7c7a2bdc",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 253
    },
    "id": "7c7a2bdc",
    "outputId": "12a1e32d-78aa-4714-ae98-2b8504b2df65"
   },
   "outputs": [
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       "      <th></th>\n",
       "      <th>Category</th>\n",
       "      <th>Item</th>\n",
       "      <th>Serving Size</th>\n",
       "      <th>Calories</th>\n",
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       "      <td>Breakfast</td>\n",
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       "      <td>4.8 oz (136 g)</td>\n",
       "      <td>300</td>\n",
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       "      <td>Breakfast</td>\n",
       "      <td>Egg White Delight</td>\n",
       "      <td>4.8 oz (135 g)</td>\n",
       "      <td>250</td>\n",
       "      <td>70</td>\n",
       "      <td>8.0</td>\n",
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       "      <th>2</th>\n",
       "      <td>Breakfast</td>\n",
       "      <td>Sausage McMuffin</td>\n",
       "      <td>3.9 oz (111 g)</td>\n",
       "      <td>370</td>\n",
       "      <td>200</td>\n",
       "      <td>23.0</td>\n",
       "      <td>35</td>\n",
       "      <td>8.0</td>\n",
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       "      <td>0.0</td>\n",
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       "      <td>8</td>\n",
       "      <td>0</td>\n",
       "      <td>25</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Breakfast</td>\n",
       "      <td>Sausage McMuffin with Egg</td>\n",
       "      <td>5.7 oz (161 g)</td>\n",
       "      <td>450</td>\n",
       "      <td>250</td>\n",
       "      <td>28.0</td>\n",
       "      <td>43</td>\n",
       "      <td>10.0</td>\n",
       "      <td>52</td>\n",
       "      <td>0.0</td>\n",
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       "      <td>Breakfast</td>\n",
       "      <td>Sausage McMuffin with Egg Whites</td>\n",
       "      <td>5.7 oz (161 g)</td>\n",
       "      <td>400</td>\n",
       "      <td>210</td>\n",
       "      <td>23.0</td>\n",
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       "      <td>8.0</td>\n",
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      "text/plain": [
       "    Category                              Item    Serving Size  Calories  \\\n",
       "0  Breakfast                      Egg McMuffin  4.8 oz (136 g)       300   \n",
       "1  Breakfast                 Egg White Delight  4.8 oz (135 g)       250   \n",
       "2  Breakfast                  Sausage McMuffin  3.9 oz (111 g)       370   \n",
       "3  Breakfast         Sausage McMuffin with Egg  5.7 oz (161 g)       450   \n",
       "4  Breakfast  Sausage McMuffin with Egg Whites  5.7 oz (161 g)       400   \n",
       "\n",
       "   Calories from Fat  Total Fat  Total Fat (% Daily Value)  Saturated Fat  \\\n",
       "0                120       13.0                         20            5.0   \n",
       "1                 70        8.0                         12            3.0   \n",
       "2                200       23.0                         35            8.0   \n",
       "3                250       28.0                         43           10.0   \n",
       "4                210       23.0                         35            8.0   \n",
       "\n",
       "   Saturated Fat (% Daily Value)  Trans Fat  ...  Carbohydrates  \\\n",
       "0                             25        0.0  ...             31   \n",
       "1                             15        0.0  ...             30   \n",
       "2                             42        0.0  ...             29   \n",
       "3                             52        0.0  ...             30   \n",
       "4                             42        0.0  ...             30   \n",
       "\n",
       "   Carbohydrates (% Daily Value)  Dietary Fiber  \\\n",
       "0                             10              4   \n",
       "1                             10              4   \n",
       "2                             10              4   \n",
       "3                             10              4   \n",
       "4                             10              4   \n",
       "\n",
       "   Dietary Fiber (% Daily Value)  Sugars  Protein  Vitamin A (% Daily Value)  \\\n",
       "0                             17       3       17                         10   \n",
       "1                             17       3       18                          6   \n",
       "2                             17       2       14                          8   \n",
       "3                             17       2       21                         15   \n",
       "4                             17       2       21                          6   \n",
       "\n",
       "   Vitamin C (% Daily Value)  Calcium (% Daily Value)  Iron (% Daily Value)  \n",
       "0                          0                       25                    15  \n",
       "1                          0                       25                     8  \n",
       "2                          0                       25                    10  \n",
       "3                          0                       30                    15  \n",
       "4                          0                       25                    10  \n",
       "\n",
       "[5 rows x 24 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('menu.csv')\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "3da7ceb9",
   "metadata": {
    "id": "3da7ceb9"
   },
   "outputs": [],
   "source": [
    "df['Serving Size'] = np.vectorize(lambda x: float(x.split(' ')[0]))(df['Serving Size'])\n",
    "\n",
    "target = df['Category']\n",
    "target = LabelEncoder().fit_transform(target)\n",
    "\n",
    "df.drop(columns=['Item', 'Category'], inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2fff09d8",
   "metadata": {
    "id": "2fff09d8"
   },
   "outputs": [],
   "source": [
    "def calculate_pairs(values: np.array) -> np.array:\n",
    "    pairs = np.zeros(values.size * (values.size - 1) // 2)\n",
    "    n = 0\n",
    "    for i in range(values.size):\n",
    "        for j in range(i + 1, values.size):\n",
    "            pairs[n] = (values[i] == values[j])\n",
    "            n += 1\n",
    "    return pairs\n",
    "\n",
    "num_clusters = np.unique(target).size\n",
    "pairs = calculate_pairs(target)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5dbef2a6",
   "metadata": {
    "id": "5dbef2a6"
   },
   "source": [
    "## BIRCH clustering"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "K8EwS59JuEyH",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "K8EwS59JuEyH",
    "outputId": "f968aefe-3c62-4c99-be57-b6ba450be757"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROC_AUC:   0.6474194581358113\n",
      "Accuracy:  0.761954261954262\n"
     ]
    }
   ],
   "source": [
    "from sklearn.cluster import Birch\n",
    "\n",
    "brc = Birch(n_clusters=num_clusters).fit(df)\n",
    "preds_birch = brc.predict(df)\n",
    "pairs_birch = calculate_pairs(preds_birch)\n",
    "\n",
    "roc_auc = roc_auc_score(pairs, pairs_birch)\n",
    "print('ROC_AUC:  ', roc_auc)\n",
    "acc = accuracy_score(pairs, pairs_birch)\n",
    "print('Accuracy: ', acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1RHYZX8q5Fua",
   "metadata": {
    "id": "1RHYZX8q5Fua"
   },
   "source": [
    "## DBSCAN clustering"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "zcIdA4I17iNm",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "zcIdA4I17iNm",
    "outputId": "87cfba94-4485-4881-9cc5-2e1f312c36f4"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROC_AUC:   0.7705558381035101\n",
      "Accuracy:  0.7411642411642412\n"
     ]
    }
   ],
   "source": [
    "from sklearn.cluster import DBSCAN\n",
    "\n",
    "clustering = DBSCAN(eps=100, min_samples=3).fit(df)\n",
    "preds_dbscan = clustering.labels_\n",
    "pairs_dbscan = calculate_pairs(preds_dbscan)\n",
    "\n",
    "roc_auc = roc_auc_score(pairs, pairs_dbscan)\n",
    "print('ROC_AUC:  ', roc_auc)\n",
    "acc = accuracy_score(pairs, pairs_dbscan)\n",
    "print('Accuracy: ', acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b8edf82",
   "metadata": {
    "id": "9b8edf82"
   },
   "source": [
    "## Agglomerative clustering"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0d4a2ad4",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "0d4a2ad4",
    "outputId": "0347c8df-3b8e-455d-c3dd-7bea00b3721c"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROC_AUC:   0.616002078994827\n",
      "Accuracy:  0.7586278586278586\n"
     ]
    }
   ],
   "source": [
    "from sklearn.cluster import AgglomerativeClustering\n",
    "\n",
    "clustering = AgglomerativeClustering(num_clusters).fit(df)\n",
    "preds_aggl = clustering.labels_\n",
    "pairs_aggl = calculate_pairs(preds_aggl)\n",
    "\n",
    "roc_auc = roc_auc_score(pairs, pairs_aggl)\n",
    "print('ROC_AUC:  ', roc_auc)\n",
    "acc = accuracy_score(pairs, pairs_aggl)\n",
    "print('Accuracy: ', acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dbc97c72",
   "metadata": {
    "id": "dbc97c72"
   },
   "source": [
    "# SOM with existing libs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14fbaaf3",
   "metadata": {
    "id": "14fbaaf3"
   },
   "source": [
    "## sklearn_som"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7c922962",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "7c922962",
    "outputId": "424c1143-cfea-4b86-f500-8540dc56ff59"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROC_AUC:   0.6159110636709607\n",
      "Accuracy:  0.7650727650727651\n"
     ]
    }
   ],
   "source": [
    "from sklearn_som.som import SOM\n",
    "\n",
    "som = SOM(m=3, n=3, dim=22)\n",
    "som.fit(np.array(df))\n",
    "preds_som1 = som.predict(df.values)\n",
    "pairs_som1 = calculate_pairs(preds_som1)\n",
    "\n",
    "roc_auc = roc_auc_score(pairs, pairs_som1)\n",
    "print('ROC_AUC:  ', roc_auc)\n",
    "acc = accuracy_score(pairs, pairs_som1)\n",
    "print('Accuracy: ', acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cee8a6e6",
   "metadata": {
    "id": "cee8a6e6"
   },
   "source": [
    "## som-learn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "72e8e157",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "72e8e157",
    "outputId": "6e679fbf-4f84-40a0-b0da-4518ae9f6ac1"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ROC_AUC:   0.6019252608336212\n",
      "Accuracy:  0.7932283932283932\n"
     ]
    }
   ],
   "source": [
    "from somlearn import SOM\n",
    "\n",
    "som = SOM(n_columns=3, n_rows=3)\n",
    "preds_som2 = som.fit_predict(df.values)\n",
    "pairs_som2 = calculate_pairs(preds_som2)\n",
    "\n",
    "roc_auc = roc_auc_score(pairs, pairs_som2)\n",
    "print('ROC_AUC:  ', roc_auc)\n",
    "acc = accuracy_score(pairs, pairs_som2)\n",
    "print('Accuracy: ', acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5cac40ff",
   "metadata": {
    "id": "5cac40ff"
   },
   "source": [
    "# Visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "80b4c487",
   "metadata": {
    "id": "80b4c487"
   },
   "outputs": [],
   "source": [
    "from sklearn.decomposition import PCA\n",
    "from sklearn.manifold import TSNE\n",
    "import seaborn as sns\n",
    "\n",
    "from matplotlib import pyplot as plt\n",
    "from matplotlib import animation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "d0df13c2",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "d0df13c2",
    "outputId": "2212837d-fcd6-426e-c171-86485f43c71e"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.90928824 0.07127097]\n"
     ]
    }
   ],
   "source": [
    "pca = PCA(n_components = 2)\n",
    "pca.fit(df)\n",
    "\n",
    "print(pca.explained_variance_ratio_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "25f9bd16",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 424
    },
    "id": "25f9bd16",
    "outputId": "68009deb-c99c-4b8d-a624-223fed2e11e4"
   },
   "outputs": [
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      "text/plain": [
       "              0           1  SOM_1  SOM_2  Agglomerative clustering  DBSCAN  \\\n",
       "0    235.399398 -134.203852      6      5                         7      -1   \n",
       "1    204.763227 -224.173248      6      5                         8       0   \n",
       "2    278.271491  -84.308545      6      5                         7       0   \n",
       "3    411.501471   -2.513249      1      2                         7      -1   \n",
       "4    382.705987  -90.069768      6      5                         7       0   \n",
       "..          ...         ...    ...    ...                       ...     ...   \n",
       "255 -153.708839  215.140926      2      0                         0       4   \n",
       "256    5.016188  359.042090      2      0                         0       4   \n",
       "257 -300.662837   75.293695      5      3                         6       4   \n",
       "258   78.167017  486.624258      2      0                         0      -1   \n",
       "259 -260.335501  148.676287      2      3                         0       4   \n",
       "\n",
       "     Birch  real  \n",
       "0        4     2  \n",
       "1        8     2  \n",
       "2        4     2  \n",
       "3        4     2  \n",
       "4        4     2  \n",
       "..     ...   ...  \n",
       "255      3     7  \n",
       "256      3     7  \n",
       "257      0     7  \n",
       "258      3     7  \n",
       "259      0     7  \n",
       "\n",
       "[260 rows x 8 columns]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pca_df = pd.DataFrame(pca.transform(df))\n",
    "\n",
    "preds = pd.DataFrame.from_dict({'SOM_1': preds_som1, 'SOM_2': preds_som2, 'Agglomerative clustering': preds_aggl,\n",
    "                                'DBSCAN': preds_dbscan, 'Birch': preds_birch, 'real': target})\n",
    "pca_df = pd.concat([pca_df, preds], axis=1)\n",
    "pca_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ngcyl8wUBKAt",
   "metadata": {
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     "height": 899
    },
    "id": "ngcyl8wUBKAt",
    "outputId": "729ce967-3e68-4a97-8108-7c8e03257d2a"
   },
   "outputs": [
    {
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VAAAAgFhwrLy5KtznyvG0qrLMMdIiEBEAAEDtoPgHdcJlmWrlTVWX5MxQm8/l1tCW54qJfwAAAAB8n1JJ7i4ZMhO8oTZXml9m62Q5TuTiAgAAABD9Ckqby0p7UDL+k0/YCVeozGkfwagAAADCyx3pANBw+Cy3rm3ZW4ebFancCirDl6B4yyuu1QMAAAC16yc/GS6v1yuv1yfp/7N352GWVfW9/99r733GGk6NXVVdPdP0RIuALUjECQQ1RqOIhuuNIVHDvSQa4xUHEkSjyc8rol4VJ4xDNAGSJ5rECRAkDigKrTTQQEPPXd1d3VVd85nP3nv9/ii6pKjq7hpO9alT9Xk9D89jrb33qm89z/L0+a79XWvBNde8kwsuuLDCUU1PNuqQeP0GzFABjMGmYuS0nEVEREREpGK+9rVb+NrXbuGb37ydNWvWVjqckxoqbaam7Vu4QRfWqSdvV1IoJSsdloiIiEjZzMup0ptvvpn169fz1FNPAbBt2zZe+9rX8opXvIK3vvWt9PX1jd17smsy/0QCh3bqWek2kfSjWqUrIiIiImWnfGJyf//3H+cb37iVb3zj1qor/Dku7xpyTXFyjTHy8zKbFREREZFqplxi6p58cgePPbad9vaOSocyJaEdPQJs0L+AoeJGFf6IiIjIgjPvpksfe+wxtm3bRmdnJwBhGPLe976XG264gbvuuostW7Zw0003nfKazA+u6+A4ptJhiIiIiMgiUa35RKzwI5qGrqBl4MU0DV1BrPCjisQx37iugzHKJ0RERERk7lVrLjGZuc4visUin/rUx7n22g+Utd9yMgY8z0HphIiIiCwW86r4p1gs8pGPfIQPf/jDY23bt28nFouxZcsWAK688kruvPPOU16TyrCOpYcRdhSPcIABvtf7KD/qf4J+JwMz+JJtDGTcAl3hAP0mS+hoqyARERERmVy15hOxwo+oy96IGx7FYHHDo9Rlbyz7BP3f/d0HueqqK7nppv/LyMhIWfsul2hoSfTlSR7NkuzOYH5+gOiTfSSL4Yz6c4FELiDRlydRCNG6BBERERGZTLXmEpM5HfnFP/7jl7jsslfR0bG0bH2WQ220l0bvJzTHHqTJ+Q8ach+iwbmLmmj/jPqLR7KkojtIRX5LbeyYColERERkXvMqHcAzfeYzn+G1r30ty5YtG2vr7u5m6dLffYFsamoiDEMGBwdPeq2hoeG0xi5gjOHJwlH+ZfeDXL76HP55x4Nj135+dDfv2vgymuzUt9I0BrrtMF9+4j5KYQDAJR3reXHjWtxwXtWtiYiIiMg8UK35RE3+FgyFcW2GAjX5WyjELivL7/j8579CW1s7xWKRz372k3z60zdyww0fLUvf5RIBwq3dFA+PEFvdSPah7tELT/XhPHKU5Os2kPOmPtvuAt6eQdI/2z/a4BhqX7mWQnsNYahFBSIiIiLyO9WaS0xmrvOL7dsf4cknn+Caa945677KqSZ2jHjfuzHxTVDqgvx2ALz0PTg1L6eUvI6iH51yf4nIEMnMp3EyPx5tcOpx225mKL96LsIXERERmbV5U/zz0EMPsX37dq699trT/rubm2tP++9ciAYKGb7z222ckWrlkf5D464FNuThwYNcvHQdzfHaKW3dP1TM8S8PPThW+APw4+4nObd1OWemlpzwudbWupn/EbLoafzIbGj8yGxo/IjMznzKJ3p6HDxv6sXqTthzwvbp9HMynZ2jLyY8L84VV7yJ97733ZP27ThOxT6Pit0j9D/eS835nb8r/HlamC7i9OdoXNGAVxebUn+lo2n6jhf+AISWzD17aP6Tc/CaEyd8Tp/HMhsaPzIbGj8yUxo7IrMzn3IJmH4+8WxznV888shD7N+/lze+8bUA9Pb28J73vJPrr/8wF1xw4fRiLWf+MfJrKO2H+lfByB3jf0/mHlINb4C6jeBNsTgr/Vs4XvgDEA4THfw8rUs/De6JFznrM1lmQ+NHZkpjR2ZD42fhmDfFPw8++CC7d+/mkksuAeDIkSO87W1v4y1veQuHDx8eu6+/vx/HcWhoaKCjo+OE16ajSaM4/AAAIABJREFUry+tlZ9lkPNKZP0SrjH44cRt+f0w4K5DT7AkXsf6mjYSfuSk/aXdAgPF7IT2vmyGhuLkxxS0ttbR2zs/jzCQ+U/jR2ZD40dmQ+OnejiOUeH4PDWf8okwDPH9qR9TFTpLcMOjk7ZPp58TyeVyBEFAbW0t1lruuutO1q5dN2nfYRhW7PMokSk+/b8MdpL8zBYCRv57D7E1TZRaExRPcYZXYjA/sY9iQH4oT873J31Gn8cyGxo/MhsaPzJTGjvVRfnE/DSfcgmYfj7xbHOdX7z5zVfx5jdfNfbzFVe8hhtv/DRr1qyddv/lzD8a3fToCy97gnc9paPY4TsIay9juHQWfnDy12NNzkHcZzcWHieT7iNbDCZ7RJ/JMisaPzJTGjsyGxo/1eVU+cS8OTvp6quv5r777uPee+/l3nvvpb29na9+9au8/e1vJ5/Ps3XrVgBuv/12XvnKVwKwefPmE16T0y9hI5zfupKdQ72c3dQ57prB0JKo42fdu/j3vQ/xrX0PUPIm/4J8XJIoy5ITk6Wm6NSPDhMRERGRxaGa84lM/Gos43ezscTIxK8uS//9/X28851Xc9VVV/KWt/wRXV0HeM97PlCWvsvJ1kVxaqPkd/eROGv8Tp8m4RFmihSe7GP4jp2wow/nFMU/1EbBHX+PUxPBJubNGhgRERERmQeqOZeYzFznF/NV4K0GPPCPQHTt+IuJ8yD7U8zId3G730Gds+2U/YXeqoltyRdRDLQ7goiIiMxP837W03EcbrzxRj70oQ9RKBTo7OzkE5/4xCmvSQUEcGnbBmq9GDsGj3DlmufxSP8hIo7HutQSftq9c+zWA+l++vwM7dSfsDsnMPyP1c/nn3bfT08+Tcz1eNOq82jgxFv0i4iIiIg8UzXkE4XYZQDU5G/BCXsInSVk4lePtc9WZ+cyvv71W8vS11zKO1DzmvUUHjiINVD74pUUdg/gNSdwGxJk7j8wdm9u62Fqz2wiFznxepZ81KH299eRuXs3Nu/j1EapeeVaci6gjV9FRERE5BSqIZeYzFznF8/27//+vTnpd7rSxdW4bZ/DHbwZU/cKbPgiTO63kNwC1oeBfxq71x36R2KpsymUoifsLxueSW3jO3AHvwy2hI2dTanuT/HzE/YDEhEREZkXjLUn2gNx8dCxX+VlHEPR8fFwyJki+7L93LZ764T59WvWvYhO59TboPpeyEiQJ+5ESIaRE+7aCdqaTGZH40dmQ+NHZkPjp3pom36ZzLPziSNH9tPevrKCEc3cfIjdMwY3tPiuITZYxA7lSP9474T7at/8HHLRk29ma4wh5oeYQoCNexTcE58CAPo8ltnR+JHZ0PiRmdLYqS7KJ+TZJns3MR++k58uc/G3xiIFXFPEt3XUBT/EsT3Q/9XxN0XPYLjhSxRK8ZP25TohSe8oUKBo2yiUTr4wWZ/JMhsaPzJTGjsyGxo/1eVU+cS83/lHqo8NLZFwtPo94cSo9+JsauzgsYHusXuaoklao7Xgn7o/z3doJAmBFuiKiIiIiCx0vrX4Bggtfm2ESL6EUxMhzJTG7oltbKUUO0UlD2CtJe8aSD6d+iqhEBERERFZ0AqlGDx97Fkx/jxiwSMYXCAYu8evv4qif/LCH4AgdBgpdsxRpCIiIiLlpeIfmVMmhBVuE69ZlmRNXQvb+g5yRl0LF7SsJupr+ImIiIiIyIkVHQjaktS/ZgOFx3soHUkTXd+CWZUir01sRURERETkJEbybRQjL6a2ow0z/G8QDBLU/REZnneqdQQiIiIiVUfVFzLnwtBSG8a4sHY1L6hfBaHB+vpmLSIiIiIipxZYGIk7OFs68ICiHd3RR0RERERE5FQKpRiF0tl4yedgTEip5FY6JBEREZE5oeIfOW3C0EII2mtfRERERESmKwztaDohIiIiIiIyTb5vABX+iIiIyMLlVDoAERERERERERERERERERERERGZGRX/iIiIiIiIiIiIiIiIiIiIiIhUKR37JQuO6zoEgQ4EEBERERE5rlAo8LnPfYqtWx8gGo1y1lln8/73/22lw5qXHMeMHlksIiIiIiKTuuKK1xCNRolGYwBcc807ueCCCysc1fxgjMFa5RMiIiJy+qn4RxYEY2DIyfOr/Xvpz2d4buMyOtwUTmgqHZqIiIiIyCkFw3sIjz0Efga8GpyWc3Hr15St/y9+8bNEo1Fuu+07GGPo7+8rW98LgQPER0oMPbwbzzF4ZzSSq/HQnL2IiIiIVKO5zi8A/v7vP86aNWvL2me1ikWyJHkUun9KY2Q1pdgLGSksrXRYIiIissio+EcWhGGnwOd2/IRcUALglz17+bO1F7I20qIJexERERGZ14LhPYRH7wcbjDb4mdGfoSwT9Nlsljvv/AHf+c4PMWa0OL6pqXnW/S4k8eEiI9954ncND3VTd8UmskmlzCIiIiJSXeY6v5DxHAM1/g9x+z8DgAs43r9iW75IutBa2eBERERkUXEqHYBIOXTl+scKf477waHtBK6O/xIRERGR+S089tDvJuaPs8FoexkcOnSQ+voUX//6V3jb297CO95xNQ8/vK0sfS8EnutQeKh7fGNo8fcM4DjaSVREREREqstc5xfH/d3ffZCrrrqSm276v4yMjJS172qSiPbjDtwyrs34R4mEuysUkYiIiCxWKv6RBSGYZHsfPwzQpj8iIiIiMu/5mem1T1MYhhw+fIgzz1zPV7/6La655q/42799L5lMuiz9Vz+LDSZmDtbXQgIRERERqUJznF8AfP7zX+Gf/uk2vvKVbwKWT3/6xrL1XW0MFggmtNtnF2CJiIiIzDEV/8iCsCLZiGfGD+fLlm7EC9wKRSQiIiIiMkVezfTap6mtrR3Xdbn00lcAcNZZm2loaKCr60BZ+q92fmCJn9M+oT2ytokw1HICEREREakyc5xfwGiOARCNRnn969/Io48+XLa+q02u1ESYevP4RqeOwD2jMgGJiIjIoqXiH1kQGsIEf7XxZZzfupIz6lq4au0L2JBow06yI5CIiIiIyHzitJwL5llF68YdbS+DhoYGzjtvCw8++GsADhzYz8BAP52dy8vS/0JQaIpT99r1RFekiK5ppO7yjeRrI5UOS0RERERk2uY6v8jlcqTTo7uIWmu55567WLt2XVn6rkZBaMjGrsBv/huIbyasu5ziki+SLk5cYCAiIiIyl7xKByBSDtZCk03yZ+t/j4HBDKFvQbv0i4iIiEgVcOvXABAee2h0K36vBqfl3LH2crj22uv42Mc+ws03fxrP87j++o9QV1dXtv6rXQBkm+K0XHEWg0M5soGSCRERERGpTnOdX/T393H99e8jDEOCIGTVqtW85z0fKEvf1SpXTJE3r6Jl2esYHCgQFCodkYiIiCxGKv6RBcUxZrTwR0RERESkirj1a8pa7PNsnZ3LuPnmW+as/4XCuA6+Cn9EREREpMrNZX7R2bmMr3/91jnpu5pZCzhRglCVPyIiIlIZOvZLRERERERERERERERERERERKRKqfhHRERERERERERERERERERERKRKqfhHRERERERERERERERERERERKRKqfhHRERERERERERERERERERERKRKqfhHRERERERERERERERERERERKRKqfhHRERERERERERERERERERERKRKeZUOQEREREREROZOd/dhrrvu2rGf0+kRMpkMd9xxbwWjEhERERGRalUoFPjc5z7F1q0PEI1GOeuss3n/+/+20mGJiIiILGoq/hEREREREVnAOjqW8o1v3Dr282c+80mCwK9gRCIiIiIiUs2++MXPEo1Gue2272CMob+/r9IhiYiIiCx6Kv4RERERERGpsGPHjtLVtZdisUA0GmP58tW0tLSV/feUSiXuvvsOPvnJm8vet4iIiIiIzA9zmV9ks1nuvPMHfOc7P8QYA0BTU3NZ+hYRERGRmVPxj8yKcQw5t4TFkgwi2LDSEYmIiIiIVJdjx46yd+9ThOHol+liscDevU8BlL0A6L77fkpLyxLWr99Q1n5nyjOGaCnEGsh7BmsrHZGIiIiISHWb6/zi0KGD1Nen+PrXv8Jvf7uVRCLBn//5X/Dc554z676nKxHNEXEG8G0NuWJK+YSIiIgsair+kRkreQG/HtzHPYd2EFrLhW2rubh1PTFfw0pEREREZKq6uvaOTcwfF4YhXV17y17884MffJdXv/q1Ze1zpmp8S/5XXYzs6sdEXGpeuJzSqhQ6kExEREREZObmOr8Iw5DDhw9x5pnr+cu/fBePPbad97//3fzrv/4HNTW1s+5/qpoSu3CO/X+Y4k5i3hISrX/DQOE8QmtOWwwiIiIi84lT6QCkeu0v9HPnwcfxbUiI5RdH97B95PDYVp8iIiIiInJqxWJhWu0z1dvbw7Ztv+Wyy15Z1n5nwnMdSo8epbirHwBbCkj/ZB+xwfL+zSIiIiIii81c5xdtbe24rsull74CgLPO2kxDQwNdXQfK0v9U1MUHcXpvwBR3jjb4PThH3kd97OBpi0FERERkvlHxj8xINOry2MDhCe2/6TuAE1Hxj4iIiIjIVEWjsWm1z9Qdd3yfCy+8iFSqoaz9zkSsFFJ4uvDnmYKeDFpLICIiIiIyc3OdXzQ0NHDeeVt48MFfA3DgwH4GBvrp7Fxelv6nIkIXptQ1vtEWccP9py0GERERkflGxT8ybZ43OmxaE3UTri1NNmC0raaIiIiIyJQtX74axxmfmjmOw/Llq8v6e374w+9X/MgvYwye52Adg9uQmHDdqY1ibQUCExERERFZIE5HfnHttdfxzW9+jT/5kz/iwx/+G66//iPU1U18X1BujjOaT2ASYJKT3DD3MYiIiIjMV16lA5DqUXR99ub72Hb0IKtqmzmrsYP96X6eGDxCaC21kRgvaF2NXwoqHaqIiIiISNVoaWkDoKtrL8VigWg0xvLlq8fay+X2279T1v6mK1GyhPsH8A+PEK5ppOai5aTv2YvflwXAa6vFaa2paIwiIiIiItXudOQXnZ3LuPnmW8rW36kYA/XRvXjZuyA4iq19Fbb9o5iej0FwDABb/3ryrDptMYmIiIjMNyr+kalx4ed9u/nvI0/hGMOKuia29R2kPhLnf659PlHj0RBN0BhMXL0rIiIiIiIn19LSVvZin/kkHkLurl0Ex7I4NRFiy1MUn+onsjxFze8tJwwtbipGOmpAO/+IiIiIiMzKQssv6qIHiB69Gmwe4s+BoAub24dN/SEmthEbhhTdNWRyqUqHKiIiIlIxKv6RKcmYIj89shOAi5eu5/6je+gvjK7Qvb9nL69bcTZr3GZt0S8iIiIiIhOY4QLBsdH8Ibmlk5H79kMwmjzktnVTf/lGRqKOCn9ERERERGQCr/ToaOGPiUPtS+HY/8Mcv+jUUmz7CsO5hVPsJCIiIjITzqlvEQGsHZuHj7uRscKf43548DFyrn/64xIRERERkarh1EYJBnJjhT/H5X/bjeeYEzwlIiIiIiIC1LwYhn8wvi1M4xYfrUw8IiIiIvOIin9kSmpsjIva1jz908TluIG1WC3TFRERERGRSdj6GG5jHOMabDAxb7ClAFDxj4iIiIgIgF0EW+xP52/0I88BEwMTAVuccN1M0iYiIiKy2Kj4R6YmhJe2rOPK1Vuo8WIkvci4yy9pX0syjJzgYRERERERWczyDiR/fx3Rja1EltZNuB47twM/DCsQmYiIiIjI/OJ5UTKZ4QVdAGStJZMZxvOiU7p/pLiSYtuXCU0Dtv4Pn3XVI4ieXf4gRURERKqMV+kApHrEAo/nxDvwPJeVG5q4r2c3h7KDnN+yio01bdig0hGKiIiIiMh8lY0YnE0t4Bjq3rCRwm+7saWQ+DntFJsTlQ5PRERERGReaGxsZWCgl3R6sNKhzCnPi9LY2Dqle621DBXOwI2eSdTLEG/twB35N6zbSlD3PxgprprbYEVERESqgIp/ZFqshVIpoJ44f9CyGetYCFDhj4iIiIiInFIYWoqhpVgXxbt4NcZasuHCXdEsIiIiIjJdruvR0tJR6TDmpSAIyQUJcryESP2LsKHBL+j4YBERERFQ8Y/MQhhamMLO/NaBIXKM+HkaIknqbGxKz4mIiIiISHn84hc/5x//8YtYO7pq9q1v/XNe8pKLKxqTH0wtKYhY8DIlKIVQHyXvGRbwCQgiIiIiIjIFpZIzpfuS0SEidj8YhxIryRYnHkMsIiIishCo+EemzXEMeaeET0jSRuEku/5Yx/Jw9hDf3vcQFnCM4aq1L2Ct16IJexERERGRp20bOsjdvTsY8nOkvASXtm7gnNSysvRtreWjH72BL3zhK6xZs5Zdu3ZyzTVv40UveimOM7UJ83JyHEOsGIIx5D1OmhdEQwh+dZD0U30AmLhH3es2kIm7pylaERERERGZT6KRIjFngMDGyZVSJ80n6mLdxPrehyntAyAS3YDT9A+kC0tOT7AiIiIip9Hpn+mVqhY6lu35bm7acQ8f2/4jvtfzCDmvdML7h8nz7X3bOP79O7SWW/c8SNY58TMiIiIiIovJtqGD/NeRRxjycwAM+Tn+68gjbBs6WLbf4TgO6XQagHR6hObmlooU/sQCi7ftKOlbHyVz+6NEnxogcpINgNzBPMWnC38AbN4n94sDRIy29hcRERERWWzq493Uj3yQ+JErqDn2pzR4v8Z1Jk8oHMcQyf9orPAHwBR3EC3+AqUTIiIishBp5x+Zlt4wza17Hhz7+de9+6mNxLm4YT02nFhin/YLWMa3FwKfbFgkQWTO4xURERERme/u7t1ByY7fTrNkA+7u3VGW3X+MMXzkIx/juuveQzyeIJvN8olPfGbW/U4/DqBrmNxvuwGwoSX7iwPUNsYptSQmfcamixPa/KMZooFlirv8i4iIiIjIAhCNlIgMfhaT++VoQ3AMr+d91LR/g+HC6gn3uw64ma0T2p3CNtzkG/D9qR1DLCIiIlItNF0qU2YMHMwOTGh/sHc/Jcef9JmGSALPjB9mdZE4dW5sTmIUEREREak2x3f8mWr7dPm+z7e+9Q0+9rFP8u1vf5+Pf/xT3HDDB8hms2Xpf6o8x6H4xLEJ7aV9g7ju5Kmpk4pPaIuubqDkaqmuiIiIiMhiEnUGcHL3Pas1xA26Jr3fDyBIXjyhPUi8SIU/IiIisiCp+EemzFpIRSeuyG1L1OFZd9JnasIYf3bmhSS90V1+6iNx3rr2QmKBNp0SEREREQFIeZPvenOi9unatesp+vp6OfvscwA4++xzSCQS7N+/tyz9T1VgLV5rckK725QgDCeffC/WR0m+cAU4o8U+Xnst0S1LCezEXUdFRERERGThCm0cvCUT2q1JTXq/tZZC5MWENS9/usUQ1v0hBfd5cxiliIiISOWoAkOmZVm8kRU1jRzIjO4AFHFc/mDZcyA4wQMWVrnN/J/1l5ANS9S6UWKBh+bqRURERERGXdq6gf868si4o78ixuXS1g1l6b+1dQk9PT0cOLCPFStWsW/fXvr7++nsnP2RYtMRhpb45jYKu/qx+dGdQ51UDGd5/QnzA99AuK6J2lUp8EOCRIQsSiZERERERBabXKmeWNN1eD3vAUYXD4TJl5JnzQmfyRSbKSX/hljtn4FxyAftlIp6LSYiIiILk77lyLTEfY8/XfUCjpZGKIUBrbE66sM49iQT8NZa4kGEOBHw0VS9iIiIiMgznJMaLcK5u3cHQ36OlJfg0tYNY+2z1dzcwrXXfoDrr38/5ukjea+77gbq6ydfITuXcgmHmjdsgsEcOA62IUbuFEd4hdaSizgQcVA2ISIiIiKyOFkLQ8F51Lb/E27QhTX15FlDvlR30ueKfoQiK05TlCIiIiKVo+IfmbZo4LHcaRw9NC7gpIU/IiIiIiJyaueklpWt2Gcyl132Ki677FVz1v9UWQu5iIFJjv8SERERERE5mTB0GC6sAlZVOBIRERGR+cepdACyeBkHil5A4IWVDkVERERERKqMZwyJECIn3zhIRERERERkgng0R01sAM/V+wkRERFZGLTzj1REzi1xX99uftmzh8ZogstXnssyt+H4Ub0iIiIiIiInlCyEFO7vIn1giMjSOmouWkEm7lY6LBERERERmeccY0lFtuMOfBJTOki89hUUaq4iXVhS6dBEREREZkU7/8hpZxz4Rd9ufnpkJ6UwoCef5stP3scA2UqHJiIiIiIi81zMQvaOnRT3DUJoKR0cJv3dJ4kHlY5MRERERETmu9poF97Rv8IUd4Mt4Ix8l9jIl4h4SihERESkuqn4R067ghPwy54949osliP54QpFJCIiIiJSXtbaSocwbdaGwPw/Q8vJlAgG8+PawmwJky5WKCIREREREakWbrAP8Me1OZl7iLn9FYlHREREpFxU/COnnYuhMZqc0J5woxWIRkSkfDzPwXHm/0tTERGZW54XJZMZrpoCIGstvl9icPAY0Wi80uGcWsSZvEYpqvRWRKqb5zkYo3xCRERkLllTO7HRbSBE7ydEpHo5jsHzNC8isth5lQ5AFh/Xd7h85Tl86cn7sIy+EFlW00hHtB60s6aIVCFrYOf+fh7b1UeqNsraFY0kIoYqeecrIiJl1tjYysBAL+n0YKVDmTLHcUkkaqmtTVU6lFMqxl0S5y8j9+uDY23x57ZTSkQA/eMrItUnsPDwjh52dQ2yrK2WFe11eKoBEhERmRMFcwZe/HmY/G/G2vym95ErNqB8QkSq0eHMIA8M76MrM8C5TStYE28mEriVDktEKkDFP1IRnW4D7970MnryaeKuR3s0RSzQcBSR6mOM4VBvhnsf6Bpre2x3H6+/eC1RVzP2IiKLket6tLR0VDqMBSuw4GxopnZpHXakgKmN4qei+JqoF5EqZBzDA48cYdeB0YLR/YeH2dmU5LILV2C0mkBERKTscsUUJvVhYvVPQThM6K4gHaypmp1bRUSeKe+VuHn7Txks5gDYPtDNZZ0beUnqTGyozzWRxUbVFlIZITRRQ1O0ZvRn7fgjIlUqBB7YfmRcW7EU0jeUp6MpUZmgREREFriSgVIqCiltzS8i1S1XCMYKf47r6c+SzpWoi2vaTkREZC5kiw1kOX/0B72bEJEqdrQwMlb4c9y9h5/k/MaVxMNIhaISkUrR4X8iIiIiIiIiIiIiIiIiIiLV5ASHD2jPH5HFScU/IiIis+AAz9/cPq4t4jk0p+KVCUhERERERKpGIuZyxvLUuLbWpgS1Ca3SFRERERGRk2uL1pGKjH8XcXHHepLa9UdkUdL+wSIiIrNgraWzNckfvGQN23ceI1UXY93KBmKeQUeFi4iIiIjIydjQcsHmdlZ01LPrwCDL2+pYubQOo2RCREREREROIe5HeNdzLuZXR/bSlRngeS0rWBNvwepIQ5FFScU/IiIis2QsrFvVRGsqhrWWILAq/BERERERkSlxDZy7sY1V7XUEQYhVMiEiIiIiIlPUWdPASxvOxGly8P0AVPgjsmip+EcmMMYw7OTozg/jGYf2eD1JPzr9fhwoOD4eLo5/gkMnRUQWEN8PKx2CiIhIxVnH0mez9BZGqPFitEfqiAbTTz0jxuAFlpJr8PUiXEQWAd/XLL2IiEg8kiZudmOCHqy7lGx4BkU/fuoHn8EYiEcyOKZIvtRAEOr9hIgsbGFoCUPlEyKLnYp/ZIJ+J8Nnn/gJpaf/kUhF4lyz7sXUBrEp95H1Svz46A5+c+wAbYk63rDyXNqo004YIjL/GEO+FBDxHDxjtMpWRERkFowxPFXs4Zu7fj3WtjHVzpuWnUckcKfYBySzAbmf7yd/NE10RYrkhcvJRp25CltEZEaMMQTWUvRD4hEXTXqIiIjMTtQrUJP/Cs7wd8baahv/kiHnTQTh1PIB1wmod3+L2/8pjH+MeN3l5BNvIlNsnquwRURmxDiGjCkQEFJrYhhtpCAis6TiHxnH8Rx+3P3kWOEPwFApz85MD+cllk9tHsuFHxx+lIf7DwFwKDvEF3b8jPdsuoS6II5xDDgWAr1kF5HKyvuWe+7fx8BIgXjM5WXnr6C1Pqo5exERkRnKeyW+vfOhcW1PDB2htz3NUpOaUh9x3zLy3R3YnA9Ace8gwXCB2GvWUQBc18GxUAq1456IVI4xcGy4wL0PHCBfCGioi3HphSuJe5qwFxERmalabw9O73fGtbkDXybZ/mJGCkun1kdkD96R9wCjE3zO8K3EjUveu5oghIgXYjH4eskuIhXkuyG/Gd7PHQcfx7chmxraed2yc0j6kUqHJiJVTEsnZZyCW+JYPj2hvTefxpipfRnOmuJY4c9xvg3pLWQYcfPc1f84X9p7H1sz+8m7flniFhGZLmsM99y/n4GRAgD5QsCd9+0lX1Llj4iIyExlbZGMX5zYHkxsO6GR4ljhz3FBXw4nH5BMl+An+wnu3EXiaJaI/tkWkQrJ+5Y779tHvjC6eGpwpMCP7t8/WhUkIiIiM2LC3klafVwyU+7D9XdzvPDnOGfkP0lE+2iM/ILUyF/TkPkgDbHHcRwtKBCRyjjqD/O9ru34dvRz6PHBI9x/bM/oBgoiIjOk4h8Zp+j7nNXYMaH9zPolhOGpZ9YdxxB3I9R60QnXGmJxvvjUz/nZkV10ZQb4jwMPc0/PDoynGXsROf0KpXCs8Oc4a2EkN42XkyIiIjKOH4RsbGgf1+YZh8ZYckrPu66DSU6yys0xuL5l5NuPU9zdT+nwCOk7duIdzeg9u4hURDpbJHzWlqFDIwXyxeAET4iIiMjJGAOYGDjP2jE0spLQaZpSH57nYJ2WCe02spxYsB2v5wOY/EOY7E+JHPkL6iO7yxC5iMj0GANdmYEJ7Q/1d1FylE+IyMyp+EfGSZjR425etnQdcTdCfSTOq1dspjVWe8pnB5wsd/fv4PuHHuXKM7awqu53Z+huSLWR9gsMl/Ljnvl17z72+wMMurkp7ywkIlIOEc8Qj7kT2hPvixxVAAAgAElEQVQxnYgpIiIyUwknwpn1rTy3eRmecehIpnjTmvNoNImTPucCycEi5pcHKe04Rv3vn4lT87sioJqLVlDqHn72Al7yWw+T7MuTKGnFroicXpPlDfGoS8TTVJuIiMhMWAuBrYXm/wXxzYAHiedjW/6STOHkxT+JyDCN3n/TkP0gjr8L2/Ke0ecBcAib34sZ+udnPRXg5+6jyw5Q1AkFInIaWQut8YnvXVfWNuFZ5RMiMnN6wynjOL7h3Mbl/PDgdl7YtgZjDCsSTdT6E3fyeaZBJ8dnd/yEUjhakfrAsf28dd3vUWz1SXpR2iP19PojE3+fMXRlBrnn0K9418aX0RCc/KWAiEi5eMZwyfkruOO+fWMrdrdsaqMm5o1++xYREZFpqw1jLEs2snfkGBd3ricMQ5bFG3D8k09exfryjHzvybGf864h9bqN+EN5TF2MUiqKu2dw4oOuQ+GxXvy+LPHXrCPvakGBiJweyZjL8ze38eD2o8Do6t2XXbACzzFY5RMiIiIzkg3OoNbuxXWXQuMWQhuhYNcShCf+nu+6lmThX3GGvgmAydyL9ZYRdNyMLXUTemsoBMupNbEJz+ZDl3/e9wDPaVzKq5dsxgTKJ0Tk9FgWa2BdaglPDfUAUONFuaxjI2jjHxGZBRX/yAR1fow3LjuPbFgg6njEAu+k78GNgZ3pnrHCn+PuPbyDt696IfhAAK2ROpYm6jmcGx6758K21TzSd4hSGPDo4GFeklo7pePFRERmy1pLc32UKy47k3S2SCIWIRlzVPgjIiIyGxY6TYrXd55LMSyRcKK4pyj8iRhD7sFD4xsDS+lomuKZjWP/NEeX1mEiDvYZu/zEN7SQvm8/BBYzkIcWLSYQkdPEwoaVDaxorydXKFGbjBL3VPgjIiIyG8UgzqD5A5K1L8CYEvmghVJhkmOBnyHh9eAcu3Vcm/EPEgYFBoOXj71IT6Tehpf/q2fcFOcwG8n4R/hV7z5e1LqWFMonROT0iAUR3rzs+RzrSFMKA1qitSSDyLM3PBYRmZZ5U/wzMDDA+973Pg4cOEA0GmXlypV85CMfoampiW3btnHDDTdQKBTo7OzkE5/4BM3No0dKneyazJzjG2qJQzhhZ/1JmAnn3AMENmT06dFq+ajv8qdnXMjOdA970320J1McyQ5xKDu6gjfrF9DJXyJyOlkLMdcQq3t65Y++WYuIVC3lE/OHtaPf/aO4MNXTuCZbABAezyVGr+USLrWXbyLYN0g4XCCypIbcE70Q2BP3ISIylywkow7J6Gg+obofEZHqpXxi/ggtpIstU77fYJl8Um98MjIcPIe6ti9hcveSCWMcNufytf0DY9d9q6OEReT08gKHdurBAXy9nhCR2Zs3BwcaY3j729/OXXfdxfe+9z2WL1/OTTfdRBiGvPe97+WGG27grrvuYsuWLdx0000AJ70mp4+1lnV1S3DN+OF06dKN4I+v5kn6Uc5JLOMFLau5o+sxth47MHbtnMblBIH+aRMRERGR6VM+Ub1K1hLfsnR8o2Nwl9eP20HDWsgmXILNrTiNCUZ+ug+/JwOAiTiYhvjpDFtEREREFhDlE9Ur57cS1r9hXJv1llByVo9rCwKPweJZ9CXewS09Z/P/dh0hXSoAsLKmkQZXu/6IiIhIdZt18U8QBNx8882zDqShoYELLrhg7OdzzjmHw4cPs337dmKxGFu2bAHgyiuv5M477wQ46TWZAReG3TyDTg7rTa8Ip9Em+auNL+X8lpVsamjn6nUXsSraNOm91sISt5ar1l7AippGzqhr4Zr1L2KJU1uOv0JEREREqkS5cglQPjEfBF5Iv8mSdgvTzjRLrUnqXrOe6KoGYhtbqXvDJnLJyTeq9YMQc0YDyYtW4DYliJ7ZRO3lm8jF5s3aFhERERE5DZRPLBzGQE10gPrITmpjvTjTOCHAD1xyiT/Gb74OEucSpq6i2PJZMoXJd2ByioY3rjyXF7evpS1Rx8Xt6/ifq88/5XHFIiIiIvPdrI/9CoKAz3/+87zjHe8oRzzAaMX8bbfdxsUXX0x3dzdLl/5uFWhTUxNhGDI4OHjSaw0NDWWLZzEouD739Ozg/t69AGxqaOf1y84h4Z/8PN0xFpptDZe3n4MFAj8cO0sXwLqQoYBnHBJBBCdwWOO2cPXqizAWbMDUjwQQERERkQVhLnIJUD5RCRmvyK17H2B/ZgAHw6WdG7gwtRovdKf0vG/Ab47jvXz16A4/wfjzh2PW4BQDbNSh4EDeNTjrmoiubSRwDNnQan9sERERkUVG+cTCYAykojuI9H4Agj4wSSItH2Qo/D3CcGoFOdliIznz+3i1ryYIISz8LjkwxpCM9OOYLMWwiUIpQY0f4xVNm3h5ywbc0MH6SiZERESk+k2p+Oe666474bUgCE54baY++tGPkkwm+eM//mPuvvvusvf/bM3N2nHm/qN7xwp/AB4fPMKZqcP8/orNs+77aHaYf9vzG7YPdBNzPS5fdQ4vWLKauDfFwqJpam2tm5N+ZXHQ+JHZ0PiR2dD4kYXqdOcSoHzidPPDgB/s3M7+zAAAIZa7Dj3BuoY2NrcuPcXTp1Y8PMLQHTsI+vM4tVFSrzqT6MoGjJnGcuBp0OexzIbGj8yGxo/MlMaOLGQLPZ9Y7LkEAKUeOPA3o4U/ADaL13s9zStvg9i62fVtS5D+CRz9BwgHicfOgrYPQXyW/Z6EPpNlNjR+ZKY0dmQ2NH4WjikV/3z/+9/niiuuIJVKTbgWhuXdruXjH/84+/fv50tf+hKO49DR0cHhw4fHrvf39+M4Dg0NDSe9Nh19fWnCcPFWdruuwxMD3RPaH+rr4vy6lVh/Np3DHT2Psf3p/guBz227t9ISraXNlv+DpLW1jt7ekbL3K4uDxo/MhsaPzIbGT/VwHKPJ2Wk6nbkEKJ+ohJIXsH3g8IT2gyMDtAWz+84fDyH3X08QposAhOkig//5BDVvOotcpPzb8uvzWGZD40dmQ+NHZkpjp7oon5i+hZ5PLPZcAqA+2k0s6H1Wa0Axe4ih4Y7Z9R3bR+zI+xjbJrTwGPboPzCSuolCKT6rviejz2SZDY0fmSmNHZkNjZ/qcqp8YkrFP+vWreOiiy7ikksumXCtUChwyy23zDzCZ/jUpz7F9u3bueWWW4hGowBs3ryZfD7P1q1b2bJlC7fffjuvfOUrT3lNpi4MQ1bVNvPr3n3j2tfXt2HC2e2eXzQBD/V3TWg/mhuhLa4qQhEREZGF7nTlEqB8olIi1mV1bQuPDBwa194Sn/2LLZPzxwp/jrOlENJFaCz/ZL2IiIiIzC/KJxa+wKTAqYdw+BmtBuu2wGwWJgNO0MWz33CYwsNEnQEKzK6wSERERGS+mVLxz+WXX461k5eAeJ5XljN1d+7cyZe//GVWrVrFlVdeCcCyZcv4/Oc/z4033siHPvQhCoUCnZ2dfOITnwDAcZwTXpOpsxbWJls5o66V3SOjFfZt8Tq2NK4gnMXOqcYDzzGsrV8yYSVwKqqJehEREZHF4HTkEqB8oqICeOXSTexL9zFcygNwXvNyOiIpmEU+ETEGN+FC3IP8s2b943NzhLCIiIiIzC/KJxa+bLGFaMuH8Xo/ALYIGIKm/0PWXzbjPh3HEPWy4C4FDOMKgLwlBDY527BFRERE5h1jT/TNeRHR1pqjfDekP8gQWktzpIaI786oH2Og16S569Dj9BWyXNi2hv5Cmp8f2Q3AxlQ7b1x2LtFgSrVn06KtyWQ2NH5kNjR+ZDY0fqqHtumXySifGFXwfPpKGaKOS5NTgxOYGfXjWYj0Zsk/eBgMJM/tILe9h9Kh0ZXAiRcsI9jQPJu6ohPS57HMhsaPzIbGj8yUxk51UT4hz6ZcYpRjLDXRbpzwKNZpIuN3Eszw/UEyOki8dA/uyH9gvU6ofzXm2Gcg6AU8/CU3Meg/j7l4M6bPZJkNjR+ZKY0dmQ2Nn+pSlmO/ZHHwAocl1I0Wws9iO81BJ8fNj/8U346eufxf+x/mVcs28RfrX4zB0OrV4AUzKywSEREREZH5KeZ7LDWp0UW1s6jMiQ7kGfnhzrGfh+/aRf1r1hN7bhvURCklvTkp/BERERERkcoIrWGksBRYOqt+XAcShf/EGfwqAKZ0APK/Iez4HEFpiNBdRrq4bE4Kf0REREQqzal0ALLwHMkPjxX+HPff3TtpjdTSYepV+CMiIiIiIpPyPIfCYz0T2gs7jlFaWkuuxsOf2YZCIiIiIiKywMUjAzhDt45vtEXC4lEG/QsZLiwntEooREREZGFS8Y9Mi+tOHDLGGEpeQNELcByImInFPQkvgkFfqkVEREREFitjwHUn5gTGMRQ9n5I3uoDASUQm3pP0tDpXRERERGQRM8ZMmk9EvBK1sT7ikRzWeuBMchSGiZ2GCEVEREQqS8d+yZTkIyUOFgbpGh6gLVHPymQTNaUooRuyI9fD97oeoRgEXLJ0PWc3dtIUTdJfzI49/4fLzyYSOGi+XkRERERk8RmJFNiX6aMvn2ZlbTOdsRTRkkfB9bm/fy8/PbqTpBfl9Suey9mbWsk/0QvB09mDa4isbyEbhCf/JSIiIiIisuA4DjTEnsIpPARBDhs/l+HSJkpBhPr4YSJDX8DJ/hwbPRO/+f0ETe/C7b1+7HnrdVJyzwS/gn+EiIiIyGmg4h85Nc9y37Hd/KR751jT+tQS/mjFFnqLI9y658Gx9h8efIy6SJz/ve5F7Mn0MVTMsraulSVOHVZz9SIiIiIii04+UuRf9jzAwczgWNsfrNjMRakz+PVgF/d07wBgqJjjG7t+xbs3vozlV5xFcHgYMLhL68glXbSSQERERERk8WmI7cQ98tcQjgBgcKjv+CRpZzPR/n/AFB4ZbS8+SeTIX1Bo/xZh2xdwCg9h3SX4kXNIF1or+SeIiIiInBYq/pFTGiDHz7p3jWt7cqiHwSDLE0NHJtz/i57dPGf1UjbHOjBxg7UWVPgjIiIiIrIodRdGxhX+APzo4BOc3djJL3v2Trh/V/oYLbWrYG0jwOhxXyr8ERERERFZdBwHnPwDY4U/o0LM4D+TaPzrscKfMTaP43cx6D8f45yNDS0UTmvIIiIiIhXjVDoAmf/8MCScZLY9H/g0xyaen7skXodjR8/etVaz9CIiIiIii1nJBhPbwgALNMdqJlxLRRNYy9h/IiIiIiKyOBnjQDg8sT0YBhMDE59wzTqj7yz0bkJEREQWGxX/yCk1e0nW1DUD0J6o57yW5ayubaYlVsu6uiU0RBNj90Ydl5e1rSMM9MVaRERERESgI54i7kYAOKO+hXObl3HBklXUhFFe1XkWnvldWrokXsuKRGOlQhURERERkXkkCEJs4gWjP5goJF8INRcRpt7ASL6DoOnd4+4Pa15B3q6sQKQiIiIiladjv+SUnKLDG1c9j57CCI8PdLMv3c+mhnYILTV+lL9Y92KOFIYJwpD2eD31YQKrfflFqpYxhlhoMdZS8BzCUP9/FhERkZmr92O8Y+NL6CmMsLX3AEdzI1y4ZA3F0GcJtbx70yUczQ8TcVzao/Uk/EilQxaRWXAcAwSAwVpHq+5FRERkVkb8s6jv+Bz4XZiRH46+eXCacGyREV5Osm0NTnAQ6zSTZy2FUrLSIYvIbLiQNz5RHBxfe1iIiEyHin9kSuLW486ux+jOjW6xeTQ3zJ6RY7x11YUk/Shr3BZwgQAV/ohUMc+Cd3CY7H0HsH5I4rwOzIYWCvqOLSIiIjNkLTjWcNvurZTC0SPAvr3vIfLLzuKF9WtIBXFSkae36594QpiIVBHHCejuPsSBA/vxPI/16zdQU9OAffpocBEREZHpKvpRfMcS6b0RAAOY/PuoafsMg8XzGAo2ABuUS4gsAGmvwPcPPcpjA910JFO8ceV5LKFOCwpERKZIr3NlSgb87FjhT9yNcEHrKjqSKYbDfIUjE5Fyig4WyNyzB5v3wQ/JPXAIDgxhjCbrRUREZOaO5IfHCn+aYkkuaj+DnvwIecevcGQiUi6OYzh27Cj79u0lDEOKxSKPPvoIpVKu0qGJiIhIFfM8Bzf93d81xDZB6gq8wsN4nl5xiSwUoWe5fd9Wtg90Y4HD2SG+8OTPSDuFSocmIlI1tPOPTIlrHM5q7OC5zcsIw5AfH36S0FpW1TZRl4jjBfqSLVLtHMdQOjA4ob34WA/e6gZKFYhJREREFoaI4/DCtjNYl1rC4cwg9/fspT4a51iQYamTgrDSEYrIbBkTcvDgwQntQ0ODtLTUaLWuiIiIzIi1gNsGjX8K8c0wcjekfwyxjdQm9zLor6x0iCJSBumwwL50/7i2UhhwrJSmxmmqUFQiItVFFRsyJTVuFNcYcn6R2/f8ht58mr5Chtv3/IYDxf5TdyAi8561Fqc+PqHdbUgQauMfERERmYWmeA3H8iPsHunlrkNPMFzKczAzyBef+Dn9ZCsdnoiUhSGRSE5ojcXiKvwRERGRGQvDEGqeD8EQ9H8F0ndBMIDJ/pLI0XdRE9P7CZGFIGJcYs7EPSsSTqQC0YiIVCft/CNTsjfbR18+i2P6Jlz7Rc9uzly+hMDXcl2RamYtOMvqcGqjhOkiACbiED2vg2yoyXqpjCDwGRjoxfeLlQ5lTvX0OKOTWTKveF6UxsZWXFdfmUVmxYV7Dz9FezLF1t4D4y5ZLIdzgzTFJhYMiEh1CQI444y1DA4OjH2vSSaT1NWlUO2PiIiIzFQyMoDT83eQeiMMPzn+YtCHF3YB2hVEpNolwwiXrzqH2/ZsHWvb0rKCZrcGggoGJiJSRfQmQ07JdR12DveQDYrUeLEJ15tiSdBEnswTTqRI0fTjEsX1m9C79OnJRRySr9sAA3lsEGIaE+TiLpqtl0oZGOglHk9SU9OOMQt3CyrPc/BVRDuvWGvJZIYZGOilpaWj0uGIVLWSCdgxdIRNjR3URWJk/MK463FXq/hkfjAG4mEOLz9CEE2Q8+q1Y800uW6c5z//ArLZDI7j8v+zd+dhdlRl4se/p6pu3b1v70u609l3SEJk3wMJCURAUZRRx58jCqPg4DKoozji6DgqKugoOqKj48iIOoMohkRC2HdCCCGQhKydpff99t2r6vz+uMlNOrcDCSTp7uT9PI/Pw31rO7dS9q1T9Z73hEJhPM8c7mYJIYQQYhQz6QG3p/CpKAtABY91k4QYkmEoEkaWtJsjagawHJl85XBoDTMCtXx6xny6sgkiVoBqK4LpynkUQohDJck/4k15nsfEaBXPdzZRE4wSMC3SrgOAzzA5q3ISrisvLMXw04EuXuz+OV3pjRjKYmbZ1dRZF6Ade7ibNqqkLAVV+3Wa5YWHGEaOkz3uE3/EyKSUIhwuYWCgd7ibIsSo59MmU0qqWNO1iyvGncy929YUxg5U+sPUB0rBGdYmCoFSUJLYjfnXn8NAD75AGHvBR+gvn4yn5T7kUOW7DjahUL4PJoMxhBBCCPF2uSoGRgwSj0HsXdD3f4VlXvgS0nrsMLZOiDytNBsy7fxu+4tkXIeaYJT/N/FMStzAcDdtVDE8RSURKn2RfEAq/gghxGGR5B/xprSGyaFKZpTWsHzXqyxsmIH2NCHLZlyonFIvhD7CpX9c06PLSzCQy1LpD1OiAyAPDcUbMEyPjfH76UrnS7962mFd928prZ1AgMnD3DohxNshiT9iuMi1J8QR4sKiupnsSPTwdNs2rhw/h5zrUuEP0xAoJegc+co/fk9j9GXB9aA0QNqnJJ9ZvKGgm8Bc/jNI9OUD6QTGsv8gdPWXGfCVDW/jhBBCCCFOYMlsJXbVv2C1fxGsGqi4Aa1dXGsSaWaQyR3Zyj9KQdLM0p4ZwDIMqnxRbEcqGYo31qtS/HrLc4XPbak4v922io9PPAfDkedLQgghjg1J/hGHJOD6uKb+VHq8FJ72KLfC+ZKFLkcl8WdF5waebNsCgELxsalnM96skJLr4qC0maI5saooPpBrluQfIcRheeCB+7n//vv4yU9+MdxNOWwPPriMZcv+wu23//iYHK+lpZmrr76CRx99Fssa3tvK2277JlVV1XzkIx8b1nYIIYYWdQN8asqFdDtJbMMkpoIYrjoqFX8Cjibz4Bac9gQAym8SefcMkgF5YC8Ozkz370v82ct1MAa6oUySf4QQQgghhovWmr7cPEI1/43ptaONchK5Otzc0ZkKqNdI8eMNj5F0cgA0hsv42/FnEHRlumJxcN3ZZFFsZ7KHpM4SwT8MLRJCCHEikokSxSEzXYNKHaaa6FGdq7TLSxYSfyCfXHTPtlVkzNxRO6YY/QzPT5l/UlE8aFYMQ2uEEMfKjTdex+LF88lms8PdlGOupaWZc889FcfZ9+b8kksuPWaJP0fSjTdex/333/e29nHzzV+SxB8hRjifY1JDlDIvlE/8OVraBgqJPwA645J9qQXTkNGW4uA8OwS+A0vyKwhGh6U9QgghhBBiH0/DQKaGvtzJ9Gfqcb2j835CmbCydWMh8QdgR6KH7amuo3I8cfyI+ooTfErtIH4lNRiEEEIcO5L8I0acgVymKBbPZch4R2FYsDhuuI7FrLL34zPChdiY8GlEjPHD1yghxFHV0tLM2rVrUErx5JOPD3dzjjjXlUmtD5WcKyHEXoah8HrSRXGnPYEp0wiLN5DyxfAu+hCofY9J9DlXkQzIYAIhhBBCiBOFqzQ7Ez1F8fZ0HEMGE4g3UKHCXFQ3tfDZUgYfnHgatisVaIUQQhw7knIqRpxKfxgDhbffdGLjwmWEDT/IA3vxBqzMGC6o+TpJtxXTCBDQtejsgaN3hRDHi+XLlzJr1knMnHkSy5f/hYsuWlBY1tfXy7/+69dYs2Y1jY3jOP30M3nppRcLU3k9//yz3H77d+ju7mLhwkvZvn0rixZdxuWXv6voOK+88jI/+MH32LmzibFjx3HTTZ/j5JPnAPmKNbNnz2X16lVs2bKJU045lS9/+avcccd3eeqpJ2hsHMfXv/4t6urGANDUtJ3bb/8OGzduoLS0lI997BNcfPFCAP71X2/F7/fT2trCmjWr+bd/+x65XI677rqT3bt3E4lEWLLkCq699noAbrjh4wBceul8AG6//cfs2NFUmLLsu9/9NwKBIDfe+OnCd/niFz/L3LnzuOaaD9HZ2cHtt3+Hl19+iWAwxPve9wGuvvqaIc91JpPmZz/7CY8+upKBgTgTJ07mjjuKKwy9972X84Uv3MJpp50BwC9+8R/s3r2Lf/7nr5PJZPj2t7/Bs88+jee5NDQ08p3v3M4f/nAPa9eu4bXX1vHDH36PSy99J5/97BcO+1w9+OAyqqqque66T7J69Sq+/vV/5n3v+wB33/1fmKbBddfdwJIlVxzS9SGEGL08T2OOKa7UYk+rxDGQ/oQ4KE9DvGYWoau/hDHQgw6VkAxW4iAP64UQQgghThSWZ3BqZSPLdr02KD4xUonn6YNsJQSYnsGF5VOYU9pAwslSboeIeH60XDZCCCGOIan8I0acEh3g2qlnE91Tcn1cuIxrJpyG4UhmvXhjWgOZUkLOdPzZ8eicJP4IcTxbvnwpCxdeysKFl/Lcc8/Q3b2vBPP3v/9tgsEAf/7zX/nyl29l+fKlhWW9vb3ccssX+Pu/v5GlS1fS2DiOV155echj9Pf3cfPNn+a9730/S5eu5P3v/wA33/xp+vp6C+usXPkgX/nKv/DHPy6juXkX11//US677HIeeGAl48aN55e/vAuAVCrFZz5zAwsXLub++x/ka1/7Jt///rfYtm1rYV8rViznwx/+KA8++DizZ88lEAhwyy3/wvLlj/Cd79zBfff9H48//igAP/5xfr/Llj3CihVPcNJJswe1fcGCRTz88Ar0nqcM/f39PP/8cyxYsAjP8/j85z/D5MlT+eMfl3HHHXfy+9//lueee2bI8/CjH/2AjRvX89Of/icPPPAwn/zkP6DU4d1GLlv2FwYGBrj33qUsXbqSf/zHf8Lv93P99Tcwe/ZcPvOZz7NixRN89rNfeEvn6kDd3V0kEgPcd98yvvjFr/D973+b/v5+4I2vDyHE6OeUBQid0whW/u+Uf0YlxuRyeVgv3pSrFXF/JX0VU+gP1kjijxBCCCHECcbzNPNijZxWOQ4F+AyTKxtnU+eLDXfTxChguAYVOkyjWUbE9YN0QYUQQhxjkvwj3pKc6bJb97Ld7SJhZlFHMi/Hg/FmBZ+ZNp8vzFzItRPOIeoUz5cqhBDixPXyy2tobW3hoosWMn36DOrrG1ixYjmQnwLq0Ucf5tprrycQCDBhwkQWL15S2PaZZ55kwoSJXHDBRViWxdVXX0NFReWQx3n66ScZO3YsixcvwbIsFi5czLhx43nqqScK61x22eXU1zcQiUQ444yzqa9v4LTTzsCyLObPX8Drr2/cs68nqK2tY8mSK7Asi6lTp3PBBRfxyCMPFfZ17rkXMHv2XAzDwO/3M2/eqUyaNBnDMJg8eQoLFixizZoXD+kczZlzyp5z9RIAjz66kpNOOpnKyirWr3+N3t4e/u7vPo7P56O+voErrngXK1c+WLQfz/NYuvTP3HTTP1JVVY1pmpx88hxs2z6kduxlWRb9/X3s2rUT0zSZPn0G4XBkyHXfyrk6kGlafOQjH8OyLM4661yCwRA7djS96fUhhDg2UlaOJrebXV4vWevITu+bU5CbVk7kmpOIfOBkOLOBtCUDCYQQQgghhDgeGEpT4t9JqfU0MXsdAV/iiO4/6Pq4smY2X5y1iM/PXMjpkfFYrrxKE0IIIcTIJ9N+icOWMR3+Z8cLbIl3AuA3LG6YfgHlOnTEjqG1xnYsbCwpzS+EEKLI8uV/4fTTz6S0tBSAhQsXs2zZUt7//g/S29uD67pUV9cW1q+urin8d2dn56DPSimqqqqHPE5nZwc1NXWDYrW1tXR0tBc+l5dXFP7b7/dTXl4+6HMqlQSgtbWF115bx+LFFxaWu67LokWXDdlOgLi2JDoAACAASURBVFdfXcdPf/rvbNu2hVwuRy6XY/78iw9+YvajlGLBgkt46KG/MnfuPFasWM6iRZcW2tLV1XlAWzzmzCmuoNPX10s2m6G+vuGQjnswixcvob29jVtv/RLxeJxFiy7luutuwLKKb0ffyrk6UCwWG7TvQCBAKpV80+tDCHH09Ztp7tz4OAO5DAA1gSjXTjqbkHt4SYVvxPM0KUsBCqmzLoQQQgghxPFBKYj51mC1fhbIDyKwwoshdBNpZ+gBRm+JC2Hy/RMt5VuEEEIIMUpI8o84bLszvYXEH4CM5/DA7nV8sOE0lCsjaoUQQhxdmUyahx9eged5XHHFIgCy2SwDA3E2bXqdiRMnYZom7e1tNDaOA6C9va2wfWVlJU89tS95R2s9KJlnf5WVVbS1PTwo1tbWxhlnnH3Y7a6urmHu3HncccedB11HHVBK72tf+zLvec/7+O53f4jf7+cHP/heYcqxA9cdyoIFi/jsZ2/kQx/6CK+9to5vfvO7ANTU1FBXN4Z77vnjm+4jFivFtv3s3r2LKVOmvuG6gUCQTCZd+Lz/VGyWZfHRj17HRz96HS0tzdx88000No7jne98V9F3eSvn6lCVlpa94fUhhDi6lKF4pnNrIfEHoC0dZ+NAO/NCDZKnI4QQQgghhDiooC+O1fVN9ib+ABiJ5QTCl5Nm9sE3FEIIIYQ4AUitQnFYlIKebLIo3pzsw1FSokeI4aYU+AwDw5BEPHH8evzxRzEMk//+7z/wy1/ezS9/eTd33/0H5sw5heXLl2KaJhdccBH/+Z8/I51O09S0neXLlxa2P+usc9myZTOPP/4ojuNw772/p6urc8hjnXXWOezcuYMHH1yO4zisXPkg27dv5eyzzzvsdp9zznns3LmD5cuX4jgOjuOwfv2rbN++7aDbJJNJSkpi+P1+XnttXWFqM8gnsRiGQXPz7oNuP3XqdGKxUr71ra9z+ulnEY1GAZgxYxahUIjf/OZXZDJpXNdl69bNrF//atE+DMNgyZIr+NGPbqezswPXdVm3bi3ZbLZo3SlTpvLQQw/iOA4bNrzGo4+uLCxbvXoVW7ZsxnVdwuEwpmmhVP5WtLy8fND3eCvn6lC92fUhhDjKDE1Torso3JzqxTCkeyrEcDMMhWUZbznJVgghhBDiaDJUCpzWorjSPcPQGiHEgQxTYci020IIMWzk6ao4LFrDmFBpUfwdFY3YnhSSEmI4+V2Nva0Pd9kmzNUthDKSkCeOT8uWLeWyyy6ntraWiorKwv+uuup9rFiRT9L5zGc+TyIxwBVXLOLrX/9nFixYhG3nyzWXlpby9a9/izvv/CFLllzMtm3bmD59Jj6fr+hYsVgp3/72Hdxzz29YsuRi7r7713z723cUphs7HKFQmNtv/xErVz7Iu961mCuuWMRPfvLv5HLFSTR7fe5zX+DnP/8pCxeez69+9XMuumhBYVkgEODDH/4on/zktSxefCHr1r0y5D4WLlzMqlXPs3Dh4kLMNE2+85072LTpda6++kqWLFnAt771DQYGBobcx4033sTEiZP52Mc+zGWXXcRPfvLvaF38N+ZjH/t7du/exaWXzucXv/iPQcfs6urklls+z6JFF/DBD17NKafMK0zjdfXVf8Mjj6xk8eL53HHHbW/pXB2ON7o+hBBHmas4tWJcUXhmrA7XlXsXIYaTUg6trTt49dWX6O5uxjDc4W6SEEIIIcQgWbcUHTzjgKjCNcYOS3uEEHlKKbqNJPe1vcwvmp5mU64dx5T+hBBCHGtKayms3tU1gOed8KcByI/y01qjNRiGxq+S6NwAyhcmo8N4nsI1PdYlWvjzzrVkXYe55Q1cNuYkgk7xS9NjraoqSkdHfLibIUap0Xz9mEphvNRCes2+qWuMkI/QVTNISab9MTGar5+RrLW1idra4pfEh+vOO39Id3cXt9zytaJlnufx7ndfxle/+g3mzTv1bR/rrbAsA8eRl97D5Y2ujwOvQcNQVFREjmXzxCgg/Yl9TFPhuvlz4ZmaHi9J0s1SYYcJu3601mRMh0c6Xufp9q0YSnFJ/QxOi43D55rD3Hr5PRdvz2i+fgzD4+WXXySZ3Ffpt6qqmilTZuDKM/tjYjRfP2J4ybUzukh/QhxI+hL7KJVPINh7PkJ2Pz52gHbJqXEks/mBWCWB3dg9t6HSL4JRilP5RfrdM3E96U+I0W00Xz99Zoo71j9CztvXeXjf+HnMCTYgr6GPvtF87YjhJ9fP6PJm/Qkp1SIAsAwPn9dDrqcJw45gRhvQmW76tzwC5H+YI+PPIxcYD67B3GA902ZU42pNGHv/KXaFEMPAzroMvNw2KOYlc9CbhsrgMLVKiOHT1LSdXC7HpEmTWb/+VZYu/RNf+MJXCsufe+4ZZs48Cb/fz//8z68BzaxZJw1fg8Ux9WbXhxDi8GVNhx2ZHrb0dDA2XM74UDlPdGzmibYtANiGySemnU8VEQKexaWVMzm/ejIKRciz0a48DBRiOGUyqUGJPwAdHe1MmDAJpaQ6nhBCCCGOroi/DTv7Aiq7FS94Jq7ViN15Kyqbn57cZzVgVX6P/swY4pl67JJvYZd24+kgyVy5JBcIMcx2p/oGJf4APNi8nplT67AcmYRGCCGOFUn+OY6YCgLuAFop0mbkkEcMKAVWroX+LSsLMcMKEKo7mb2JPwDJ5peITSojl+kCZRAI1pD2Qsh9tRAjgFJgKDjwxZmSqj/ixJRMJrj11i/T2dlBeXkF11zzIc4774LC8nXr1vK1r91CLpdj/PgJfPOb38PvDwxji8Wx9GbXhxAnLBNSKocP87AezmkTVnZs5Kn2rXsiW5gaqyZm70tAznouT3Rs5uyqiexK9BKzg4z1lxJwfWikQyHEcFMH6TdId0IIIYQQhypgJ7FUkpxXQiZ36MnDYbuHQNfnULkmAIz4HzDLP47S/YV1lLMLn7uOMt8uVG4bHpNIu9NJOxGQ/oQQw86guONgGUNFhRBCHE2S/HOcCHkJ/BseR61ZCZZN4MwrSI49hbTyv+m2tumS3P78oJjnpIvWi9TPoWfDX0DnpyVRpo/o1MtJuVKqVojhlvEZBE8dQ+q53YWYWepHl0oygzgxzZgxi9/97r6DLr/22uu59trrj2GLxEjyZteHECeihJXlL7tf4ZWeZioDYa6e8A4aVCn6EAYUxHWapwuJP3mv97VzeePJhc9RX4AxoRg/Wv9YIVYfKuWjE8/C70i3VIjhZttBYrFS+vp6C7H6+gYMw8aTmUmFEEII8QaUgpi9Eav7W6jsZgKBeYTKP01PasIhbe/TWwqJP4V99vw3lF4DPb/KB0JnYaSewRh4CAATMEuuwfFfh+P4juC3EUK8FQ3BUkKWj6STK8SWNJyM5RqSnieEEMeQPGU9Diil8O94GfXiX/MB14HH7iG8KESu5iRc/cajdhUe2htq3i4NKEDji1SR6d1dSPwB0G4Op68Jo+QkmZdYiGHmaQ3TKolUhMht68WsDGE0lpAa/qmuhRBCCDHCaUvzx51r2NCXn0K0M53gPzY8wadmXkgVb57o7+IN+TBv/4o+p1Y18kjz64OW70720paN02iUva32CyHePs9TzJhxEn193fT29lJRUUkkEpPEHyGEEEK8qbDdjq/9JvASAKj0asyOWyitvo3e5Jg334Ee4t2EzoHa7/VVcC50/WTQKkb/7wjVXk6/0/h2mi+EOAKinp8bp13Iq30tdGcTzC1roM4s2f+VohBCiGNAkn+OAzY51GtPFS/YsZ5w+Vj6rYM/TLdNB8NLEKo9mYGd+1X/USa+SB2GL4iXS2L4InhOqmh7L5fcUx5ckn+EGG5ZA6gOYdZFyHqeTMknhBBCiEOS1LlC4s9entZsi3dSVhLEcg6eTZyxHFzPY1qsmo197YV4dSDK2HA5PsMk57mU2SFS+40A3CvrOXDoM4wJIY4irU1isSrKympwXelPCCGEEOLQmN7uQuLPXiq3AzP3GqZRh+sdbHpRRcTehWFEwIiCFy8s80reDdqPgQF4eEbJEN0GDbp4BgMhxLGnNZS4Ac4pmYhSCtf1QBJ/hBDimJPkn+OAq0wor4Wu3YMXhEsg0QOxoZN/bNPBaX0GR7sEKiYRaTiVdM92TDtCsHY2SV1KeMoVKC+DNvyQ6SAXbx20j0DZWFyVxuXQ5/AVQgxmGAqtQR+hp+uuK3fVQgghhDh0ljIIW34STmZQXCtIa4cIQyf/JMwsd216ktkVDZxZPYHqYJQt/Z1MLqninMqJRFw/N89cQMZzKTEDtFfHebJ9S2F7n2FS6g/i4GK5Uq5QiLfKMNQRq8artfQnhBBCCHGYjGhxTNkYXh+WmcH1AkNuFrM34mu7CSo+AVX/CInHILsTL7KYlG8BWTdGsPbc/A2KGcZvjUE5zYXttW8ihhnEZ+bIuTL1lxBv1ZHsT+T3I6MIhBBiuMgYy+OA4yn0nIvA598XjFaAaaODsYNuZ7q9ZHqbsEvq6NvyCImWtZj+EuzYGHRuANtpBTQpL0rasXHtGqITLsAMlGAFy4g2nkGiZS2JzfcTspJAfn5f2/LwWfLjLsSbMRSE4jmste3Yr3cTyriooQfCCCGEEEIcNQHXx3vGzx0Um1Fay0A2Q0AN/RBdKcX6eAs+0yLpZPmvTc/xak8L48Ll1ASj7E73scvrw9ImZV4QM6e4sGoKl4yZQcwOMjFaybvHz+U/X3+G3+1aTcbKl/pXBriWx0HyjYQQ+zEMTSbTz+7d24jHO1FqqOm8hRBCCCGOrpQzFl3ynsHB0r/Bc11y7tCJP7aVxer9MUQXQt/voO2rkNsNoTMwzAAB/TJh83UyTiXx7FjiqXJyVd/FiywCswLC81Gxd+Jr/jBR57f4zPxABst0CdoDmIa8nxDizaQth9eyrfy1ez1b3S6ypjvcTRJCCPE2SeWf40RfuJ7SKz6Fat6UD2gPt2IsCX/5QZNstZMmXD+P7J5qPtrNYkeqSDSvwcvmk3kMX4jolMtIOiFyroVjjyM6PkK6cyMDu1ajvXzp/kzHOgLV89CJnaRa16JMm1D9qWSMSryDlPUU4kQX6MkQv29D4bN6wSRy1QySAXnbJYQQQohjR2vNZH8l108/l52JHizDJO1kmV3agOUMPV7EMBQtqX6WjJ3Frzc9B0B/Ns3YaBn3bluDo/OVQ6aWVPP+se/A71oEXB8Xlk+mPBDilZ5m/nfrajw0/X2t7KjqocFfyvM921nVtYP6UIxFY2ZR7gVl6iEhhmAYio6OZjZv3lSIRaNRTjppLp4n47yEEEIIcexkXT+Z0IfwB2ainBZQQbTTRzZ4IV5m6G0sI4VyeyD0Puj/Yz6os6As6LgNk/x4ALP04/Rbf4Pj+uhLjyVS8g8Erf+B1Bro/CEAZu9dhGrOBp+N1f8rjMxavNCFZENXE8/UHJNzIMRo45ge9zStYnO8A4DHWjcxv3YqF5dPk+m6hBBiFJMnQscJz4OecAPpiafhjZmCNn2otu1E47sxD/JL7QuVYpo2hpXPvjfsCG5moJD4A+DlkuR6NmMY+QQepRSZvl2kOzcXEn8AnGQnJHczsP0J3HQfTqKD/teX4dd9R/FbCzF6+QxF+oXBU/XprIu7Oy7Vf4QQw27Hjiauv/7vuOaaq7j++r9j584dw90kIcRRZrgGY40y5sYaGBsqRaHYHO+g30wPeW/iuh7n1EwknksT9eX7E3MqGniydUsh8Qfg9f52WrP9hc8OmoeaN/JqTwvefqMU0m6OZa2vsqJ5Az2ZJOt6WvjxhsdImNmj96WFGNUctm7dMigSj8fJZJIHWV8IIYQQ4uiJZyrp1/PJBebjWWPQuFjOS0TsjiHXz3kRdNWnwe0F9nQ4Igug5zeD1jN7f07I2vcMVXn90Hs3ZF4dvJ6RwW7/B4zECnDaMPp/h7/3m/h96SP6PYU4XnS5iULiz16Ptm5iQB0kY08IIcSoIMk/xxGtwcilUff/GJ66F7XqAcw/fo9of/ELO9NUZHt30N/0NL5wBcr0Ydph3Ex/0bpOsgPDyF8qnqexwsXZ8sGak0i1vVK8bXxXIXFICLGP0qAzxWU0dc6l0OEVQohh8t3v/htXXXU199xzL1dddTW33fbN4W6SEOJY8KDPSXHn+sf56+713LfjZX644VH6jeKHf47tcf+OV/hT01ouqJsCQJk/REd6oGjdhLsvgcf0DGaX1RetUxOK8lLXzkGxtJujPVO8PyFEvmKX5xUP9PE8KZUlhBBCiOHhehZG6kmMtn/C6Lsbq/MbBHq+RMguHiAcsXegWm+B+F+g5Io9UQ0cOI2pzif87OHoMrRv/AHrKPAGwO0aHE2vxlatb/drCXFc2n/Qzl4ajTtEXAghxOghyT/HEaXAat4I2dR+UY1atRSfMTjJwG9lSXVsBCC+60Ui9afgL2vEXza+sE6wegbRxtMJlE/Cp/sKI349XwXB2tnsTVCwS+oxw7UYVrCoTYYVQEudfiGK5ND431E3OKjAGlsi/58RQhySNX27uG3zQ9yy4X5u2/wQa/p2HZH99vR08/rrG1iwYBEACxYs4vXXN9DT03NE9i+EGLmUCX/d/dqgWYPTbo7NA+1F1X/63BSb+jtIuw7Ptm/jXePnUG4HOaWiAQCfYbK4YSbvbDwZ2zRJWvmqodrTnFkxgaklVfljori4bhoR5cdnFE99OlRMCAFKWYwZM2ZQzOfzEQyGhqlFQgghhDjRBX0dmL2/GBRT2Q3YelvRukauCbw4pNeB2wcVN4I9Hqzq/ApWLVR8EsqvxzLSBPckEKWyYZzKW8Ha81xVBXGrbsUjOkSLTFD2kfuCQhxHqnxhyuzB7/RmldVRYgSGqUVCCCGOBGu4GyCOJAW54jKWKpPEOCCZwNMWhi+Am4mjnQzxHc8DitIpCwjXzUZ7LrlEJ6n29Xt2YhCbdilJXUHW9WGWzqWkbCoKcFSQREYRqptHtr8Z9rwuUJYfIzIGfWCyvhACrcGtjRBZPJn06hZU0CLwjjGkI3Z+oRBCvIE1fbv4U+tacjqf3NvnpPhT61oA5sYa3ta+29raqKysxjTzL9xN06Sysor29jbKysreXsOFECOapyDp5oriadchn/i/7x7FNiwsZeBoj+ZkH/dtfxlTGdww83wyrsOEaCUrmzcS39M/ifoCfHLaeUSdACHHx4fGnkG/TuM3LUKeD+XBO8eezL1NawrHGB8pp9oXKR78K4TA86CxcSLhcISWlmZisRgNDePwPEmYE0IIIcTwULigi/sT6CGm8jXC+/478Wj+f2YF1NyK7vopquRS6LgDcDCAcOAdqNitJLOl9KYnEar4ORYdaKOMRKYcWyUwg+dipJ4s7NYr/TApp/YIf0shjg+2Y3H9lPN4smMLWwY6mFvWwLyyRpQjsxIIIcRoJsk/xxGtNV79dEz+wv4P5r25C8ke8E+dzirC9afSu3F5YV3DF0TjYZdNRDtJkm37zZurPRJNTxOetIhk1sbTCpRLLr4bPIdgyVgyqoyS6VfiJlpRpg8jWEPalVGHQhxMTkGuNozvnVPQQNLTkvgjhDgkKzo2FBJ/9spplxUdG9528o8Q4sRluHBR3TR+s+X5QkyhmFJSjT5gKqGYF+SShhk8sHNfn2FitIKmeBdXNs7h2Y5thcQfgHguzQvdTVxcPi0/OEBD2nNY07uLqM/P1EgNc8P11E4roSnRTaU/zNhgOT5HEhmEOBitTSorx1BVVQcoXFf6EkIIIYQYPmm3CjuyGGNg2b6gEcMxJxQl9GeYTCAwD5VevS8Yuwo98DRe9b9gtN2M2m8jlX6RUOxlUuoCtAZPg6nbMFLLsexpZNUppKKfxx9Zgsptx7Onk2I6Tk4mvxDiYCKun8sqZ+FWexiukoH8QghxHJDkn+PMQLiO6JU3oV5chkon8OYuIFU7Y8h8grRRRdmMy8klWlGGDytYhpsZoH/HSkLVM4rWd9L9GG4CsAka/fRt/DN4e148Nr9EbPo7SXplqFBJ/nhu0S6EEEPIefKQXghxePqc1GHFD0dNTQ2dne24rotpmriuS2dnB9XVNW9730KIkU1rmOyv4m8nnc7DLa8T8dksHDODSsJF63quxxmx8YwNl7Ez0UO5P0zM9tOSjHPP1lWYRvFoweZkH4mKLCFsduS6+fmmpwvLwpafT027gDEqRn20ND8Nqjx4FOJNeYW+hPQphBBCCDG8co5FOnIdfmscZmI5nn8mTvQDDKSritYdyJShSm/Br1+B3C6wJ4KyUd5qzIG/5GMHULmdhOxuMk6McPo3GP2/BcAAzMA8Bkr+lR7nXJRxHjon90ZCHArP0yhPSW9CCCGOE5L8c5xxMegtGY/v4usxtCaLedBCIq4LA5SigqX4LYeB3U8SKKkjWDUNM1hatH6gfBzZRCdWpIJcz/Z9iT8AaNJt6zBrz5fRhkKI44pSCqX2f7EixPCLWcEhE31iVnCItQ9PWVk5kydP5aGH/sqiRZfx0EN/ZcqUaTLllxAnCMszmG7XMG1iNQpVqNIzFNMxGEsZjZEy4kaGB5rXMaGkkmml1YQsm/W9bYPWnxitoj0VpzFQzl+aXhm0LOFk2JnqYYZdm0/8EUKI44RhKLRG/rYJIYQ4ISQylaTMD+Erew+u58dJH3wKoXimijgXoRSU6jVYyUfAVwNGDCIXQ3zZ4A2Ujal7CFopjM7fDV6UXo0/toM0M+U3VwhxXMn3J7RMGiGEOCSS/DPCWbiEku2oRA86XEoyVI1zCP9sOe/Qy1lqDTgJgqVj6d/+NKCxQhWUjDubgeaX8HIp/GXjsEIVKF8IV2twi+fp1W6GIQb4CiHEqJV1Nbva4ySSOcbVl1AS9MnUbGJEWFg1nT+1rh009ZdPmSysmn5E9n/zzV/iG9/4Kr/85c+JRqN85StfOyL7FUIce47p0ekOkHJyVPrDRL3AmxYIyfcPDn3kn9bQnUtQHojwp6a1AJxaNY4F9dN4rGUzAGfXTKQjHWd6tBqNJu0Wl/XJae8wvpkQQoxsSikSGZem5n4MUzGuLkrQZ0h3QgghxKgStrvx6W2gPRxzPAOZ4io+B/I8TcYLHPIxDMPAcHdAdiv035sPll8H4Ysg8QiYpVD6QUg8gxtbgKHjwBB9B5075GMKIcRI55oezbk+1ve2Uu2PMiVaTdixh7tZQogRTpJ/RjBTaaLbX0A9fk8hFj3nPfRPOgdXH9m5ak2fzcCO19j7JsBJdjGwezWxKReTi7eS7W8ml+zFF5mM62pCZRNJtb86aB/B6hloErgqJA+zhBCjXs6DPz26hXQmn1yxZmMHl547nqqYX/7GiWE3N9YAwIqODfQ5KWJWkIVV0wvxt2vcuPHcddd/HZF9CSGGT850ub91Lau78iXzTWXw99POo46SI36sgM/H4y2bCp9XdTRRHYzyiRnnsbGvjTVduzi3ejKlhDBdgwVjpvO/218qrG8qg+pghIzh4HekmyqEGP3iaYf7Ht5c6Du8+Gob7754MkHfkX2eI4QQQhwtUX8r/q7PoXI7APCZ5RjVP6Y/fWSePezleRplhSG9Zl+w+2cQOg/qboPUC9B3L7mKfyKZK8c2w/iDZ6NS+6YR1lYtphUiwADpXOSItk8IIY41w1CsSTQPem5S4Q/xiSkXEJBnJkKINyB/IUawYKYH9eQfoLIeVVGP7tyFevpeQvUziPsrj+ixPG3iZgcGx5w0bnoAFa4nEGnEUWEybv4hVUaVUjL1MtIta9DaIVA+gVT7erIDbcSmLiGpi6cNE0KI0aSjJ1VI/Nnr2bUtvPP8CVL9R4wIc2MNRyzZRwhxfOpwBnipaxdTY9WU+AK83tfO77ev4obJF2I5R/bls9IK74BaQe2pODnXZWq4hrmxBqI6AB5oNLPCddgTLR5v20TE52d2eT13b3kBBVw/+VzCrv+Itk8IIY4l0zR4eWProG6D62m27e7npIllMqWwEEKIEU8phS/7FMppIxNagMYgkHocX+LPmL4bcI/gb5nWGo2iaFKB5JM4Zdfh2fNxK99PIluN1pqM48cX+xy2fyZm8mGwJ6MCMzBbriccPBMV+QKpXOyItU8IIY61lJHjLzvXDYp1ZZK0ZfoZZ5YPU6uEEKOBJP+MYEY2gTrrSujchW7dhqqdANPOQGUS8DaSf2zLxSSHi012z0P/jGsTqJxGqm3wjwn+MtJeSdHUAJ420FaMcMM7SLauJb5rFXj5l+SJnc/iH3dJYd9CCDEauV5x+eCc473pVClCCCHESJHxHK6eOI+13bvZkejhtKpxZDyHHC4Wb+1eXSlF1nRwcAlqG/bkyZYZISoDYTrTicK6YctPpRXJV/IZnE+LrS2mRqoxDMVz7dv4w9bVhZ/YtX3NnFMyUV6OCyFGtWzOHTKmZLp0IYQQo4BhKLJOmg3h7/JAaxwNXFp7OTP1UxiGh+u9tR8004CgrwvQpHKVuHsev+WMyfixgH3TA3vhCxnI1pNzfHsi+/oHGbccM7QEQw+gUqtg4MF8u5NP4I+8lxTz3lL7hBBiJNCA4xX3J1yZLl0I8SYk+WckC5WgX3sKetoA0H0dUDEGJsx9S7tTCoKqj8S2x3FSPVihSsLjzyPpRPE8sCtmEdAe6Y4NmHaYcOPZZHS0aD+GofHnmhnY+hShmplkepoGLXdT3Rg4gMw9KYQYvarKghiGGvTi8R0za1BI/o8QQojRocQO8Ov1z5Hb88BoZWoj59dNIYSNfgu/ZtrQbM528L+bXyKRy3BKxVgurZtF0PFhOQbXTj6b+3a+zOt97YyPVnBV41wCrlV0pJzpsqqviS0DnXhas6m/Y9DyHYluziudJMk/QohRy3U9Zk+tYlfb4ArLk8aW4rryt00IIcTI57oeW9R8frrlxULsZ1t6+cTUy2lw31riT8DXTyh7H2b3rwGwY/+PpP0u0rkoA9kGzJofYHbfhsrtxItcQjZyLbmMr2g/EX87KFbRSgAAIABJREFU/vhPMOxG6PsDB440UF73W2qfEEKMFEHP4sLaKTzUsrEQC5gWNf5o0eAqIYTYnyT/jGTJeCHxp6CrGVIDEB66bGXAykCmC51LYIUqyBllZJ38zbjfzNC/cTnazQDgJDuJb15BePLlpB0facePVXkqZdUnobWLqy20qzAMhW1kQUHWtfHTT/+WhwBQZvHNt798EjlPEn+EEKNb0Gfw7osm89KGdgaSOU6eUkltRRAtU34JIYQYJboziULiz17PtG3lworJ2EN0BZWCuJFhR6oHR3uMDZdSqcOFF9VdOsGvNj9bWH911078psWSqpPAhagT4G/Hnk6iMYfreQSVD61BGZAxHAwMfK5BU6abpbteJWBaXFA3ldf72ge1Y275WBxHRrMJIUa38hKby86bwEsb2rFMg1OmV1MSNGUGYSGEEKOCaRo829ZRFH+svY0PN4wf8n7dNDwivi2YufVghHB9M+lLjSksD3qrMHvv2rd+788IVo0lzYV42qAnO5tQxZ34jR48rci5JQDYvhw+I47jhXE8G3/ifzASD4F3CoTPgsSTg9rhmWPl5bgQYlTTHpxVPpGYHeK5zm3UBWNcUDOFiOeXgclCiDckyT8jmXmQfx5j6HjAypJqWomT6CzESsafTSg8lmTOD85AIfFnLy87AG4CKEUpsL1e+jatwMulUIaPkikLcFNxErtXobVHqH4eKlBW2D7dtY1Iw6kkWtai3Sx2rBG7eg4pByGEGNW0hpBtcN4pY0Dr/PzjcmcthBBiFLGUWRQLmBYGQ4/U7TPS/PuGR0m5uT3bG3x02tnUmSX4XJOOzEDRNqs6d7CwegY2JtrQbEi28fvtq8l5LqV2kI9NPYdVnU082baFmB3kPePn0pTIj8RNuw7xXJozqyfwfMd2FIr5tVOZEKiQh/VCiFFPaaiI2lxyZiOg8VzpTwghhBg9tNaELX9RPGoFDvp7VmKtxWr9B/bWzDasaiqqv0ZfdhqoAObAsqJtzMSDWOGLcByPgC9OMPlfGP2/BzQ+/zxClf+A0f0zVOo5tH8WXsVNGL17kn1SL0HFp8BLQmo1GFHcin8k4U48QmdBCCGGj9+1mBcayykTGlBaod23UsNZCHGiMYa7AeLg0sEK9NTTB8X0jLNIhyoKn00DwjpBSGWwSBIoG0ek/hQMXwiA+K4X8RK78JkaZQxRjUcZhbjfzBHfuhIvl8ofS7t4qW4Gmp7Ec9JoN0tix7NoJ4nak4CUG2gj2b6e8Ji5lM56L9aYC0g5gaNxOoQQYlh4rofnyYN6IYQQo0+dv4RKf3hQ7MrGOfjc/QYTmJDxOWBDt5Ng/phpnF83GZ9h4miPZ9u3sTPbg1KKkFXcn6gJRLH2dCv7SHP31hcK1YYCpo+n27fyaOsmHO3RlUlw18anmFhSWdj+6bat7E708pEpZ/LFWZcwv2wKtluctCSEEKOV53p4MtWXEEKIUcbzNO8ob8Rn7Ls3N5XB2dUTcd19VX/8vjQRfzeRUBzTbYLy6yByMQDKacdIryZibsLzPLQ9rfg49tTCdL9BXsXo/x17k4eUfyxG+62o1NOAi8qsxWz9LLr0A/t20PUjMEJ4Y+4kWf3f9HoX47jFsxUIIcRopLUGB7T0J4QQh0gq/4xgWXyYp16Jf+JcVMcOdFUj6YrxZHX+ny3kJfC/9iTq9efJXvReejteRrtZlOnbU43nFbxsAu2ksUiRVWFCY+aRbF4NgLL8hBvOIKPziULKS+NlE4XjW6FysvG2onalOzcRrDmJZMsaALxcCiNURSIXOtqnRAgh3pBGEU/lSKZzREM24YCFZO0Icfh+9KM7eOyxh2lpaebXv76HiRMnD3eThBBvQcDxcd3kc9ma7KInm2RytIoaI4re83A9aWV5oPlVBpwMk0uqWLF7A672KPeHePf4OfzvtpeI59Js6GtjQnUFdUYJU6JVbIrny/+X+0O8Z/wpGHumGe7JJQcdf0ZZLc+1bxsU08BALkOFHaIrm1+/N5ukyhch6PhkFJsQYlh5QO9AlpzjURr1E7CUdCeEEEKcsMp1iJtmzGdzvAMPjymRasr2vktQipi9Eav7NlRwFtrtQw08lN8weAqUfQR6fgU6g5FZDeYscsHF+AfuB7cbsMCejBNYiJfRGIbCyLw6uAFWNSq3fXDM60NbdShlg84CGu0mSbkNJLNlID0KIcQwUQoGjCxtmX6UUtTaJQQlGVEIcYxJ8s8IlzLDpKpmYtTMKmTAAxiGwr/1RdSLy/DOvbKQ+AOg3RwDO18gPGYOTqqHTF8LgZLJuI6Bis2gJNqAqRxyiQ60k8Kv+kmrErThR1l+tJOfGszLpbAj1UVtMgNlmOUnURKtR7sZlB0j7YWL1hPieKSUymdbi5FHKV5+vZNXNu2b+vCCUxsYXxvGK56GXAjxBs4770Kuvvoabrjh48PdFCHE2xRybU7y12EEVb4/sec3UZua3ze9yOZ4J1eOm82fmtYWtunOJHm2fRtzyuupD5fS1N+FgcJ2LT7QeBo9XpKUl2P7QBfNyT5CYR9h10+JNbgCaDybptQOkXT6BsXDpp9PTL2Atmw/Wmtq/CUEHXkgJk4MSklu+kjlaljx3A46uvPVkE1DccX8SUT8Uo1MCCHEiUlrKHWDnBZuzH/e7/laxG7B1/YpwIPIOai+/9u3MPUS2FPBqgazDDw/Wmv6Mw1Equ7CVm0Ybjs6uxnT3UTIDpLMluPZk4eYqsICnEERhyp0zX9huE2gQmTUJFLZkqNwBoQYeaQ/MXL1Gil+tOGxwlTqZXaQ66ecR8QtnkJRCCGOFkn+GSX2T/wBsL0Mat0TALiBADqeHbRcew6GL4SpPaxIHZk9Py6Oa2KbBj0b/go6X44f9SKxaZeTckuJTpxP/6YVoF28bBJ/6TjSXVvxnHR+VdPGrphGMmcAFWAC7lH96kKMDL4ECb2dvlwTJb6xRNQEyEWGu1ViP8mMMyjxB+Cpl3ZTt3AqPpnkUhyH7K2rCK5ZipHowQuXkZq7hOzEU4/IvufMmXtE9iOEGDkO7E8MkGFzPP+7mfWKb+h3DPSwqGEmL7Rv56K66eg9z9ttzyTuZPjlpmcK65baQT455XzKdIh3jj2ZpTtfQQOv9bTwt1PO4K4NT+HtGYFbH4oxxh8j4FiMM8rzO3AQ4rgXdvrxdWyFgR50zQSSJfXkkKS3kaSrL11I/AFwPc2za1tYeMbYQsU0IYQQ4kQ0VKKB6e0CnQR7MmS2Fq+QXgeVn4We35Ir+xI6syfsluNP34OK/wEFGIAROg8vcgsZNRsjdB5GMv/eQ6fWosuvw+i+s7BbL/oeUu5Yso4faDji31WIkUgp6DPSbEt04XoeEyIV+Spccos6YhiG4qmOrYXEH4CebIr18VZOD4+XAeVCiGNGkn9GKVdZ6FgVqq8DI5tDGRbac1CGD8MO4WYTGP4o2DG0FSXk9eBl45iBMjKdm/cl/gBoj0zneoyqs0l71ZTMuAqdS6CsACkdJjL1cnSmB7RGBcpJucHh++JCDANluWxN3c+W/gcLscbIOUwLfRgto9RHjHS2+MWl42ocx8NnS/aPOL7YW1cRfvZ3qD0dSjPRQ/jZ3wEcsQQgIcTxzVImftMi4zrYxr6qFmHLT9CysA0LW5ksqJ1OyLLZme0h5eQYE4rx561rB+2rN5uiJdPHJKuKM6LjmD6zhoSTocwOEfZ8fHbmRbSm4wRMizq7BL8j3VBxYgl5A9gP/geqa3chFr7ob+kfe2pRYp4YPslMcSZibzyDp0ENQ3uEEEKIkUyrPYMinRYInwuJPQusGtAuOjgP1/PhlN2CYWgq7CcBD6xajI7/HbQvI/kE/uhO+rLT8CK34I/uBJ0jpxpw3AChmtkotxltVpPWk8jmpIqGOLH0Gil+uOFRMm7+ftVUBp+acSGVWmbkGDEMaE71FYVbU/0YUYXrSr9PCHFsyFPXUUgphe0kUO9YhIpVYax9ith5S8iZGmWYOJl+wiVzccwYrjax4pvo3fEcAFaoAitQWrRP7aQLD7M0JvhKyHh+PE+T8oJg7kn4kVG54gTkmB2DEn8Adgw8xYTIInwywmTEKAnb+CyDnLOvBnF5SYCg35RaqOK4E1yztJD4s5dycwTXLJXkHyHEm1IGeFrzd1PP4um2rWzq6+D82smU+UP059KknCxzy8dSo0rImg737XyZtT3NAMyvm0r6gL8/sK96kIEiYFiEbRvbtdBaU0qIUjuUX1GqhooTkK+3eVDiD4Dx9L0E3judpJIH9iNFRSxQFJsxoRxTgeRoCSGEEPvYVg6MAF71P2P0/R60A+GLITgbstvQysYLnU9fejqxwDbMji+hcrsA0BWfYshyJTrfx9CYuKochzDpbL4PkXVnAbOkLyFOSIahWNfXXEj8AXC1x2Ntm7i69hQ8SSoZEbSrObNyPNvjXYPiJ5fW47reQbYSQogjT5J/RhlDaUo6NmA8/GvIJPFilaj5H8Tyh0l0vUwu3gJAunMzwepZBKun0b3zhcL2TrKL8JjZpLu3DNpvsHo6ii4wFf1bHsHNJQnVzsEXm0bGlcom4sTm6eIXXPl4dsi4GB4+Q3H5hRN5bNUuunrTNNREOGfuGEn8EcclI9FzWHEhhNjLNT2e72ti+e7XcLXH9FgNC+qn4zNMfrbhSRJO/v7m2fbtfHTKWVieUUj8AXi5exfn105m2a7XCjFLGdSEonToAZJuhl++9gxBn81V4+Yyya7C8KRmhjixKWeI/kQ2jeG5+am0xYgQDfq45OxxPLF6N+mMw6xJFUwfXybVmYQQQoj9ROxO/AP/jpF4GDDRpe/HC8zDCPlQzTcBHgow++8jWnsXZvrJQuIPgMo2of2zUZl91US1VY9pR6jwbUQl16B6foS2JxEo/yJ92RkyXY44oan/z96dx8l1lIfe/1Wdc3rfZt8kjfbNlizLlrHxig1m34LDfWNIAiHB2e4NcC/3kje5hFzyBvhkARIgkEAcIJckEALEhjhsxniXN9myLGuXRqPZt57ez1L1/tFSS6Mey1pGs6m+/9j9zDnVp6d7WlV1nnpKQM6t1MUn3RLaDLXnDa1hbayN13Vt5Cf9e7CE4A1LLmdpKGMSFw3DmFUm+WeBiZdHkff9LehqpqjIjqDv/wb6Lb9TS/w5oTS0i0jTCoR0iDStREhJZeIo2ndJdl9LefQAWmuiTatQXpHcgZ8hrBDpFTeQPfhzKqP7iCdakbIVZRJTjUtYmBYyoW4m3CO1WNxuJSLazLa684jWmnjI4g3XLydQGtsSaDNRbyxSKt6ANU2ij4o3zMHVGIaxkPR7k3y/9/na4xezg7TFUmxItdUSf074fu/zvH35FpojcS5v6KLku2TdEiHL5vauDTw3doxUKMKWpiX0Fsb55qFnWJ5s4tc33MAXdz/IT/r30LEyTUKZsvzGpS3IdCDtEJzyN6Yvu4GynZx24bsxR7SmvSHKO25bjdYaS5rxhGEYhmGcSkpBqPLD44k/AAFi4huItstg4j7glJsI2sUu/RTUJEQ2QWQzeD1gpRCJmyDcDaVnIbweEbkMq/hzGPsKJN8ILR9GDH8aZ+LLJBr/kFypficDw7hUBIHmisYlPDQ0dUH/TW1r0L7pq84nocDixvRqtjV0IxBElG0qMxmGMevkXF+AcW5kfqyW+HOCyA5j50/eABSWQ21HemmR6LoCd+Io5dGDxDs2UxnvIdfzBNKJYYUT5Hufojx2CCfWiHLzZA8/THr1qwinl1DufxandJCwZSqcLAZSKlw3j+vmkdKkG58t5Ua4qul3WZG8lajdSHfiRq5t/RDaNSX65yWtsQRmot5Y1Epb3oi2plbm05ZDacsbZ6T9z3zmz3j729/A8PAQH/jA7/Dud79zRto1DGNuCQFHS/WJg8+O9hJzQtVjEESs6hqRSuCTciJszHSwffgwh3Kj3NK5lu/3PM8jQwfpjKcB+NbBp8kdT2o4nBtl11gf71lzLS2RBN/teZbDwRjKMv8uL3RCCHR4lLz9PBXnAMIpzfUlLRj5cBPBWz+AXnYZJBvR17yRyqZX45uluvOO1hqhNRIznjAMwzCM0zmWi1X8UV1cFB+G2JXHH9kgotX/DfLVZB6rAbLfgSALkY0w+rla4g/uIRj5NNWMaAW5e0CmoPl3QUJ48q/JhPcghfl3eaGzgGgpIDpUJFr0TQHMc9Auk/zG2utZEsvQFk3y7lXX0B1unOvLMqahlSbs24R8y1QQNQxjTpjKPwuMiCbqg5E4opAj1rYJKxxHeUWkHQZpozXkerbXDs33Pk2sdT2V7FEq4yermNjRDJWJowBEm1aSPfAAys0D4Ob6ibSsx2reRhCYycmFSgiPZ555mnK5DEA0GuWKK7aitfkaOBui0sSayLtYE38HBGFU2eROGoYxd9yVVwMQ3fF9ZGEcFW+gtOWNtfiF+sAHPswHPvDhGWnLMIz5Q2tojtQnL3fGMpQCjxvaVtEQiZH3KqScCA2hGPuzw/x8YD8ARd/lsaFDdMUyHCmM8fTI0VobIWlhCUmgFa2xFP+4fzv+8UULL2YHec/qa1njtJjdOBcwN3SIhwY+SXB869vO+DYuS/wq2ovN8ZXNf1prsrFOnFveh61dKiKCmQc2DMMwDGOh8QMbHdmEcPdPiQu7DeV0Ihp/HRCgy9WEn9BlMPJZqOysHlh+DtxXgghXqwB5PcdbkCAix//rgMrDyGeqbQNO/ick279MtrJ6tl6qMcOkEDhHsuR/eqgWi93UDSszZkeksyCUoFs2ctfKG9CAFQi0+cUZhmEY0zB3/ReYcqKV+JZb0TuOl9aUFmLb69HlPHa6hcmeR2vHOok2onJqVQDlFZGhGFYkTVDOAmCFU4RTXUgrhLDCgK4l/tSed3gPqZZNlIhe1NdnXBxSCoaGhmqJPwClUomRkSFaWrpmNQNZWB6u1U8hGCQsM0R1F/gL44aBCgQE5m/AMIz5wV159Ywl+xiGcenoimRYlWrmwOQIAHE7zGWNHXgqYMIt8dDgyVLit3etpyc/tVLQc2PH+I111/MP+x6jEvgAXNHYRdwO89olG5BCknfLtcSfE37Yt5tVK5sRvllMsBBJp8Kzo1+tJf4A9BWeYEXiVqKsm9VriegS4Ww/ojSJSrVSjLexUNYNe1riETFbfRmGYRiGsSAFSqATb0QUHoJguBoMrwMCEDZM/jv4Q8ePFoj2TyLcvVMbyd2Dav4QcviT1DpFjXdVdztougtwIPf9058Zq/wo0lpjKmksUOFKQP6Bw1NixQePkOhKUQrP7iLbsu0xUJnE04r2cJKUiqIXyCoV4QsEZjhhGIZhvDST/LPAlJVNZO0rsGLpat3+dDN6YgiWrifXc/+UY738ILG2jXVtVCYHaVh6A2rkELqxHbc4yvjeHwEaIW3Sq181S6/GmC1SSiYm6rd4yGYnaGtbMmuDJiFgVD/B0wNfrsW6EzeyNnYn2g/PyjUYhmEYhmFcyhJBmNs7N9CbmSBi2aRDMfoLWTqjKZ4f75ty7I/79vCO5VfyYnawFlNa4/o+71q1jaFynvZoiqdGjvCNA08A0BXLcE1rd93zSiGobU1sLDhaVsi6vXXxcpCd1eUhYV0huv07iL3V6rYSSNz2K0wuucrcCDIMwzAMw5gFOW8ZyabfRPrDYDeCiKGCAsIfOCXxB0DD2Jch/irI33cy7B3Ds9dwOP1Z0mKMtrCFmPgGVHZXz2q4C7CnGTlYporoQlbxITjtDdRAyYPw7N0XKNouX97/CEPlHACOtPjd9TfTpOsr5BqGYRjGQmT2rVmAJiNtqKUb0OMD6Pu+Ajt+Ctlh7HCq/mAhkXbk5GNpEWvdiPzBV3C2/4TK6GEK/c9yIldYKx8d+FiR9JRmou2X42pT8WShCoKA9vaOunhrazu+r6Y54+LQoXGeHf36lNiR/INU5MCsXYNhGIZhGMalTClNh0yzOtXCjtFevrznYZ4ZO4qnFXE7NPVYrWmLppCnTL03hWO0RJPcvfcxJtwi3z70DM+MnkwKOVacoCuWwZFTK7G8rnMjwr+4r824eEQQpyuxrS4et9tm9TrC+aFa4s8J8sFvEvUmZ/U6DMMwDMMwLlWuH6XIdejQavT412DwDxGlR8Bq4vRkfxGMoxK3TYmp+G0M+A385d5eBrwEYvCjtcQfADHx9+jMu6Y+qXAIItctmOosRj0dCyGiU2sRiJAFidBLnHFxHCmO1RJ/ADwVcN+xXaZMgmEYhrFomH/SFiABsPcJeOGRaqA4Cfd9hfSbfoOR0ujJ4ywHHWoksfbN6PIoaIWINKECB5FpBa0IVKWu/fLYERKrXos/2YOfHyTUsBwdaadiJusXtEgkQldXF3191RXdy5YtI5XKoGYv9wdfVwh0/WfOUwVmt5tvGIZhGIZx6VJS840DTzBYqk569hWz/P2eR3lN13ru6dlZO25FsolWK84HN95KXzlLRNp0hjMEStGdbCRph8n79X27gufyextexTNjR8l5Za5u6qbdSsEs9juNmaVEme7kdZSDcUZKe7BllCua3kU46JrVkvPCLdYH3TLSr4CVnMUrMQzDMAzDuHQ5MosY+AhQvWEgCg+gVQniN0DhwdpxKvVO8mor0bYvIP2jKKuFCmuZ9AXLEg3YwqduAyPtEdBI0PYFrMIPQKbwY7eTc1fM3gs0ZpxEk7x5OYVHjxJkK8hkmMTtKyk6ktkq6SSEYMIt1cWHK3kCFJaplWAYhmEsAib5ZwEKqyJi9yN1cSuXI9axmfLIfuxYI9HOq/FVmJCXJ7BbKBEmjAdeHxOruwlZMeKN3YQbu0FYKL8MykfG2il6EURsHVZyPWVfnejHGwtUEJR56qknSafTrFq1CgDf95nt4l8hGmgIr2S8crAWs0SYmNVmPmOGYRiGYRizZDIo1xJ/TigHHu3RFJsaujicH2VTQye3tK5Ba4hKh42xdoQvKOKya7KfmOUgheRdq7YRoCh4Lp4KGC0XaHLiZIIotzWsQwhBECiT+LPATagXeHLwi3TFr+KypncQKA9LRCCY3SkFlWrFsh3wvVpMt6/EDafPcJZhGIZhGIYxk2TQw+mTuaK0HdX5JYQ/gghGCVLvpOy8jryyyOr1RNkEviAVOsBG/wesaxmiFHkNgfPbWKE28PpBWOjyPlzaKLpprMgVaK1RFVPxZyGzhMB9qg933yiR9S3IeAhV8tBCzGo1J601KxJNdfHrWlbiKAs1q8saDMMwDOPiMMk/85gjFKGgiG+FqWinFg+kg041I8qFKceraIogvZFYw+UE2sIuTxB57G44vBOdbiF8+/vIl49RGtpVPaGhG6kqVCaOIp0oTryZwvA+kpmV4FU7Q75vOjwLkRACyxK1Lb1KpeoK2Ww2SzabrR3X2bmU2UwAUm6YrU13sWv8nxgo7SAdWsqWpvci3Wa06VwbhmEYhmHMKGVrPALC2obgZDwsbWwh8fXUjJykjPBfOrfiiYAwNkNBjn84/Bh9pSxrUi28o/tK7t73KIPHy6S3xVJkvRIvjA/QGU8TsRyGSjmi0gFV3WKsbiWvsSBIKWqJW7Yt6ctvBzTHCk9yrPAkAC3RjVyd2obnBWdubAblQw2k3/zfED//J8RoHyzfRHDt26ngvPzJhmEYhmEYxlkTAqJODkFAycugTu3Wi2kqLso05aADP/3XSOFRUgn2FYb4t57HKXgu17au4J2dMUIDd4EuY4kQodiVaJ2FySchuhncHnA68YIIQHURgbEgWZasJm4pjRNoivtG0Z6itHOwdky8OQaJ2e3Ht8okv7zqFXy3Zwcl3+Om9tVsSS9BmftghmEYxiKxKJJ/Dh06xEc+8hEmJibIZDJ86lOfYvny5XN9WRck5Y1hbf93xJHnCbUsI3LDLzIZ60BrqGiH6PXvQHzvs6CqE626ZRlu41KUgoqyCeNh/fwb0LcPAJEdRg0foFSqVlw5keyTPfhA7TnLY4dIdF5JZWQPsuGq45P1xkIjhM/4+CgTExO0tLSQSGRwnPpNtRKJBLNd+QdAlFvYnPxtNmWKCB1GVcIm8ccwDMMwjDm12MYTQsAQeb598BkGSpNsaVrC7e0biPnVPmFCh3nbsiv41yPP1M65uW01GRmBABws8laFv9n7IJWguqJ33+Qwe3KDtcSfyxo6GCrmuL9vLwB7soN0xtIsTzbRV5lghdU8y6/amAlCgB/q52jpMUrBBEvjrySuVtEQXkVf8akpxzaF1876DRmtYSKxlMgbPoCtKlSsGJ62ZvUaDMMwDMMwTrfYxhOOXSHJI1ijnwNVJJx6F6Xwmyi5GQDKrMCK34os/LR2TtD0Pyl6jccruYQZEnm+euDx2s+fGunhjsYi6HI1kLkTxr+GCEaqj0vbIf0LiOKDxBpuIcuq2Xq5xgyygPCki7tnBOnYRNY24sdtrKYY/kB+yrEiNvsJ/FIJ1ofa+NC621BoIspBm8QfwzAMYxFZFMk/f/RHf8Sdd97JW9/6Vr73ve/x0Y9+lK997WtzfVnnLUIF68d/jxjpBUAMHMS656+I/cJHKNjVcuaTyaXE7/gI1sQAOGHcTBdFGa+14bg5xPHEn2mfo3EFxaHdU2I68NBa4ReGiLf6FF1rtrZbNc6BEAA+lUoZx3GQMlx7n6RU7Nz5LPl8tSM9ODjA0qXLWLq0m9bWVoaGho4fJ1m/fiPB7C3SnUL5Nvgpk/JjGIYxD2WzE3z84x/l2LFeHMdhyZJlfPjD/y8NDQ1zfWmGcdEstvFETlb4wu6f4x1fKPDkSA8Fz+XOJdsQAWil2RzvomtDhjG3QNqJ0iwTyOBkYviYV6wl/pxwoj2AFckm7u15fsrP+4pZtjYvZcQtsjypEb64iK/SOF/CCvCsIVw9SVQ2I91GtK6+V35okAcHPo5//KZMT+5BXtH6e7RHruaQfT9FfxiAqN1IV/S6OduCoUwIZMgUljKG2yu0AAAgAElEQVQMwzAMY15YbOOJuNyDNfjR2mNr4ktEG5OUxdvQWlP2EhD/H0Tib0OocZS9jLy3fMoWTn2liamNCnADj9odDBGGE4k/J0zeA5lfxmIIx+7G8xfF7atFJ7AUY6qIpwKanDjhU96n8ESF3HdfrD0uPzdA8o6NODd0M/nd3XB8pwKnO41qiMz6tUN1xwvHry4gMIuSDcMwjMVmwfeeRkdHeeGFF7j77rsBeNOb3sTHP/5xxsbGaGxsnOOrOz9OaaKW+FNTKWHlRqChmvyjtCAXboG2lmnbUHYIInE4ZWswufcZolu3URreczwyzWS8gFCqg9yBH5BYej0l0TSr+64aZyYEuG6eHTueQalqR3nNmrU0N7ejlKBSKdUSf044erSHrq4lrFq1niVLlhEEPtFoDHBMcpdhGIZRRwjBnXf+Clu3Xg3A5z//Wb74xb/m93//oy9zpmEsTItxPDFcyU9J1AHYnR2gsKRCgjBQXfHYQoIWJ1E94LQCLlGrfhVm2fdoDicYqeSZdiwBgEAAf3foYe5csY2EH76wF2PMKGF59AU/ZdfwvwAghcN1bR8i5q2rVtXx9tYSf07YPfFtrm34Q65v+QMK6hhaQ1x2QiU9Fy/BMAzDMAxjXlls4wkpBVZ5e13cyv8bocxrqXjVhI2yl6TMldUfTrPANGlPTeyoBD7j1noaRAi0e2KF62kEILG8A6TcByjH30/BXXi/w8WsYvl8t+9Zdo73AZAORfnNNTeQDCLYUlB+qn/qCUrjH54g2NRK4p2XQbYCIUmQClMxa0UMwzAMY8Yt+OSf/v5+2trasKxqpq5lWbS2ttLf33/WneumpsTFvMRzpsfyKMuG01baOqkMzXYRLAeRernXlkS96k70/d9AXXETKp5AOjGSnZcTSrZTHu8h3rGZ3JFHa2cIy8EKJfAKIwTFcSb3/5CWK96JHV1Yk7otLdPsObxIFItFnn56Zy3xB2Dfvr20tbXS1JRhaKg07XmhkE0qlQJSs3Sl81+gfPJeP4H2STptOFYMWNyfH+PiM5+fmTc0JLHt2d+icC6c6+s80Jvlqd1DFEo+8ajNVRtaWbXkwv/Nbmxs4Jprrqk93rRpM//2b9+6ZN6H00kpzd/2IrcYxxPD4/m6WMwKEY+GUVoTs0MkQ2deZZnww9zcvobdEwNsbV6KFJJliQaub1/NUyNHKAcemxu7eG7sWO2cJfEMTeEYjw0dpqcwzj29O7lr442ErYU17FzMf/OjpX3s6vmX2mOlPZ4a/iK3d3+KuNPE2Hj9OVoHJJJhwlYTzXTN4tXOb7pSQmeHENKGTBvCrn7OF/Pnx7j4zOfHOF/ms2MYc+dCxxPzbSwBwHhHfcxZRSquQI+B1QTWma9blAVL4w3ELc2NTRGEgEhkDSz5Ckx+F2QGrFYIhk6elHoLOF0w9jdIf4hY9HJiLb80wy/u4lvM38lPDh2pJf4AZN0SPx3ay3vWXoulYGya1cYSSDcer/lkhhM1JX+cojdGyIqRcNoRxxPiFvPnx7i4zGfHuBDm87N4LKxZ2ItkdDSPUvOnBIol4qSufSvi4W+fDL76V9HP/Bj94mMQiqCuv4NC12Y8XnpfVKtlPdE7/ivZww+iCoPV5J/KcsqhbmTHSiyZI7nsFbiT/ViRFKF0F8X+XbiT1apDOnAp5Sco5xfOzb6WliTDw7mzPl4IKFguA+VJpJC0h5NE/Nnfa/ZsaV3Bdd26eD5fwPMsLCtMNBqlVDqZBNTZ2YnniXP6vSx6dpEe9z72TfwAjaI1uonNmffQklpmfk/GeTvX7x/j7Cil8H318gcucLYtz+l1HjyW5bGdgwTH+y+Fks/DO/oJAsXKrplL2lVK8e1vf4sbbrjpkngfpqOUmvK3LaWYn5Ozxpyab+OJjBXj8kwHz09UV11aQvJr667j7j2PcjA3QnM4zv+zchsdJM9YCfKW5jU0hmPce/R5PBXQHW/gzhXX8MrESqSUDGSytMdS9OTHWJ1qpS2a4N+PPMfw8eqjuyb6GZqcnNf969Od87/nErKUGKrkidkhWu0ETmBdvAu8QAV7pC5WDrLkimMU3RDp8GqkcFDaq/18feZt5MY1k9r0c05I+Fmch/4FcfQFtJDoLbdR2ngrybZW0x80zpsZTxjny3x2FhYznjBON9/GEgDJ8FbCdivCP56YYy9Bp16HOPqr4A+gI1vxGj5MtrzkjO38tzUbiOW/gp27FwAl3kQh/htUnA9hSUGqpRFRehy8PojfBEgY+UtQx7/Tcv/JBG/G8+fX7+dMzvU7WVmKkaDIhFekIRSjScSQan7ejxFCcKwwURffPznMcDaP7UtiV3bg9U6echLI7oz5d+o0QaSP7cN/RcEbwhYRrmz+NTJ6K81NafO7Ms6L6Q8aF8J8fhaWlxtPLPjkn46ODgYHBwmCAMuyCIKAoaEhOjqmyU5fIGzto7rWYb3ld9GFLCrViux5HrH7eJWeSgn5068Te+sHyaa6X7Idx/KY2Hc/WlUnbpVXZHL/D0msfTtlP4QtPHJHn8CJNxOKLmVi749An3JjT0iEFZm2bOdiMSHLfP7FByj61YSahlCUu9bcSCKYn9sT2HaoLrkHIByurtxWSnLFFVsZGhpgfHyM9vZ20ukm1KV5v/YlFTjE3ol7a4+HSjs5Gv4Zzcl3z+FVGYZhnL0de0ZqiT8nBEqzY8/IjCb/fPrTf0YsFuUd73jnjLVpGPPNYhxPIDSv7drItW0rKHkenfEM/7j/cfpL1UnYkUqBL+15kP+x4dXEg9BLNjMeFPnOkWdrj48UxvmPvue5o2Mryg/I+mUeGthPWzRFxLL5yp5Hp5zfGU0TYv4mwlwoIeBoMMGX9jyEpvqdfFmmnTuWbMXx5+frjlgtCCT6lH3e4k4bDmkUYLsd3NT+vzmc/wklf4wVyVeTZK3ZLvgUUoKz9xHE0ReqAa0Qz/yISMdqaGud24szDMMwDGPWLbbxhBACjU3Q+gmk34dSGhFagtV/FxxPEBflp3HG/oRI+tOUvehLtAMx9wns3D21mMzfQzi8iZJ+PSDRlccQpYfBWQXeIEz8w5Q2VORKgkU8r62l5rHsYX7Qu6sWe8uyzVyTWAZq/u2JpbVmSayhLr65oQtHWWg0laYIybesp/LcACJsEdrURjlhgxlP1EinzOMjf0PBqybX+brME8N/w6va/wRYWLtwGIZhGPPP/EwhPgdNTU1s2LCBe++t3si/99572bBhw4LcTxcgFuSIPfg1rG/+Kfz752D3oxBNIvY+CWuuQmx7PSxZB4AcPjL91rgneIVa4s8J2q9gBTmEAG0lsKONePkhigO7SHRdOeXYRPcNVHRspl/ivCGl4LGRg7XEH4Bxt8QLkwO1EovzTRAINm3aTCRSTfaxLIvNm69AiJM3bbS2aWtbysaNW0inW9F6ft54mCtSCsbcvXXxY4Un8FTxnNuzHIVlL+JRqGEY81Kh7J9T/Hx87nOfobe3hz/+408g5YLvMhrGS1ps44mcXeHz+x7gL3b9hC/veYRjxSxKKSbcEte3reLVXetpi6bwVMCoWzhjW6OV+p/vHO+naFX7z23hJL5SHMqNcjA3whVNJ1f+hqTFLy7fivQX7/eHZwX8y+Gnaok/ALsmBhh05+9qKdtrYVvLb2GL6ngiajeyrfm3UW71po3WYFeWsC7yXq5MfoiEvwntz8+FEXPFUS7iwDN1cTFw4JzbEkIQFgGX6M6ahmEYhrEoLKbxhBCCjPMM0aFfxu57H3L44wihUf4YWC2QeRek3wlWA6KyC0fWV5U8wbIkVvGn9fHiT4iGKwSBIoi9GvxBKD0C0gZnee04bXfhRV4376oizaRJyvzHKYk/APf27CQnKnN0RS+v00nx6o51CKr3T1Ylm7m+eSX6+PsUAMXGMOLVK9A3LKWYcFjEb+F58WWOnHvstKimpIbPuS0pBUJKzLSdYRiGccKCr/wD8LGPfYyPfOQjfOELXyCVSvGpT31qri/pvAgBof49iMM7T8b69iPHjiGuewt6x0/QB3bA0vWIG+9ARdNnXIFpORFAMCWtWljYKiDmlFA6IL7kalAehf7nUVrQsPGt+G4Z4cRxdXxxV4yRgmPFbF14oJRFpgRBMD97pVJGuPLKbfi+i2XZgF33OVBKL+qB0YVQSpNyltXFmyLrsGUEKNWfNA1hueTEi+zN3oslwqxLv5movxo9T8uyGoaxuMQj9rSJPvHIzHTtvvSlz7Nnz27+7M8+Syj00lVBDGOxWCzjCSy4r28XI6ck7fxsYC9XNy/ldUs28rOBfRS8CttaulmfaSNmO2dcgZkI1Sd9dMbS5PwKlmNR9n3eu/Y6xt0iD/bv5zVd67m5dTXlwKfZiRNX4SmJMYuNh2KiUp88XgzcebvMRitJWlzFze0r8XWBEA3gxuvepWAxL7G+QIEMoTtWIyaGpsR105m3vThdLCgQ7tmB2P0IuqkLdcVtTEbbTJUlwzAMw1iAFst4IhYawR76Q1DHxxPaxRr+P4jOL0LiJpj8HogwpO+A8l4UL71wWCkN0U1QmlodVITXEfUfR0Y2gwLV/heIyvOQfxDV/D/RykdpgS+6KVTqq8wsJiXl1fXDFZpy4JEkMifX9HLswOKWhrVc1diNrwPSMor06xdSX6pbx58NS8eI2o2U/LEp8bDMnFM7noLdB0Y5OpBjRVeatd0Z7Pm5pt0wDMOYRYsi+WfVqlV861vfmuvLuGBSSmTv7vp4OYd++LvglauBI7vQpTz69vedsT3Hc0m1bGRyuJo9LkNJUs3rEZOT+KFR8kefOP4EFunVt+PareR9DTK9qLf6OkEHimual3MwN3WFwqaGrhmf7BYCtHbJ5SYRQpBMpgDnvCZ2tQatJVJG0Pp4drcIqN65sRZ3wtYMSVtraI1czlD5eQCiViOrE69HirP/SsyJPTw29Jna4+HSLm5q/9+E3BUzfr2GYRin27Kumcd2Dk7Z+suSgi3rmi+47YMHD/D1r9/N0qXL+M3f/DUAOjo6+cQn/vyC2zaM+WqxjCc8EbAnO1QXn/TKU7bvenjwIK9bspEWJ4F26w6viVgOmxo72TnWhwCWxDPc3LEGheLeY8/xzFgvAOlQlLvW3kBGRauT/BIIWNSJPwBR7XBF4xJ2HP89QHXpRWs4ATPcJxeWT8U6yqR3lLCVJimXg3t+JeG1BlFpwKEBDUg7QFs5hHbAi5vkk5fhKwg234bV8wKiMAGAXrIBt2Ulzlm2YUlNeOf9iB0/BkCMHsM6/BzxX/hf5J3FfZPLMAzDMBajxTKesPQ4qNMWy8oYePtg4p+PB/Iw9nfo9k9S8pp5qdUESml0ZCPCWQZeD4gQRK8GK4MMNRAZ+l2EdwQAHbkat/n/I1e+tBKhG+wYCSdM3jtZ6ScdipK2YzBzhZ0BiKgS4Yle5OQwKtNGJd1FWZxngpGCJOHa/4cQWL4isCXuIh8DzggvzlXN7+eRwb9AHd9Kb0Pm7YSCs98qUAvBDx89xFi2+tkZy5Y5NpTnNdcuxZRaMgzDuLQtiuSfxUIphepajzyyC5SC49tRacs5mfhzwtAR7OHDJJtXkJPJadvTWhJ59gnsy69DN7Xh5vpxyxPIltWUjjxyyhMH5A7eT3zt2/C5dFb3aw1rYy28tmsDP+nbgyUlr++6jKWhzIwnPylV4cknt6OOZ+bYts1VV10DZz09PD0pFUND/Rw6dBAhBCtXrqS5uR11huozllVN/9aaBVkdSEoBVhm0gzrfbSTcFFekf4tyZgClPWKyHV1JnfXptq05kLuvLt5X3M7K0MoF+Xs1DGNhWdlVveG7Y88IhbJPPGKzZV1zLX5Bba9cxUMPPXnB7RiGMfscbbE21cr+3DCVwCfQiohl01+arDv2saFDrEu10GnF8YLpt4nVWiMQ/PLqa7CkZM/EIMcKE2RCHbwwMVA7LuuW+FHfi9zRseWivbZ5KYA3dl6ORvPc2DHSoSjvXH4VmTOsgD4fQgiyPMf2gc/VYg3hlVzd8Htod/qx4FkLj/PC5DfpLWwnYqXZ0vQekuryM1aztGwNQhN487S80cuwpMZWHr4Icb7FXidDTcTe9mHsyUGwbNxEK2URIX6W50e9HOK5+6cG3TLWeD+0muQfwzAMwzDmRiAaQDZQLckzCWiIbkFO3lN3rCj8jIZUJxPlboKX6DuKIAuxV0D0tyCYgPJzoCvgDdUSfwBE+Uksdwdav/YivbL5KRLYvH/NDXzz8FP0Fifojjfwi8uvIuRPPz47XyF8ojt+gNj1IAAWEL3yNfiXvw6fC3uueCmg+NODlIaL2C0x4q9aQTFev1PBqRwp0IC/QOfQpSWqCyo4v/srWkPUW8Or2v+UUjBESKZwVBvaP/vbtfmSV0v8OWFgpECx7BMLzeznxzAMw1hYTPLPPCK0RjR1wpZbEVqDE0b17oVkE3XV+mwHxgYIVUrEui6nKOunGXN2hszlNyPSScb2/xh0NfGkOLaf1PJXMnn44dqxyi8jVAUuoeQfgFBgc1N6DdsaliOodrj1DCf+WJbg0KGeWuIPgO/7jIwM0dq65IISRXK5CQ4c2F97vG/fPqLRGNHoS5WI9DhypIfJySwdHR00NbWi1ALqDIZy9LuPcTj7MxJOB+vSb8Nxl6LPY0mI9qKEqVbpOdezNWCL+ps6jpzZGz2GYRhnsrIrPSPJPoZhLB4KxSvbV9IUjRO1QrjKxw8CMk607thMOMYDAwd4Y0snCatl2gn7JivO5Q0dVFTAN/dvr8W3Dx/mNUvWc2/P87XYgdwwXmeAfYGTxwtN1Hf4xY6tvKlzEw4SJ7BODLtmjHDyPDv8tSmx8cpBCrqXGBvOu11paV7MfYfewuMAlIMJHhv6LLe0/zG2W7+FlZCasn2Ifdl7cVWO1ek3kGYj2q/fHm6+Snrj2Lt+huh5Ad19Of7Gm8idZ6WdooxDZuV5nauR1TG9O3XwKaxL6+/HMAzDMIz5xQ9SFFOfJSj0YccFIfUIOn4TsvgjZOW0HQusRuTY50ln3sd4ZcO0yR6+vQ5bOIjCzyH3Hyd/ENkEyTdA7ge1kKw8jxV+HcH5ZmcvQFpDo47x/pXXU8EnjDPtFloXKlIaqSX+nCCe+THRNdeQC7ecf7tKk793D6pQrV7jDxfJ3bOH2B0bKVv1r8PRYA8WKD8zgIzaxK7qoJwKLZhCNUIICpWAp3YPMpGrcNmqJpa3J5Hn8ZZpLRCVJmI0VR+f4/lSTP+kUi7MBRqGYRjGzDH/EswjycIxxHf+Erb/AP3Ef6Cf+k/0tW+jmOyEtdumHCu23Ire9ySUcoQm+qZtTymNDkUpjR9m6gy0ppLtxUm01iIyFEfL+bmP7MWmlSbi24T9M2ekny8hoFwu1cXL5TLiJTppZ8O2JX19x+rig4MD2Hb9n7aUAc888yTHjvWSy+XYu3cvPT2HWSjzy0JqjpT+k51j/0TO66e/+DQPDvwJQah+a4uLLfAFa1JvQJzyFWqJEO3Rq0zVH8MwDMMw5oSUgl3FAb64+0Hu79vLD44+z56JQW5sWc2yaCMtkUTtWEtIrmnp5rnxY2RLE4REcdo27UBiCYufHHtxSrzgV4u5i1OWKFze0ImtF0jHcqYF1SQg27cuynhCCQ83yNfFfVWe5uizp+0cR/OPnB4lH/RPe7zr9PLQwJ8yUNrBWOUA24f+miy7uIAhzayK6hL2D/8WsfMByA4jnrsf+8dfIaorL3/yDCs5SfQr3jolptOteJmuWb8WwzAMwzAMAMcK8AYeZ2Lfg+T6DjB+cD+5yq3k9dWo1Dvh1C2irEawMlDajuU+R9TJTdumG6QgGIXTK6iXd0Koe0pIRa66pBJ/TiV9SdQPXZTEH6C2w8RUGjFt/OyJgldL/Km1WvIRp8Wgeo/EGsiTv28//mAe9/AEuX/bTSQ/w/ubXURlX/G9+/dz+NgkE5MVHn6mjz09E9WdCmZZPGKzomvqTgbrVzYSccwtX8MwjEudqfwzT9hSY+34EahTVv5VSnD0BexVVyPaV0DHSigXwA6hD++EiaHjqwWnn6x3LAH7tqOXttf9TCuFkNUtp6QTJbnyNkrBhW1BZUzP9zVLly5jfHx8SrytrY0gOP9lwUppUqkUY2NjU+KJRHLaBJRSqYjrTu3QHzvWy9Kl3SyIrwInx4HRH04JBdol7/eS4vxXKJyvsN/NTe0fZbC8A0uEaI1sxqp0ztrzCyHOq+KRYRiGYRiLU0l6fK/nuSmxo4Vxhio5olaIt3RvZqiUQ6GxheRHx17EkRZJHaCD6Sd9S9KnJz+Kp+pLY4alhUQQoFkWb+Dm1jWwcOZtFxTpp+hO3szh3MltoqSwSdhdF7RdsVAh4k4reW9gSjwkE3XtCiEYKT+PZur4ZW/2Hq7JbEJ7838s6RRGEGNTE5vESC9OcYRSfHaTbpTSFLqvIpZuQRx9AZ1pw+9cR8FKvPzJM+BEwpYZThiGYRiGcYKt8hTHDk6JFft3kcqsA28Q2j8Olf0gJGgPxr4CkSug/CwyeRtQvx2to3sRKs90dU20iNeWEqjkWynLS2wL4Vnkx5uxEo2I/Mn7CLqhHS/WdGENh+zq3lenvr0CmGbbKQdB5anTFhlo8HuziPXNC2Kee3yygn9agtqOF4dZ190w+1UWtOa6zR2sWpphaKxIe3OclnRk1jr45t6EYRjG/LUA7vhfGiQaXchWO7ztKxDLNoDnInwPOz+KfvBfEa//DfRTP4T8OAiJ2Ho7um0FSk6/VZcGRLlA1M5wet2ZSOMKrFgLYd8HK0opCJmJv4soHk+zceNGDh48iJSS1avXEA4nUBewJYBSmra2Tvr6+mpJPeFwmJaW1mmTf4QQOI7D0qVLa+Ufjx07dryjdv7XMWu0xBYRXD111bMUF+9GgwjlKOhelPaJW51It6n2u9JK4rjLWGZ3ozXoyuz8EqOeQvfnUUUPuytJJRm6kHs+hmEYhmEsEgpFJfCRCDY1dtIVzzDhlgjQHCqM8POB/bx9+Sb+7/6nqCifiGXznhVbaJEaZSemTdwRwO6JAV7RupwfnVL9x5EW6VCU/375bfiBIm1FsHyzwvBiUYFkdfwthGSMw/mfk7Db2dT4S1hu6zmXh5/SrhdhS9N7eXjgU7WkntbI5cTE0mmO1lgiTDLUybLkdaA1rioyWTk2pRrmvGa9xLjhpeIXSAiIu+NYEwNg2XiZDoryZHKPK0K4DauRTWvQWs/KmEwIUKpyfGGKIJNpQMqwmbg3DMMwDAOtqwMCIR1irV04YYdyroDEx578arXST/gyGLsbUGB3QON7UN4g5eAltlEVNlT2QPQqKD11Mu4sQ4fW4LZ9DY1FWXXgufM/mXyhKsoY9ht/G+uJexF9+9BLNxBc9XpK4sJ2gnAjktgrl1F8uKcWi75iCW7UrktC0YBwJKFlaUJL0mg0wVgJ4Vic+6ZXc8OaZiuzkCOrifUXY0cJqfCdAQr+IGErTVh3gnfyPbMEdDRG6WqOzdpuBEpqBlWOg5PDZMIxVkSbiAXT3580DMMw5oZJ/pknXCWJbb4VOdaLnhxFP3EfhKOI696KsOzqtl3SQqzaApE4CIne/zQM9xDc+mswTRKJH2jUFbdhP/wtGl9xO/nSAGhNvO0ygqCC75Yoi2azQncWKCVIpVrZurW59vhCEn9Octi6dRulUrX6UzQaR7/EdgvRaJx169axZ88ePM/Dsiw2bNiAEAtkewYvyabGO3lq5G9roYTTTkJOd3PiwunwONtHPs2k1wuALaPc2PYHddV9ZnObr6inKX5vDyp/cnV+4o1rKbdGF0YCl2EYhmEYF01Uh7i2pZsliUaeGD7Cs2O7aI4k2Nq4lJQdJueWWY/PB7u6KQiLhA6IHH2YoP1yPLuL6WYro8rhpvY1HMyP8Iall7FrvJ90KMKN7as5MDlMm5OkUcfMeGI2uGmWO++gu+V1CB1CVZwZmV+Oequ5pf1PKAT9ODJGTCxBu/G647SGlsgmPHLsHv0eCp+o1cA17b9FUFoY44lyrIn42msQe7fXYnrDKylHGy/KZH2qNID13c+AV92eTTZ1IW6/i4I9tTz/bI4nlKrw5JPbUccHo1JKrr76FQhhJuwNwzAM45JnJ7HjzTR0xbEnP48o9hGNbSUIr0MXWhCqCCIGTe8HHUCQhf7/hWj/U/zy9P3Bsl6CrQNkZBOEVkL5uWoCUeJVyMJPcSO/RtmNzfILvTRNhppxbvhlnKCCa0Xw9YUn8AcaxOoGEu0JdN5FJEJ4CYdgmolqT2sS13dTfnaA/CPVZCG7PUFiSweztKb2gjUmw6TjIbKFk3Pz11/ZhWTmhxNCCCblszze/7la68uTt7Am+l/QfnjKsbM1nhBCsK8yxNcPPF6LtYQT3LXmBiK+Sd4zDMOYL6yPfexjH5vri5hrpZI7P26cJxtwBvfDroep1jz04PBOWLsNChOIRAP68Xvg2F7o3QPFSZgcQa7fRtmqn6AF8MIpwh1LkUdeIBprI9S4lIljT1DJ9hBJdxLY6fnx2mdIPB6mWLywvWovJq0FWp/dHrCWpQmCCkHgYtvWGc6T2HYY2w7DGVbdCqHYufNZPM87fi2a4eFhOjs7gYUxYR+TbXQmNxFzmlmWuJHVybcg3JdYWXIeTv38jOsdHM7/rPYzpX18CrSFrjrr93CmOSMlKi8MT4kFQ3nC61tM9Z95YL5//yxU+XyWRCIz15dx0UkpZvXmn3H2Tv8MCiGIxcxNUmOqeTGe0NCdaeJ7R5/laGECgKLv8sxYL6/pXE9BuWyojMLgTqKTx7ByfWjloYIK0eY1+NN0JrSuTuZFww7HihNsbV5GcyTBV/c9znA5z6amLmJ6cf09zOd/z7UGghBanV3fXYQKVGQv2s5jywio6db+CGSQIKw7cFQznGHVpi/HeHL4i7UqQb4uM1E5zNL4K9HTtj2/BFiIzlVYXasg3QCZC5EAACAASURBVIK+4lbKq66hIsIvf/JZOvH5sYUiuv3bMNJb+5ko5ZBtyygnO2bs+c6FZUl6eg4xOTlZi2mtcRybVKph7r/DjHn9/WPMb+azs7CY8YRxunkxlgB8ZdHYGsIZ+SBCZQEQQT/CfZGg8b8i7Qxkvw6FB6D0NFR2AQE4SynLLdO+hkA5yNiVWIxWt/9KvBZUEYb/FC0kInYNFb9+u7CFbD5/JysknnBQvPzcthCCou0xHORRliYinGkzXJQAP2zhJ0P4YQt1hqatsRKl7cdOnpt3EREb1Tb9va35RgpYtayBlsYYzZko2y5vpykVmtHMnxOfHxGe5LHhvyTQJz9LE+5hliSvwgrmZp7UtwPuPvgYrjq5+qcYuKxNt5GR0Tm5JuOk+fzdY8x/5vOzsLzceGL+z9BdQoRSsPfJ+h8MH6Vy868QHT9cfdyxCtHWjR7tg7F+tP3S5RkDLcgmlhLdFCXf+zh+z67az7IHHyC1/u2UWBidq0uJlAH79+9jaGgQgFgsxubNV6L1+f/Jep5XS/w5QWuN61YIhRZGZrYOHCLBGpbZa6s3yStTfz5TN8+lFBS8/rp4tnIU4j4Ec/P70tPclVOVAKE1ZzFmMwzDOGu///v/nb6+PqQURKMxPvjBD7Nmzbq5vizDMF5GyffoK05OiXkqYKJS5g0dl2FP7gchiTR0I0Nx3GwfdiSDf4aKlFYgWeY0QBr++eCTFP1qf3LCLfFPB5/gt1bdZLb8mod0eJjHRj5N3hsAoDO+jY2Jd4N3/jdXymq0LpZ1jxLIPIKZS6C5mEoyRqllI7LtsrpxgxAAYka2wLK0D6N9dXGRHUYumZuEXyHAdSt18UrFRVysvQoMwzAMw1hQtN8Peur8sajsIlAOhLZg2V3VCkDxW0CGIP8A2m5DnaESaMFtRIavISJsGPoY6Gp/RJR3YhfvxbLfTzAjFfKNmSIEDDDJ3+1+iHLgI4A3L9vM1YllyDNl95yBlAK/P18X9w5NYG9qxVsgfVFbwpLmGLI1Xu3Tn3LZJ/rUM5HMF+gyrqr/fbkqz1yljyo05cCri3sqWChryw3DMC4JZpZ2HvGlg25or4vrRIaijOM2LEPc/l6IxNC7HwNA3P5ecqeVDT+dUqBFCL9w2mStVmivMGPXb8ycQiFXS/wBKBaL9Pb2IOX5Z3g4joNtT00eEkIQCp37RL0IFfFCvejQKHIOvkVOnyzX4XHG5GP0+N+j5OxFWBeWoaqUpjmysS7enbwJPYd72MrGWHWJwSmiWztwp9lv2DAM40L8wR/8MV/96j9x993f4Jd+6d184hP/Z64vyTCMsxAWNmFZnywet0NEPAc7tYz0ihsI3DylkX04iWZiHZvw6ufvprADC62pJf6cMFDKUVRmZdB8I6XmUP5HtcQfgL7CE0yqfRfUbljWV9xMOO1IfW5bNQghiAeTJAt9xILc8aSb2XXqeEIIQao8RObgQ6T33U+q2I+8wJsPngyj119b/7wdq+es0p/vK5Ysqd8yuaOjk8DccTMMwzAMA9AyXR+USQJijBc7oOl3oOE9UN4B+QfRqbehQ5e9bLsFrwPlHa0l/tSaLj6AbZVm6OqNmeJaAf94cDvloJrVpYF/73mOcV087zaV0ljTVPixl6UJznE8IIUg6iqiBZ/wHFXonzKesHwqoUP0BvcyLB5Eh0cuuH1bZ2gIr5oSk9jErLYLbvt8hZXDze1rpsQcadEeWVzVuwzDMBY6U/lnHvG0hXrFW7AGDlS3/AJ0y1K85hUAKGmjn/rPkysIj76IHhsg+dbfI2udeesjJcMIO4z2p3awhR0DM883r0gpyOUm6+JjY6MsW7aC8y3xorXNpk2befbZHSilEEKwceNlCOGcUza6igzw+PBnKXiDSOGwufHdtFjXoueoGg6hSbaP/AU57+TK2q3N76NZ3nBBE+sxvYIrmn6VXWP/QqBdVqRuoz10Lcqdu1UIpZhF8hc2UN5+DDVZIby5DbrTZqsgw7hEqQNj6KcHoOBB3EFsbUeuapyRthOJRO3/8/k8Qph8ccNYCGLK4Y7lV/J/Dz5Ri93YtoqMiFZ3FUaTP/Qw6Go1wdLwXtzAx+m4nsA7cx8zY9eX8c6EokSkY8YT843lMlR+vi6cdY+Qca46775jOOjgsoZfZNf4vwIaR8bY2vx+dOXsS7xLoUmN7kX++G6olHAiCUKv/XWy6RUzUnHnfCRLg9jf+XPwXQQgpUXybR8kG19y3m0qpams3EY4P4HY9RA4IfS1b6OUPv82Z0I0mmTz5is4dOggQghWrlxFKBSbF1uNGIZhGIYx98qqGyvxZqz8PbVY0PQ/KXnNgEarHGL0c7WfifGvIO0mpFyGOsOYQCmNctbVrURXkavw1UvvamDMjbLyGK/UJ/pkvRJN9gXsItEWJ7Qig3uouk211RjB3tCMdw7jE1uDtW+M/KNHQWmspiix166mGJq7eau83MOjA39Rexyx0lzf+oeIStN5t6m8EFsb389z4//AcHk3MbuZrc2/juU2z1mNJK001zWsIG6HeGToIC2RJK/t3EBKRdELpHKTYRjGpcAk/8wzk/EuEu/4CNbEANoO4WU6KcpqhyqUH6ovHV6YwJoYgKZq8o9tS4SQeN7UWpuVIEJyxauY3P9D0NWeeGLZK3HNll/zjlKaVKp+lUVLSytaS863HLvWmnA4yTXXXHd8q68QcG6JP9JxeXr0bgpetSqR0h47Ru/m5vZunGDZS54nbB9PDuHpAlHZinDTMzbBXFBHpyT+AOwc+2duab0C3MRLnPXytB+mTd5CS9uVIAKkn0G5c1thR2soJhzsV6/AVuAK5uwmiWEYc0sdGEM/0gvB8e+Agod+pBcFM5YA9MlPfpzt26uVBv/8z/9qRto0DOPi0hrWR9r40IbbGHULJJ0wLVYCK6hOhPrl8VrizwnB2CFCHVfC8XGB41iAxvOmzt43iBhvXHI53++tJpWEpMW7V15DKLDMNN98E4TpiG1lX/YHU8IN4VUo//zfLR2E6LRvp7XjSjyVJyKbEW7mnN7/mJtF/uff1Ra7UM4j7/tbYu/4fQrWS68YjVAh9P+zd99xchz3nfc/Vd3Tk3dnc8BikSMJEAQjxCQGBUpUoilZtiU9OvtkZVsnW7ZPPuv8PGc9lnW2bDnqZJ1OsmVbkmUqS1RgBHMQGACQyHkDNs5O7FR1fwwwwHAWcReL3WW9Xy++Xtya7p4e7C5QVf2tX+WHQCv8VBslcfaBo9ORUmDtexaCkypYqRDrhfuxX/UegimE7ItWGm/j24ituw0tJSU7fdFD+0oJ4vEM69ZtBCAMMcEfwzAMwzCq3CCBSHyYWOJ2hB5FWT3k/UWVqi2WQOQfqDtHTPyQeMutFEqVapCOYxMEYV2/x5XrkfHrkKVHANB2N37qHYRlU9F8tolLh/ZYiqPl2m2nmpypLSQvWwLnpkWkrugGpVEph9I5ZnYiOY/8IwerX4cjJdzHD2PftIjgNB1bzw4Y8YtEpUVGxpHh9ISFZMRj29g3atrKYZasv5cM5x/+ARBuG5c3foywKYfUMfAvfmg/Gtpck1rMFQ29SC0gxAR/DMMwZhkT/plltNbknBZon6RjYDuVDVdf/i98JIoQgqbSETi4HVHKwcK1FJsWURKx6nXLsp2GNb+E9gsIO4ank4TnuUercWElEml6ehZy+PAhABobG+nqWjDlyeLKj45NJGKfV0dRyQKjbv12AaVwmAiTh3+E7XLQu4cd498FICKTXNfxe9hufcn586F0/T4VoXLRIpzk6HO8ttLgVbbVm00L2qsPIUy/2jBesfQvBk4Ef44LdaV9msI/f/AHfwTAPff8kL//+8+bAJBhzBFCCZpJ0Bw5thXTyV0iWV+pUdgOGgmWpl/n2D7cjy0lazNdtJNGH/u7RirBtQ2LWbO2g0Lg0eQkSIbORZ98NOopBb2JWxgp72TU3Q3AkvStpMSyM5x5Zjq0sMJOrONfn+P5sjh+IvhznFvEKmUhNXn4JxnkcDZ/DXF4BwBWSzf2a3+TnJ05x3evJwTg1m+FrYs5hJj6D3egBfnj23TPomqd4dSHSoZhGIZhzFNlP0mZdZUvTlpfrBRgt9Udr+0WtLJJRUeJ6a1Qehoi3ajEVYwWT/Q/i14zKv0pog2HQHv4YiHF8tT7c8b0swPJu5Zew5d2PcKEX8YWkrsWX06GqQfwPYDU+e8goCfcujbvwDipcCGBnPxZ14Rd5os7H2bcq2wxd3XrIm7vuIRIaE16/DkRIb6qr5IU6vLUrw0oP4KgeVY9BlBKI81zRcMwjFnLhH/mkEKyndRlN8Oz951oXHEFXkMHmXI//ODvoZSvdASef5DEa/8T5c7LqhPyWkMpiIOI1z4EMGYdpSQLFy5lwYIelFLYduy0pVNnilBx0pHuuko7UZk55c9UWfZVgz8AviqwZeRLXNP8SZQXnfI9pewF2CJGcFKHemnDbcigYVYFdgzDMKZVoT74eNr2KXj969/IZz/7/5PNjtPYaCbmDGMuk04TItmGLgxV2+yeq9A6QZ8e5wvbN6OOTSs+0L+LD665gXZOBDKEEmRIkJEJCEwOeTYTbjNXNv0OLkNIYRMJW1H+xR/+63gapAXqpMGD7aCik1fsFAIiAy9Vgz8AYqQPe9cTyEteP+XFEWGoUUs3Yr3wYO19rr8Z34yZDcMwDMMwqrTWqMR1WNl/B5WtNAoHGu7CC6Jk1HcRIycWDVl2N03t/5Ox0okFo2U/QZlVM33rxnlo0Qk+tuoWskGJhBUhpWPoWRBmF0mnri3SkSKQp9gxwYKf9G2vBn8Anhw+wIbmhfTKpqnfUJBgReMbeH7kayfuEYtGZxnU55QMwzAM44K7+LN/xlnzQgtv7S1Eu5ejxwYQ6Vb8loXkSdJ8dCuUassw6qd+ROqOFeRIXKQ7NqaiEvZxkJJZEfwB0H6Mja3v45HBzxKoSod5ZeMbieruU55TDkfr2rLeIZQoAlMP/0ivnes7P8nO7PeY8A+zKH0TXc6mi75Fl2EYxgWVjEwe9Eme/+qp44rFIrncBB0dnQA8/PBDNDQ0TLolpWEYc4vvR4kufjWqNIzyC1jxFpTVhJSCzUd2V4M/AL4KeX70CK9vWUsQzJLOqHFOlBclQk/l/y/yvRxXjDaTfvWvIu//WmV1irRQt76HopOZdK5eSono31PXLg69iHXJa1FMvc9faFhA6o4PI57+EQQBeuPrKLZMvUqSYRiGYRjGfDNeXk6m6/NIdxtoDx1dzYS3mmS0H9H/f2oPDvqwgt1wimrxxuymNTiBRRupWbW1U9gYJXppO+7WowCImE38hkUUTnF/vgjZPTFc1z5cztObmHr4RylNe+RaLm9x2J27h7jVxOrMnUS8rlnyJ2YYhmG80pjwzywipUAIQRieemo2b6XIt6xFtl1Su8oxPPYA0HYg2Qi5UfBdLO0zDfOhhlHleIu5qeNPKKshIiKJE7ajglM/bI5brXVtzdEVSJWclocQWmtst4dLUx8A4UMYQ3nT07UWMiSIDFEKh4nKRpywEx1O/cG6YRjGVImNnehHD9du/WUJxMbOKV+7XC7xR3/0B5TLJaS0aGho4M/+7C8RwnQoDGO2k8fKnJ+uGkrox8FeiOWIynEhYEP52HgiaTvErAgjboFS6BPauqbcv2FMRagFuQWXk3j7IkQxi05mKESbT7kjVhgqdM9qxEuP17SrpRsIOcXq3nMUYDPetILo6z4MGlw9fdMkjvaIFY4iygVUurXyWc0A3TAMwzCMWcqyJEpp9Cn29lUKRovLEGIZQghUqXKcIITjVdntdtAhhCNAgGO5eOHUF4AaBoAnIXJFF6k1beCF0OBQtMUphwWOslib6eCp4YM17R3xybccPi9+glZxA21NV4O2UK41bcEfDUwUfUKlaUw6WGYoYRiGYZyBCf/MAkJAujyENbgbGUuiEYQNbRRibQRMvu9o3YR++2LExteAFYGJYVizCRpbkff+Mw03/DIT0fr9eI1XBikFWvsoFWLbDmE4tR6i1hrhNhGnkow/U4AnGnazvuXdbB35NxQBCbuVDc3vRbn1JTqnQgWSSiWhaQr+CMiK53iy/++q11zbdBcL7NeYAJBhGBedXNaMAvQvBioVgJIRxMZO5LLmKV+7ubmFL37xK1O+jmEYM0jCkM4zXBxjScQmJQWRSCPlMM4p5u1rxhOBq7ihczlrm7qY8MuUAp8bEw10JRr58p5H+JXeq4iZ/s8rlrQDfDmCQGCrFlQw+Rj1bIVIctFWiB5bJHCG7rvXsYLoqmsQO56oHN6zGn/xxilv+fVyrpre6REHn+QL9yCeq2zbbUmLhjd8gGzzilP+XhqGYRiGYVwMESvA8oex1ChOJA+WhSeWUHAnn2PQmpqAUMHtorHxvQg7Bd4+EDZEFiJkhrT7FXLOe/CC+Ex9HGOWCWxFTpWJCpukjk55+zBfgJ+0IXms/36ay2kFt3au5kgxS18xi0Bwa/dKOux0ZSHMNNFao/3pfd4Rarj3yUMMjhQBiEVt3vzqpURNAsgwDMM4DRP+mQVS7ij2fV9BrLgC/dA3QWssIH3jO5lYfDWhlqc9Pxnm0JYNA/ugb3e1XVx6A+gQ6xf3YL/q1wjOcJ1XCikFWmqEEtM+YTzbSKkZHu5n9+5daK1pbGxk7dpLUdM8sX06OozQIW+irWsdvi4RpRntJqfn4tEshfAwQkiScgHabZie6wLaGecXA1/i5NHD9rFv0d65ATs89TZnhmEYM0Uua4ZpCPsYhjH3DeocTw7u5HWWixjZTQkoSYvGFbdT5Ax/TwjIS5eMneAbe5+hEHjVl96xdCOHC1n2FIe5JNp1YT/EHCItgRYa/UqoiORk2Z7/BofzjwOCxembWJ64E/zUjN1CUSYJrnk70fW3glZ48RZcph5Gk0KTdEeR2UGIJnHTHZRFbBruuCKWH6wGfwBQIfK+fyb+tt+nKKdpPGQYhmEYhjFFQoAo7EPqo8TD/4PwdwBg2Z1YrX/FhLvgtOdHLJ+4dQicddD3MapLRYUDrR9DZr9GvONGPNZc4E8ydwhbIAAVzO9nEwA52+Wf9jxOf2mCiLR4S+961icWINXMBVhSQZT3L72e8bBERFg0EJu24E/RU+SLHqmEQyJqMZ0p/8HRUjX4A1B2A57fMczVl7ZPOUBlGIZhzF8m/DML2EP7EEs3oJ/6cU3nQGz+JonO5RQT7WitJw2qNLjD2D/4a8RlN6NPCv4A6G0PI665A7Y+TER5BNM4kTlX5S2XJ0b2sTs3zMaWhVya7iY+j1cxe16RXbt2Vr/OZrPs37+XJUtWEYYz10HUSiLcVhymqy4PqOhRHj36GcrhOABJu51r2z6BcFum5fq+LhAcL1d7Ek9lsTHhH8MwDMMwZgdpCx44spNbGjKIQ4+ceEGF5A88RHzpHYQ4hGF9+X4hBAfVKF/e8RivWbC6JvgD8GD/Lta3LOBwcZx18e55H5w/EyFgWBR4YGAn416JGzuWsyTagh1OrRLObCWE4Ki/5VjwB0CzP/cArdHVZLh6Ru/F0zZerH1ar9mQPYD8/t+Aqsz8x5ddDte+g7KcnlXpojRR31icQAZlcEz4xzAMwzCM2SFqeRQGnqN1YYCY2FFtF8EAkeL3sJ0Pg4AgqK//HrE80sG3sPKPgExRUyNee+DuBLsTEQ7PwCeZ/ZTUHArGeODgThxpc0vXSjpIg56flVy0Bd899Bz9x/rFvgr51v4t9KzJ0MrMLSYAsAJJC8lpezghBOzpy/HIlr5q2w0bF7CkK33KbfPOhZSC0Wz9s4nB0cKUr20YhmHMb6YUzEUmpUD4pUpvIfBrX+xeRiQ/RMNj/0rj1h/RUD6KOKkfaEuNteUeKE5MnijWGhDoZZfjSRP88eyAL+5+mPsHdnGoMMZ3Dz7PD/u3oq35+xCjWCzWtQ0NDaH1NNa0vAgsS3Co+FA1+ANQCI4y6P4CIaZnsBSliYTdWtMmRYS4ZbbQMwzDMAxj9rClwlcBUe3XveY0dCPLR1ADDxEp7iRm104eli2ff937FFprwknGE14YEpEWKxraXvHBH4AxUeKvX3yALSOH2Zcb4au7n+Cl4uC09T9nG8uCI8Un6tr7S7/Atuf2VEIcF/HAv1aDPwBizxaiE32nOevc6HQbvOxnQ7ctxHfS0/YehmEYhmEYU+VYRaSdQIR7X/aKhXS6aVTfoLH4KZrs+4lHsjVHJKxDWOP/UKnyM8kiSnQZhIO2T1896JXiUDDGP+58hF0TQ2wb7+dvX3yQIeZvmMMVPi9lB+vaR7y5/5nLgebRZ2vHDg9vOYI7SUjufCil6W6rXzCworeJ+Tn6NAzDMKbL3J6xmwdiYaEyWRz4EDsp7ezEEIsvhR/9L8SOxxHP/AT7O39Byj2RkreVhxjYV/nCLUL6ZSX9F65C+y7B2huZwSIvs9awX2DUrQ3DPDt6mJx2L9IdXXixWH3oq7GxESHm9q++EDDm7q5rH3f3I+XLur+REqXITkblI5QiOyEyyUB0EspLcE37b5OKdAIQsxrZ1PFxpDc9lYUMwzAMwzCmgxXkubGpnYJwatoj6U60UkzsfRB3dC+FQ49R2ncvUftESKisfHK+S6AVcTuC9bI+4lXti2iwoyx0mmbks8x2B4qjhLp2MvdnfS/hW3M7WH8qSkFb9JK69tbYasJweia1LxYr9BDZo3Xtopyva0uEeTLDL5I58gwNhT4scXafvRBvRb3uNyFWmbTXrT2EN78HF+cMZxqGYRiGYcwcoQ4Qa2hE2etqX8i8HZ39JnL0r5GFe7GHPkXC/Tq2pU46d6TyP+XnIHFd/cWjlxA0vpd80HsBP8HcIGzBAwM7a9o08PzY4fr57HnCwaYnkalrb7Dn/kJ11wvr1uNrXWk/mRCgosNkrafJWk+jokdfvj7glJrSDtes68Q69vOxvDfD8oWNZmGOYRiGcVpm26+LTqBfeBhx+S2IG9+OfvTbkB9HrLwKvf2x2kN9F2twHyysVCPxRRS9bAPi2XvRzz+A2PRmGD6CHjoMSzegl16OAkRuhHQioBhrJtRzO/QxFXKSXpVATNo+X8RiSTo7OxkYGAAgEomwfPkKwjn+fCIMNQtT1zNcrh0wdSeurHkQIeyA/eUfsiv7o2rbysY3sth5K+ostmewygvY1PJHBExgkwQ/NZ3b9p4V+1jnPjCdesMwDMMwTqFrdBfj7ZciejfB4afRyifWspTc/trxRFAaQQYTQCXMnJRR2mMpjpbzPNi3i19asoEXRvvI+y7XdyxjSbIFNww4GuRoshMkVXRaSpjPVfYkAXpHWsh5uvZSKU13fBOHC4+R8/sByDiLaXUuY66vn3DtJM7Sy2DvczXtqqF2a7GEKhD9+T8ijh4AKqun0m/4ANnW1WccF4RakG1fS/zO/4oVlPGjDZRnOPgjRKVqqtbM6LbPhmEYhmHMHZIiidizhNYNqNRdyPzdgEJHehH+12uPzX6deOdbyIWVxZLK6gIs0D4UH4WWj6IL94OIoRt/lcBaiAjGSOkX8e1eim7jzH/AWUIAjqx/HDdZ23whA8FdizfyDzsewg0DAK5rX0abnYI5/nwiGbOJRS3K7okPEovaJOK138/QGWDz4KfxVaXakS1i3ND537Dc7jO+hwBW9WZY2lMJ/EQjEj3DzwikFCipkaqyOMQwDMOY/eZvz2KOKFsJoutugvv+BRasQFz+GrAj0LEE7AjiurdVqvpE4+inf4rQIXFdxtIBZSuJv+ZGIsNHEIdfQj/6XfR1d+Fd/TZcGSc1sA3rp/+7UspcCBpu+hUmeq88qwCQlBDRAQH2vKka1GInWZxqZn9+tNp2Y+dyUjp6Ee/qwlJKsmTJSnp6egnDkFgsjtbWjAdYppvW0GJvYHnD7eyZ+ClCCFY2vokGubJm4BBYQzXBH4Cd2R+xoOs6rGOD1DO+lxfHIj5d2wGfNQuIjrmUf1F50JK4vAu3OTrXx0WGYRiGYUyzQCZx7CiZffdhNy0h1ns1MhLHiiRI9VyJHc+gdYAQFtl9DwOa2LHqP55yePeya/jq7scZdgt8/8AL/PrKV9FlN6CUYvPIHn7W9xIAUWnz/lU30E7qNHdzgrAESmgsJebNysTeRBNxK0IpPFE96Q09lyKD+Rn+ARBuC9e2fJKS7kcgiIlOtFtffn6u8bXEv+at2L6HOPQixJKom95JIVEb/nHGj1SDP8fJh75B7K2/T0mcecWy1pqilQLr7H5vppOUimx2lCNHDhOPJ+jtXYSUsVd0gM8wDMMwjHq+XEa8/Bns0g/RqTvQrR9DO0shzCE6/hiwQEgIxmH4cwihSEVHCHWUgr8Aq/3T2MOfhtIzEAwTtn+GvNeFo8eJj/wJovw0ABG7B7vtL5gonzn0UDk+QApw/fnxCEsFmlu6VrJ9vL86z2wLyaWZ7nkzXppMm07yO6tvZdQvELccMiKOFc79Beq2hDfcsIT7njjEeM6lKR3llmt6sQXVZy9SCg6XnqwGfwACXeZA4QFWRN91VtVUtdbYArDEjAd/irbHlrFDvDDex6rGDq5uXkwyMFVMDcMwZrv50XOaw5TSFHsvJ/76BuTOJ1BuCZFIwwsPITJt6B99sRLeicQQt70bUhni3/kzKE4QWX0t3obXUbz5N3DK42jLpuRkCLUg6Y4j7/2nyrkAWiMe/DcSb19KLtp62ntKBVkiux5H7H0W3bOaYO0N5CLNpz1nLogEFr+2+Cp2F4Y5WBhlVUMHvdHmGUuZCwFSyhkvka+UwLLiWNY8S2f7KZZG72Jx520gBNLPoPzaQwI12ZJkTajKnLnuz8UVHXfJffel6tf+oSzpt66mmJm/YTXDMAzDMM6dH0ii3dfiNC7Ezx5EWDG8iX6cdBdBaZT84acAsKJpmlbcShgG5HZ8C4BE9xV0pJbykRU3kQtd4laEhHJQvmZYbbnWxwAAIABJREFUFKrBHwBXBfzbvqf48PKbsINTT9YKAeOyxP2DOzlSzHJ16yLWNSwgFsz9oWeDivHR1a9m+8QAWa/I+qYeOmUaZqiPLYRASjHj4wntJYmxvPL/M/rOF1bObsK5+TdwvBzKcihZqfpgjDfJlsHFCSwdMJsLPkkpGBkZZOfOSqXUbDbL0aODXHXVNWC2HTMMwzAM4yR5tx3Z9nfY5XuR3k5U8nrk0OcQ7b8LQ38O3p7KgfFr0N2fI1J6ADn2j2C3EjT/Ljm1iWj7P2HpHAGtFItpAFLWM9XgD4AIDhMpfAcr8iFO1521ZEja3oqd/QroIomGd1HgSrwgfgH/FGZGh2jgt9fczHNjR3Asm3WN3TTpmVt0enx7sZkMG2kNidAhIZ3KYGKeDCi0hqRj8aYbl+AFiogtEVrXLLqWUpAPBuvOzfv9iNjs/oNQtuabB55hd24YgMOFcbaP9fP+ZddjB7P9yYphGMYr29yP2M4Drogy3raWiZt+A3fV9fDItxGL16If+faJ8I5fRj/4DUQhC/kxUCFi+yM4L9xLICPkYm3kI02EutKBk24e/JdNVGqNKE2c9l6ieEQe+hfE0z+G0X7E8/dj3/MPJFTxAnzymRcPHNbHunlz23qW2204Z7H103QQImRiYpgDB3ZSKIwi5dQSR1IKLIt5ux/w2VKhAK8J3MykwaaYaCNh14bdEnYbUdE2Q3d4fmxb4m0fqmv3tg1h2+avbcMwZs6Xv/xFrr/+Svbu3X2xb8UwjNNwgyhebCmy+xZwMpQGt4PyKY/sqR4TujkKg9vxskfQoY8OfQqHHkd6R7EDiyadIBZEqhPBEy8fSwBD5TwuwWnvJW95/O1LD/L08EH6i1m+e/B5HhzaibDmfr9Va2gIY2xKLeENrZfQRQNCzcznUtEh+vQ97Ch/lWLkJYTtTel60tJYER8xj7dAPhuetslHmijK5KQVcVSms7LS/SR67XWUrdld/UiIkH379tW0KaUoFgunOMMwDMMwjFeyCbeHceu9jCf/FBW6CKsF8vefCP4AlJ4A7yBy4t+BAIIB7KOfIGnvpeC2MuEtoehVgj+WJZDu9rr3keWnsa3T92PT9k4igx9FlJ9GuNuxhz5Jkmem8dNeRApadYrXNK/mpsblZFR8Rir0S6FpLPbR+PwPKv8V+5BTTOFEpMKR82ml8XnSGscSiEm+kUGgWJh8VV374vStBMHsDv+Mh6Vq8Oe4/tIEI8H8eE5oGIYxn5mnyLNIEKhK2MctQalAXQy6OAFW7YpZ8eJjxIL6Cbww3gixl5UWt2xUsum09+CURhFHdta+x/gQdr4+iDBXac2MrpaVUrNz53a2b9/GkSNH2Lr1Bfbv34M8z98+KQP6+w/w/PPP0Ne3HyFO/wDmlUx7Sa5t/x064xuwRJTO+Aaubf842ksibA/POUjB3oaODiHE7Olwaw3CmSSY5sg5v2WbYRhzx44dL7Ft21Y6O7su9q0YhnEWtK6MJ7QKkE6CwK0P/fu5QaKNtWX2vZGdk4aLm51EXVtvsok4kdPex1E3V7MtFsAjg3spiqmFVWYTrTXhDO6NrKOjPHL002wb/Qb7c/fz6OBnGdPPnldwRwgIo0d4sfQlHh/7NEd5ACL56b/peSIfa0O9+bfQrT3gxNCX3YK3/jUEWhDXJRqz+2kc20MynG1/hgI5yYDzlR72MgzDMAzj1JTSlecT2oXEZVB+ru4Y4W6H+BUntWhksL/uuDDUqNgV9e2Jm/HDU1c1l1JglTfz8uciVu5fcSLzZw5cKT2j1XfS+SNYd/85YsvPEFt+hnX3n5Mu9J3XtWxCMuN7SP38CyR/8rdkRl4ign/mE1+hUno5V7S+j7jVRMxqZEPLe2kUqyovRrMU7ZcoR/YgIrMrVGOdYtxgCfNI2TAMY7ab+7XX5xnXThLdcCsinoR4GnHp9SAtkBb68A6IxGqO1w3NhLL+21iyUjivfx/yJ/8IpTw4cdRt76XoZE5fWlFaVOqX60najfPh+2VGR0dr2vr7+1m4cDFCnLnkuhAK1y3iumXS6TTbtm1nYqLyMCefzzM6OsK6dZcThmYidzKy3MH69IfQmRIijKPKNsJ22e9+j13ZH1eOETav6vhdoH5QejGEoSK6po3y9iE4PhAU4KxtpzjD2zwYhjF79buPsad0N2U1Qky2sCx+J13RTdNybc/z+Nzn/ow//uNP89GPvn9armkYxszQVgppx7BjjdjxZuKty9C60n8IyoW66iYy3jzpxHMTCd655Ar+48Cz+CqkJZrklxdfgQxO3+ecbDIwIi3EbN4jaZbLhQdww9ow17bRb3B926Xg1Ye06jgT5NV+fFWkIdrN5r7PEOhKZafnRr7KqswYi+y3zq8tgqeJQjDesJjo7b+FpX1cmahssx1O4Nz3FcTAXgCsRAPWm34LSF/cGz5GKcmKFSvZuvWFapvjOCQSKbOYwDAMwzCM01LWEpj4eiXkYzVDfAPoEFQW7F4IXrZIWKZhkiL3ZbGeRPpOZO7bgEbHr8GLvQ7lnrozojVoMUmFRZFGazOeOB+WJZHbN4M+qbOvFXLHY1hXveOMi6SFgJQ7gjVyGACZSMP3/+bE6z/6Ask3fojx5pUX5P7nOh1EaRav4oa2DYBG+0m0r1GxAR4Z/Ex1nNcWW8tlmd9ktownGkSMq1sX8eTwgWrb2kwnTTI+6e+7YRiGMXuY8M8sEypwV76K2Mg+xC2/iv7ZV8ErgxCITW9BF8ZPHCwk+vp3UKY+La81ZBsWEb/zD7BKE6hYilKk8YyJ8nKsGfvSGxBbHzpxrUVrcVOze5uk2Wyy8vHH28+08FJKOHz4AIcOHQRgxYoV1eDPcblcDs8rY1lzf9/jC0UFNgTpaqTNlQPV4A+A0gHPDH+R1sSfwhlWsx8nRGXl7IVapVFK2qTvWkuwbxzQ2EuaKCXMX9mGYVT0u4/xYuGrKCqVNMpqhBcLXwWYlgDQl770BV772tvp6uo+88GGYcwqbmCRWHwLMswRa11O7tBTgEbICJnlN+OfVBFI2FGcpmUUJyk5LpRgXbybJWtacVVA2ooRCc68yq/DSdMRSzNYzlXb3rDwEuKhPcXC8q9cWtfProba5/SrOo5xJnhq9C/JepVJ20tb7qoGf47blf0xvZ23gNswHbc7L7k4IJzqH3lkYHc1+ANAcQLrhfvRXb1nfU0pReUB1wVI42itSaeb2LjxCoaGhojH4zQ3t6C1GU8YhmEYhnF6Oa8H2fTb2JaH8Adh5B8qL9hd0P5fQZ14PqGj63HFikmvU/Ib8WMfJZ64C0GIqztx3dikx1avpzVB7Dos8RWo9lklYeO78V2zOPl8CAHCn6QK62Rtk0iXh7C/8znwStDchWhdUDcKkS88QOSWVfgzWB11LtFao73jz2400tK8NPH9mgUeQ+XtTIS7aWPBWV9Xygv3bEKEgtd3rGV1Yyd7ckMsTrWwJN6KFZrKP4ZhGLOdmfmZhYoyiWxbhvPtz1aCPwBaox/9DuJt/4XwjR8Cr4zKdJKPt0065yulIBqWCK0oxeSxB3dn0RHwtUXpstcT61mN6N+NbluE174Md5KA0WxVtH36y1l8HdIVbSCjZ2bv3FNxnDjpdJpc7sQDkJaWFiKRKOEZUtJh6FaDP3DqMu3ClFs8J244XtdWCkbxVAHInPZcISB0Bhlyt+KHedpj64kGi9BK1rw+7u8FNJnIMiyv85wn9TVQTNjIdZXgnTeDpWANw5j99pTurgZ/jlN47CndPeXwz9atz7Njx4t88IMfndJ1DMO4eEpBnGQkIH/oyWqbVj7ZfZvJrH4j6WW3ASCizRSDySfghQRPhiR0hKR24Cyr7EcDm99Yfh17C0MMlnKsbGinK9LIJPmVWUlrTdYq0V+eICIkXdFGEuGZq3VeSGl7IZaIEmq32rY68xZEkEKfIQBUUAerwZ+K+vGEJRzQZjxxtqQUiNEjde1iYO9ZPUSxUKQKfciD29BODNWzllysrTpmtYQime/HGj6IjibxWxdTsM89mKWUIBJJ0dOTrjxwMMMJwzAMwzDOgtaacXcFLc4jiMK9J14I+tHZuwkyH0G0LkTLFJ5YTtFrmvQ6jh1gyyLFsOecKtbnvCXQ8SVs9zHQZcLYJvL+5AGj2cgNAoZEnqNujrQdozPSgBNevOBSECjCS27E2rOlpl2vue6MVX+kFFi7nqwEfwACH+xJnhNF42ahx7mQLmPl3XXNOf/stmITdpmC2MvR8jYaIgtojqwF98QzjcAKGQxyDJZytMaSdEUaiZzHz6AT2qyMtLOmraOy7fUcGdMbhmG80pnwzywgJcS9CYQOKTuNBFoi3ALkx+qODctFxlvXnGiYpFcVUyXie59BPPdzdCxJ/Nq3kmteRniWE7plmaDcthbZccmM7j07HQaKE3xh50OMepU9Ui0h+cjqm2gjddHuSSnBJZes5+jRfkZGRmhra6e1teOMwR+AIKg9aGxsjPb2do4ePVpt6+joxLYdU6b/HCTsdl6+vV1TdAlxuwnvDEOV0DnK5sH/ga8qP2Mv8V2u6/x94l5lr97A6WfzwP+orqi2RJQbO/8Iyz2/6hlz7XfQMIyZUVYj59R+LrZs+QX79+/j7W9/MwBDQ0f5+Mc/yic/+d+5+uprp3x9wzCmn21pIqKMRuKpGEppQrdYd5zySwR+SNk61i85RaCnZPs8NLSLLaOH6Uk08caeS2hWibMODySCCOti3ayPH1uJOIcmCffkhvnL7fcRHCuL3xiJ8aGVN5IML95iCMvr5MbO/8be/E/J+wMsSd1Kk7UO5Z/5GxLoUu3XqkzCbqUYDFfb1jW/ExGkzxgkMiqU0uiuFYhn761p18uvQETjQG7yE49JTxxEfvfzgEYAMvJj0m/7HSaibQgB6ZFdyB9WVtgLwMl0wO0fPq8A0PH7NQzDMAzDOJ1opIwjRwh1kpJfCRFo73DdcaL8Al4QpxjefMo+vhDQEN1HZPwLCO9F4olX4yV/jZzbcVb3orVmwl2EEIsRktNuEzbbSCl4amg//7z7xCKMNZlOfnnBRuyLGAAqNC4k9abfQj73c0CgNtxGrqHnjOdJKRDjJ55DMDEMrTeDZUN4bDApJOG6mwlM1Z+zF8ZYkLyGndkf1DQ3RZed8VQpoS/YzNbRf6u2NTgLuab5E2gvBRI2j+3h3r4d1devbl3EHR3rkOcQwqu5XfO9NQzDmFNM+Ocic7RHcvcTiCe+D4FPZNU1eFe8kcBJYje0ISZq99BVyebTXk8IQfzQs4hHvlX5Oj+O+MHfkXrb75JNnblDV/Nec3CScGd2sBr8AQi14id923nXwqvPerXyhaC1TUdHL52dvWh99n+2sViMaDSK61ZW+Q4NDbF06VI6O7sYHx+nsbGRZLIBpeb4nsfRcfLhITSKlNWD9Fou6MpU2+/g6rYPs2Xky/iqSNpZwOUt78OxUpxusl4IGPVeqgZ/jntp/G6uaPgEqAgHio/UbKUQapcDhQdZEf21M66mMAzDOFsx2TJp0CcmW6Z87Xe/+728+93vrX59111v4rOf/UuWLl0+5WsbhjH9YraLf/RZJoZ3IqRFYsEV6NQyhJXi5WFn6STQMgan6ZJoW3P3oWd5MTsAwEvZAfbnR/j46lvOqQLOhdrO6EISFtxzcFs1+AOQ9cvsLgyzIb7golVO0VpjuQtYHftPkNCoQKD9szs3aS9AINHHvuk7x37M1R0fxA3y5IIBOmLrSeglqEm2fpsrpIBkeQhrfBAdieJnuinK5AV9z3LzYuJX3I7Y8lNQIXrZ5XjLrz7jBEtEKsQzP6ZmFY9fxjr8ImJ5GzHtIh/+95pzxPggkbEj0Ga2ZTMMwzAMY/o1xg4TGf00wt0KVjPRlj8kG16Jspfx8riKim/CC0+/yDbpHMUZ/DCoyhyrzH2bqH8Yr+FPcf2zD9TPxcqFRenx7/tqK+y8OD7AUEeeLtF4ke4KAmzGM0uJ3PybIMA/y8UZQaBQq69F7nuu2qaf+Snc8SHU4AFEGKB6LyGX7DqrHYlnKwuIFnzUhIdIRAgaHPwL+LhFKehN3EzOP0J/cQsSm9VNbyHBkjOfGxnnxYH/qGmb8A5R0EdIsIoJUea+vp01rz85fIDr25bRzIUdIxmGYRizgwn/XGTx8UOIR078Yy12PI7T2Ep2zWtwbnsv1o//AUp5sGzUjb9MId5aPdaSmriXBa1xnUZ8LYlqF/H8/XXvI/p3IVb2IIVACkWgxJzrPJ+JEIKsW6prH3WLKDRykhL3M+lcw1SWJVEKNmy4gt27dzA+Pk5LSwvt7Z1oHSGZbKqsOp3j30cdHebRo5+hFI4CEJFJbuj4Q6TbeeHeU0ky8gpual9GQBFHN6HKMUif+dzgpO0WjvNVEYRCSkExGKp7vRgMI06/pbVhGMY5WRa/kxcLX63Z+kvisCx+50W8K8MwZpqUgjC7l/JwZVWfVgGFQ0/QsKIJV7aRXnITuf2bQYcIO0p6ya2Uwkj1/IilsSmhhcRTcZTS5LVXDf4cVw59hv0CvdLBsiQITTiHwyKnooRm2C3UtY95RURCXPQwUxgCZ7laUwiQUiL8Lq7r/D2eH/0axWCEJembSYmlpGmkLSJQ/tyv99OQO4T83uerq49lWy+85n0UrbPo3J+nsozhX/pa4iuuRmhFOZrB1xaJM5wn0TDJmBWvjBACoYLK+P/lgnJ9m2EYhmEYxhRFIyUio3+CcLdVGsJR7KO/R6rznyiHq7EafgU58XVAo51l+Kl3E7gndheIO3lsMUao05T8DFqDrQ5Vgz/HifJTOI2DuPQSsTVaC4I5VB30bAVaUQ7rU/plFVCXpLoI/HNYlyqlQAgotiwlcfOvIZ/8AWiNuvoOiukF+I3LEOLYM485PKCQQhDZP07u/v3VttiGTuwNHRd2LbnbxLrUB1jTMIbARgZN6LNIHGkUStffmTq2OsRX4aQVXT0VTrYDtGEYhjEPmfDPRSSlxOrfWdcudj5JZNWNTKQWEH/bH2CXxlHRJCUnQ6gr/0LHVIn49gcRW34GShFZcy3u5W8ksBPoZGNtOUaARAON3gjWyCEo5dDNXZQbFlAU8Zn4qDNCa82KTAcc2lrTfn37MqxQztoy9kIABBSLeUCQTCYpFAqMjAyRTjeQyTSzcuWlCKEAq1pmcS5WZno5IQQD7pZq8AfAVwX2F+5nufOrF/QzKqXBa8Sm8XSL32toDa3R1TWrpwFWNr4JHTgEWtGbupEjhadqzlucfjXBuYyuDMMwzqArugmAPaW7KasRYrKFZfE7q+3T6Vvf+v60X9MwjOnhWAHF0V117X6uHzIduM5CGlbfiQ5dsBOUQqcaHI/bZcpHHqeYPYiQNomeq1DJpVhCEpEWvqqdjU/YEcZliUPFMUKt6ElkaCaBDM9ua+G5QIaSGzuX8429z9S0r27omNV9byEVfmSAQtBHRCRIRNoYcl9irLyXjtg6GvRKrm3+QzQ+IkihvMr8/MUOM02HqAgQj919YtsBQAwdxBk9RLFt7QV971AJ8pGmyhdn+UfpKov45a9B/PR/n9QqUL2VLbddK0l03asRz9xz0ssSlTm/LYQNwzAMwzBOJ24Nngj+VIXI8DDloJcg+j4SnXeALuPTTck9UfUnE9uLPfzfEf7+SsWg1k+R9TeiJ1sBKRyEjNISfwHh7QSRIIyvIltegtLzJ5GQIsqlTd1sHeurtkWkRZuTmtVbITvaI57rRxTG0OkWDje28EJ2gAmvzGXNC+hcdCWJnnWgNWWZqIwj5mBlpslEvZD8Qwdq2srPDpBa0UKQvLCPT1UQQdIOnH1+ygoyLErfyP7cA9U2R6ZIWQsggEYrTneikb5itvp6xonTHEle1J0xDMMwjJljwj8XUbrUj7Ajdf+w69aFhDKCVlC0UpA61qk+6cDYyN6aCUHx4mNEW3ooLb0efdUdiL7Pw/Fy9YkGRPsixJPfR+99ttJmO8Rvew9e+yUE86iDvSTdwq+v2MR3Dz5PKfS4uWsVl6a70LNwX1IhxLHypR6/+MXT+L5POp0mk8lw6NChY0cdIZVKsW7d5YShZK7F6KWslKLUKKwgg3rZwyEpBROl+v2js94BZEIRihF8XSRGC8qbHWUpI34PN3T+ITuy38VVE6xoeAMZeSn62AAupZdzVduHeHH8P9Bo1mTuJK1XzrHvnGEYc0FXdNMFCfsYhjE3CAEyHMeONRKWxmtes+IZAqUBQSmMA/GaiT4pwR/Zjpc9CByrGHTwMRpWNpOUrdyx8FK+feBEaffVjR1IKfnnPU8wWKqs4m2OJnjXsqtpP5vSiXOE1pqNrb0UfY97+3cQtWzesnA97TJ92q3SLhZxbBhXtHfyaP+fo1EsbbyF0ewext3KBPaB3IMsa3gty6LvQIfROdcnjUhF1J1AS4uSneblGSypfMR4feVNUZzAEQHR0hhohZdoxtWRuuMuhmL7KhKv/Q3Esz+HaAK98fXkk10AhArcVdcTtW3E1s3oVBN601vJJ9rn2lDQMAzDMIxZzrYCrHAvWE0QjtW8pmUGgCCIMBH01p2bcHLYQ59EBEcqDeEo9tFPkOz4Gq5ajJ24Hll8uHp82PQRHI4gBv4QVKXKoR2/msamjzBWOvNWR3NGCG9fupHkQYdfjByiO97IW3svI61is25hshCVha62CEnueBDx5A8B6Lv1XXy+f1u1gtHDR/fw6ys2sdRqPbar9Oz6HGfiILC8EG1LXGuS2/cVTPbsyAuJJiLIog+2wIvZhLPgs6tQsjz5VlKRLg7mN9PkLGFZw+0ItwkN2IHkPUuv4b6BHWzPDrA83cpru9biBLOg9JRhGIYxI0z45yKRUiB3PgmWBS0LYORYRzkaR218HYGqDeRIAQlvHFkch1Qz4sDLE/kgdj1JZNkmJhp6Sd35CazhA+hIDNW2CDvbD8eDPwCBh37yhyRvX0hWXrz9Zqdb1LJZZrfy0RWvRqNxQqsaypgtpAzJ5SYolYpkMhny+Ty+X+lMd3R0sGfPnprj8/k8rlskEjn9fsrnfh+glE8YBkQiMZSa3hCYiJTp8x/ixYG7UTpgcfrVLEu+GbyG6jFhqOhOXMnB/Oaacxenb2Qg2Mzzw19DEZC027im7b9c0K3AzpZWAsdbwob0b4HQqKD2Z0wHUTLiSl7VvA7Q6CA218ZEhmEYhmHMAY4Vkt+zmWTXOryJgUp1H8CONyPiHXWr+iypcUQRHZSx7CQTo3vqrhmWRiDRwoZkD92rGukrZWmJJemNN/HY6P5q8AcqW+tuGT3MG9rWEvrzp7OTicbZlF7CxsaFCASRUFbXVMwGQkDoHGXU20GoXVpiK9kx8r1qVcqE3cJe976ac/ZO/JxFXbchw9bJLnn+92L7+HIIjSKq21G+M63XT4YTOE/8ALHzKYg4ONe+hcKiK/HEiffxrDixNZsqFXFP1txF8ol/R+x4AgC7dy32de+kYDdwsXnCwetYR/T2tSgk/svGYUUrRXnVbURXXIeSdiW0NH9+xQzDMAzDmCUSdj/y6F9B87th+G85nnbX6TdTUovrjo9GysTEIdA+Utongj/HaR+p+ij73cj07xNNvhkR9qGc5Wh7MdbwJ6vBHwBKT2KldyPEknk1d9qZaODNbet4XccabCxkIGZV8MdCkSr0I/p3QzSBaFuI2PLzYy/a7I3GKE/Ubl3248Pb+OCyG5HB9D4/iGqQBR8i8oKEaxKuonTfPkqDeWTSIXnbUkpNtQsiVMLGao4Rjp7YZldELOxEhPwPdxIMF0FA/Mpu5Jo2/NlQ+NZroFu+lu6mV4OyUWVR85lSQZQ3t6/n9s5LiGhrVledMgzDMKafCf9cJEIIKObQO59CrL8RVl4J0oLWBRD4JO0cRTuN1pVjG8Z2I3/8vyDwIJ6GjbfVXVN3LiXEQmlNLtlFg2Ujtz2EvW0zYvU19V3M0X6ECmA2dFimkdaVhDPMvjlSKRVbtz5HLnfiwcmKFSuIxWKUy+VqNaCXm+5tBqTUDA8PsHv3LrTWxGIxLrvscmD6Juzz7GHr6NerX+/L3Ucq0kmXfE3N50mLFaxveRfbR7+FRrGy8Q4aIr3c3/ep6jGFYIjnRr/CFZmPT/tDhfMVBqf+xdEatB+dwbsxDMMwDOOVRqBQoUvu0JMku9aDkEjLwU624AdloraNG1SGe5ZUWIVdTBx6EtBEmxZjJ1rwsrUVGKVTGX9YWtJpNSATkvsHdnAoNUp/MVd3D33FcYQUzL5e99QopYmoysrI2fbJQmeQhwb/PwJVAkAg2dD2boaHdnBsM6+6czSKaU8wOTm25/6FI4UnAWiLreWypv8MbmZaLi8lOC8+hthZuT6+i9j8TeJNnXiNS6vHhQq8NTfieCXE9kchlkTf8A7wS9XgD4A4uJ3Igl8gV948a7Zwc9WpV98qDSURn30/gIZhGIZhzB/aAzUG2e9AywdBu2B3oeweYmoA6MELKvOwicgY8cJfIQuVkLlu+QjIJKhC7SVFZUvUopcha13NAX+UzYd3887eMXq9+sUHhOP1bfOAVuCo2fnoLZ3dj/ze31DtaMZTiCtfh37seyDkpDkRX4fHAkzTF/5JeIriPbuqoZvYFd3IS1rx5fS8h6Oh+LPdhMOVcZMqeOS+v4PUL19KKXpiXt8FEq9bQXnzfvzDOayWOMmbl1LedrQS/AHQUHqqj1R3A37T7JjzV0qDOk1lU0V1TGsYhmG8ssyz2MfcEYYKtepaQKOffxC951nwSujv/z3W3f+T6N2foWliP0JAIsghf/blSvAHoJRDeC66pbt6PZ3MEKy+nvDYRGbKHcX6zl8gtm2G/j3gxOtvonctJWd6JmeNs+O6xZrgD8C+ffvo7q58L4eHh+nsrK1uE41GiccT03ofvl9m166d1aBRuVzmpZe2Y01Tf1BKwVB5a137wfxmsLyaNu3H6BS3cnPnn3FL52fE4iqhAAAgAElEQVRZaN9B3h+sO3fE3YmSxem5QcMwDMMwjDnODSPEO9ejQ5/84WcIyxN4E/2MbvseuR3fo7zvHlKRyspahzyFQ09wfILXHdtPvGUpwjoRqo6kF6CdlurXR3Wev3npAbaO93N/3y5WZTrq7uGy5h5CbxaVxZnnpBQcdZ+rBn+gEuzpLzxLW3wVAF5YJGHXVvjpSV6DrZqn7T6EgLFgWzX4AzBU3s6A+wRyuibrlYvY8WRduxzcV1lIc5KClSZ3xS/h/er/S/mXPkluwWWwe0v9ufuewxLm59UwDMMwDAPAowsdXQf+QRj5OxAOevzfsPreT3Tg/6Gh9FkaYkcBiOrnq8EfAJH9ZiUAdNLjpTDznymphUCl37o138dXdj/Ontww3zp0BJW4vu4etLN0XlX9me3iVoh44nvUJMxLeVAK7AgEHkuCAFvUPjZ8Tfca7HD6HiXaQuA+3VdTbaf8TB921jvNWefGcsNq8KdKaci5dccWoxLrtmWk3rUe500rCZM27s6RuuPUWKmuzTAMwzBmm9kZP36FKGR6Sb3hA4inf4Rcuwn9wIkqKZQLcO8/k3njBwj8oPL1SfTTP4a3/Q6h74FSBI0dFKx09XVrrA+8E50n/dz9iBvuQj/+ffBddPsi9KvuPO1qQ2P6CKEoFifwvPrOZRAEZDJN2LZNLpdj8eIlZDJN9Pf30diYobt7AWqav0+uW65ry2azVGpATv29tNakIz117ZnoEphk1YNSGtzKz68GYk5T/bnOIqSOY6brDcMwDMMwKpUGZXoZqd4IpaPbiSRbmNj/aPX1oDRKefAF4p1XoEuFuvMnDjxBZvUdBG4BISMoqwE3PFYpyJI8Obi/eqynQoZKOa7rWMqjg/sAzVVti1mb6kQHdZc2LgQny0iwnWJQH5L3wjw9qU0Ml3bSl9/C1R0fpC+/heHydhYkN9HhXInypm/oL6VksPRCXXt/8Rl6mm5FuVN/r1BGKlVxc7WT7rqhbdJKqYEW5GVlPCFChe5aVlP5B0D3rCHUElNOxzAMwzAMA8pegkjTp3CK/4H09qL9foS3u/q6yP8EJ3Ypscjrke5LtScHRxH5h/C7vgLBIFq2UAx78Y9VCnJlwE/7XqwevmNilN1db2ZF7CiivAVEFNX8fnLBJTPxUQ2gwR3GHjkI5Xzda9qKoHtWIfZvo2f3s3zsurdy/9B+xr0SN3QsZ7HT8n/Zu9M4Oa/60PO/c57nqaf26n1Rq7XvslbLC95tYrNjgyFwL0tmQoYECMmFMCS5H5JMlksmTLhhiAm5kJBlwiVcEiBgFhsDNsY23mVbtrVZe0ut3rtrfbZz5kVJ3SpVt6y2Wt2t9vm+06mqp5+qetR9znn+y4wWErUjTelwfdUnPVxBNLkzEhCmHYlwLbR3Vi2j+ORrlQBNYFeTDGwpcBZl8A8M1zxH5uIXfmKGYRiGcZGZ4J85FGIz0rwO9/WrSPbvrS+amB9EDPagOtdDMgulsTMeFIR2gnyqPsACAMuG5ZsgCuHYXug9gA591Dt+FxUpPDeLN4Mtnl61LKiIAIkgrpxJS8hLKRgeHmD37hdZvXo1lmURRROTzq6uxSQSGa688jUAaG3hulmamtrReuZbfgHEYvXlKTOZDIXCGKlUI+oCJ/NaQ1NsA1lnMWNBtZ1ETKZZmXk9qjJxpQsB0lagJGd8JMRVF2sb3sKeke8C4MgUW5t/FeXNj7KahmEYhmEY84EXxRCJ1SRWriQcrg/G8AsnccMCyknXPSadOIGO48lTj521J5p2XLY0L2bEK3G4MMT9J/bxuq71/P6m29Bak9IumMCfC6ZtTYUAB3u8dfHZpOPz7Og/0lt+hq2t7617fGX29TSyjfbOHQjtoCsJljkrWB6/AxVaaH9m1xNKKVrjGzhWeKRmvNFdTkkfIcaKKV55/gIliXa8Eatn73hSi25fRtC6vOZ5UgpsIkKs8XWT1hAsWkds0RrE8b3VseZFhKuvnDctvwzDMAzDMOaDvNeB5XyYZHqMeP+H6x4X/l7c5FZUbGNdCwkVW0HeX06klte/DuhMZNiQy/FSochApch/33OY39nwByxpqKBxKQVtRGY9ccESeFhhBd9J4evJb/elw1Hs734OEIiN16Kf+OHEg0IQdq7GW3UtzrUVAsulQTvc2bENBKhQM9PZuKElcBZn8V+qDa4RWhMvR5TjF56c7DuS1C0rKPxg3/hYfEsHYaq2VZYlBVIIQqXGg45CrUletZjwZBFVrFYjcte3EjWa4B/DMAxj/jPBP/OAp23iqab6eiuZJiiN4dtxnNs+gPzB/wCvBLaDvvl9lOJNdUmLtqVIRBWkDqslGy0bcd2d6BceQl92A2Ox5lnd8BSimjkcRXrSDM1LmWcF3D+wj4f6DhC3HG5fspn18Xakql0KCRFx4EC1p/GhQ4dYt24dJ0+epFgssmhRF21tHYShZqJMavVziiZrsDtDYrEEy5cv5+DBgwA4jsOSJUt44YUXTgUhSSxLIgSE4Sub3QuvkauaP0lR96B0SNpahPAaJy7ZWIH+8GmOjDxANraE5elbsf1OtAYduiyJvYXOjqsIdJGEbEP4uYueo5v3e8nb+wiVR8bpxvE70XrmehkbhmFcKt7xjrcQi8XGg0U/9KGPctVVr5njszIMYzJaa7xAkEy21D3mpNuIQo/AbiC99DoKRx4GrZBOgvTymyiF9ctBYQtK0icTi/PiaC+t8TRXLt/O947sYl22g2QwuwkEUgqkFK94Tjqf5W2Pbx/ZyZ6xPlrjad61/HI6ydZluvpigN7yMwAcHvs5W1vfy+Gxhwi1x9rcW2kQG1GhhCg7Pl/WWoO6OFVutIYWdxOtifX0l6sZ3Q3uElw7x/6xH7A5/VHCUGHbEq2rLa9fibFEB6k7fw9rpBdshyDbSUlOtEPOhCPY+x5FHH4evXwzwcorKNg5AIpWlui1HyBW6AetCNKtlMUkrbBnkBCg+47Q0HsIpE3Y1E3BMW22DcMwDMOY3yIlKHlZ3MRViOBI7YN2J6gxKmITycztyPx/AKDdDfiJO4jOKnIvBMRdn7js47fan8KpPM5Y7mqej67g344N4IgcY17rLL2zKsuq7rm/0jnpfCUFZMcOI376VcRoH87itcSv+2XGnOa651ojJ6r3igDyQ4gr3oDe9yQ6mUVf8WaKqU4iLaqJIaeWDyq6eDvxodZkrjwVXFM4FVyzppmwr4iVsGFR+tR9JQul1Cu6n6WUxmtPkn73ZTDmQcIhTDsEp7b6hRAkSiH+s72EwxXcy9pQi9L4p9oYl1xJ4s71iLwHtkWYspm5pmRTEIJjJ/P0D5VIuDaNmVhd0J1hGIZhvBwT/DNPFBOtZK+7Ex76FmgFbhJx+W1EiSxBoBnNLiV55+9jlUdRbppSLIc6Kyih0e9HHH0REYvVtBDTPfsQb/kIhdzSWQ38SUV5nGPPIw/vQnevx+/eRNHOztrPv5ikFDw1eowHT1aDekqhz9cOPMFvrruRDs5+jwIhqt9VEAQ8//zzNDc3s3HjZdh28oKr7EyXEOB5RXK5HGvWrEFrTRRF7NmzB8uqhqApVeHYsWMEQcDixd3EYqlXFASj/TRJ1lb/EU7cepASjlR+zO6R6oJxyDtAT/Exbmj/Y4RXXaDo0MZm0fgvqQu9coWoTuqn+j+gY0P89Oj/TTEcqD4fi+s7/ysxrz57xTAM49Xgz/7sL1ixYtVcn4ZhGOcpirXiNq/EG6zOT61EA06yBWGniJREJ1aQXdeJjjywU5Sj2oxHIWDAKnIoP0hfpcBDp+a5x0uj7Bnt48Prb6BJJWe1Y1LeqrBzpIfjpRG2Ny9hWawJZ4G0LVaW5n8efJyjxWq2a3+lwN/ufpBPbPgl0lFttcvTawmAYe8QowM9dKa2sC73dmSlY0bK4k9LrEAhOkpX+grak5cBmmIwwPOD/86yzA0gA0rOHg7mf0zcamRp+mYcv2va56k1FOwGaKkPoEnoCvaP/g4xUK0yKvqP4Bzbg/va/2O8wm0Fl0p6ikq5r4A8dSNgqvVEtngC9e3PIk+lsMcSGTJv/Rj5WNOMnYNhGIZhGMbFEClBmH4bduUJhF9NFiV1PURjhLEuyl6OKP7bxFPvBB3g00nFS9Ucw7UrZOxdiLAfRr4KwWEAsv5LXOnuYtXGT4M3i4kEAgZEgcf6D+GriKtbltMuMwi1MBI9k/4w8u67IAwAEMf2YN33j8Tf8FEqZ3V8OHM9ofc8Bok0Yvlmgu1vJC/Ss7rGA0gEGlX0iW9sRUiJkAL/6CjekVHSKxpxI43oyRPsH8LuzGCvbKQUm34YjIJqFaF4su6xeCWi8M0X0EH15kzYWyB57RLk2qbx+X5FArmZ60QgpUBrPem6SAjB8aEy9z1yeHysqy3FTTu6kaZtsWEYhjENJvhnHpASXL9ItHg91p3LEcf3g4pQMka5eSVQ3fgsWhlIZ6ovOuvvfZoi/PwbYNnosD4GWR15kXDrGpil4B+XAPeR/wUHq+0HxOFdxBbtJHrtr1FhehMmZWvyqoItLNLaRc+DUu2BjPhF/8G68YOFQTozObTWSCkQIgIEa9as5bnnnh1/3tjYGLbtzPpGvRBQKo3w7LPPsHLlSnp6eqhUKuOPr1u3nigKeeKJx8YrNfX19bF163ZcNzONnyMQYuqNceWMsnfw+zVjgSpRiI6RoT474UJpd4A+71lKYT/t8W0k1XL0WTe8RsP944E/AJqIF4a/wfbsx1GTZMUbhmHMNde7l1TlS0jVh5JtFOMfxHNvm+vTMgxjDtiWRhKS6txKvHk1UXkIrUJEvBHvVGC6UlAmASQmbdc1YpX5uz0Pc237Cn7RVzvPrUQBI5USTXb9punFUrYD/mbPg+SD6lz1ueHjvKV7E6/JLJtW8LwQ4FkRxcgjacWIR868qEha0N544M9poVYM+kXSVnW9JC2FtovERAPd6Ws5WngIAKUDvLCADHOzvp6QlmJ/6TscGLuPba3v54XBb6FOXVACi2XpmxmOnuPRvs+Pv+Zw4UFu7Pi/sLzO8/85UlQrgk7xBp1C/3jgz2ni+D5ipUG85Pn/nPM6F6HJFHuRh6trW7V0E/lUR00yji018pkfUdO7opzH7nkBseK62Q/QMgzDMAzDmIaYrfD8ZnTL57DDp5DRADrMEyR/idKpRE0/dPDDpVMeI2O/gDjxCWj6wHjgz2mW9wxZ3c9YXdLsxTMoinz+hftRp26kPDFwhI+su5HOaZ6DEFCyfDwVkZbulK16Z5uV7x8P/DlNDBzFqYxSiVerK8VEiKM8oubFiHQTojBUfWK5gMq2UrLSM97S6+XElab8/b2oUkBqRxeFhyaqTcmUg2hKoHb2Unmurzp4ZBRrdz/xt66lYp1/4JaUUycBA+ih8njgz2nlx3tIrmysBv3MJCEYKfgc6c2TScVY3JbGOetnRBp+/mTt+qanr8hY0afhrFZlhmEYhnEu5o72HItpn9RLjyF+8R0IA/Tqy4l2vAnfilORyfPemI6NnYSevbBoFdiTRNDHLm6J87O55cHxwJ/TxPF9xIoDVFJd532cou3ztYOPc6g4hC0kb+7exPbMYmQ0t5NsS0vaE1kGvWLNeJObREoFKPr7+zh06CCWZbF69Rp27LiCnp5jJJNJWlragdmftEmpeeml/QAcPHiQlStXEkURURTR3NxKPJ7i5MmeuuuuUimhVITneaTTGWKxBGqSLAkhIIz10u89SxiVaYtvwQ270WdlaAskEgvFWQuU+uZ3Fy42zEN9n6YSjQCwf/QedrR+iEZx5fj7FAI8NVr30lI4ACLE/Ko0DGO+cb17yZQ+g6BaY9tSJ8mUPgMwYwFAf/zHfwBoNm3ayq//+kfIZM4/CNQwjNnj2h5h307GBvaCkKS6tmM3rCBUDuVQnvdm7vHKKPmgQqgVtpR1ZfFtObvz715vbDzw57R7el5g64bFuOr85mZCQB8F/nHvLxj1y6TsGO9deSXdsnHWs1vPFpMWccumEtVGYiXtGMIpou0ie0Z/wLHCI2RjXWxu/s+0x7fSW36Clvh6WpzNaH9213gAoT3Egf4fA7B7+G42t76bQtCHI5K0x7fjqjaeHvlKzWss4eAzTEUeRhHS4Kwcb/d7Nkso0vke5JFd4KYIF2+gEG+pf66cfN0gphi/EJniCaxvfRZUtS+z9dQ9ZN72O4wmF02cDhoxOlD/4vwQQoh5EXBmGIZhGIYxmaRdonT4ZwTFPqQdJ7P8BkQ8SWAl8Cvnt38di1mQvweIQEyxbhCzt78qpeCZ4Z7xwJ/T7u/dy3sWX4EKz29upqXmxUof/3boKTwV0p7I8CsrriYbxS/GaU+LjqXqB5042nHxnZCWwiDWQ/+OOHkQvWQjvPHXUcd2I/uPolZso9KykrnohCZGfaLh6jrPOzRC+oZlRIMlZEsC2ZVFa01lV1/tiyyJnQ9wR8qImIVoTVI+O3rmlJgGa7BMeGyMWHMSOtNU7EnuY8hJxmwJM1wYSgjB8cES9/1iIsgplXB4600rOPO0lNJU/Kju9cECbH9tGIZhXFzzI0z5VSwxehTx83+D0Ac0Yt8TyH2P4VmJaW0Qjj/zxEuI5ZuqO92n2Q7Rss2z2vJrRlhw74kXOFSsRqSHWvHtI8/QFxXm+MSACF6/aAPOGZvLnYksi90Mu3bt5OTJE+zbt5cgCKhUKjz33LNorVm+fB1tbd3A7Ff9qZrYeFZKsW/fPo4cOUI2m8VxUpMG9CxdupSenh6effYZ9uzZzZNPPk4+P1xTLvS0MNbLg71/wq6hf2X3yH/ws94/pWLXV0gSQZYNTe+sGUvaLaRl9wy9zwl5dXg88Oe054f+FZyJwC2toTG2uu61K7O3QTT7N1UMwzBeTqrypfHAn9MEHqnKl2bk+F/4wpf5p3/6Gl/+8j8Dmr/6q8/MyHENw5hZUgr02EEqA3sADTqieOxxVGUEf7oZqafmpk8NHOGGjtqWf23xNO2xuW/fO93pc8UK+cr+hxn1ywAUQ5+/3/swRVlfKXW2JVWMdy7bXjN2ddsyYtYxXsj/f+wa+p8czj9ApH2GvYM8eOIz5JwlXJb6EK3cAH59K6xZoRWnv4lyOMTO/n/hWP5RWtxN2N7iSb+jDU138NjJv+HJgS/x9MBXeKD3jwhiRyc9fGb4INa3Pot48h7Ew9/E+fZnSVfqg2q8VAt66cbaU1t9BZX4zLbYsiyJfPGh8cAfAFSE3P0wljXxfyzQErXpxrrXq6WbLr11uGEYhmEYrxoxW1E6+iBBsRpsocIKo/t+hAolfnD+iavV7eZTQe3ePkjsqHlcpd9KJVpU97qLabJ7K3qaK4oRynz1wGN4qvreTpbzfP3wkyh77ud3lVQreuP1NWPRDb/MvaV+Xurdjf2dv0b07IUwQBzYCT/+Z7yVr2Hsuvcz0raRipyjAKYzvpegZ4zCzw7hHR1FLM5O3trLEiQ3dzD67Rcp3X+I4r0vUfqPPSSC+qAYKQTsHqBw914qO3sp/vgA3r0v4U4WP9OUQCZrr/HENd14kwQFXQgFPPLMiZqxYjlgaKx2T8+xBSu7a9d4lhTk0rPYKs8wDMNYEEw5izkkhECenCQwYs9jxNbfNN4eK6kKxIaOgV9CNXRSTLUT6dqJUJDtxGlbgug7gn7mfsT170CP9EEyR9i9kXyig9mMNvESzVhLNiKOPD8+pjtX4qdazvsYvojYNXyibnzAK9Dhzv3Nh2ad4uPrX0ufl8eRFu1OkmceeZS2tjb6+vrqnj8wMMCiRek53fxVClasWMmuXc+dMaZIJtNAdVHU3NzCgQMvjS+QXNcln8/XHGfPnt3s2HE1+ozrUAgY8HYR6jMztDW7R/+D7ZmPEZ1xA0opTbv9Gl7T1sqJ8tNknUW0ulvAy838e9b1EfOh9jg7Dd6Nurlu0SfY2f8v+FGBVbnX0e5cjQrmfjFnGIZxNqnq/86ca3y62ts7AIjFYrztbe/k937v4zNyXMMwZpYlI7yh/XXjYb4H2diBUhohIG6V0d4QaI2IN1GJknVLg0XJHHHLZsgrcbw0yu1LNzNYKbAo0cCqVCvuLLdBbY9lSDsuhWBiU/S2ReuIK+e8N+3zYYV8ULupGmrFSFAmJed2E1UpzRq3jY9vuIVBr0jaiZOLjfFw7x+ysflOnh/899rn64BidIJ02DpHZ1xlq6aaFmQAlnSJ04oGVBBjXcPbebTvcwDErQaK4QCBKo0/X+mQl/I/ZEPig0TRxHfpyhDx+N21P9AvY/fuQyyrrf7jEcO69t3EVu5DnNiP7lqD37YKf4a3OIQAcSp4rGbcK9fk22gNlc4NpK5/J/qJH4Dtol9zB6XczCc3GIZhGIZhzBSLCkH+5FmjGu2PgVXdL7akIu0cRIYHQKTx5RqKfnPNK4IgQmfehCjcC4UfQ+6XIbEVHQ4TuZdTkZvw/dmrgq+UZmvTYu7v3VezdripY815V/0BGPSLdWOHC0OUCUgxt+sJX8QQ295MfNXliNIYOtfKIzrg+0ee4RO5RVCpTaAWgz3YpSHKyY45OuMqnXOR6RiqMJGQEVuSw49ZoDW+axHf3E7lmep16a5sovx87V6XKvjogRJ0pmvGXT+i8MTxmrGwr0h8zIMGt2a87AiSd6xDHR5FjVZwVjTiN8ZnvmKnnrx6z9n3iLTSXHVZO8m4ze6DQzTlXK7Z2oVrC9NC2DAMw5gWE/wzh7TW6FxbXSVB3dpNJB1QkIwKuD/6EqK/WhZQIsi86UOMNq+p+aNfIEHull/B2v84HNuDLheJLruFMbuhOmGZ5RmCh4N93buIHd2FOPQseslGgiWbxwOazoeDpDvdyP6x/prxnDM/KrForclELhm7+p5K+RG01vi+TzwerwuYiccvwuRxmrSGTKaRLVu2cvToEeLxBIsXdyNEbPwSkdLliiuu4sSJ44RhgOvWZwGEYcjZuddCCMKofmM8UEUQk2RahHFSXMba+GaUUmiv7inV48ZKlPVxIu2TsjoRfuO0LueM3Y0lYkR6YkGxtuGtEEwsDqSl0XaRlsQarm3+IzQhOkihg8mOaBiGMfeUbMNSZ2/QVccvVLlcJooi0uk0Wmvuu+8eVq1ac8HHNQxj5iktsZMthKWhmnEr0UR4ajMxLgvk99yNjqpzIWE5ZNa8hXJUu1HaECb48LobebjvJfoqBRKWw63t67EDySSx1BddMorxkTU38OTwEXqKo+xoWcqKeDM6Ov+JYNJ2iUkL/4yqLQJB2nFhDt7T2YQSNJGiyUlhWZK9xe8AEKoKjkxV59FnsMXcr4NUaLM2/U6a3FX0FB+hJb6BrsQ1aG/iesrq9Vzb/kkOFx6gIbaMUtRfd5xSOAhSQVQbQSP8St1zdTD5QqFkZSh1bcdasqOuTd2ZUlEee/QkWBZ+pp2yTJ73+w1DRbThOqz9T9WMRxuuIzxjEz8mQmxCxKYbKC/dhhaSioibjXrDMAzDMOY1jYN0kqigVDMu7Pj41m/W3ond+zFOJ1JasVXQ+Jd1AUCjwWZynZ9DjH4D/CPo3LvIO9vx/blpPtFMit9efxMP9x8gUBGvaVtBp8yed1tkgIxdvy/e4qZw58ltNU+4eNllkIXQjrh7z08A8O1JAq2khbbnvopMxRKk3rqWcM8g4Yk8ztpmWJwlODVxjrTG3tJBqi1FsH8Yd3UzhQcO1R1He5Ms6DQw2XpxijVkOSYRa5qQUlCaYj0hBMQrCsY8iNuEaYdgGsWBpNBcvqGtpvqPbUkas7X3yWSsghA+N17ZwZbVLdXueUqb9YRhGIYxbfNjlvIq5rcux21fjjhdASiWQF3+BgJVnRTHRnrGA3+qNPLBrxO//f+kTLxa6l9rLDS+nSK87PWITa8jVLIaPTyHs4OilaW0/FqsVdcTRWragS8iFNzevZkv7vkZpbAahbG9uZt2JzsvNuvPZtvV/07Dw8Ns2LCBwcFBlKpOGl3XpbGxeV5M1pQSxOM51q/fgtaaKKqdRGoNQrh0d69ECAhDDynl+HsBWLSoi+qvD33GcTVt8S28yLdrxtfk3kwUTLRHO9u5NuqJjfH0yN8yUNld/adMc23772N5nef9fi2/nes7PsX+/PcoBCdZkXktzdbWicAed5R9he9yKH8/cSvHluZfIaMumxfflWEYxlSK8Q+SKX2mpvWXxqUY/+AFH3toaJBPfeqTKKWIIsWyZcv5nd/5vQs+rmEYMy+KINm6CW/kMDqs/j6wk02IZAeE1bZgwciB8cAfAB0FBEN7sZouJ4o0UgqU0mgJORHnjvYtaDQq0mh/+q22ZlIminNLw1pkkyQMo2mvAVKRw39ecQX/vP9RFBoBvH3ZVrL6/BMSZotSmrRTzcI9MvYwaxvfyK7Bb4w/3hbfRIKuOf0+xvlZ2sRNdGRvQitQ3llZq5FDIlrHZakNaK0puns5MPaTmuesyNxKdNauuY9DYtttyB//08SgEKhFa845Nz/XeiLrD2B/9/NQGgMg3roEeeuvUbTOv5JsMbeU9Jt/E/HUPSBAb3sdxdySM35GP9bPv4Ho2YtqW4Jzw39iLNlp1hOGYRiGYcx7XuSQXn4DY3vv4fTMP96yjlDmIIJ4rIg19N85M2JG+PuJqT0UuQZg4v6EDClEG1CpPwcEU8Rvzx4FLaR5W/vWU3vcalqBPwAtVoqbO9bw0969ADjS4t0rrsCJ5PyYl5/BRtISTzMWVHjIL7Fk7RUk9zw+/ri68i2U443T/gwuhlJMIre0Ibe24ytVN2/2JNCVwV6awwPiWzooPXSk5jlWa6ruuIFr4a5twdsz0TZYJh3ITb3+O31/ZDJCQGLYI/+dPXA6uWZzO862jvMOANIaVnRlicdsdu0foCHjsmVtK3FborVGCE3Z2c/Tg1+hGPSxOH0l67LvhMrMtjM2DMMwXj2EnutSJPPA4GBhTlsxJXSJ2GgvhAFRQztFp2F8wnZlhOIAACAASURBVNNw4hnkff9Q+wLLJnj3HyGLw8hjLyLiSUQqh370bvSi1YSbX0veWRiTAyGgZAUM+kVcadNkJbGiqbMFWlsz9Pfnp3z8/H+wZlCUOF4eJWk5LIo3kAjPXZpUSsXevS8wODiI67osW7YM23awLItkMo3WNpZVDaYRQiKlg5oHk+2XIwREUYX9+/dSLBbp6uqio6MLpeoDeoRUVOyD7B39D3xVYnXuTeTYgA4nn2BLSyOcAkJYRJX69hNj1lM81n9Xzdii1JVclvogKpxe1ohlaZAKFVpnVDnSHPC/wf6xH9Y898aOP8bxpy7RL+2IUA6iiXBUC+plrg3j1WHGfv8YNXp7D9PRsXSuT+Ois21ZU0HgfLjevaQqX0KqPpRsoxj/IJ5720U6w1evs69BKQXNzelzvMJ4NZrr9UTcroA/ihAS7TRQOTU3sW2JOvEA3nBtq+FYbjF038LB8iAHCwO0JbJ4UcD9vfu4pm0F27LduNECyRORMCYqjPglsk6CHHGEmnqndqb+noeWoi/M0+/laYqlaHeyxKKpA+IBtDvAQ31/TiUapim+ku701VjCxRVNpMQSRJgGp4CvR3BkGhk0zul1d76EFTAmXuCF4W+gdMDahttpsrZDUJ9J7WqPxMndiJ0/RiQyqO2vYyzbjdKTf2cxERJXHsqyKWq3Zj1hSU32iX9HPP/zmteom9/LyOId034fjqwePDjj+knoMvHv/hVi9IxWBPEU3tt/j6KVmfJYLj6x8jDacqi4jYRTvD/j1cWsJ4xXylw7lxaznjDONtdrCSE0cVlC+2MIO04oswSn5q0pd4TkyXeBrq0MFLb8IYG1DSd6ChkcQMTXQeVZRPkJotwHKHAVflg/17sUKUsxrMqUIp8mJ0Vaxc4Z5D1Tv5OTUYHY8FFEaQzVuIhippPwZXL5+0WBu3Y/QKQVN+Y6uFHGaA0DyLRSznQSSodkMIrwy4SJBsrzoLLo+XAV8NIwlWd6kUmHxDXdVBrjqEm+iHio0QeG8fcMYnWkiW1up+ROfR8hshVIsLSEs7oAuBoq//5iTYsygPTb11POTq+KkhDVzgkgapKsldvLT0/8AfqMTJfO5DY2pT+EmqL1thBU14WM4IhLZ11oXFxmPmhcCHP9XFpebj2xQHZ0L21lkaTcsGJi4Iy/06qhAylETQUfveFarOIQ8tt/NTEWTyG2vRYe+Q72yYMk3vhblLn0J9haQyJ0WCwbqgOzVPHnmBrl+dETZByXkaDEz0++xC8vuZxENHWQh1KSNWs2UKkUCYKAZDKFlNUN6Go1nZDnn9/F6OgoQgiWL19Je3snSs1N6dPzpTVIGWf9+s2nqjfJKSeTWklcfyVbM/8FhCYKrCmzIIRbJK/3cXTsF1SiMZZmrqHJ2oL2qpvkQggK4Ym61414L0Hah2le31Ek4KwbLtoucmjogbrnFsIeGpki+CdWYF/x2xzM/xTQdCS2clnu/eA3TOt8DMMwLpTn3maCfQzDAKASxkGemhuFE+NhqIg3r6oL/nFb1nHv4H7u7XlxfGxZupk1uXbuPrqLSmfIzY1r0AthA1FBljhZKz57Wa4Sns4fpRwF2FLSly/wXNjD69s2IM+RyCC8Fq5t+xSF6AhaKzL2YqTfemotAX7sEI/2fZ5KNIItE+xo+SAZNqPPEcw0H+jIISu28JrmdYBGBwl0MPm15QkXv3MLsUWXoRDVirhTXIa5cBj75H70vqfAsnA33cBY40oCXZ3z2zpC9B6se50YOIpccsW0N8iDST5nuzRcG/gDUCliFQYgN3nwTyYYxv7pP1er/wqJs+P1lNbeiCfmX0UqwzAMwzAWPq0F5SgFVupU26SJxypBjnjmbcixr57xCgFON/HB/4rwT60nRoHcuwCw+j9Fqu2z+Fw5W2/hopKRpJkUzTIF0exURk2oEs7T36OvbQmhZdG8+yHSXWsZW7z9nHPYVtJ8fMMtnKzkiUkL5eYYPRVAYhGR7dmJfOBrEPo4mSZir/8go/GOWXhHF8aTINc2EV/ViJaC0ukbLpOo2AK5rhlnbTORgNIUn5cQAi+qoPePkdibJ2yKEd/UThB3JhKHA1UX+ANAOYRpBv9UT1lz9hVUjHprAn8ATpSeZkNuDBHWJ/hX14WHeazv85SjYWyZ4PKWD5JlE3qe32cyDMMwZof5azDPFZJtqLd8FN3UCY6L3nIz0aabET//X7VPrBQhCsGyEYPHcYqDc3PCC0BkK/JRhReGT/D9o89z/4l9rG/qZDAsvOxrlZLEYhlSqSaEcM+oMCM4cuQQo6OjQHWid+DAfjyvdI6jzS9RVG0Zdj6b5FEoz9nqSwhBiUM8dvJvOVZ4jIHybp7s+wr94ZOnIuCrn1HOrQ/A6UxtQ6iZ2RgX2iFtt9WNO7K+bOhpo9EeDuZ/wumJem95Jyf8R5Fyft90MQzDMAzj1Sly2kgvux7pJJFOgvTSaynFm7ivZ3fN8w4VBmmJV7NGHji5D08Gkx3OOA8l6SGE4Ge9+/n+0ed5drCHxZkmRlXlZV8rvEYy4Ray0TaE1zqxp+0UxgN/AEJV5tG+u4icgakPNo9oDcp3UX78ZdtBaw2essZbYU/GFWE18OcnX4WjL8KhXejvfpHM2EQ7gFA6sGJL3Wtlx/IZy4zVsQTISdY9scmzqG2hsZ+9b6Ltt1aIx79PfPTYjJyPYRiGYRjGTIqUoJJ8Jyr7HhBJtLOUsP1zaKUnAn9OG/sWpG4GwCp8E9s2t55eqcgf5YdL1/Fn5UE+nT/JFzsW0y8U8fBlqjJoyEUJ1jhtLLOaiZ9ROSZVHqi21w1PBbPkh5A//kfizHV/tvOjlMYT4J9HIxOlNL7WROeY83uWj3hhCPv+4wTH8+hdg1S+uYdYcEYgjmtht9ffJ7BS0wv8ORdH1B/ftbJIPcXPcIo81v/XlKNhoLoufKzvry+ZdaFhGIZx8ZkZ2DyntGAkt4Lymz6G98t/yNjWtxJYcYQ/ycZxFIGofqXaurhtiJKqSHb0INn80Utmgni+Qqn4Uc9uBr0iAF4U8t3DzyJeYXCHEAIpNf39fXWPFYvFCzrXS5W0A0b9I0S6NnJ+z/DdyNhEQJTSEWsa3oAU1eu5I7mZhN2EsmYmaEoFLpua3oNgYsO+yV1BWk7eYsiyJP2VXXXjx4uPIaxZKktlGIZhGIYxDUFk4bsrSK2+ndTqtxEkVlGIQE2as1odS9kx5EVcKgoBRcvnmBpmWJZQcgFUGDpDWYd85/CzVKJqANWwX+JHPS+iX+FHKqUgEGPjgT+naSIq0atzk9dVlWrFnxoa9j2JZVXXbRKNcBOnAoAESAux6QZ0OY9lzcz1XY41oF9zR+1ZbH0t5UTLpM93VAVx6Lm6cTnYgzC5BIZhGIZhzENFr5kR59cptX+dQtOXGPa3g5okSVYHIKp7rNpqO2drrAulpWZEljmmhilYHiywedQRKfje4JHxtlb7i8P8RGiEeGUfqmVJZGGoblwM9WL7L5/wvBBZnkLurF1LaS9CDZUnBkJFYkMbdksSAOFapK9bQlQJmSkJuuhMbjtjRLCt+X+HYPIqogGjlMPa71KjKEemGIBhGIZRZdp+XSIqxEDGQEFFJIhvvRXxs3+deIKQkEhD6KMvu5FKovmi1KCM6wrJ0WPQfwRhWegXf4GVakBe/x5K1sLoV+1FIX3l2ih6DZTDAKYuZjMpIUKGhgZQKqKhoYH+/v6axxOJ5AWe7dwTQqOcYXw9iisbEH7jyy7utLKwRH30uhQ2Wp9arbnD+GGeE6VnWNf4JoSwGSzvo6/0PIsyvzRjl3c8WMlNnX9KMezBdVLEVRfan3xyrZSi0V3FoXxtq7DW+Eb0OVo4GIZhGIZhzCWtNZXwdHKAJmO7XNbYya7hiRarWSdOJapuYt6xZAtOJC9KSXvPDjnmj9BXrM63f3p8Dze0r+aahuXnbIl1KSkEXl1w1bBXQk/zExUCglgPx0uPkpOLcWSKQJ2ZPCBw5aXfetYWEYnKMCKoEKaaKImXXyMp2wFrksWZZY+vRZLeEHroBPgVxFVvAq3RB3aic+0oNTM94CItKCy/mmTbMkR+ELuhmbF4G8EUWy2hjEHHcjjwTM24bri4N8gMwzAMwzAuRKQERW9i3hlay3BkDtToxJNS10H5aRAxotTtRN7M99wVAvKWx+HyEIXAoxB6PHjiJf631Vez3Gp+2QqTlwIh4FhQrht/pjjMbbEkYhoFWrXU9Koxnuw7whvdJHXh6elGIufSvz8RA6xSCBqilM0kjbrq2FISSVG3QpOnkuuRMKQrxJ8+Qawzg7uqGR1GlJ4+QfLWlTN27jpIsjHzq6zIHMNXeRoSi6HUNuW1bJMiJtP4ZwXgxWVuxs7JMAzDuLSZ4J9LkNaacvcW4jc7yOd+gk5mkVtuIRoZgDd+iErjEgI9zSiV8+Bqj8Tj34I9j1bPA4G49m3w1I+I9b9EqaO+pPqlKC5ssk6csaC2ulKjk4RprFmkVOzc+RTlcnWyvmHDBkZHR/H96vSzo6ODRCLFDO07zwkhNHnrOR4/+UUi7WGLOFe2fZR0tOGcpfRVJGhKrsWRSQI1UcVnQ+Od6CCOtDT7iz9ACkFMpnhh6NsA2CLOdR2/j/Jm7leX1gLL6yBLB61NGfr7py6fqjU0Oxtpia9joFJtlZFxOulO3oBaWAWwDMMwDMNYwEQouL1rC13JRnYOHWVFuoXtrUs4Vhjmo+tuok2m0Rdhjlqyff5+/8OcrFTnW3HL5i1LN/ONA0+xLttOCwsjmSBrx+vGknaM1CTB7+cSxo7zs94/QemAuJVjQ9MdPDf4dZQOAcGW5vdhR60XJUhrtsS0T2r3/YgnfgBaY2easd/4G4zFWs/5uqJycS+7AX3oecazXqSFWr0DpTQJXcb63hcQm29CH9qFPrYHAN3QTrB444wG2gTCYTTdDeluWlsz+OdYTwTaItzxZuzeg1Aaq57Tqu14jfXtjg3DMAzDMOargteK1f4F7PzXkN7zqPQvgbsR7fcQ5n6bvL/sovzcIVnirhcewFPVpIX2RIZbutbw1Zce43fWv5Z4eHG7IcwGraE5nq0bX55uQqjp3fM5HAzxd/seBqCQbuJ9l99K5skfVR+0Y6jX/goVmbgoSeSzJR5q/AePUD5crZLqLM0Rv34pFfvc5aC042Bd2Un484n2uyLlIJuq7XtHRZm79j3Ab11zBcl7eiCqfkixtS1EWXdm30SQIsFaEkBLIkN/Yer1hAga2NH6G/yi73Pj68LNTe/Bjtov5a/RMAzDmEEm+GeOCSFIBcPI/CDEU5QTrQTnUV6mIhN43ZcT696CEpJASUTj6ouaLRgvnEScCvyp0ugn70Wsvxox0INctPWcAR+XCjeyec+KK/jy3ocIT931eMPiDTQyvSj4crk4HvgDsGfPHpYtW0Yu14CUNo7jotSlXZNUxYZ4rPcLKF1NOQh1hcf67+Km9v8G3rmzkJ3KYq7v/F2Ol56kHA7RlbqKVHTqGraKHMn/nFBXWJ69kUWp7SgimmIrcfzuuZ3I+g1sz32UckMvWkckRCfaq+/NaxiGYRiGMRuk1LiiiA7LCCdFJUpMVFI8h0TocEN2Jdc2rsDSAh3BolS2Ohe7SMHpB4uD44E/AJUo5MXhXlZkWhgLPFrshRH800CCty7ZxHeOVNs7WULynhVXkIhi5139RwhBX+WZ8Xl2JRpl38g9bGt9P3HZSkzksMNWdDTzSR+zKZE/jnj8+xMD+UGsh79F7OZfxddTb1doDWNNK8nc8Vuw70mwHdSqyxlLdgFgl4ZhbBD9i+8gtr4W7BgI0IvWUXDmtlrSmNtK6o5PYhX6wHbxUq14TC8wzDAMwzAMY6bE7DIJeRR0iVB2U/Kbz+sew2hlKXb8k1hJnyBKoDyNEDvQFylBUlhw34nd44E/ACfLeSwhCLWiFAXEufSDfwC6Yjk2NS7iueHjAGQcl9sWbYDo/I+hbc0Pj7ww/u9dhSG+kmngvW//GA1+SJRuphhruKSrTwoB+tgYweGJ9sjB4VGcZWOIFQ3nrgQVgrWqCTsXJ3ppGKspgb28kfKpFsIDXpGyCvhyYSdve8M6GsoWQQxaO1pOxwHNCa01qXA9N3d8mrIaxBU57Kjlkl8XGoZhGDPHBP/MsVz+CPLuuyCozorTl7+e4vpb8M8jK1Rr8LDHI7Mv+kTNK9aPVQoQi6ObFi+IwB+ofo5dsoFPbPglhoMSadslRwKpRLX0vqVQKFxto8854a79PKIo4sCBA1x99TUoZV/SFX9O89Tw+A2J00JVxlMjuJx7U10pkOVullhLELYg8ieaIwgdIx3rZMQ7yMGxiRZbr2n7+LxYkKgggcty4JJOjDAMwzAM4xInhcYpH2Ts8EOABiHJrryFirXovOZMWoMMJ0qdX8x5lpSCfq9QN95fKdCVytEUm16VzflMKMGO9FJWb2inEFZodJKklYvWGikFFRkiAFfZU66hhAB11mKjFA5waOxBduQ+SeRbC2IeKgrD9WM9e3CiCr48dzBYoC2GMsuxrliB1tR8ljqWAMuGMEA/8cPx8eidG2fu5C9A0UpDbmEEuxmGYRiGcemKO2OkSn+DLHwPgJhswG7/PKOV5ef1+jCShFGc0zukF3M9EQnN8dJo3Xg+8OhIZEhbLoSTvPASFIts3rFoGze3ryFQES2xNG5YvZVnC40bFVHSocy5K9CEZ5Vz3VMc4enmZVzetLL6XV3iCwrLkoQH69cT4cFhrNVNhOG5o6VCBLSmsDoyhEoTnHEBJ61qINmQX+LvB54CIOvH+Zh1C84cX2daC4TXwulGbpf412gYhmHMMDnXJ/BqlqCC+PE/jwf+AIgnf0i8eHIOz2pqKtsK8qwI4o7l6FQDlaalc3NSF4uGdOTSLRtpVEmkEmipORgN8f/u+ymffv4e7hncTcWeusluIpEiFqsN4lqyZCkLKebOlQ1IUft+bBEnNo0es0ppoqh2IaKCGJub3os847NqdteSkgvsOjMMw5inPM/jL//yz3n3u9/G+9//Lv7iL/7bXJ+SYRiTcGWJwunAHwCtyB98ANeqnPN1c0EpzapMfSunjY0dbGtcTE7Xt8q6lEklaFQJumUj6cgFDYGMeKxwiM+8+CP+n9338XTpGKE1ecSTUpq2xBbEWUv2Ndk3EwULJ6tTp+oTBnTnSgLr/K+HKNJ1QVTlWAP6mjtrj3v56yklml/ZiRqGYRiGYSxAcfaNB/4AoEZwhu8iZvtzd1JTsJXkqpZldePt8Qx3Lt2Gu8Aqn1iRpI0MXbJhPPAnHY2RefzfcL/2R8S/81kaRl5CislDP2QkuG3R+tpjCsmKdMu8SK6dCVGksZfWryfspQ119xvOfRxVVyWoxU6ztWnx+L8F8K7llxNbYNeZYRiGsfAsnCiES5AVVBBj/XXjojQK6e45OKNzK8aayb7pw8if/gsUhtGL18I1bycfbyXUCz+ObEiX+Lu9D43/+2e9+4gJyc2Na9GTZOwqZbFt2w56e48zOjrCokVd5HJNC6Liz2kyaGZHy2/wxMDfonSIJWJc0fYhpN847Yhz4VSoiBMEqkjKaiceLOPGzj+lFJ7AknGSLAbfZMcahmHMhi9+8fPEYjG+9rVvIoRgaGhwrk/JMIxJ6LDM2Xl+Ogog8oD5F0zTaWV5x7Jt3H30OXwVcW37Cq5qXkY6dBfMBvS5HPQG+faRZ8f//Y1DT5FbfS3LrKZJnx/zF3ND5x/w0tgPCVSJFdnXkVarF1RmZyW7iOS2WxFP/6g6kMqhrn3HOVt+TSWpSjhjvaAUYa6D/LIrSLYuQeaH0Kkc5XQH4Ss4rmEYhmEYxkIlo/okZOHtwsmV8OdZW1KlNNtyixnxyzzcd4CYZfPm7svYkOnADe0Fv56wpcZ5/AeI3Y8AIEb7EHffRfodv8dYvL3u+VrDSreFD6y+hp/37SfjJLi+bSUNOjHbp37RaK2RS3I4XRmCnmp7aXtRBrk0d+6WX5MQAuK+htEKOBZuNsbtnZu5tnUFxdCnxU2TI4FeQPd2DMMwjIXJ7HzNocBJ4rR2I/qP1ozr9PzMRlQIRhtXEr/jk1iRh++kq5uyC3xifdqJSn1Z0Yf7D3Bt80ocNVXEt0NX1zIWLz6dkXpxz3G2aSXIiW3c3PFpPDWKKxurgT/TvCaEXWZv8escLvwMAClsrm3/JK63igzt0+pnbBiG8WoRjR1ADTwNYRHsFLJlG1Z2xQUft1Qq8cMffo9vfvP7CFHtdd7UND/nJobxaifsFAjJmTuQ0o6DlZiXJe8tJdme7Gb9+g4UmoR2IHh1LCcsW/LI8QN1408PH2Vle8ukmalaCxxvKRuTv4EQEAZ6wX1WnnCJNr2O5KorwK8QppspydS0j5MOR3Du/TJisAcAmWpAvvmjjKW6INU106dtGIZhGIaxICh7MWfvaqvkNXhqfiZgupHDG1o3cmPbaiwEceWgFuAceTLxsIDY84vaQa2RIyehoz74B6rrr+VWM6u6W0BX708sNGVbELt1BW6h2qEhSjuUX8FxkqWQ/Ld2o/3qjQhnSY70jUtxrBw4LJgW1YZhGMbCt/DLtcxjHjHUze9DZ0+Vv7cd1M3vpZSsL4c/X2gNZZGgYDe8omzMS1nSrs92aI6lsV7mv1EUacJQL9jsg9M9ZuPBSoTXhNZi2scoi57xwB8ApUOeGvx7ROyVTNUNwzAWvmjsAOrkI9XAH4CwiDr5CNFY/Y3l6erpOUY2m+Mf/uHLfOAD7+M3f/ODPPPMzgs+rmEYM6+i4mRX3YqwqvNU6STIrLwVL5pfWbpnUkrjhjaJ0Hl1BXhr6Ehk64bb45mXzUo9vZ5YqEJtMxZvYyy75BUF/ggBzrEXxwN/AERxBHv3w1hy+msTwzAMwzCMV4uSWk3U+CFO54jr2FqC7K8RhvN3319HmkToEAvtutavC1kkHJisZW7s5Sv5RKFekIE/p/lAOe1QTju8koZ1jhCUHzk2HvgDEBwZRQ7Nv3bahmEYhvFy5u8s7lVi1G0j8daPY5dH0E6Cktuw4KrDLBSL3BxdyQZ6SiMASAS3L9mMDM2G8oXy1VjdWDE4iRYVYOGUIjUMw5gpauBp0GfdNdcRauDpC67+o5Ti+PEeVq9ey0c+8ts8//wufvd3P8bXv/4tUqn5mf1nGK9WWgsqsoP02rdBVAErQTmKLdig80tZFCmublnO4wOHqUTVskxpx2VTrgu1gDfiZ4OUEvoP142L3peQQhFh1muGYRiGYRiT8cMEo/LdJDtuQugKPu1UKtMPxjYuvoqM4974n5Df+yKna6fqzlUEDYvm9sQWABlpvP5i3bjKe9Bq7k0YhmEYlxYT/DMPlEUCkqcmESbwZ1aFtmIwLBKoiJZYinjoTPnceOjwq8tfwwl/FF9FtLkZGnVi3t1csSyN1gohLKJLJJs6abXVjbUlLkNGGfNfwjAMYzJh/abEOcenob29A8uyuPXW1wGwceNlNDQ0cPToEdat23DBxzcMY2ZpramELuDOy1ZfC51nhwz4BSwpabZTOOFU7YChQSX4L+tuodcbQyDojGdJhvOrSpMQApw8WoTIMIuK5n+x4ChS6KWbELtr2yDoNVcSKsmro7GcYRiGYRjGKxMpSd4zASRzQQpI+sNY+QG0m6KSasVn8vsTWkO+aRWpOz+JHD0JbhK/oesVVc68mKQQuKFCC/AsMe/unUwmsAXu6mYqz56sGbeaTeCPYRiGcekxwT9zyLYFaAhNpuec8KyQfzv2NC+O9ALVzNsPrbmeXDT1pM6NbJZZzWABan5tIwshiKISu3Y9T7FYpLGxkbVr16P11AFN84UTdXJF64fZOfiPBKpEk7uSTY3vQ1XMryjDMIxJ2anJA33sC9/0aWhoYPv2HTz++KNceeXVHDlymOHhIbq6ui/42IZhzBwhwDq1mbqQS7jPZwXb43/sfZBhv9qqdlm6ifcsvZJENPWGfTpyWWWfavM8z4K1hBUywk6e7f8X/KjA0swNrErdDn5urk/tZVVaVpDY/jrEzvtAKfT6q/G6N79sSzXDMAzDMIxXKykFloQwwsyZ5kh29BDye1+AMAAgteUW2PR6fDF5gkCEZCzZCcnO2TzN8+Yqjd49QOHJ4wgpSVy9GLW8gWCe5xMopXE3txMb8/APjYAtSV7TjZ915/rUDMMwDGPazJ31OeBKRbLQi3jmPhCSaNNN5NNdKG3Kkc+mHn9kPPAHoBB43HviRd7ZuR0ukYo5tQKeeupJolPlfoaHh3nuuWfYsuVyomhuri0hNFGsj0J0AkckSbIYHSTrnqcji0Z5BTe2rUFRwdYNqMr8yoI2DMOYT2TLNtTJR2pbfwkL2bJtRo7/iU/8Pn/+53/CXXf9FbZt86lP/QmZTGZGjm0YxoVLxCLwBqgcfxYr1UKyaQ2lcH5lfC50Qgoe6j8wHvgD8P+zd99RclR33v8/t6o6zfTkoBnlyAgQSIAIMpggE5fs9drYa3Z9/KzXNmZZ+wcYYxzWEWu9bPCz2ODIWYflOc/jwFpgDAaZaILAGDBRQhJIMyONJqcOVXV/fwy0NGoB0qTunnm/zvGx+lZ39bfpO931rf7W/W4d6NLmod06It5cEle47ivtbtfj7d/O3d7a/3tFnaQWRt5dsNbUEflKDO6UM9ClsLxGqeSs/V4NnXISyh5xjhKHnCBZq1SsWr4t8l8ZAAAACqQy0SM3/Qd5/bcrKDtN6dgpGkzXFzqsGSVhUzIbfpIr/JEk86d7lVi0SpmK+QWMbGyMkcyOAQ09tkOSZINAQw9sU7Iqpmx94VbQiVrJ7U3LpgOZqphSCXe/udqwZxQ5bYGS6XmSY5SOmoLlQAAAjAfFP1PIGKki1SHvz/dJXa0yc1ukwV65v/xXVbz7KvWWsbzmVDFG6kgN5I1vG+iSb0J5chS6Vj3hsDKhr9pImaJ+cf+5pNPD4w3+0AAAIABJREFUucKfNwwODiqbTctx4gWJKRXZrAfb1sm+Xk3VmDhCR1Z9RMok8+4bhlbKVMpRJa2+AOBtuJWLJUnh7j+OrADklcupPyo3Pl5z5szVf/7ndydkXwAmjuNYxW23Utuflg19xWoXKtX1itKdm1S+7Hyl/MIc881E1rF6pX933vj2wW6tLJutILDyvVBd/qCMMap1y+T6xV2M0pd9NW9s28D9WtBwlpSZ+uIy14RKbv6DzEM/lyQ5kspPuEDhslPkK7+9WhBKA5GakRslWHwFAAAw2SJuoEimVf2vPCcnElN53V8r2rNO8dgTyia/qIzPSidTxfVTMn35+YSG+6SKkd8vyvx+uQOdUiyhoUSdfFu8v0+4jqPMcx1549nN3XJnlSsIpv6MfzSUggdf1fAr3SMDRqq4YLmGa2P7LQDKWikbfT1n4wcKAECJKt6jhWmoPNMj77Z/k9JDkiTb9orMESdLNbPkbHtWzuFzRgogMOmsleaUVeeNr6ydq0joKuP6umvX8/pDxxZJUlU0oY8uO0mVQfH+oOJ5+VfAOo4j1/UKcuWxE0nrqc5bcoU/krRr+BkNVb6mMh069QEBwDTjVi6esGIfAKUhrl71vrg+dzvT16qKBWvU/+qjUqZHcpoKGN3M4oRGR9XO1Y6hnlHjyyobFQRWQ15GP97ymF4b7M6Nv3fe0W/aEqwYxNz89l7JSJOMjRaklqYs3S3z8C9HjZlHfq3E/CPUH2soQEQAAAClyxgjZ/g19W69PzeW6nZVv+QfFO39J8Ur25TRwsIFOMNkI+WKzFoks3PLqHFbMbICU+VQm9z1N0qvX8BccfSZGjzs9DdtCVZoobVy68uUbesfNe7WJpQp0G9ebm96T+GPJFlpcMMWxS9erjRNOAAA01RxX3o4zbg9rbnCnzfY5x6WWbJKcngrplqzV6m/mHu4XDPy376lqlEn1i+WDa3as325wh9J6s0M647WZ7WfC0yLhufFNH/+glFjLS3LZczk1/i5ESvXHX0Qb52MBrI78+6bCfNXXBorw0E6AACYIRzHKNP9St54unubohVNkjgwmkphaLWqeq5W1s6RJDkyWtt8iObHauQ4Rk/1bM8V/kjSy3279NLgrqI+fq1wFqomuih32zGeVtRcojA7uQVLxhhFnVDuPimxyQxLdt9Lbq3MPjn12J93QnYDAABQEqKur+G2P44etIGy6TLJRGXJJ6ZUWhEFp3xAtrZ5ZCASV3j632ow0aCYycq5779zhT+SZJ68S4n+tgJF+/bC0CpyeINMbM8PKE4yKndBlewkX5nsOEYRx8jsc4Bv035+nH1pORNUjLTv8wEAUAxY+WcKGbOfAh/Hk6xVuGAFq/5MMTdwdGLlYq2smiPfhqo0cRl/5ICtKzOYd//NfbuVnRMoUqQVQGFoNGfOfDU0NCqTSSseT8jzYpPam9Z4afXqOW3u/a3ibpWWVp6raGaerDUyflLzkifo1YGHRj2m3G2SgjfZ4YE8pzHyo23qzrwkK6va2CHyMs0FWd0IAABgSu2nqNs4rqzxpGi1lH9uE5Mo7kf0V81H66ymw+QYowobkw1G3qbne9vz7r+5v0NHl88ryJL3ByRTpWNqP6khu11+mFa51ywvM2tSV/0pC/oV2/aUzMuPyzYvkb/8JPVH6yRJflmNvLJKaahvzwPi5QrKa8f1nJ4ClQ+0yrRvlhKV8mct1oCXvyosAADAdGIlaX+/TxgpLD9T6XD2VIc04/XFGpQ495PyhnsVRuIajlQqtFLCH5LpyG/Ja4Z6pMoF+9lTcRhOuCp/z+FS9/BIpX1NXEPe5BbIlGVCZZ/rkN/ar+ghdTILq5V6/Tmdqvw2dtElNcp6jsbzY0I0lNzuYQW7h+TWlCmsiyvtUggEACgORVH886UvfUl/+MMfFI1GVVZWpuuuu05HHHGEJGn37t369Kc/rR07digWi+krX/mKVq5c+bbbilG2caHi77la6u+SypKyPbulwV75C49Uf7xRBVlLfYazoVSu/IPAhlhF3tjyqiZFbHGv0BSGjjyvTJ5X9vrtyXsuY6Ru+ydt7LgpN9Y6+KROaf6SvPRshYHRIRXvlm8zah3cqJhboVV1H1I0mD2uqe5Hd+j+9i8rsBlJkmMiOrnpC/LSc8b5igAAQKmaCflEGFol6g9Ronaugsyw3FhSA+0vKFE7T2GkRsN+/jEtpkAgVWqkNfAbx7hhIB1RPUdb+jtH3bWlcpbCyTxAnwiZij0teoPJTVEjJlRs469lXnpMkmR2vSpv81Mqv+BKDbpJDbvlipx7mZwNP5HZvV22brbCUz+oIa9izIEZIyU7XpLzm5v3xFFZp/Jzr9Cgl9/2DAAAzAwzIZ/IBq7qWo6Xa7dL4bCsN0cdL7+gSLJJw87fK5Mp3va009mwYlKiceTG68e4WS+hSPNSmbZNo+5rk+Mrgp9s1krDESM1lk3J88UDq8H/eVHhwMjvBP6uQcV2D8lbM1e+tUolPCXPPURDv9+icDCr6KJqxdbM09A4Cn9cY2Sf2amBP+5ZhSl6SJ0i75ir7LhfEQAA41cUxT8nn3yyPvvZzyoSiWjDhg361Kc+pd/97neSpBtuuEGrV6/WD3/4Q23cuFFXX321fvvb38oY85bbio3jSPGu12Tv/L6UTUuSzFGny644Wb2qpPCnyDS6FTpj9qH6XesLsrJqSlTorNmHSn7xza1CMZGMXuz8n1FjVoG60i9olpk9UjyfrtGK8r/XoZWXyLERKVshG+3WoNkhYzyVmzmymeQBP6fjGG0deihX+CNJoc1q28AGHRL/m+K9ihoAAEyqmZBPxCOhgr5t6nn1MUlWMo6ql5ymMDFPw6lxLKuICWet1RFVs/Vy30493zvSBvfo2nlaUlYvy1uVE0v3yLz0+KgxM9Atr2+nVJOUtVJvvEnxc66Q5w/J9xLKmKiSqd1y+nZJ8aRSyVlKmwMvfIvbtJyHfj76Ofs6FenaITVS/AMAwEw1E/KJ6sR2ub3fkxm4V5Jk3Fo1LvuGulKLFLKCaFFJW0+xd75P3m9ukvo7JceVPeECDSebCh1aUTG96VzhzxvSL+xW8uhm+VFHoaRUY0KJvzxMJrDKRh1lQqvEoC8NZqSKmDIJ96CaFESH/VGFP5KUealTyZVNypYXxc+tAIAZrii+jU477bTcv1etWqX29naFYSjHcXTnnXfqnnvukSStXr1a0WhUzzzzjI488si33FZsqvxu2d/fmiv8kST7x9/JzG1RdZXUYyoLGB325YWOTqleqqOq5ypjA1W7CXl+ca/6M+WskevkXxHiOBHZvWpwQt+V8WtkJYWxNj2463plgn5JUmVkro6t/5RMuuaAntJxjFJ+d974cNCtIsypAQDAFJkJ+UTE9qnr1Uf3DNhQvVseUM2h5yoWK1M6XZytaWeqhB/R++cdq945wzIyqjJxmYAD1lGMGfnfvlfeOqPzrpSikheVMVJV1yY5t39bbyQcZYe+QzrmwgMuADJhIKXzWzwrSOePAQCAGWMm5BOuvylX+CNJCrpkur6v2vqr1ZNqlu9zdXIx6Ys1KHHhVfKGumQjCQ3HqhUUeVeCKefsJ7/aZ8haKeWM3Ne1Vu6LnRp4ZHtue/npi2XnVxx4B4XgTf5OfC5KBgAUh6Io/tnbT3/6U5166qlyHEfd3d2y1qq2ds9yhs3NzWpvb9e8efPedNvBHlzX1R34yiNjFb62Q3afZd8lSYM9cof7VTtvudyaWZMex0zQ0JDfsmvM+9LE7Ws6WuG+Vw+2fjN323MSaio/TDXx/P9uoQ30WPvducIfSerLbldv8IKWNZx5wM+5OHKqtg8+MmpsafXpqqkoH8MryDeR8wczD/Nn4u3a5cjzZsbJjWJ5na2trbrmmv8vd7u/v19DQ4O6667fFy6oAnIch7/tEjNd84mhnTvyxmyQkc0Oy7ODKq9ZINeLTnocM8FE/s3PEhd5vBkbJGSPOl32ybv2DDbMU6RpvhqS+e+BHehR+PufaO8rDczzD6vi8Heocv6hB/acNim76nTZR3+9Z9Bx5c2aP2HvO98ZGA/mD8aKuQNMnKnOJ6Yil5Akdbblj6Wfl7H9qol2SjUnTE0cM8DEfSZXSBppCZaYoD1OJ0EiplRjmfxdQ7mxsmNmq7ypQkk3/xxbtn1AnXsV/kjS4O+3qv5vV8lrOLBWZWEyq9Sscvk791xQ4FRElZiVVLJiYlpx852OsWLuYDyYP9PHlBT/XHzxxWptbd3vtocffliuO3KV6u23365f//rX+ulPfzoVYeV0dg4oDCe3sr0mXiFT2yx17XOQXVErtW+R6WpTd1hGgfA4NTRUqKOj/+3viJyRZWh9+X5GnheV5MkeYN/bhLtM72y6Tq1DjyvmVqopfrSCgTp19Oe/B27EV3d6c954d2rbQf0NxtxFOr7xH/V8zy8khVpefbES/pIJed+ZPxgP5s/kCMNQ/gz4cvQ8p2heZ2Njk370o5/lbv/Hf9ygIPCLJr6pFobhqL9txzFTd3IWOeQTUkWsQjLOqMIHJ5KQ8aIaantWTrRcXRkS9fHi+/zgGSdUGOmSb1OKqU5h5sB/mogfepriDQtkXn1OtnG+srOXa3DYlYbz34Nktk/RgZ688Wx/j3oP4j0rW3qCYq4n8+z9shV1ssedrx63ViH5BAqM+YOxYu6UFvKJwijmfGIqcglJqo/N33dRFCmxWgp6pN6fyzeN6h5smPQ4pjs+kw+eda16bUqSVZWTkPEPfMXUxJlLFe7oU7BrSN78KoUNCe3u2s9Kn5ISfan8QT9Uqi+l4eDAm3+Vnb5Y2ad3KrOlR5G5lYoe3ayuVEZKZd7+wW+D+YOxYu5gPJg/peXt8okpKf755S9/+bb3ufvuu/Vv//ZvuuWWW1RfXy9JqqkZaQXU1dWVq6Bva2tTU1PTW24rRt2qVN1p75e96xapv0vyIjLvuEh2oEd69XmZilpV9vxBqTlHasidmBVMgLdjjJTJ9Ovpp/8k3/fleZ6OPHKlotFk3ur7+2MDT7FgiZbGlspaKUxbvdnDQj+ieeUnqSf9s1HjjfEVCg9iWVkbRFShlVpTc5isrKwfHRWr40g2MiATegqz8QPeLwCUmt27d+q117Yok0krGo1p3rxFqq+f2FUEs9ms7r77N7rhhv+c0P0CB4t8Qhq2FapafIr6tj4oG2TlRBKqWnKqMkM9yvS8pkTdEpVpUBm3QX5ICzBMDeNm1B7cr2fb/o+sAiUjTTqu4R/lpA7s+yjlJJRqPFxu8xEKw/Atc5BsJKnI7GUyrS/vHYFsZeNBxTzklCu17FRFl6xRaFxlrKu9k5iICRQNUvLdmNK26BZLBgAAY0A+IWWdpYpU/7VMz62SAim6VKp+v5T+s5R6Vm6wTdWxLvVlDlFoaVeLqZF2fd3R/qye6HxNkrSiZrYunH2kEkHkgB4/7BmZhVVyFtcoFbzNRWvJqEzEkc3udUFNMiqbOLDnesNQxJF77GzFj26W7xoN7VO8F3pWvkLFQnfva3cAAJgSRdFfYsOGDbr++uv1gx/8QHPnzh217eyzz9att94qSdq4caNSqZRWrFjxttuKUXdyvsz5l8mcd5nMBZfLxspkutul9lekWJn0xG8Ve+0peYb+uoWU8rLaGnRqs9+hATctM41zHWN8/elPT8n3fUmS74/cNubAK90lKQjs216hYq3VrOhxWlhxqowcuSaqw2veq6RZMqbYg2xEYXZ04Y9ifdqS/b+6t/1qPdz1ZQ1FnpdxOMIGMP3s3r1TW7a8pEwmLUnKZNLasuUl7d69c0Kf58EH71N9faNaWpZP6H6BiTYT8gnfNwoSC1R76HmqaTlL1cvOkJ8eUrZnm5xIXNYGGtz+mGLqK3SoM5oxRv1uWpv8Dm0LupT2/EKHNKnSbque6fqZrEbyh4Fsu57p+okcL3tQ+wmCty78kaS0IgpOvkS2efHIQCKp8Jy/12C8/qDjDkOrlKIjhT97qcx2quL+WxS79Ysq+93NqkrtnNb5IAAAGDET8one4VnyKy6RnfNtqfkGqf5KKbNZ6v2llFwr03+3It3/ror4/ldIwtSwjlWnGdSL2V1qs73Kugd3nr6UGCNtGurIFf5I0rPdrXpuoO31bgUHxtqRfOLtpKKukue3yHm9PZdbl1Dy3GVKjeFX0iC0SpuR/3+DMdJO06+bX3lAX//znfqfjmc0fJB5EQAA42Xsgfb3mUQnnHCCIpHIqP64t9xyi2pqatTR0aGrr75ara2tisVi+tKXvqSjjz5akt5y28GYqqU1pZFVSaozHTIvPyn74qNS4Muc9Jey1srs3Crbs0tatlpDTcuVcg6szyj2GO/SZINuRt/d9IA60yN9YmOOp8uXn6KacHq+F74/pCeeeDxv/JhjjpXnTc5rdlyrwOuSkSsnW61wgmpzHEfamv2FXupdv9eo0SlN/6RIZt4B7YOl7TAezJ/J0d6+TU1NCwodxqQ72LZff/zjI7nCn71FozEdddQJExbXVVddoeOPf4f+6q8umbB9lpp95yDL9BenmZRPRCJWcfVpuOMlpTo3yY1WqGLhCQrS/cr2tSsMsoo3Hqa0qVUQFsW1HiVlvN/nnc6g/vOF+5QNR07Sz4pX6O+WnHjAV66Wmh73cW3s+E7e+BnN/y6brpyU54wpq0imX6EX07CbPOCWxW8noZTit/+7TFf7XoNJpS/+jAbdA/vc53gQ48H8wVgxd0oL+URxKmQ+MZW5hCRVle9WxN8k03+HNHi/VH6iVPVeKfOyNPykrFsrv/xi9aWXaArDmjbG85nsOEZ/TrXpp6/sOV9/bP0CnTdrhdxg+uV2nufo1rYn9FTn9lHjSyrr9XfzT1QwCe3njZGigeRkA4UxV/ln1sau303rhud+J3+v5X5W1s7RXzUfLR1gDRff6Rgr5g7Gg/lTWoqi7dfbeeSRR950W0NDg2655ZaD3laswlDq8hpU03KcnHktUmpwpA3YU/fKDnSP3OnV55Q46gxljzxXB1CwjAlijLRpsCNX+CNJ6dDXhp0v6S+bjpINpl+2E4lE5TiOwr0qcBzHUSQSPaC2X2MRBkYmqBv59wTu13oD2tJ1776jGvB3qEYHVvwDAKVif4U/bzU+Fh0du/TUU0/q85//8oTtE5gsMymfyGaNQrdKZbMOU7x2kcLsoPzhXvVv+4PeWFM83b1VlUvP0rAzsa0A8TY86bfbn8sV/kjSzlS/tqW6tDwyPd+LhFubN1YTWywTxt+0HfB4pRVROvr6805g0uINdo8u/JGk4QG5Ax1SFT/SAgAwnc2kfKJ3sF6JWIXKauplKs+TSW+V0i9Knf9bkmQkRfp/o+Ss76svvaigsc40g05G/2/bH0eNPb57m9bUL1KjKgoU1eQJglBLkw15xT8tlbNkJ6nyzFop7UiKTXyr7F3p/lGFP5L0dNcOnTt7hcoUnfDnAwBgf6ZfuXCJ6HZqlC6vV/jwbZKfld4o/Hmd+dO9qkztUuQg2y9h7Iwx2p3Kr2xsH+5T+Cat2DKer1bbq13ql++VYqWWp8MPX5FbRtMYo8MPX6EiqQs8KEYRJbz8Hx88VtACMA1Fo7GDGh+L3/xmvdasOUlVVdUTtk8AEyMIpP50uUInpv7XNipI9eYKf94w3P5HlUczcsj4pkygUDuH8/OJ7vTQfpetN0Ya9DLaHvao2xmSdUrvYoN4OEdLq87J3Y445VpZ+yGF2dI7uW0jMcnZz48A0cTUBwMAADCJhtMxdQ4uVRiEUvpZaeCu0XewGUUyj6o82kML1CmUDQOlg/y2wcPB/ltHeQpUkepQZfdmVWS75Exa+f3ksFZqSc7SomRdbmxOWZVWVc+d0tWwJkrczV/ttcyLydPEFxoBAPBmSu8X/mlkwCSVPOcyxTq37He7s+VPSvZ1KX30uRo6wGXGMXZhaNVS1aQN7S+PGl/TsFhOYGT3OXgecNP67ksPqiszslJQS1Wj3jv3GMWC0vmzslYqL6/RccetUSaTVjQakzGRSVv1ZzKFmZiOrP2gHmr/Z9nX1xSqis5ThTP92wUBmHnmzVukLVteylu5bd68ibsq74471uuTn7xqwvYHYOIN+RWqWHq2/N5X8jdaq+HWR+UlmxSWL5E/DZeJLzaR0NWahkVav/3ZUeOLknV5ramMkdpsn25+7sHcSkFnzzlMa6oXldSS/taPa1H0Is1teoeydkgJp1EmU1ViPzuMGI7VKHLceTKP3JYbsytOVipRX8CoAAAAJk9feLQqqhrkdl6vfWt8nLBLZV2fULT2SvVmj6YF2BRIOjEtLK/V1sGu3FjEcVUXLc9rG+UpUMXWR2Ue+L+SrOS4qjz779Vbv3zC2uJOhUQQ0d8uOEFdwaCspDqvTJ5fmsUyjZGkWqoa9WLvrtzYexauUizw8n5bAgBgspROlcI0NRCplm1cpmiyVmZgz0GdaTlOdsszMh2vKtq0SMPzjyvJgoxS0+xW6pJFx+h/XntGmcDXac2H6PBkU17LL+NID3RsyhX+SNKLvbu0tb5LLZHGqQ57XEbmVUTRaGSv26Up4S/TKc1f0oC/Q55JKOkskDKVhQ4LACZcff1I+5jXXtuSK96cN29Rbnwi3HrrLyZsXwAmz5BfrrLKhVLrn0at/hOvW6L+7Y8r3bVFlS318lVTuCBniDC0Oqp6ngb9jO7fuUlxN6KLF6xUo1OR1+824wb6yUuPjWoRdueO57S8cpbqVVoXftggIi+Ykzu5UKrpRGCNBpeeqMSsxTL9u2XLa5Sumq0Mp00AAMA05QdRdQ8vUW3Vh+XuumbPBhORvEYp+6q8XdeofNaP1Z9uKlygM4TjG12yaLX+Z/vTeq6nXU2JCr134TGqCGN5x9hlqc49hT+SFAZy7rlFZX/5WQ26pdUizAucPW3N8hc+KhkR39X75h6jtln9GvLTaoglVWfKJ62FGQAA+8NZrCIw6CTlnHu5vFeekGnfLNO8WBrolTpelSSZlzfKW3SCsn4ptpUqLW7o6MjEHLUsn6VQVvEwklf4I0mBY7WpvyNvfMdgtw6tnVWSy1JOBzY08tJzVK05hQ4FACZdff2sCS32AVC6hsMKVbWcr0zniwqzQ4pWzVG6a4v0emFJmO6VohT/TIWY7+n02hadWL9Eroyigbffk71p66snM5w33pdNqd4rreKf6SRjospULpAqWT0UAADMHP3hMUrO+je5/b+UceJS4gip679GNtqUnLBdEsU/UyHpx/T+OauVnusrIleuv/9mXmaoT3ll9+lhOekBqay0in+mk2jgaYFTI0U18vbwMxEAYIqVznri01x/tFZ9h58le+iJsn+8V/a5h3LbzGEnKtG3Q5WDrYopU8AoZ4YwtIr4rmL+/k/US5IXGq2smZs3vqiinsKfMXBdR67LxxEAAMBYWCsNhVVyZx0nJ1qu/m2PKNPfPrLRuPLKahQ33Uq4A/JcjlUnmw2luO8p4rtvuuR+wkQ0O1GVN14TLZvs8KYlz3P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\n",
      "text/plain": [
       "<Figure size 2880x1080 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "cols = ['Agglomerative clustering', 'SOM_2', 'DBSCAN', 'SOM_1', 'Birch', 'real']\n",
    "\n",
    "fig, axs = plt.subplots(2, 3, figsize=(40, 15))\n",
    "sns.set_theme(palette=\"Set2\")\n",
    "for i in range(len(cols)):\n",
    "  sns.scatterplot(x=pca_df[0], y=pca_df[1], hue=pca_df[cols[i]], palette=\"Set2\", ax=axs[i % 2][i % 3]).set(title=cols[i])"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "collapsed_sections": [],
   "name": "practice_SOM.ipynb",
   "provenance": []
  },
  "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": "3.8.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}