Task 4.ipynb

{
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   "source": [
    "# Prodigy Infotech Internship by Vyom Thaker "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Task 4 : Social Sentiment Analysis."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Problem Statement :\n",
    "\n",
    "Analyze and visualize sentiment patterns in social media data to understand public opinion and attitudes towards specific topics or brands.\n",
    "\n",
    "Sample Dataset :- https://www.kaggle.com/datasets/jp797498e/twitter-entity-sentiment-analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "5TOeYYPk-liu"
   },
   "outputs": [],
   "source": [
    "# Importing necessary modules\n",
    "import pandas as pd\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.feature_extraction.text import TfidfVectorizer\n",
    "from sklearn.naive_bayes import MultinomialNB\n",
    "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix\n",
    "from nltk.corpus import stopwords\n",
    "from nltk.tokenize import word_tokenize\n",
    "from nltk.stem import PorterStemmer\n",
    "import re"
   ]
  },
  {
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   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
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    "id": "kh5S1yT0-sbF",
    "outputId": "dcd880aa-857a-4bbc-d6a2-c1588cce7809"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
      "[nltk_data]   Unzipping corpora/stopwords.zip.\n",
      "[nltk_data] Downloading package punkt to /root/nltk_data...\n",
      "[nltk_data]   Unzipping tokenizers/punkt.zip.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Download NLTK resources\n",
    "import nltk\n",
    "nltk.download('stopwords')\n",
    "nltk.download('punkt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "OL403JnB-uv9"
   },
   "outputs": [],
   "source": [
    "train_df=pd.read_csv('/content/twitter_training.csv.zip')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "nAHXhm3391ML"
   },
   "outputs": [],
   "source": [
    "validation_df=pd.read_csv('/content/twitter_validation.csv')"
   ]
  },
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      "text/plain": [
       "     id  information      type  \\\n",
       "0  2401  Borderlands  Positive   \n",
       "1  2401  Borderlands  Positive   \n",
       "2  2401  Borderlands  Positive   \n",
       "3  2401  Borderlands  Positive   \n",
       "4  2401  Borderlands  Positive   \n",
       "\n",
       "                                                text  \n",
       "0  I am coming to the borders and I will kill you...  \n",
       "1  im getting on borderlands and i will kill you ...  \n",
       "2  im coming on borderlands and i will murder you...  \n",
       "3  im getting on borderlands 2 and i will murder ...  \n",
       "4  im getting into borderlands and i can murder y...  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train_df.columns=['id','information','type','text']\n",
    "train_df.head()"
   ]
  },
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       "        element.innerHTML = '';\n",
       "        dataTable['output_type'] = 'display_data';\n",
       "        await google.colab.output.renderOutput(dataTable, element);\n",
       "        const docLink = document.createElement('div');\n",
       "        docLink.innerHTML = docLinkHtml;\n",
       "        element.appendChild(docLink);\n",
       "      }\n",
       "    </script>\n",
       "  </div>\n",
       "\n",
       "\n",
       "<div id=\"df-ff2bf7df-31f0-43ce-966f-71c3212908f7\">\n",
       "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-ff2bf7df-31f0-43ce-966f-71c3212908f7')\"\n",
       "            title=\"Suggest charts\"\n",
       "            style=\"display:none;\">\n",
       "\n",
       "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
       "     width=\"24px\">\n",
       "    <g>\n",
       "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
       "    </g>\n",
       "</svg>\n",
       "  </button>\n",
       "\n",
       "<style>\n",
       "  .colab-df-quickchart {\n",
       "      --bg-color: #E8F0FE;\n",
       "      --fill-color: #1967D2;\n",
       "      --hover-bg-color: #E2EBFA;\n",
       "      --hover-fill-color: #174EA6;\n",
       "      --disabled-fill-color: #AAA;\n",
       "      --disabled-bg-color: #DDD;\n",
       "  }\n",
       "\n",
       "  [theme=dark] .colab-df-quickchart {\n",
       "      --bg-color: #3B4455;\n",
       "      --fill-color: #D2E3FC;\n",
       "      --hover-bg-color: #434B5C;\n",
       "      --hover-fill-color: #FFFFFF;\n",
       "      --disabled-bg-color: #3B4455;\n",
       "      --disabled-fill-color: #666;\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart {\n",
       "    background-color: var(--bg-color);\n",
       "    border: none;\n",
       "    border-radius: 50%;\n",
       "    cursor: pointer;\n",
       "    display: none;\n",
       "    fill: var(--fill-color);\n",
       "    height: 32px;\n",
       "    padding: 0;\n",
       "    width: 32px;\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart:hover {\n",
       "    background-color: var(--hover-bg-color);\n",
       "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
       "    fill: var(--button-hover-fill-color);\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart-complete:disabled,\n",
       "  .colab-df-quickchart-complete:disabled:hover {\n",
       "    background-color: var(--disabled-bg-color);\n",
       "    fill: var(--disabled-fill-color);\n",
       "    box-shadow: none;\n",
       "  }\n",
       "\n",
       "  .colab-df-spinner {\n",
       "    border: 2px solid var(--fill-color);\n",
       "    border-color: transparent;\n",
       "    border-bottom-color: var(--fill-color);\n",
       "    animation:\n",
       "      spin 1s steps(1) infinite;\n",
       "  }\n",
       "\n",
       "  @keyframes spin {\n",
       "    0% {\n",
       "      border-color: transparent;\n",
       "      border-bottom-color: var(--fill-color);\n",
       "      border-left-color: var(--fill-color);\n",
       "    }\n",
       "    20% {\n",
       "      border-color: transparent;\n",
       "      border-left-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "    }\n",
       "    30% {\n",
       "      border-color: transparent;\n",
       "      border-left-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "      border-right-color: var(--fill-color);\n",
       "    }\n",
       "    40% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "    }\n",
       "    60% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "    }\n",
       "    80% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "      border-bottom-color: var(--fill-color);\n",
       "    }\n",
       "    90% {\n",
       "      border-color: transparent;\n",
       "      border-bottom-color: var(--fill-color);\n",
       "    }\n",
       "  }\n",
       "</style>\n",
       "\n",
       "  <script>\n",
       "    async function quickchart(key) {\n",
       "      const quickchartButtonEl =\n",
       "        document.querySelector('#' + key + ' button');\n",
       "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
       "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
       "      try {\n",
       "        const charts = await google.colab.kernel.invokeFunction(\n",
       "            'suggestCharts', [key], {});\n",
       "      } catch (error) {\n",
       "        console.error('Error during call to suggestCharts:', error);\n",
       "      }\n",
       "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
       "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
       "    }\n",
       "    (() => {\n",
       "      let quickchartButtonEl =\n",
       "        document.querySelector('#df-ff2bf7df-31f0-43ce-966f-71c3212908f7 button');\n",
       "      quickchartButtonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "    })();\n",
       "  </script>\n",
       "</div>\n",
       "\n",
       "    </div>\n",
       "  </div>\n"
      ],
      "text/plain": [
       "     id information      type  \\\n",
       "0   352      Amazon   Neutral   \n",
       "1  8312   Microsoft  Negative   \n",
       "2  4371       CS-GO  Negative   \n",
       "3  4433      Google   Neutral   \n",
       "4  6273        FIFA  Negative   \n",
       "\n",
       "                                                text  \n",
       "0  BBC News - Amazon boss Jeff Bezos rejects clai...  \n",
       "1  @Microsoft Why do I pay for WORD when it funct...  \n",
       "2  CSGO matchmaking is so full of closet hacking,...  \n",
       "3  Now the President is slapping Americans in the...  \n",
       "4  Hi @EAHelp I’ve had Madeleine McCann in my cel...  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "validation_df.columns=['id','information','type','text']\n",
    "validation_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "vsWcM96s-8TX",
    "outputId": "4ef2546f-a2ea-4b7d-a32b-30a952254e7c"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(74681, 4)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train_df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "bzj3axCn--lf",
    "outputId": "493fc1db-c25a-42ed-f644-28b7e3911aa8"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(999, 4)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "validation_df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "tHja_lKT_AnD",
    "outputId": "2b9d25e1-1870-48ab-c8e0-d1c269198e3b"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Missing values in Training Dataset:\n",
      "id               0\n",
      "information      0\n",
      "type             0\n",
      "text           686\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# Check for missing values in the training dataset\n",
    "print(\"Missing values in Training Dataset:\")\n",
    "print(train_df.isnull().sum())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "-Ho-bhGL_DAq",
    "outputId": "9d0659b9-ff98-4a90-a3da-62782dd47de0"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Missing values in Validation Dataset:\n",
      "id             0\n",
      "information    0\n",
      "type           0\n",
      "text           0\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# Check for missing values in the validation dataset\n",
    "print(\"Missing values in Validation Dataset:\")\n",
    "print(validation_df.isnull().sum())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "Iu2BmURX_FbU"
   },
   "outputs": [],
   "source": [
    "train_df = train_df.dropna(subset=['text'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "06nP2Ta7_H_0",
    "outputId": "ec479744-9d6e-4f5d-da0b-274a48ad4559"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Missing values in Training Dataset:\n",
      "id             0\n",
      "information    0\n",
      "type           0\n",
      "text           0\n",
      "dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# Check for missing values in the training dataset\n",
    "print(\"Missing values in Training Dataset:\")\n",
    "print(train_df.isnull().sum())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "vxllIE8J_LXZ",
    "outputId": "de0d9c4d-6494-45b0-c50b-56aa1a855338"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(73995, 4)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train_df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "JYd3p1KG_N4o",
    "outputId": "ef5dc118-acee-4b10-d686-8dcb3a4619f3"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 73995 entries, 0 to 74680\n",
      "Data columns (total 4 columns):\n",
      " #   Column       Non-Null Count  Dtype \n",
      "---  ------       --------------  ----- \n",
      " 0   id           73995 non-null  int64 \n",
      " 1   information  73995 non-null  object\n",
      " 2   type         73995 non-null  object\n",
      " 3   text         73995 non-null  object\n",
      "dtypes: int64(1), object(3)\n",
      "memory usage: 2.8+ MB\n"
     ]
    }
   ],
   "source": [
    "train_df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "XfA90uhU_P_s",
    "outputId": "e25f724d-9c9c-493b-8e56-9b76da763f95"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Negative      22358\n",
       "Positive      20654\n",
       "Neutral       18108\n",
       "Irrelevant    12875\n",
       "Name: type, dtype: int64"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Check the distribution of Emotion\n",
    "train_df['type'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 675
    },
    "id": "hBP6o7lH_SH3",
    "outputId": "cbfb2e02-e4ce-419a-fc17-f62dd71c48fa"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Check the distribution of the 'type' column\n",
    "type_counts = train_df['type'].value_counts()\n",
    "\n",
    "# Define colors for each emotion type\n",
    "colors = ['skyblue', 'lightcoral', 'lightgreen', 'orange']\n",
    "\n",
    "# Plotting a pie chart\n",
    "plt.figure(figsize=(8, 8))\n",
    "plt.pie(type_counts, labels=type_counts.index, autopct='%1.1f%%', startangle=90, colors=colors)\n",
    "plt.title('Distribution of Emotion Types')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "UZZvcchSC0Xb"
   },
   "outputs": [],
   "source": [
    "# Identify and replace object datatype columns with numerical labels\n",
    "object_cols = train_df.select_dtypes(include='object').columns\n",
    "le = LabelEncoder()\n",
    "\n",
    "for col in object_cols:\n",
    "    train_df[col] = le.fit_transform(train_df[col])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 466
    },
    "id": "-B0He1xABVnr",
    "outputId": "d8ddadf2-e31a-448c-989c-0a9ffcfa6985"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='type', ylabel='id'>"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Assuming 'type' is a categorical variable and 'x_variable' is a numeric variable in your DataFrame\n",
    "sns.violinplot(data=train_df, x='type', y='id')\n",
    "# Assuming 'type' is a categorical variable and 'x_variable' and 'hue_variable' are numeric variables in your DataFrame\n",
    "sns.violinplot(data=train_df, x='type', y='id', hue='type')\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 513
    },
    "id": "DjfpQY-nE9iq",
    "outputId": "af5c6bdd-de3b-489f-d8f1-c450196d0401"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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wY8YMbr/99n9c42PEiDEokoZwHoN9DGe2twKwfEN39Pe+mNXeyvIN3Q2Pp0PnUyU7zRqkDlUR8T4JTR60XFpX2JqrDGhPZ3sbrueTCTXUh7pv1cZaLN/QPeA1M/u011Bl0qZSd5+h2pDQZGa2t5LQlUH7tnNiG4Ymnk/VCWYSGltz1qD1FwcIK6vaXtuGqj1D2bw1Zw3YB1W7DFVuaFtqiGeQqnkGtXVLBA2vG+r5bM1VSIT9VjsQ3V28o/bAe3p6kCSJ5ubmuuNf+cpXaG1tZfr06Xz961/HdXtfjieffJKjjz4aXe8VzD/ppJN48cUX6erqisqccMIJdXWedNJJPPnkk/+4xsSIEWNQpHSFrXmLrXmroQN57MWtXHJcOzPbW7lzyTrOnzm+X7nOiW3cOLeD5zf21B2vEpsc34+cpAYsnNPR78NbJVH94PGXAbjs3uWDlrvmgRUcNqE1sq2vPQvmTOOuJa+Q0MTgxPa9Qevb1F3qV8/zG3u4cW4HnRPb6o5XWdJ3LlkX3W9rrkLR8lBr2jdUG+5cso5LjpuILks8v7GnYd9WyW6v7yzTObEtcrCu53P/MxuYf+rUhvUvnNOBIomBTCPbnwvvd+eSdZE9l927nB8tfmVAm7902lSuun9Fwz6olkmHg5FfPLOBG+fW1/P5+54dtD8+f9+z/eqe1d5KRlcbXvf8xh4WzJnWr88EC30iM9vbuOze5WG/7bkD32tY6JIk8cADDzBnzpyG5yuVCjNnzmTSpEncfffd0fFvfetbzJgxg2HDhvHEE09w9dVXc/7550cz7BNPPJHx48fzve99L7rmueeeY+rUqTz33HNMnjwZXdf5yU9+wllnnRWV+c53vsP111/Pli1bGtpjWRaW1Tviy+VyjB07Nmahx4ixC9iV38/67UV2liw0RSZvedz2xzV1e+EnTBrBl06bwpK1Qn3M9QNGN5n4Pliuhx8E7NOcQAFytkuARL7skEloSASkdZXbH1vDp4+biArogB2AK0EpTCCSCWOj85UKpi6Sj2zqrpBUJUa3JKNEI9VyG7tKFByfF7fkOHifZsY0JyiHoW+ZhIrnBfxw8ct85n0H8YPHX2bqmCaOPKCVL/zi73zzg++iYHvkK060IqAEMP/B1Uwe0xTFezclNPZrSbDs1W0cuv9w8o5HT8nB9QOefKU3NrtzYlsNC11Ck0AKwJFE0g7PdWgK48Br22D7Ho4TkNBVfrl8A6dPH8uCAWyQfJ+b//ASXzhpEj9a8goXzJrALY+8yGUnHMjXf/cCZ757LCOyhljCN1Wypsr3H3+Zc2aO5w+rNzNtnyZSukpCU3D9AFOX0WSZnQWLVBgHftm9y8kmNBbM6eD+v63n/71nv342lxyXQsUjZaosf62LBb95vk4H/8a5HWhhX551+DiefW0n/+89+5GruBRtV8Ru18SB1z6DvnHgO4sWKUOc29JT4o0ei0PGNlN2/Lrryp5H4IMfQNFySegi2Y4iwaX3LqcpqbPwjGlIEuy3h3ro7wgH7jgOZ555Jq+//jp/+tOfBnWQd955J5/4xCcoFAoYhvEPc+DXXXcd119/fb/jsQOPEWNo7Mrv5+8butAUmQ07S0wdnamLA8+EceC272F7QiyjaPVmiwqAhKqgSqAFYIVOq/YDW/E9VGQkQJMlZEANoNKgbNGy8FBIGwoKEvma8xldYUNXidaMQRAQZQhLmyppXUEFuvvU973HX2b2wfuwT7PJJfcsY8UbOZK6wn9f+G5GppPYCBtkySGpmf1t9yroionne6RkBQew/SAaLGQTKqYm4sBlhNhXd6VCVjeQZQmPalY0YacsiUKmqmC5VVJVQEJV8XwPJczkVWuD5gfkAx9dkekqWLTWxIGXPQ9TCTOp1VxTcj3e6CrzhV+sYHvBFiFaczqQJaI+bUlrmH3ul9IVyq6LJivoskTZ9zBkhR1FC11RMHWZgICMrER9V3tfpyYOvOh4EICmin/XDgaq4iwfPXJ/Jo/KioFcxSVpKCQ1BUWGsuszTFWoQFRXAJTC909XZOwwU1zRcknqCgldQZUkcpYbPZ9MOPPeXKgwY1zj5fahsNcvoTuOw4c+9CFee+01Hn744SGd4+GHH47rurz66qsAjBo1qp8Trv571KhRg5apnm+Eq6++mp6enujPhg0bdrdpMWL8n8Wu/H7ShsY5d/6VCW1Jio7P9oLQjG5N66Q1hbLvYbvCeVuOy4jQgfaUHYIAkMD1AxwJtuTrE0a4foDvw86ihSxJSIDjB1jh/wEIQK9GO8kqiiRRsn025y2CIGB42kCWYFPOIpvU0WQZXZEp2w6taR1Zgi15i27bI6nJNCc1ChWXnOVywawJjG02+cHjL7PijRwgZv23PLaOWspeTxnKnkdaV8iYGvmKYK+bioniB2iywk7bY2OuguX6ZA2VppSKKkPF8dmcs+i2XCp+QNY0kWUo+cJBKwqMDEOvesoOvg9JxMDH86G75FKwhfPW/QDLsRkd6qxvylXocn1MRcH1fRxfIldxkZExgYQinGZGV2hLGwRBQFfJIqkqjG5K8J2PzOChyzu5eW4HqiQ0vSUJsqaG54mBWhAESJKEHwS4vnigtufzxCs7OOt7T/G/y98gQKJke1iOTzIcyBRsj6Il0rUqsqjLcmFnQbQnqSnICmiywrZCBU2F0U2iXZtzFa6ZPZWpo7IUKmKlZVTWQJYkthUsirZPSlUoBB4lxyNfdvGCAEOVGZkxyGgKPh6eL46lDJWiJZT4bC8goSm0pXVSmkI4ZiKhD06gGwx7tQOvOu81a9bwyCOP0No69Cjl2WefRZZlRowYAcCRRx7J448/juP00v0ffvhhDjroIFpaWqIyjz76aF09Dz/8MEceeeSA9zEMg2w2W/cnRowYu4Zd+f20pXWmjM5yxneexHIsRmUNVEU424Lj4bli5iOkMHVKjickKw0xC/L9gNCP01NykEMxExDM7CCAtKkhS6AqMqoqs61YrpOmtkM6TUKR8fyAQjjLUmQJy/NJagotaZXhhoomS1RcH9cX9Wc1hZEZ4SC35C08H0ZlDf7riVc49bYlrNzYw0VHH8BDl3fy808cwUOXd3LdaVORAM8vR067uyicdkpXGJbWMFWZkuNR9H1cP0CSoCmhYWoyBdujp+hScQM0RWZ01iCpSThhvu+NeRvbCaK821vyFpIURI55Xa4SObkRaYOMrvDzp9djSTAslaib2TbpCnLYRwEBsiyhyhKv9ZQ46ZbFnHbbE/z3M6+zuadCvuKyvejyP8+8zlW/+DttaQNNFQ7IAbrCML4ASGsKCU1GkiSCIECWRL1ZVSGlKRy6/zB+csFhzDxA7B+3pnUIYOkrOyh7Ph/70VN87XcvoMkSnk8UBjcqa5BVIYEYYBRtD9cHxxXviF4Tmi4DWdOk6AZsCrOFjcyaSASUXI8gkClbDqOyBklNoex4bMpZ5F0PXVaRJJFvXZGJ4tN3Fu0oomJzvoILPPriZpqGYMAPhrd1Cb1QKLB2rVBHmj59Ot/61rc47rjjGDZsGKNHj+YDH/gAy5Yt48EHH2TkyJHRdcOGDUPXdZ588kmeeuopjjvuODKZDE8++SSf/exnOeWUU/jJT34CiCW5gw46iBNPPJGrrrqKVatWccEFF/Af//EfXHTRRYAIIzvmmGP4yle+wuzZs/nv//5vbrrpJpYtW8a0adN2qS2xEluMGHuOgX4/G7vLfPH+FfzttS5+dv67GZ5NUnI9DFkmAGzfR5dlKq7Yf8yagmlseR66IvYbk5KEg3AU1b3tqu637wcossQ+4R7kth1FKkDF96Jl3Fp96+6SRdpU0WSFfB8NcdkPCGSJK+57lkmjslzcOSFazvU9h2yiXnc8ExLndvbT3hbLw364dG37AQYegayKZfIabfWEJrMl16vNbfseCVkhQCxJFypiJmp7PoWKS8ZUSYYStBVHHEsZYm/WkCUKrkdPySVtKiR1lYojlpBThtiaQIKUphD4Hi9sLTJ5VLbOqWd0BdvzsDxQZZeEakT91JzUSGkKthdQdsVSf1IXy9IZXcENZ9P5ihMOSBTKtouqSBiSDA10yhUg54itgExCJamKvXQVovJ9+756bcGqIMtapG8+LK2RrlmCry1btC0MVcdyfXLhexbpnYtV9GgLR5YgpSj4Uv96dhQrGJropz+9uJmjDxq1x/vf8DY78D/96U8cd9xx/Y6fe+65XHfddYwfP77BVfDYY49x7LHHsmzZMj796U/zwgsvYFkW48eP52Mf+xhXXHEFhtGryrNixQouvvhinn76adra2rj00ku56qqr6uq87777mDdvHq+++ioTJ07ka1/7Gu9///t3uS2xA48RY88x2O9nS65CV8kmV3ZJh3uRSBJf/93zXHbCQdzwYL0sZlUb+9ZHX+LLJ0/CAizP75dfu0puGlfzAX1tR5E7HlvDp4+dOKAutgpcNcC5fLlMNpEgKUEJuOaBlTiut0s627XHUhKUgTe6y2zYnuPwA0aysafcUFv90uPbOe+up5mxXzML5kzjtkfX8MFDx3Lpvcv5ypkH1+nDJ3WFH517KN95bG2drnlVo7vi+Fz5i7/3u656r+tOm4oX+CTkXodaO0ioOrcmRcaSJK4J25zUFe44ewamJjdsw4IzprHwwdU80kev/sunTaVsWWSTiQH776Kf/o2dJZt7Pn4EXUWLpAaZhCi/K32vqQqfPvYAJjQnseiva14t+9Mn1nHnE6/VHV8wZxoLHnyuTme/2p6B9PflIMAKfJKayj4tSd4M9hoS2zsdsQOPEWPPMdgM/KpfrGDx2u3RsZvmTuOhlZs4b+Z47uzjZKqoamMfOCLNGz1lbvtjfynWarmvnnkw+7Qkeb2rxFX3r+C606f208quLX/DGdM4/pt/bnju5rkdLFm7nVntbZFu9+7obNfWU9VT/8pQ2uoT2zhkbHOk+/2Fkyfx1d+9wAUN+mcoje7ZHaMZmTUH7NfO9jZOmjqSWROHc+2ilSwfIInM4iuPrdMtv+T4dsY0mYPow7dySAO9+s72VhbO7eiXFKW2r758+lTW7yixJVzq7tyDvu+c2MZNc6YNqrXe9zlVjw+ksz/Q8XmzpyBJErc++hLXzp7CmOZEv/vtKvbqPfAYMWL830VPye7nvEHsRS4Ota+H0sYu2B4pQx20XK7i8uq2AvlQv9v1gkHLD6QMV5XrHJE163S7d0dnu7aeqp76kNrqa7bX6X6rihzqbffvn6E0ukdmzUH7dfHa7bxn/LBolnrBrPH9nDfQT7d8+tjmIfThG+vVLw510IfSqB+RNRiZNRm5h32/eM32IbXW+z6n6vGBdPYHOh4ACx5czb/N2Jer7l9BT8lueM9dQezAY8SIsVdia97q57yhV2d6MD3t6vlc2RmyXL7ikLPcSAp0T7TJa89Vda6r2JP6avXUc7ugrd5XNxwa98+u1DNUf+XKvYlKBhoQ9G3zYJK4Q9m2K/1XqHjRPfZE8313y9ZiILsH1N8vO9EAc/Ga7WypUZDbXTROCRMjxv9ROI7TTwN/2rRpaNqeM0Vj7Bm6B/hgVqVVd0VvW5VlXH9wx5ExNQIgm6iXBB2w/CDnMwmNvOXWldmT+qr1VK8vDCA9WkVf3XBo3D+7otE9VL8ma2RFB3JSfds81H0HK7Mr/ef6PiW7//Pbnb7f0+c+kN0D6u+H9VQHSkMlixkM8R74W4S9cQ/8zTqjRtfvbh17G4bqk+XLl/PpO35FdtQ4AHKbX+M7F5/O9OnT/+m27ineiYOQRr+f1Rt7+OB3n+SCWeMjBTBTE6FLJdvlgBFpcuVeFrUqSxRDRnLWFAxtE4kK9WzgtK5gBAHbbRckmVzZYUJGw5UViqEQSbGmfCYUEekue+QqDvs0J7Bcn615i5EZE8v12FawaEpojGtOkA9V33pKDmlTpdlUeerVnTQn9agNy9Z3ceeSdczYr5mb53bwP8+8HrWxNaUzrsmMYpoLFYfWtIHj+eTCtsmSEFnpy0pXlQBdVhuw5ytoasiWByo1oi8ZUyWpK5Rdj56iYMindIWK77J+e4UfL32Fr87pwJP6s8A3d5f44A/+yoEj0tzx0Rm4XkCu7NCW0SKRlFqmvukHVGrUzpoSvSzwKpPerxGOqd4roStced+zHDahjRn7tWCoMm1pHU2RyZUshqVNirZHseIwLOyrvuz5pKbg+S5qg/6pMv9/vHQdP3riNZK6wudPnMh7J42k7PqRWEtVmMXUhKBMxfdECFofe5t1BRcGjFT49D3LuPHfOjjttqX85rJZTB3TtEe/m3gG/i+Evh/uF154gVsffamPM2KXndGqVavqnNme1LG3oW+buje+wmfe9wKTJk0CRJ9lRo6jZb+DAPA9lxdeeKGujr3dGQ7VRtj72wDig/vTCw7jlkdeishASV0c+9GSVyIW9UDM6g+/Z18+eUx7Q1bxjXM6aNFUTv3ek3z+vRMYnR3Ftx9+kUtPOLAf6amzvY2LjzuAC37yt0iec2Z7K186dSpf/d3zEdM4qSvced57uOOPa/rZtmj5G3W2dba38eClszBkibIX8Pf1XVEbD94ny61nzagjiX370XoZ2c6JbXz5tCnc9Nve+1ev60vEqmVcf+7EgwgC+uVX72xv4/xZ+3PJPcsp2V50zStbe/ja3IOxArh2gHofvuJINNmI+nkgO947aTjzT53KvAdWsqQPA/78meM5N2TSL5zTwTcffpFFz26qu/ZrH3gX8xetrCOGnTJtJF84eRJXP9DbV//Rp6+q9d/71GvMP3Uq33v8ZX72VK9wULUd33/8ZS7sPIBPzhxPOQiw/YDrH3yOsw8f12+ff2Z7K5cdP5F9siYuQV1ba59fo/4qlsvcftYM7MDh+EnD/zW00N/p2Btm4H1nj5tW/YWmCYewz6R3AdC1/kW+cuYhkfPdldnoF+//e+TMGtXxTkPfNr321z9QqViM2P9AoH+f9T2/N8zId/e57Y1t6ItGv58NO4pc88DKOsd3yfHt/H19V79jjZjVD19x9KBs8pvndvDS1gIHjkhzzQMruTJkbw/E0J7eh1Xcl2ncyI7BWN+d7W1cfPwB/Rjyf/r8MVy7aBVL1+4Y9Pq+96+9rlHZm0KG/K4ywat9BAzKzr55bkfd+YHsGIoBX+3fKpP+9NuXDnntj849NGLM70r9z67vYuGcaRz7jfoogmpilnmLVnHz3I4ocmH6fi2DPL9Wrj9jGvN/uWrA5zdQf1UjFVw/QAbGDU/3K7sriGfgexHeiqXP7Kje2WNu82uDlt2V2ej/heFdesTYQfus9nzfGXlV4a/2Gf2jZ7d9n9uurIrUtuGdgpLj1TlqEKSpvqE5jY4BQ7LJBWNcMNUXr93B1SF7uxGWrt3BBTPH96vj/Jpju2MbCEb3F045qN89y45fRxIb6Pq+96+9rlHZ4lBs9rU7OK+mvmofAUP2Y+35gewYrC21/btk7Q6uUer3jwe6tpYxvyv13/7HtZSd/vv2S9buoOz4UXuqkQvVaxphcRiRMNjza3Sf2kgFIEoruieIHfjbiDe75N3o+t11uH0d/td+s5IRqwUrsjob/Udidwctb7b8mx2UFLa9wdd+Y9X1kZIe1md2+4/fYqh9bn0HFf8qA69cuT9xqxFp6s2wl70AZMmL/j0Yhrr37thWRSPGd63du8Pc3pX27i4TPB/Kmw5Vby0GsmNPmPRDXVvbf7ta/0DPuXo8V3aoyuEPVWejunb1OeTLDukwJ/yeInbgbyP6zqSqDnOgmdJQDv+tcLhDzUbfauzubPLNlv9H9JGaHbHLzwze+hl6o0HFWznwertIcUldIakrdSS2/YYlueT49ijX8wWzxjN2mEiOUSWH/XL5G1x3+lSyCY17P34EGVNlS67CVfeviBKijG1JMLqpV17zocs7SesKY1sSbOgqN7SnL6s4qSvs25LgR+ce2s+26l75UOzrRozvWjb0rrDGG13XCLXMdhBa87d++F20pIy6bFxLrjyW7UWbTbkKmYSQpk3qStSmRvUOZP9Atg51vm+dA11b23+1ZfqS6qrEvANHpAdkk1ePZ0NW+67Y3KiuXX0OmYRGruygyNKg5QdD7MDfZryZJe++Dv+f4XD74q1e9n+z5RsNcmpJaf/sPtqT5e49wVs58HqryZB7iqSu8OPz38Ntj66pW8bsnNjGby+bhSxJXPvAyn7nfnbh4VzfQMbyF588CsvzyKgKTtB/X3dWeys/u/BwNAl6+rCHe8oWW/IOB++T5dsfno7t+WiyzHW/WlVPTpvYxm8um4UmSeTLJUqeytfO7GBjT4WOfZqwPZ8RGRNNkdhZsJGQovPv2b+FRJjI47HPHROlTv39ZzrRVRnHF9m/LM9DkWQs10NC4qHLOylaIi3b0iuPjXTQa1n3Zd9jZ14w6BdfeSxFq4Kpm3VEq4HIgKK/O7E9L5SzFW4jIMBQBRv7y7MPpOzB+6aMwvMDfnd5JwEiRMrxfFqTOllT5ZHPdWI0YKc7vseOosvvP9MZsdL7ln34ik5MRaQkjfTvyw6/u7wz0ql/6LJZNBuqIN01IJF9/5xD6SlVeCi85toHVnDIfsM4ckIrRcvlno8fTkZXkAJZ9JPj8fNPHEnaUEgbKkXbpWh5EbtdkuCJK4/FB6wwgqFge/zPRUdEDPdqilXL99iRd5CAiSPSyEFAgMaboaHFDvwdht1x+P8INFqufSuX/d8s6/sfMeN+sxhsuRt2f8vgH71EvrsrQ/8o6LLEbY+u6bcPvnjNdub/cjWnTBvV8Ny1i1byrv1a6hz4krU7mLdoJf/eOQGaTG548Ll++5RL1u7g2kUrmX/qFE65ZXF0vMoe/tlTG7jtrBlc/+BqDt63mWde3dnw/l9atJrTDhnNYeNbeWT5Bt4zYTi//vtGvv3ImqhclRl93l1/5fazZ/Drv2/k+4+/wn9+ZAa26zdkic8/bQrffuQlPn1cOwt/058d3YgFX2v//EXLeWlroSHxDMRqRl+d8mqb5oV9Wh0sVe2/56nX+HjnBE6YPAY7CLixgV0gBgGfOWEibSljQJb8gl//nRVv5JjZ3srFxxyAKilR2bEtCX564WHc/NDzXH7CQczrQxyr1UX/7sfe3Y9YVvsO3HD6NI7/1p9DLfyD+a+l6/jID5+Kyv3b9DFc/t4DmdeHQDmrvZXzZo7nsnsFU39meyufOPoAzGEJfvLEq5xz1PgB2/bjpev42FHjufE3oo3V47oaILPnLPTYgf8T8Vbvx+4u3oq90oGWa9+qZf++9e8Jse7tHuQMhqHaB/UOvVEo3z9jULI39GGhAYmtisVrtnPeUfs3PNeX3FV7/JrZU/CDwUlZftD/2LxFK/ny6VOjwcGs9rY6h1xn29rtXH7CROYtWtnQUULv/b965sHc9sc1EYt6Y3eZBxuwxBev3c6CX6/mypMn8eVfrWb6fi39nOQFs8ZHdTWy/46PzuB933o8ko9tJLO6q4S5iDi2Xwu3P7aWebMns/A3zze0C8TzAjhl2qgB7bv1rOkc+40/s3TtDhacMa1uBn3HR2Ywb9EqLpg5vl/ymr5tbEQsqy1neX7092sfWMlNczv4YU2SkvNmjmfeopX93r2qDOoFswSxbenaHciSxCnTRnHezPENNderdt0U6rlX21g9fvPcDsru4Mp3gyF24P9EvN2zw7dqr3Sw5dqhZui7suzft/7BiHV7G4FrV+wZrH2NVjD6bhnsbYOSfxQakdhqMRj5Z2DSkzPk+5Gv9CchVTW3q47M9QavxPWDhgztWixdu4MvnjKpjkVdPd4ItUz5RuzooRxwrc25yq4RBAc7X2tHgDQ0a3uIQVctO7yvE67qu9f2V6M6qnveg6H2+TbSOFcVecCBY99ohGqbdkVzvW8bq+9HUo9Z6O8YvN0zm380SW2oGfqe3HMwm//RBK7dxZ7Y804M8fpnoFaysxEGIxgNKGNpDr0VM1CZKuPYcn2GZ3ZNbnQoZvvusKj72tAXu8OY3lOZ1YHuOZhdu2rjYLrkg+m79y03JImsz/Pt+4x2Nxqhr/76QHYNdC9Z2nMyaJzMJMZbjqpDatnvIFJto//l7vdOs+edioSuMLO9teG5zvbWKH1kX8xqb2X5hu6GxxOaTFpXmDVAvbPaW0kPMHCoMo6rjmwg22qPD6abDv1Z1LvKem5UbncY01tzVr8+WL6he9A2NerT6j0Hs2tXbRxMl3wwffe+5VRF2q3n2/cZDfXM+rbBUOVd1lFvdK+hVpoGQ+zA92JUl2OXL1/O8uXL3/bl4Rgx/plQZYlLj2vv51Q621u55PiJjG5K9DtXJQc9v7Gn3/HrTp/Ghh1lCrbDwjnT+n3kq9cW7P6zqVntrZFjWL6hm8de3MolDWyb2d7KJcdN5LEXt0bOYjCnuDVnReeXb+hma64y6KDF9fzIhr7lBnPAVfuruP+ZDdw4t6OuD+5cso5Ljmunc2Jbv2vPnzk+Ct2rtb96T4lgQLsi+ye2sXWQQVetoImhynW2VdvdaODRt40X/2wZC+d0NHy+N87tQKr5iM5qbyXVx6G7nk/nLg5kqm1KDTEorJ6vbWP1eNKISWz/ktjblodjxPhnQgKGZ01OPXgMF8wcj+X6GKoIMWpJ6Xz/cUGaqp5rSmjs15JADuDjR0/gM+87kELFI20qIsxKCvjsfc/S2d7K5953ENfOnkyAFMVASwSoEnz/z6/U2TGrvZWFczv4z8fWcOPcDm749WqefGUnB+/TzOyO0XW2bclVqDgeKzZ0c+PcDhYt28Clx09ERqpLjVplcV91/wpuP2s6siRx55J1/OdHZnDpcROB+r3wKgv9u39ay3WnT+Om3z4Xkcqq5e5cso47z3tPv3tV7b/oJ3+L/n3VKZNZ8OtVXHnSQVw7WyFfcciEyURunjONnWWHiu3RlNTw/IBv/OHFujjwWhb6JcdNJKOrXH/GNG76TX+7QDi6z54wkdaUwaz21jot9KpjvfSeZVHdm7vLLJzTwbxFQjf94ruX8dMLD+Prv3uB+adOZcGDq/vVUW3jiKzBxq4S150+FccLoueb0GRU4FP3Lq+770+X1g9Mfrx0XXjvVf36scpCr9r58c4JjBuW4CfRNSsbtu0nS9fVtbF6fMXr3UzZw0QmEDvwvR7/bGGVGG8v9jZS3tuJchjve8DwFBlTo2iJ7FL7NCdACrj+tKkUHY+essOY0PmUPY8mCfZtSpC3PRTZQ5VlRjcl2FGo8F8XHi6ykfkegS6yUkmIwUJaVzGAK953EBcd0x45tWoc+PBsgkvvWca3Pzwdy/UpWg7jWluxPZ9CpdY2uO60qZStEu/rGMNTL+/gCydP4pMVh1zFYXjaQFdldhZs7jr/PazZnOfa909GkgKKlsewlM7CM6ZFceCZhIoRxoF/5oQDsTyPebOnYLke82dPqcuS1WSo3Dx3Gvkw21fGDLOp+R4L506L2pMvV/jcSZPRFZmULKHK4AewJWeRDGOeWxMaZd8jX3GZN3sKV51cn+ErIGDe7CnossSyV7cxY//hXPv+Kdi+H9nVU3ZwXJ+RWZ2kplLxPW6e2xFlI6va4/geXzptKhlTRVNkdhYtnKC+rOP7XH3KZEqux4Izpok48Jo6uksW3/7wu8gYKkXHY2fRJmNqjG4ysX0PRZIo+6LvMmH8ea5cIZ3UIzGe6iCwYFncNHcaRccjX3ZJGgoZQ6XkePz0gsPqspxpksT5M8djDdA22/c4Lzxfe++dxQrDMyZ6LOQSI8a/BuJVl174ASiyhKEqyBIEAfhBQCJM5Sj5AaoskzJUCpaLJAlHbCm9e4OyBKYqU3E8vEDCDwIcP0CTlV3eP9SApoTB7I7RHD2xDcv1SesKEmLvMgjEH0mClKawo1AhCCBtJHm9q8TwrEnJdtivJUHO0ihaHpoiM6rJxA8Cpu/Xwt9e3cmXf/0cV7x3AidN24eC41G0XDEr1hR8v0JSMbH9ANcL8PABSSh6mSojMwYlx+ONXIWMqZHVFTK6jONDj+VSsjwhmqIpqICsapFj0jWFhKpQcHpn2BLgAT9Z8iqf6DyAQALLFf0PiGVnP0CSJbYVSmTTSXYWy7SkEtg1HC9VlmjOGiQ0BQXwfdiUr5AyVUZnDYJAwvEDyk5AgEjZ6Xg+2YRGUu5dWpaBlCyLMgFsL9gkDYXhaQNZhq0Fi7Qh0qxqiOcQBL2M84wu7l/yQJLEe+AR0JQwOWnqKPIVMQhM6wq5igWSgucHpLQqGVE867ShIkkiQiJrqiJFKdQ4evF+ZrImf3xxCxXX54TJo8K0sC4pU0VTJHoqDi9tKXL4hNY35YRjBx4jxl6GeNVFIKGKj+6wpEbJ8ZAkkCUJ2/WxJUhoCoWihakLB+aGOa63VjwypthHLVpQCR2u7YiPsAQowJDUoXDlwwGWvLQZVdU4eGwzubKLHwQkNR1NlrAl4byDAIq2h6GL/Nolx0NRZPZvTfH8ph4sJ2DZhi7es/8wipaLBIzMGARBQPvIDPd/6igKFYeS4wnbpVpTNGRAkyUsJHIVh2FpjVG6SMayKXTcY7Imju9RcIRqWjLMld5sqJRcj7ztRSsZGVMVnSFLBIAsw8isQdEW+c0zpsZFRx9AyfPoLjiMyGhksiZ526OnVKEpKf7ueDIjs8L5VTyXQqVXqSyTUGlWFWyg6HskVQU1I1N2PLYV7ChHesn2yJoqKU3B8QNKjsfGksWwtBqRzt7IW9GstllT8AnwELnFPT/ADyCpqeRdC1M1+j3Kou+R1BSGqQqfXbSSrTmLOz46IyojSdX/i3zwqiyRlBVBWjNV8paLLImVmsAUqwt+AGldQVUCkMSARZMlCo7HpNFNZEwNQ5ZI6wppXai0VVcGqs4773uM2t0fR4iYxBYjRoy9EkEQ4PkBQQC26zEiIz7KuZpY7uEpg7QmnOXOoo0iSYxNCUdguX6dKIuhB8jVr7TfPxyp30JmeEAHZh04imn7NtNTdkibKllDpWxb5G2PhKYgEyBJgjkfBPBGV1k4FF1FVYTgSdKQOWnqKPZrSdCSUmlN61z9wArW7yzTltJFmxErD47n05oyCALY1FOh7IqBRNn1kGUYnTWjGaumwpisianJFB2P7QUX1w9oS+skNYWSZeEDri9mpM0plRZdIRXauilXoWB7JBQFyQ/I6ArD0yqZ0OF0F8QesiIrGIEYGCmqxqaQkDa6ySSlypQcj56SS2tKR5KgYDkYikzJD8hZLl0Fl4Lj4eGR1lUSusr2glhpGpsxSGoK+XDwIEsSo7IGEiJmvWC5pHSVJl2snJSDgJzjszln4QcBbWmDhCpTcj0SqiFWGSSQ6F11Schi9aEnXJq/5azpdBWFNv7orElSldmSryBJEqMyBklFYmNPmafX7aRouwRBgISEGwTIEjQnNUxVFk65ICRmk+G7mCv3cgpKnkfZ9/slhZGAn/7lNUx5z0lssQOPESPGXgsHKNoVmhM6RdvDchzGZE0MVaZgubyRsyg4HilNIZNQyVdc8gQNM2hZjhQtASP3//T1u6ZmBm4iZloZUyNfcSjYHk2mSSZM8uGGy+gBAVlDpSWlE/gOTaaK58P2gkXKELNHz/eQkSk7Ppe+90CGhasHVcfcoiv4AewoWJiaTFNS7P9XHLGfny+F95cUJMBxYWNPhYrjk9IUNnYXyZUddhRtSraHqmhs6imzsbtMwfJ4aXOR13rEAIMgoCWlkQyd9aaCFXIHxIxdkWFMk8k9f3kVL4Bv/GkNXrUPazrsF8te56RvL+YD3/0Lx33zz/zxuU2MzJiUHb/OISsKdBVcSo5HVlcYlTUBWB8OIsTgQTi+gu2xveAgyxItKYUmU6XHFtsEFccnrSkMS6nIksTOok3F89Fl4cQr4Yx8Z8lmZ8FGlSVufOh5Fr+yDSPUJe/7PCVJYt+MsKerVEEOuROH7j8MU1OQwj0aOxwYJlQFD1+sNIQcjYLtocpiQCXL4PkBrgdbCjZF28NUZZpTGr4f8K2HX+SsI8ZR8fc8jCxeQo8RI8ZeC12W0AyTnOVSqLhhJicPRfXJGhqyJNUtZfpmgOd5IPd+2qq+WlVU8hUHWZLQ9Zo98Jqpd8UvgZysOx4A3b6H74m6mhIaSOJ4zhKEpbSpYqoyKmL5tEpiAmgJl4AtxwmXmSHwbNKmWFHIVxwIyWYq0FVDgtJkiZSs0KTIOLJYLvbDNlkSEWEqm9QwFJnN+QoHjmoKiXcV5HD5NqsnyIUzw5EZg6QhI4fZOHpKDsNS4t+yJOEJz05aVaj4AWXf5aKjD6Die1xy3MReklaYrGN7rsSHDh3L+w8ZE+2rJ8K944yu8Iun13PezPG80VOmOalHqyB520OSBUehJPXOlNOygtXnPTBkQTCUqwI5FQdJAkORKVpicGQosmB179PEOXf+lStPPoiDRmbIlV0qnsvVp0yu224wdJBxaUpovLCph6n7NlNwBWu9KaXhI7ZEqs9iVMag5Ho4tkNzUvARLDsQy/8JsY1j+x6GLLYBfB+2l3r36jVZirYjMgmNK953ED9Y/ArnHtVf9ndXEc/AY8SIsVdie8Gi5InsTc2Gwohwv7hgufi+jAS06QpNCY2S5WJ7AZIkka9AyfHQFdgnawriVLjcOyJjULRsfMD2fW579CVGZ02efXUbElBwDTblKkiSmA3LEmzJW3geaLKM4wZsyVts7qngBgEZQyGbCGfIrlgmlSWHfbIm2VDwo+qQjVDfXlMgbwUUbDELbE6ppHQxK7T79IHrB7iAL0tcfM8yLr93OaPSOim1l2TVljbw/IAdRZuUoSFLCDZ+QswmN+Yq9NhilaIlrVG0XSxXTJ/lkEptuT5BAKnQ+W7OWbyRq/CZ/16OhIzjBzhOQE/Zqpu5Fm2PtmySsi/q7yqVyRgqluuzKVchbwsGdtGyaEnqGIos9t4hfI5CySydUGkyVGR8/vTKDq6471lS4X0KFTGz3el4FFyPlK6QUCVSqoIqS6QMYUvF9Zm+XwvFisP3zzmUA0dkCIBRWQNZktiSr0SiK91FMUQIJJUggANHNdFdFIS3qihLNdtY7TJ8Spajvf/tBQtZFisLzYp4H21X9HfF9cnoCvtnDbKGSsX12Zir4Hliy6FZV7j9sTVc2DmBN0FCjx14jBgx9k6kTI2zv/80GuAjUXF9ihWXtKmS0RQCYEdI1jJ1JWKcy5LYRzYUhSfWbqlzOGXHZ2QmwdZcia/9/kWuPHkyju9x1IGj+PXfX4/K5spiWTWpKYzLGOJDLglWvKnKjMiYEBDth1ZnlSXbw1AMbD+g2/HYnLeQqvulmtgn7iq6ZJMaCV189D1PYmu+go7cbx9elSUUoOx7fPUDh3DTv3VQdMRAoeKJ5WkVyBoqKUOsMPgBJBQxm2/WFVqSwiH1lC1MuX/7mlPVsDAoWh6W6zEqazA6a/LVDxzCzryN5fpkDJXHXthGxfXZ1FOhpyxmwRt2ljDDNJrNSZNiODBJ61JEDNM0sT9ccX3AoUlXaE3p+EFAvuIKFj/gA+NaU1x/RgcS8M3fP88Hv/ckX//9C+J622dLzkJVFahZgajuN3cVLVIJQXwLIGqnKSs0pzTKjkdPyaEpaeD5YsvBUGX8QHAtVFWsGuiyjO0HaLJM0hDbJLbn4wBb88L5j86aQMCmXIUu1xczcselLS1WVjblLXY6Hj6B4A3Ivf2xuVDmkuMmUrYqbyof+NvqwB9//HFOO+00xowZgyRJLFq0qO58EAR86UtfYvTo0SQSCU444QTWrKnPALRz504+8pGPkM1maW5u5sILL6RQKNSVWbFiBZ2dnZimydixY/na177Wz5b77ruPSZMmYZomHR0d/Pa3v33L2xsjRoxdR1JXmDQqQ9EX+4ymKpMyVQoVl7LvRc6uLa1Gs5yteYuELj7gBnBU+0hyFZeekvjIJ3WFrfkKSdPgmlMmc+sjL+IFEkng1EP2FQ4hJCCpisSPl67DQuxvW66PJIVL6MC2gk3F8cNZnbDLDePJHN9nR8EmEzKrV77ew46CTVfJwdRkdEXGcnze6KngeD5JXcUiYGNPmZ6yI0RTgoCiXcEFHA8KFZeErmBoCiXHpatggSTY9JWaPd3qjDXneORdD1UR8rG6ruIDTbrCiKyBLAln5HoiLEySwPfFKoYShoIZNX1ecjzOmL4PmiwxusmkKaGhKjB2WLLOkWbC2OeCHVC7Xa4jVkxSmklPH7JaShGuqOKI7YBUyOK/6JiJ/OayWcx7/xQ0oCWpkUmomGp/pycDY1IGmiyTt9woDE9CZLYzZIWUJjGmyUSSYGvBDvesJRKazOisgU4vI18CKm4Yix8OGiUZUqZK0XLJWy5JXaU55ChYro+pqdieT0pXGJnSsT0/zPsOKUONBhRt6QQvbyuQ0M03kUz0bXbgxWKRQw45hDvuuKPh+a997WvceuutfPe73+Wpp54ilUpx0kknUan0yvF95CMfYfXq1Tz88MM8+OCDPP7441x00UXR+Vwux4knnsi4ceN45pln+PrXv851113H97///ajME088wVlnncWFF17I8uXLmTNnDnPmzOmXhzlGjBj/PMjAdadP5Xt/fhk/gKLlkAnDn3qKLrYfRCzlRnh+exEJwQxvSmrkQ8fYkjLI6gr/8/R6PvO+g/jh4y+D76OF++iZhCjregHnzRyPBmRUhYW/eY5v/O55kuH+bhB6JzXcN66GuZVtD8fzWflGNx/94VP8/Y0eDtt/GClDRQYUWUaVJWRFzOg1RUaWJFzPZ0xTguakGGhIskRGN6MY46aUEGoBwShXFSG4osmQkJWwnNiPz+gKnhfguAH5spgxeh5sCZfTVSRSikxbSo9WM4KAaN/fBkqehy5L6Kogb7l+gOSLVYEqwsg8fE/sJVdXFQiIthZKjociydiIFZMteYuEKjM8beAHAZtzFkVPrCpoGtFsHMknHQ4e7BoWdxDAtoJD0RGDlmxCDFp6Ki7bLBcDiUzNigRhfH7R9thaEGF61euqBDZNlvnDC5s583t/YcXGHuTqio8lVnxSmkLgB1iOELNJ6kLYJQjJcimjd1sAoOx4VAKfZlPD1FW2FSyCAEZmTUqWQ67iMmF4GlV6c074bSWxnXLKKZxyyikNzwVBwLe//W3mzZvHGWecAcBPf/pTRo4cyaJFi/jwhz/M888/z+9+9zuefvppDj30UABuu+023v/+9/ONb3yDMWPGcPfdd2PbNnfeeSe6rjN16lSeffZZvvWtb0WO/pZbbuHkk0/myiuvBGDBggU8/PDD3H777Xz3u9/9J/REjBgx+qIa9zx3xljKnkNTQq+b6WmyhBuIWU+xRvhEQuyB79+WQgvAkyVBiqou58oStu/xoffsx1/WbuFTx07kG39aw+ePnUijnFIibMnmprkdFG2PTT0VMgmNkU0mV973LIdNaGP62GayukxGF8vnZSfgsP1bOWHySExNhCelDKEKlq9UyFcCNucqfO/Pa/nqmYcIVbGySxAI0plti1A5n5D8ZmokFAUNyIdbCdmkRjJ0TD1lh6ZkWL/lsjlv1aiaudF+u+OKFgaAhY8cyGiARBBpgldJdemQ6Od6EPhhCJ4s8bO/vMZZR4yjRZOxq6R+RaWn7JAJNBRdwZeIQqmSmoLqB7hhrLwXBFQ8n4Qmi31vSSJXFu3N6CarN25je8ln5sQ2SpYb7UnnXQ9DliM7q9ckNBklpeL7ov7X8xZJXezlJ7MGClKdMl1KU7B9l6ymkg2FWAq2x7QxzZFSX3VFI6nKFMNwtbQpRFzShhC+UYFAloTiTQ0kQA/3xGvf16QuRH6Shvi7EpbdVrIY3Zra49/IXol169axefNmTjjhhOhYU1MThx9+OE8++SQATz75JM3NzZHzBjjhhBOQZZmnnnoqKnP00Uej63pU5qSTTuLFF1+kq6srKlN7n2qZ6n1ixIjxNiAAGYmRWYMgkNmcswiCgDFZk4QqiFUKaq86mCGWNr0gQAs/oJUgqIsFB9hZtPn6719CAg47YCQPr36DS46bSHdQ8yWuWaHdXKqgoBEQoMhiZqmp4uN5/RkdHD2xjTHNCUY1J5GCAMfzkSWJpIaIC7Z749ElYLhpIssSGVPl+jM60GSJXy3bwC+e2RCJfdRmzWwKnWnB9nitR6w+jgpjr4u2R6Hq5AIouR5ZQyUIAnrKLrbnMzIjloy35Cs0m0avoEjBwQpnvj6Qt9yoLkUWM+58dWCUEAOjouPxkSPG4fkWviQhy0JJzQ9jpIU/CyhXRLhfQpNx/YCdjsfmnOAD7J81adIU/FAlrlAR98zoCvgeM/YfzlHtbeTKDilDbIdIkpCrbYSi5bH4pW3IihiEpMP3wHJ9ZCTkAFa+3k02oUSx5tsLLj22h4d4jl/+5Uq+9+eXaQ4HB54Htu8hh/vW1cDElKagqhLdJQsP0UeeH1C2XXFvUyVXFqsOILYmsiHJsmR7JHUNCPUNwvdBVf4F48A3b94MwMiRI+uOjxw5Mjq3efNmRowYUXdeVVWGDRtWV6ZRHbX3GKhM9XwjWJZFLper+xMjRoxdw678fpwgQAakQMxokoYiSFa+hxkqXgWSL5SxQtnMlCH2wzPhMm/B9dmSDwVHsiaK7KBrCh96z3787C+vkZDglGn7ULA9ugpONFPdN2uiqWKZtjlp0lWy2Za38cK9YdcTH99hfRjZfhgOVai4qKpKpUZ4xVDFzHd7zT57WlcoWBZz3j2WTx7TzpZchYxaJUgJEZdS6LfSqtifliWhff6zp9aT1BWxVFwWS8VJVeH17jIgBghJTRIEtUAQ+4phLus2VY5isKtx1QlNQULsW5uqgiaLED2ArfkKD67cxL995wm++MBKXtvh8vzWPDpiRUOWJALEYElBIm1qbM5bIsmL7NNkqKFzc9hhe7hA0erdA1cV2Jy36LL9cEskIGMKx+cFAbqsYmgKWwt2FEM+MiuW4Eu2x+ET2jBllUee20hKV3C8gNe7SpQ9D1mCIye0AkIBDiCtS9FA5o1chevP6OC606ayKV/ir6/uRAJ6Si5OuDWSMXrLdxUcDF0TREJbtKEtbdBdEhK6o7MGaUNsaWzJiaXzYWldhMvZLlK4XRIglsBT+p4vhO+1Dnxvx80330xTU1P0Z+zYsW+3STFivGOwK78fVZbIWRaaLOF4PiXLI2koyJKMAxRsF8+jdwYoSdHyeb6G5FaLJtWkaDmMzJp85IhxOL4vtLP7iHr4QBNi1c7xPYanjf57qq5Hd+gQFEnM1Bw/qNs3NWQZ1xOhZ3WQev/33Bs9mJpCqVymLWOQd2vC3rIGX/7lSl7cWuDqXz7PtQ+sFGxmWWLujH0p2tWtA5HwRAJaUjqyJAhoZSdgU8iEH5k1oz3nnZ6PFwSULLF3ndIUHM+PDCvZQo51dNakKakyMmty7IHDuf9TRzF/9hRGN5scOCJD3vcER6BP/2mywooNO2jWFCSUaIsjGw5aio5HqWa/wvcdhmcMIVRTcfEDxCpKmODlyVd28Nn/flY4QkXG8gMKVm+ylyZDpWRXOGHKGBzfY7+WBPu2JOkuOnTZnnCU4V5/vuIghToBLarcO1jKVUgYBoftP4xhYXie5frkyqK844v+ylYT57gesqIxLJy1a6pof972kJEwNSmaucshsTGhKyKBjKZgAm4gIhT2FHutAx81SqjDbtmype74li1bonOjRo1i69atdedd12Xnzp11ZRrVUXuPgcpUzzfC1VdfTU9PT/Rnw4YNu9vEGDH+z2JXfj8akDIMnt+aF+FOVba547OtUCGlqyKUrCCip9tSOoYqh5mriNjEw6thPbkKO22P4Rkhm1lyPQJZRg5JU4pCNCvdmKuw3Q1CJ6xQcoUO9si0cHYFW4QjVQVkmkwRklUr3xotkYarAY5XdfC9s2/L93jPhBGYgKobbM0JRz8uK1Teyo7P50+axL4tCSH/+eF30VUSsfG6KlO0xKqDqSnYnk/edkmqMklDZXvewg+ETGlKE6FQYjk8DOlyfFI60bJyT82SdauuULLCUDNZJqH2zvQDxDUaIu55fY+I907pCr9fuYmErnDbY2uYPGYYMkTOszWl4wWBCK0D2tIGxfAeCdXE8TySukxLSqMUhrO1JA1aTJUjJ7TyHx9+F91FO0p4UrKF805pIhFLT1nsOeuysK1JE/akdIXukLsAYnUjHU56e3wft88ei48g8W0vlEhoIdnOD9hZtEmGZLWS45FQFSQcHGio7KbLCvtkDMGotz26Sw4gVo6qYXuNFAN3B3utAx8/fjyjRo3i0UcfjY7lcjmeeuopjjzySACOPPJIuru7eeaZZ6Iyf/zjH/F9n8MPPzwq8/jjj+M4vcO9hx9+mIMOOoiWlpaoTO19qmWq92kEwzDIZrN1f2LEiLFr2JXfjx+Ij/+kERlKjkd3wSVnuRiqTNrUqLjCaaZNlZLtRUIqElLEZDZkEXtd3WdN6wqbu0vc8JvnMFSFu//yKl44G/Y82BzOfMdkTdp0ha889Bw+4PsSubJLwRaCHooSMDZrRrPJrrJCznJJqDL7ZKt7zhYF10dXZNJh6FFVdrNgibZIiD3ij9+zjAdXbCJvuewoWBR9L/q4myrRoKGafSwZOmyx8yxi1BOqzNa8Fc242zIGxYqYgTp+QMWyIn31LfmKUI7T1IZOxIHImeccP9QIFyIksiTSjuY8t461XwxFW2zP5ZPHtLNvs8kL24uR7nzE6g41wzOyxLCUFiVw0RTh6HJll2xCJWuI0LZqyJkiSQxL6XSVbPwAMoZKOPmtY9ADdFUsikEoIlOjHJfWFcqeS94W+xK+D9sKvXHdbSG5LO94eL4gCIIQuKm624SukA6zzumKgRNmiJP9oJ8T9yWJoIFz9xADhUASmdX2FG+rAy8UCjz77LM8++yzgCCuPfvss6xfvx5JkvjMZz7DwoUL+dWvfsXKlSs555xzGDNmDHPmzAFg8uTJnHzyyXz84x/nr3/9K0uXLuWSSy7hwx/+MGPGjAHg7LPPRtd1LrzwQlavXs3//M//cMstt3DFFVdEdlx++eX87ne/45vf/CYvvPAC1113HX/729+45JJL/tldEiNGjBBWEOAFQZTgQ5DIJJRwr1dTQhJXGNZjhMS1KlsYxEcSiD7uJcejKWVw3WlT+c/H1vCfi1/lygdW9Lt3VT713JkTqPhCozttqqGKmU9CETMxDTA1EQdesjyKjoflB6Q1hbaUcICVcBk2oauosoSqwKiMgalJJGUJVZb46gcOichw+w9L4iP0uNO6glaTOGRExmCYpoiPfyCidYT6m8SOgs3IrBlpxZcdjyAklkmAhxzFKI/OmNiuTSZMq2qqMq2pMKwrb1HxPZKaWi+Uoin4YUav1rRKQqk5HzpHE5Guc3vBouh4jG9LUaTxTLMQasKPSRsh2U/kHk+HAxQdCT/wRciWqVGyHBRZIqGLrYxwcZqK5/Q6yDDOOmMayPRuRYzOmmR1Gd8PSCkqAQovbS2wsbvM1lwp2t9eF6rHpTSFEeGKj49PV9FiZKiTviXUbW9Nm1Rcj+0FW0jQylKYw70m/tx28UKBHsu2I+lfAC8QJLju8p478Lc1jOxvf/sbxx13XPTvqlM999xz+fGPf8wXvvAFisUiF110Ed3d3cyaNYvf/e53mKYZXXP33XdzySWX8N73vhdZljnzzDO59dZbo/NNTU384Q9/4OKLL+bd7343bW1tfOlLX6qLFT/qqKO45557mDdvHtdccw0TJ05k0aJFTJs27Z/QCzFixBgImwsVFFkmoavRzLo600ZopjAqa1DxPHYUhe50ShMSm7WhQ20pHcvzeX5Tjqn7NPHjpeu45LiJnDdzQvTRT+tK3Urd/X99nbOPGMeOQhkznaizSwr/1OqWj84aKEC37bG9XHVqoKoBTUkVRQptKjtkE4IAZ1MfapTWRZ5tU1ZIC7G3KJ2myG2toeoKph/U6YKDWJIuVCzy4bJ+c5jSsyckzI3MmJRcj635CiPSBkndoOiL/eqK69dpfptAOWxrVYxFAQgV10RZcZ+Xt+Y5766nhfgMMKu9la/P7RBENddjmCLTq9zRi3SYVOSlHRXGthq06CJ+PV+jV96sK1HaVzcgiuGWwjA1TI2UrrEtXyERhumt31lio+vzRneRoyeOoOz4UX3VELGkLjGhLRU6XI2i7ZEMw8a0ML2qi+AvVNyAIBR4qaL69yZdFfnFfQcJJdy7D8jqCnaYFnVHwSaTUGlNJyh7Iutbxffw/YCEqpJ8EyS2t9WBH3vssZEYQiNIksQNN9zADTfcMGCZYcOGcc899wx6n4MPPpjFixcPWuaDH/wgH/zgBwc3OEaMGP802L7YT16zOc/IrElKk8nqInMXshBMyZfdSBN8ZNagp+KwrWCjqzK6IvJtl8KMWBlT4+B9mrE9sbR680PP86eXtnPBrPHMHD+M1LAkmiZmcQAfOWIc2wsVVFWjq+xQtl1AwvV9LE9mW1nsibalDUqWRYDYa82Xe2ektz+2hkLF4cqTpzBv0UqWrN0Rte9jh4/lE0cf0K/dqizhBQF3LHmVT4XnDVVGS6sYslI3MEnrCroKEmL5PGkIXXWZANcX8qeGJqHXOV4NSZIwgJInsp4lDUVohocx05vCcs16bx7r18P497SuoMgBPSUXQ4VD9m3m/k8dVWdTyRd7wPgOFdWkEK6UZMxQq9318FQZ24f9W5NYnkePJ5KbpPoMTNK6glKzVC4hNNyzpmCCb81bpA0NQ5XpKlmMHZakaAv1tLIjNMmbVPD69EFalxihq2z2PVzfp7vkkzAkZOpXHpoMFdlQyTkerusyOivEdYq2F8rPuqQNkfykVVewdQUrzE1fskSiEyNM9ZqvuJQVod6nq72x4HuKOBtZjBgx9kr4AZRsP/rA7Sy7lNwiY5oMVr6eY0STQUpXwxAmMTuzHJ9MQiGlqeQtofqVMTVGZk12FCqgayR1lZ5ymc+dOIlL3+tHDlcG0qoMCY2i5WCoMklDI1dxaTJVWhIJimFGL1WWaUsbbMtXMDQV09DqyGsBYPsulx43kbztYTkVbp7b0W+2bQA5z2FYWsPo42AuOvoASmF2q7Qs4aNy37INvNFT5pLjDiRve3SVKrQkhYOspvmUgJxlkTbM3mxlCcEUlyXIlV38ICChidWKsi0ytClIvVsOIVxEbHl1mTyjKzhBQEi+x3IBJeD5jT1s6C4zbUwTluszpkmnNaXgI5b/R6Y1MlkjIstlTA0FiawqFM4MTaXgioxvRU+Q7ZoSWiS04nmghs697wBGEeHjVFwf2yOMtxbtqvZH0KdvW8K97orUm6UuY2okFfFMJF2JtiE25SyyCZWEJlOo9Cahkf0AV4ayFZDQZSqOx7aKKxT3JCEFrCkSBFBx/LpMbTuLFiOrMqpvwoPHDjxGjBh7JwK4+y+vMW3fJg4e20zF9kiZKoYic/DYJvwAyraLqcq4gU9SUwgC6Ck5BAmJtKGgqpBUFPK2SxgCjewHNCUSvbrnCaF7fvUDK7hp7sHRnrvjidhoxwvoDtnXJcvD80UCkyAIGJ4JnafnYIQSq2HaaHRZxfV77yEBKV1GlrTIiTqaQjZhYkCUQjOtE816q0vVhOS7904dTdn2sENiVAGi5eHhaQPbF400NXG/bI1qGYj0m6os+mh9Oc+0MS0YmlY32zVUkBO9yVdyZUE8M8Lsal7gkzVUhhkqlu+xvWgxfb8WpuzTRL7sMDqtRQ4zV3ZoSmjIskLZqwCaiMcHNucrDM+YaCFLP6kKW4uORxDuD5f9AEOWaNMVrAbO2/I9Al8w8p1qkH4oT5o0RNIWVQVTFnUnNdHGrj71mCoo4erGpopDW9rA9nwsx2VE1qRki5juqvN3w+dVtjy8QKLi+JiajKnoeAgp1VzeJptQSUfSu0TpbEdmxDPP+WUMpXdLeHcRO/AYMWLsnZDg3KP2p2S7kf542XJJpQ2CUJTDD8DxfXRF4doHVrK4Zom6c2IbN5wxlU25CmlTOA7X99iYt8gmNHRF5uUt3cw6cBQF2+OS4w8UBChdYbiusN322FGo0JY2UWSJ7pJwRsPTOiXHZUv4gU7oMiomZV84herM0QXKbu9+aQBoSJQRTHJTlQkQamTVpdZmXcFBOL+i5TA8beCF8+J00ogcoiaLfdRc2YnY9SJqXSYXqn41JcBQlShGngBBYjNV2pIyY1sSdU42pSu4voeEjK7CvAdW1fXnzPZWLjmunTFNCb7/+Mtc2HkAhqwwLiPyd1dcaE6CK4lnsbTm2lntrdw4p4NmJRSyCfsJP4jynNfakVJkSr4vnKgrNMZToTxqJmtScDw29lRoSmi06goVxGqAJovtlKLjQSAY/z1FF9cIMFQFXTcpeR5pXSalm5E0bjbkK6RUSGdNiqHgSsrQqDgeUs2S/caCRUtK58u/rO+fEyaPYN7sKXx5UeP3sFCTNU0FJD9AwsDy+mix7gZiBx4jRoy9EqYi05xU0RSJeb9cxYub89x70RG83l3m9sfWRg7ikuPbWb6+q85hACxes50vLVrNu/dv4duPrGFWeysL53Twg8ef55EXtnPVie28/5B9+WIDZ7NwTgf3P/0aHzlqfMPzC+ZM44qfP8OGrjKdE9v47AkTaU0ZLHzw73zx5EkYLUmuXdSo3mmkVIObf/ccHz1yPN95bG2/j/2njz2AS+9dzlfOPJif/20Dnz524oA2zl+0nJe2FnjvpOHMP3UqXwqdSlJXuPWs6dy1dF3ddTPbW/n0sQewb3OSawaoc/XGHv77r+vr7AKisqd2jObCzgnMW7SShXOmYSNxTdjWxVce289WgCVrd3DtopXcPLeDU24RfKSD98ly61kzGjr7hXM62Jm3uO1PL/ez/5Lj2qk4Phffs4zjDmzlypOncO2ilWzLWXz/nEP58q9Xc/bh4xq2XQxATGw/4Eu/XNVwkLFo2Qam7NvCPU+9xtmHj4v+X61voPdt0uhsv2c+0Ht43enTMGSJnyxex3mzxrOn2GvjwGPEiPF/HDKseiPHbaGz/uqZB/P0up11zhtg+tjmfh/NKhav3c6s9jZAOJF5i1by5dNEdMmph+zbz4nVljt35gTmLVrV8Pz8Rau44yMzxD3WbOc/HlnDEy9v59azpjOqOdHwQy7qXUXecfniKVO4vY/zrtZ1+2Nr+eqZB3PX0nV8/OgDBqlrJXd8VNgweUwT19bM/C6YNb6fAwPhhL/751dY+vL2Aes8YES6n12114/ImpQdnyVrd1B2/Mh5g2DUD/QslqzdQcHunW3eetb0Qds2uiXZ0P7bH1vLpp4yF8wazxdPmRLVccdHZ3DtopVMGdM0YNtvf2wtT7y8k6de2TngIGPujLHctXRdVE/f+gZ633bnPbzuV6t4I1fm40dPqMvutruIHXiMGDH2SliOz4isGX0UR2QNRtb8Oyrn9qVe1aNWaavWieyKsxnsvKr0fj4Xr9keOTbL9Qe9LkAatG7hJA2Wrt2B6wWD1uV6om19ncegzmTNdkZmG++7Llm7g3y5cdKQKizXj5j6+YpTd5/qXvtAqO61A5SdwfupVOPsa7F07Q5GZk2mj22u68dqXw3W9mrfDtb+ap3VevrWN9D7trvvYcoQbPc3kw88XkKPESPGXolc2a37KBYqXsOPZJVcNRCSev0nsup8hnQ2u3m+qps9FPJlZ0jicSFMR7arNvbtl6GcyWDn+/ZXXxiqTCZM8Zkx63W8q6k/B0Jt+TfT/1X7a+vIDdAXA107EPrW07f8QO/b7r6HhYqHInu0DdFngyGegceIEWOvRDIM5akibSoNP5LLN3Qzs721YR2Njledz5DOZjfPG6pMNqHtUr1D1Z02ld2ysW+/DOVMBjuf0BU6J7Y1PDezvZWtuQoJTWZWe2skMhPZrSvMGuBZ9C3/ZvrfUOWov/vWtyttH6xM33r6lh3ofVu+oXvAtne29+/PtCnU4/x4CT1GjBj/akjoClvzVvSx3Jqz2Jqr9Pt43rlkHefPHN/v4ylISxN57MXehEe1TmRXnM1g512vd2bWObEtcmyGKg96nYTQzB5s0LE1J9qtKtKgdamK+Pj3dR6DDWqqtg5UpyLBJ4+Z0M+JV/tzZnsbP1r8CgvndqCE11Rxx2MvsXBORz+bZ7W3cuPcDmoXrquDgIHsGGglYGZ7K1tyFZZv6K57RtW+GmpAV32PBrpv9dlU6+lbX/V963uP5zf2MP/Uqf2Oz2pv5er3T+r3HhYtF1OT6Sq+Q6VUY8SIEWMgqLLE5FFpxrdNBOCq+1dw70VHsH9bCuhlRZdsj/9+aj3Xvn8Km3IVKo6HocpsDf/+vT+/AvQ6ket/vQqAB//+OjfO7eDaB+oV0qrlfrL0FRbMmcb8Rav6nV8wp4NzfvQUQC8LPW1w6T3L+OLJk1g4p6Of8lqVXa1KcPNDz3HJce3ISCxeuz0qI1jo7Vx67zK+cubB/ODxlweua24HF/3kb4BwHrVtuXPJOm49azoS1F03s72VTx4zgX2bk8xqb23Y7h88/jL/u3wj15wyiXmzJ5OrESDRZYmK73HOzPFc9JO/0RleU73vf/9tI0CvaE25Xif9e0vXRfe77N7l3HrWjIZtu3FuB5u6Ssxsb23AJJ9IxfFY+JvnWbc1F/XPxT9bxvfPOZQFD67m/Jnj696R2mvHNJm4QTBg+x9YtoHzZ47nnqdeq/t/tb6S7XHZvcuZP3sK82dPYWOPyL8+PK1z6yMvMX2/Fi6YOR7L9WlKaAxL6mzLW3Xv4XWnT0OXJTbsLKFpez6Pjh14jBgx9kpIgVhG3bKlwMIzpomsYmWHfZsTLDhjGmXHo2x7pE0VXZFxfZ/RTSYFyyVjqBw4Ik3R8fjxee+JnIjre1x0TDufO2kyaV1h6Zot/ZxNRhdJO/7tPePoLloNFdRKrsu3PvSuSCZTRaLse1w7ewrZhIpK0PA6Fcg5Fpe89yASqswNZ0wVety2R9ZUyWoKDvBfFx5O0XL41DHtuIHXsK6K77Fw7jQypkZCk/nt31/nprkdbOgqU7Bc9m1JcOPcDgqWS9n2SBkqjudjaDJy0Ng+1/e4YNYEzjp8HCVLxD+PyxpYiJSZAQqOC/mKzS1nTY8c81fmdtSJrADoKnV5z/E9zp05nrnvHkvecmlOaAPaIfkBwzIG80+dQhAIudKkrqDIEqYqU3b96LmmpN4BQ65c4brTplJ0PObPnhJJnSZ1BVNV0BWJkueRVGRumtvRm6nMFM/d8z3mzhhL0XG56uRJBBD9v7a+qrCNDOzTlMD1A7rKNp8+rh1ZliiE90xqikgfKhv8+Pz3RHHgMnD7Y2toyyaY3TF6j38jsQOPESPGXgk/CFCRaE3rWK5PyfJImwoSCPUuTUiDEgiiUdESMpZtKR1Zgp6KKz62oWiK5wfsLIoypiqjApmkyUtbC1iu0A0fpSsEvockK0h4OD6RdGZGrZXkFLreSU1Icu4sV2hKmGQTVaa1RCqU+axqZ1cV00xVx/Z9FFnC9j2yhkpKk1BlhbIfULY9Ko5Ha8oQjG/LJWsKKdSS5VC0XPIVh8fXbOfOJeso2V40q1MDkdPc9nxyJQcpJdJuBoFIatKU0NAkmUrg49pEaVarwjMVF/IVK0rO8r3HX+a0g0czujmJ40LBqdCaEgvhEaNcV3D8Cmm9/nhaVxiWDpDDndpuIAtkTRVZlsiVHYJwYGWooKcMeso2ihwK0HgiWWqAUDFTFYmEWqNQFw62ikFA0a4OgjQ8hJhL2XMxZJGZrqfk4BnQU/GR8EikEsJ516wQKEDehXylQlNSI6UKQZhcpddhd5dsUoao0/Z9DFnGVGV8QJYNkRnPUGhLCVmdrpLQy9dkGVmSKNkuv1+9mVVv9HD24ftx919e4/+9e989/o3EDjxGjBh7JRKGSlfZYljSoOx4qHJAWlcphCpbAVCwPNLVBB5ygC7LGLKE5YvUo5IkPvxqqPbl+QF+ADuLFqPTJlNGZ0Umrhq5U11W2G4JJa7aXEvbSw5GKHPapivk/UConlke2YSGT0CzrnDTb1aTMTWuOWUySlUZLSxjKHLkkLbkLbF6IIOHyPZluT5FWwwOErKEpitCra3k4CdgZMbE8T1AZnbHaI6e2BbN6hTgk/csI5vQuGluB5oc4PiwqacicljrKl0li2Epg3zZJW0ojM4aov66rGomvh+gAhcdfUCUuENTIa2b/VcCPAtTMbFCeVeodeIqtu8ho2DisNMWWdiq5cq2Q1JXsGoGDoYiMrKlNVUoqgFeELCxu8LqjT0cOWEYI9MGkizhhM+ziiAAFYmi65EreaRNSOkqJAmzwGloishe1pwykJNaxDo3Vbl3wGVVkFQFPUz9WnQ8bNcnoavhoFAhpaqRNn51Bp/UZYqWz86izbCULkLFLJfmhE7aVClUXE6YPBIQMsFXv38KprbngWQxiS1GjBh7JQxVJqGo2J6HLEmYukq+YpHSFAj1xtOG+KCWHI+kqmJ5Pq/nKlieT1pXaEpoFMrivKHKyLLYW2/LmCiS+Hs1+UgAwsEj8msXKr0ypRXfw/ZBC6c8O8IPuiyJfNsAng9v5CtcM3sqnz3xIH689BV0RULXJEZnDXRFaIsXKzYpTSFlqOTKDkVHJCwpWGLFoJpLutsR2a6G6QqZhMiSZodZvmzPpxAmzqgu5e4oVfjqBw7h+tOncd/T6zFUsdLQljZQZImy45HQVFZs6MYPAlKGynW/XoUcBGSq+bQrIrUqksS2so0JpDQxiNhZ6E27Ojzdq9detoQHddz6/NuKErA5Z+F4Ii+7KZvIMmzIV3D8AFOF4WmhM54v9w4IkkGAXJMO1lBlWpJikHL8pJG0JA0CSeiN7wwJYIosIUM4Mw7Ilx3SpkpaVzHDbHVpU6On7GC5PiMyJj9e8jK/W72ZbFKJ8rZ3F0UfpwyTvOMJGVdb5Pg2VJHXu6tk43qwJV9BlSXhpCsuRVdk/pYkSKgBqizhB+Kdsj2flKbQklIp2S4nThnJJ445AEORyFuDx90PhngGHiNGjL0SO4o2ju+R0lVsL8DxPdKGHs1ga/NXu76H4wd4fqj7DeF+pUNrSkMJl76rszW55o9U80eVJdRALFdD/XLw+KzQ3C702TfVVdhRCGevGRMfyFsuJ04bQ85yyRoqRdcj8ByyhknBlqLl9NFZU+Te9sVKApJEvuLQltYwZYW841H0XdKGAcD2gkhuktEVTE2m4ojZXspQSRkGm3JlPD/g3949lut+vZonX9nJVScdxOEHCGa0rsocuv8wVEnC9l0+e+IktpUsRqTMfrPn5oSOHUDBqZ9x7yhUMA0NVRYOs+L2bjMokhPt43ueREBQt4qRVhW0lNCxr9gew1Iyrucjh6Ogou1RlCAlK6gKBEiR8wvozQGe1hWymoKmyHVpO1OaSFzjB+IdUfwAO1x96ctFOOuI8eQrDr4v5rGqGjA8bSDhUbAFb6AlpeN4Pulw2T8AmsLkNyNNM8wnLrZ2EqqC6wf4QUDJlZAdT6Q9TWikNQU3CKg4oj9sN2B0VqymdJdiLfQYMWL8iyEIAhb++nme35znq2cezL4tJpLUm/JSlsQsveiI9JMtSR0ldASuF/C/q95g1es9dE5s47hJI/D9AM8H1/d5aWuZ+5/ZwBUnHsTHfvQU2wtiJvfeScNZcOpUAIwwsUXB7t2/rubfrjpeC7BrJlA+0FWqoKkaY5pMJGBH2cF2fVKGRtEWxDCxTO2LuqOMaD53LX2FEdkEj7+4ldvPnoGmyNgodSpe1ftYno/rB9y15BUee2k7t501HVNTKFour+8sc/kJB/IZSaJQcQkCkUXs3Dufidqa1BUe+NSRJBMGXeEyf9pUGZU1Kdk2oJBzqulINVKaIhyWE9BjVRiVNckoMq1ZExuw/ADHV9lRtsgmjPpnSe82wbl3/pVr3j+JaWOaxAze8aK+1cIyFcD1xDtQHQCs31GkNaGS0RVsPyBX47hHZw22Fir4gVi291wRopX3fHbmbFpSOsNSOl1FG1kCXZEp9mlXruKRMSV0RaFoWaQNFdcPsN2Aku2SMcUyu5TQMBUpWr4W40WxwhEAiiSR1GUSqkLF8wQXAdAUmZLlkklouJ7Ptx5+kc+87yDSe56MLHbgMWLE2Dvh+kGkyX1hGC7160tnsjVn1R1rhB+deyjffmQNAFeceBBXN9A8B8hVXL565sFRXZPHNLE+V8bz4SM/fGrQ+vve/6HLOynYHqff8ZcBr3vo8k42dpWHtP32P67l6K//iVntrbxrvxZu/+NaQCRuOXJCK6fc8lRU9jertkTXDmTzQ5d38uHv158r2R62H3DSN/88qL0f+t7A7fnt5Z28P0xO0qhP+rZrTHOCDV1lPnX3ch66vJNTblkc/X8wG17aWuCi/1o2aJmErkX1ndrnGTx0eScnfOvxQa//4HefHLANPzr30CH74aRvN27DLz55JDc8+FzD929bweamuR0D1jsU4j3wGDFi7JXINdDkrsqp7o5cZtFyB9XcHpHtnS1OH9tMylDpGULms9H982Vnl+RBd8f2JaEWd619tbbVlh2s3oHsqkq27u51VeQHsKURajXUa699K/qstu8b1benkrRV7Mr9B4LrD65nXxxA831XEM/AY8SIsVeikRJX2lQo2UPPO2rlL4fS9q51YpbrU6h4eyRFOpQ8arXMUKSlvnX3ddK15wf6e18MJFtalWzd3euqqG3zrvRZbfndkbQdqs9q621U355K0lYxVNsGe/ZDvX+1CV52F7EDjxEjxl6Jqib34jW9SmVVGUxFlrhp7jQmtiUZ1ZwMRTxEnHM1pvehyzvJlx0UWeLRK45mY1eFCcN0Alklb3vYjsOwlNjj/p+LjhD7obqC4zsoksFDl3eSi0KPJFZt6GbSPk3kyy7NaYUlVx5LwfHIhSFZpiqjyRLvnTScR1/Y1q89X587mYyuMKY5wX2fOILWtIHj+eQrLhXH4y/rdvLcxh6Wb+iOrjls/2Y6xmTrbMnqCn/+/DGUHJ98xeH3n+lEU2R6SjaPfe4YussOm3MVDFVhxevdJA2ZtK7w2OeOwQ+g4oq944wpGOx/uGIW23M2LSkjZMGrqLKIeZYluOPs6Vz5ixX9soPVysketn8zU0ekWXzlsRRsD9d1aE6a0XOpsvnlIOCw/Zv55gffFfU7wOIrj0UJAnxJquvThKYgyyJ2/Pef7aRJFQQ5J4yXL9liD9xQZYIA7vvEEUJ97spj2VYosSnnYmoK2bD9lTDhTDYkol38s2V0treS0RX++LljKNseD3zqSFrTBsU+tj906RFszLkokkTJ8RiRUhnZ1PvuPXR5JxldwSUgX3F5o6tCU0KjKaHyh8924rgiXj1jqmzuKXPlL1awvWD3SwizO4gdeIwYMfZK6LLE1adMAl6InPhV96/gF584AiSZnz2xjqMOaOOLffa3q5KlX/7lSv76anfNsWn4SHzxgZVsy1l8/5xDB7z2O39aw8//9ka/4xf99G+YmsxtZ83g6gdW1uXNntneyqXHT+S606ZyxQkVZKVXQhSgFMBVD6xk+fpubj1rOt9+dE3dvTsntvHl06YS4PH/3r0vtu+hSEqdjW1pnf++6Ai+/KvV/WRCv3TqVBb85jn+WDN46JzYxoIzprE5V8b16ZdLffa0UVx58iS+86fn+0munj9zPB+786+8e1wLD146Cxk/YvNXB0spXeHRzx2JKRlUArh20UryZYdbz5rRsG+/NqeDr3/wXQP2+8+WruOHT7zWr08VyceQJYq+z9ac1a8dnRPbuPT4doqWx7l3Pc2M/ZrFO/CrZax4IxdK1B7AhT/5WzQQmdXeyo/PORRXgg3dZW5/bC0vbs5z978f0Y8zUbXv2dfWc8i4Ydz71KssmHNwXTuSusKPzj2U7/TJ897Z3sanj6u/d2d7G/d98ki++6e1mEPM7gdDvAceI0aMvRKeH5DRVRacMZWHLu/k5584grs/fjiKLDNv0UrOmTmeaxf1J6ctWbuDeYtW8o0PvqvPsVW8kSuzdO0O7vjojEGv/fjRBzQ8fsdHZ3DrWdOZt6jeeYPQyb7tj2tY8vIOMgmTq37xd65+YCXFQLCqrwnvd8Gs8dy1dF2/ey9es53rf7UaQ1H54gMr0WSln41fPfPgfs67eu8FD65mypimfnXOX7QSL+jvvAH+7d37cm0fLfJqfXctXccFs8azeM12vvyr1ciyGEyccsti/t/3/8LJtyzm6gdWYsgGrkRk661nTR+wbz0JrmlAKKz27zmh5njfPk2bBpvzFk+9srNhOxav2c5tj65lU0+ZC2aNj+q79azp0fnbH1vLBbPG193Tk2DJ2u1RnV8982BueLB//1br+9B79uOupeu4ae7B/dp4wazx3N7HeQMsXtv/3ovXbudLi1ZxyXETcRl8f30wxA48RowYeyVUWcINAuYvWsUptyzmQ9/7C290ldnQVY7IP7tDDlqydgcpQyw6ut7gxCLXCwY8Xnb8fh/pKpau3cGIjMGGrjK3njU9+vAXamydPrZ5wHsvXrudDV1ikNGofSOyxqB21xLeeusU7W503WD1La2pb/GaXrv63jMfLmVXz5Udf8A6C7v5zKp2BEDKUBmZNQftu5FZM7J5ydodlB2/rp6+/VOwvbo6h+rfqv2N2jHYc21078Vrd5CruJjyniuxxUvoMWLE2CshAV/65ao6Zzkya/LajhKwewzpKqqEtT25tnq8v2uvR5UlPyzUw16ydkfd/YZiNPcMwqYeijU+UN0DXbc79Q3EzO9r52B9+2b63Q92jek+WH19z+f6MNyH6o9qfY3s3F3bQIQxVkVs9gSxA48RI8Zeibzj9ZvpFipuxAjeHYZ0FVXW9Z5cO9jxWlTtq/3IZ3eTrT2QjUOxxgeqe6Drdqe+gerua+dgfftm+t3z/SEjEPra2Le+vuezCY1CDcN9qP6o1tfIzj2JXEibCvnKnkupxkvoMWLE2CvRKA48Y2os39BNZ3sbKV1hVntrw2tntbeS6hO+M6u9lWL4sVYVadBrVaX/rKh6PKHJdA5w7cz2VrbmLZZv6K77yKdrbF2+oZuZA1zfObEtYqE3at/WnDWo3bUM9qjOsN2N7jlYfTNr6qu1qy/SukKyxtaEJg9YZ3o3n1nVDgkoWh5bc5WB+669jS25SmTnrPZWEjW5tmc26J+0rtTVOVT/pnWFmeH/+5Yb7Lk2undneytbcxZZc8/n0Xu9A99///2RJKnfn4svvhiAY489tt+5T37yk3V1rF+/ntmzZ5NMJhkxYgRXXnklrlv/cfjTn/7EjBkzMAyD9vZ2fvzjH/+zmhgjRowGaBQ/q6kSL2zs4XMnHcRPlq5j4ZyOfh/SWe2t3Di3g8/f92zdsYVzOtgnm2BWeysX/2zZoNf+8PGXGx6/+GfLuOze5Syc00Fne1tdmSpjetywBM9v7Imcx6z2Vswg4MbwfncuWcf5M8f3+9h3hkz55zf2APD5+57tZ+NV96/gutOn9rN7ZnsrXzptKs+F1/bW2caCOR0oElxyXHu/e/7vM6837IcqC/3OJevonNjGjTV29YXkB6gBUT3V/mnUtyoM2u8/feLVhn1aqFiMyugcNqG1YTs6J7Zx6XvbGd2U4M4l66L6Lrt3eXT+kuMmcueSdXX3VICjDmiL6rzq/hXMP7V//1br+/nT6zl/5niueWBFv3bcuWQdlxzXTufE+veis73/vTvb25h/2lTuf2YDLeFWy55gr19Cf/rpp/G83n2JVatW8b73vY8PfvCD0bGPf/zj3HDDDdG/k8lk9HfP85g9ezajRo3iiSeeYNOmTZxzzjlomsZNN90EwLp165g9ezaf/OQnufvuu3n00Uf593//d0aPHs1JJ530T2hljBhvHxzHYdWqVdG/X3jhhboEFG8XEuFsp5YY9PBzm/ni+yfzH394iU8cewA9pTI3z+0QySrKvTmiFeD6MzqiBBZZXaG7bDPMUPjK3A7ytkeuXOm9NiynKzILfr2Kq94/hfNmToiOa4rE8ld3cuvZ08mXXWzf5ea500Sij7LIAZ3UFB5/aRuPr9nGl06byqX3LIs+/Lc+/jItCS26d9FyWHDGNJwwq5gXBDzx8g62dJeYf+pULFcww7/wi2f5xgffJXJXh7YkFJkb50yL4sCzCWF3T9lm/uwpXHq8iAPXFZmdRRvb82hNC132G06fFsWBV/Ok277Lp489gGtnT4nyp2thHPgDnz6Kv7y8g2sfWMGCOQdHdlUxq70VSZaQAjAlov4sVCr9nktSV/jPxa/w4UPH9Ov3tK6gBD7nHbU/H3jP2Lo+lWXYlrOw/IAmVWbf5gQLzpgWJTHJJEQ7ggBkyeL+Tx1FRlfYVijxyWPbyZoq+w9L4gYB93/qqMgeVZE47yd/ozMcrER12g43ze2o6/O0rlCoVPjge/ZjY3eZjxwxHj/w+rUjoyssnDOVQsVjQ1cZXZWRJRie0bnvk0dSsjxShsqWXJlvP/wiXzh5Mr635yz0vd6BDx8+vO7fX/nKVzjggAM45phjomPJZJJRo0Y1vP4Pf/gDzz33HI888ggjR47kXe96FwsWLOCqq67iuuuuQ9d1vvvd7zJ+/Hi++c1vAjB58mSWLFnCf/zHf8QOPMa/PFatWsWn7/gV2VHjANi06i80TTjkbbZKxIFfclw7QOTEb//jyxw2bhjnz9ofQ5Mh0EOHIZJEtOoKNtDd5+PbUxFx2aqs4CESUFiuRM5ySWoKzVkRrd1te1x0dDuuF6ApEr7n88q2AgeMSLPPsBSeF9Ca1tFliTe6BJludEuSou2xrWBx2IRWjp80gp6ySO1ZjQO/6OgDKNgeG8OkKCMzJmXPwfWF1GZb2uCUaaPY3FPBCdw651cMM33d//RrnDtzAvkwHzqItKcgEmiMShmU/QBdkWlLGWQSKs0JlaSqRKk5M6ZGQlVo0hXyjk/ZtsiYJi0pKTqf0hS6iyVGZpLYfsCh+w9j6j5NBA0cVlpXyFUsFE0hoah15wBUFUY3mRRti215l459mmhKmBRcD0WG4WmDkuOxOWeRSaikNTAUSGYNPn/fs2zqsfjBue9mWNrAcj26bS/MMueS1BXa0joV12N7wSahKaiKjIRLgIKpG7SlZTKmhgoEkoQW2lOwPbqKNrecNT3KTubjkzVUCpLE5ppscbmKRc4KMDUD3w8YmTVpSvrkyi7DUgqyBBISfhDg+AEJWUI2Vca1JqO+MBQZU5JQZIl82WVUU4JL3zuRiuNSdiRG7+FvZK934LWwbZuf/exnXHHFFVHKQIC7776bn/3sZ4waNYrTTjuN+fPnR7PwJ598ko6ODkaOHBmVP+mkk/jUpz7F6tWrmT59Ok8++SQnnHBC3b1OOukkPvOZzwxoi2VZWJYV/TuXy71FrYwR45+P7KhxtOx3EAC5za8NUfrNY5d+PwGMaTI5tWM0F8wcj+X6JHWFEVmTrfkKvh8gIb4DmgJJTSEf5svui+GmGdUpS2AoMp6hULI8FFlClxV0oE1X+M3KTSxf38XStTtI6goXzBpPQldJ6gol2yVrivSgzSmRl3pLzsLUZExNYdXr3YxtSTAim8DyfDb1VBiW0TBqbAoj2fA8maJVnUFLWLbDiKyJKYssVvmKmCmmdYWS63FixxgKtkdSlZHDFJm+H4QzT8i5LoaioKsSiqKGs1gV2w9o1hUyunDk24tW5HwtP6ASOtOsqREAW/IWGdPA9jwURUZVJAIHHA80uZp9qxdtpsEVD6ygp+xyx9kzkCTIl138ICChVdsdMDJjkjJU3gidY0ZXqHguuipDIBjhsuSTUDUKtsfnT5xEJswWVvEqpHWz32y35HnkK25dVrFCxUWShBxuMbTVAXLlMg89t4O/r9/JTXMPrrMzqSloskLB8SBwGN0gC53te0iyyJiWty2yyQSlcDCVNlUKlossSUiqTCCJZyJJvY5dlyUUYFTWYHNPie89vo5rZk9he8FiT/GOcuCLFi2iu7ub8847Lzp29tlnM27cOMaMGcOKFSu46qqrePHFF/nf//1fADZv3lznvIHo35s3bx60TC6Xo1wuk0gk+tly8803c/3117+VzYsR4/8MduX34wYBigTTxzWjK0oknVlyPEZlzFByU3zM21IGThDgebClaJEyVLKmBhL0paOpgCdLyFJvvuraHYM7l6yLBECWrt0RZQI7YdJwvnzaVMqehypJuHIAvvh4Fy2XpqTKERNaKYSz8aaESCladD02FSpkE2JGV3I97HBbUJYkqnw5WdWiMKuMrnD/c6/z3cXrOGz/Zu744LtIZUUazYLjYTserWmRhKWqpZ3VVWzfw1SFWlpAgCxJaLLI/S3LjT73Ej1lh2EpAycQy/ktKRW9qrgWtmNUxsDzvSgXexD05lD3gGtmTyVXdijYHroi05IGQ1YpOh62CwEaBcuK8prnyw6SBBlNpeCI55oyVFRZQQJ0lboHp0tav+dYXXgenjYwZAnLD/AD8ALxfwJYv6PEofsPwwyARILZHaPpbG+jYHtkdIW0JpO3PXaEOdUlQJLF6kGbrpDSFcqOJwY1CRVNhpztYQe99LF8xaE1ZSAZKrmKyFee1MXyfzWHuSJLqLKC4wRsLpZQZZnPnzQJQ5b+70ip/uhHP+KUU05hzJgx0bGLLroo+ntHRwejR4/mve99Ly+//DIHHHBAo2reElx99dVcccUV0b9zuRxjx479h90vRox/JezK70eRJbpLZZqSCa7tI1vaObGNhXOmoStiZuj4Qb+Y8c6JbVx32lSKjoekKeh+CaRk9OFXFBiVNSnaHm/0VCJp0NaUzmX3LueCWeP5wonttKYS2KH29uacRTahktBk8q6HpoIhK2R0GTeQBpQIbUmB67jImoKhKMxf1Lg9ge9ETvF9U0cyZ8a+pHSFnO+hSgpPvLSZYyeNJh8u82YTGvtmTfKOx8acRcpQMLWAjK6QUWWKnsg5XrQ80oaEHC5bA+QsF3yPkZlezfJhGbHN0KgdN87t4LbHGkvMXvWLv7PijVxd2XylgiRr5CtCdlVXdWxfbAdoKqRloWvuByBLARlDpWh7bK84ZE2NMVmTsueJnOG2y7CkLPa6DTWKJpAAS/JRZQUZn3RIfMyVHZqSGu/ZfxiW7+FLCtcO8Gwuv/dZXtpaiJ7DgjOmRn2b0hQUBUZkhDb6pvA9GZExsTyPlKZgOS4ePildOOx8RTzDKglTlSUMRW74Ds8/dQqZIZKdDIZ3jAN/7bXXeOSRR6KZ9UA4/PDDAVi7di0HHHAAo0aN4q9//WtdmS1bRP7c6r75qFGjomO1ZbLZbMPZN4BhGBiG0fBcjBgxBseu/H4qvkdrMsFVD/SXLV28ZjvXPrCSm+Z28PymHu756/qG8prX/Xo1R0wYxpMv72DhnA52FiskdbEkqstKQ83rn/374Vieh2M7pE0z0snuq7294IypKJLEjpJNxtCY/6uBJUIvPq6dMU0JcpbLwt8+39DWans+f9+z6KrC/FOn8pEf/oVJozIsnNOBKcG7J4yIBhtjsiZuEPTrn5ntrVx2/ERGZU0WPvhcdC6pK9x13qEEAdz22NqGmuUPX3H0gFKn1z6wki+fPrXOgddKlh77jT/XlV1wxjSOq8k1Lhjx07hr6TouPGp8pJ0+uP74NC7+2TNc/f7JWK7f7zlU2fL3PvUa80+dGg0wkrrCrWdN566l67j+9Klc+8uBn80dH53B+8Jc4YvXbGf+L1fz/mmjGJ41efDvb3D5CQc2tG3BnGl86+EX+cwJB2J7QcNBz3kzx7PqjR6efnVnw2e+4MHnuGnONPYUe30YWRV33XUXI0aMYPbs2YOWe/bZZwEYPVrQAo488khWrlzJ1q1bozIPP/ww2WyWKVOmRGUeffTRunoefvhhjjzyyLewBTFixNgdqMgNxVyqWLJ2Bxu6yhwwIj2wvOaa7Rx94PDoY91Vcjn5lsXkbXdAve5rH1hJxfbJJEyWvrx9QO3t+b9czRs9ZZ7bmKPsDC4R2pzUWfrydnaWnEHLbegq840Pvoslobb5V888OLLdhjod8sVrtzN/0aqGmuy3/3ENS1/eXnfuglnjeXlbkdvC9jTSLN9TidlaydLqsUof5bHFa7czb9FKzps5vk47fXD98VXc8dEZbOrpP4iqtvWupeuYPKapTsO+Vm/e2c02LV6znRnjWkIt+AnMW7SqoW3zF63i/FkT2JSrcN2vG9t/19J1zGpvG/T9LDl7ng/8HeHAfd/nrrvu4txzz0VVexcNXn75ZRYsWMAzzzzDq6++yq9+9SvOOeccjj76aA4++GAATjzxRKZMmcLHPvYx/v73v/P73/+eefPmcfHFF0czgE9+8pO88sorfOELX+CFF17gO9/5Dj//+c/57Gc/+7a0N0aMGISpHwdXqeopO+SHKFO2hSNZsnYHI7LiNx8gDfpRVxWZYh+d7L5YvGY7KUNlRNYkN4SaVr7iMDJrDihHWtueqh54rb1VHe5ajMiaAw5uFq/dwcisWXds+tjmuvY00ix/M1Knu3Ksqndeq50+lP646wWDPoeqznitM67VJd+TNuXKLkvD92Co92QgnfmqbY0GPXX3+ldXYnvkkUdYv349F1xwQd1xXdd55JFHOPHEE5k0aRKf+9znOPPMM/n1r38dlVEUhQcffBBFUTjyyCP56Ec/yjnnnFMXNz5+/Hh+85vf8PDDD3PIIYfwzW9+kx/+8IdxCFmMGG8jSrbbUMylFoYqD1mmVt2rqnU9kCOqIl92+ulkN0Kh4mG5/tASnKaG5fq7JLdZa1utNvdQut590fd8VaO9ikaO7a2UmB2obC7s2yp2RX98V9ta7aPa8nvSpuo7tSvvyVD2J43B342h3t/B8I7YAz/xxBMJGihLjB07lj//+c8NrqjHuHHj+O1vfztomWOPPZbly5fvsY0xYsR4a9Gc0JEksd9czQdei6o85b9N36ef4EttGaNGTrPqaIfSNM8kBOu5Vie7EdKmQsmWIwnOvmk5QeyFJnUFQ5Ujuc1Gtna2C7nS2R29UcG1A4OhdL37ou/5RjrgfVGVmB2oHQNJzNZKllaPNZJFbXTfXdEfzw/xHKptq/ZRbVurkrS72qaZ7a0k9F1/Tzx/aCGWwd5PU91zB/6OmIHHiBHj/x7aQsGUhXOmDSj1+fzGHhSJAaVJLz1+Iq/vLAPiY701J2JuXc8fVPPa9QSreFDt7YltFC2XrXmLXzyzYUAJzhvOmIYCbM1VeG5jT0NbZ7W38vmTDuL5jT2R46u1t5FDXL6hu59sZ23bt+Yq/cpvqWlPI83yPZWYrUqW1h575IXN/eyqtqNWO30o/XFVkers7ovqQK7WGdfqkj/ywuZB23Txz5bV1XXJcRPRZYmZ4Xsw1HtStNxB9eQfe3HrAO9nG5ceN5E3kYzsnTEDjxEjxv9NqIAcwE1zO9jQVaan7EQz2Xufeo0vnTaVHzz+Mv+7fCMXzBrPBTPHA2Jf9YVNedrSOh/+/l+YFWqFn/2DvwBw8d3L+K8LD2PeolX9pEEXzOngnB89xegmg69/4F3s35YCqJtBdU5s4wsnH0SToZHQFMa3pfj2Iy9y/szxXHXKJAoVj6ypkjVV/uORl3i9qxTV9YPFrzB9v5ZInKY5odGS1Ljtj2v40mlT+fx9z9bZ20jbHUS8+s8uPAygboViZnsrlxw/kdFNJp3tbSxeuz0qf9d5h3LpcRMBuOze5dx61gzmLeqVR31pa4FfLd/QTwZVVSR+uWwDlxw3UUjMhsdTuhDA+eoHDomOGaqMHMCSNfUzzs72NhbOncZPlq7jgqPGs3BOB/MWreSq+1dw978fwYIHV/d7FgvndHDRT//G1e+f3E+Vr9rWKgv9xrkdfOexNVFbbz1rOhLwjd+vYdKILDecMQ3L9SM7TVXG9jy++P7JVBwh/LI1V2GfZpOrH1jB+TMncNeSV1gwZxrzB3hPbn3kRT5zwkF8+bSpXP/r/vafN3N8NLiZN3syXzxlEtvyFmOaEjy3qQdFBi1OJxojRox/NWwv2ASST0ZWkIH9WhIUUjr5isPsjtH8v3fvi+17fPSI/fnIEftTtFwyYWYnSYIjxg9jW6HCf114OD1lm7N/8Be2F2wAxrUmCQL44imTkWWJfFkooqV1hW89/CIbusps6Cpz5S+e5VsffJfQyQ7JV9mEygubesgaGj9Y/DL/3jmBliR84aRJlEJ97paUiCG+/termDtj7P9n78/j7Kjq/H/8WefUdtfudHc6G0lI6ADZgLCIkARFUWRYM7gM4jKIOjqguI2IoqDAMI4yjo46biC4oDMOAyMiMuiAJgioLBJ2AoEEsnen+661nvr9cerevre3hPib+eQ7c1+PRz/Sqaqz1Knqep/zPu/368VAf56a7zO3O8Olpy5p8ngXU3KQQMElpyym7Hl89szlZG3JYNp3zRMO9hhX65HzuunLO7xn5YFceupiSil/eMaS2MLgN8/s4KgDp/H+Ew/CFDpWwJIGSZLwmdOW4EdqQj74Bv0rjX3g9PifHzkXB6hAk2TFQOfgCwPNiW7ArorPR//1j5y5Yg7nHjsfKQxmdbnYUhCpmL9cuYC6iskL2Wy76gdctWY5tbH8437Il89ZQT3QbGtXNvnK4ybxCgZcfvpSlIpHJxgpR/zVa5ZTDWNqfoSBZkcTwkCpBCEgg2RWl9s06gf35wlUzAdeczDFrMVHXncIvorHcaPnbM2W95HXHcLumk/GMceNY87WzHDfe9cr2vq6oDeHHyuSROvbK7XvwgMdA95BBx3slxipB0zPO/z+xWGWzunCS8U7CinT1WDVo5hxMAxF2YvIOyZJAiqNl6mqmKqvuOjHf+DyM5Zyw3mvoBpEZG2T4VqANAz+7vYn2lZNa46YxUdedwjvfdUApdSo1yJFVgruf3GY2d1Zso7k4JldlOp+k+O80a8ux8QxDcJYU5J+7OTFGIZmeivYE6tOJYAUmkGs7INh6P3eaVkHP1ZsL/t058YbiLwt2VWp8+CLIxyOwXfWPcemwRpfO/dITCkYmFHkyAMtLCHYXqqToA2yAcQK/FCRdUxCpYlf8rZEqRgDGFFxG/1r85kovSovZkepSzfvruNIwUG9WSSQsyTfesfR7Vz0dQ+V6N89FTNSDXFyAlMYTfKV7S38457S7Gd5xySf0sDGQC2IqfhRU6DGAEaCmO1lj5k5p41RrxE2ZUlNXuOnfe/JO4SxYuuwT1/RarafqBCQBJEepEZ5CdTDGJUkTe75WhDrgZRgWyalWoTICs3kll5jAEVL4kiBn4rW5BxTB9gZpCQzESb/A0FsX/nKV/a60g9+8IP71JkOOuiggwaytokLHDanm5dG6nzv3ud56zHzmVEQxCrBtfWqJgEKrjbeFT8ik9JY2sKAosMX33Q4xYzFSD3gwhsfaq7C33L0nHGuYtcUiEQLgnz1rg34YcQX33QEnopZlVJwNgxTd9YhULHmSPd1tLIJOFISxvqDb5mQFZII2gRFio6JYxnc8/Qgw17IK+dPY860LNMLDvUwTnm1TRwpqAJ+kCDshLwtuehHD/HicJ2PnbyI1x06k5OXzmyqmwWxoupFlOohT20r85pD+/EihSm0sTSlgR8mVP0Qw9B0shIFpPSrKqTgSsIIhrxRg+qgDVJ5jHEzJRRdk4Krg/5CoBLExPEon/i2kk/etRAGVMMIW0qm5x22l+pEGOQck6of05Uqlu2seGRsixkFh1qkBWCKGZOsZWIYo5ztW8uaMjdrS3pSEZvWZ9kQKalEMJjey4yiiwtUEUwvOHhhzO7Ap+CY9LkuDVZyYehAuFqoudYLrsk0x0QKo0nfm7ckW4dr9BRdpuVs/ChGGAYF16ScpoY5plZ1y9iS6QWHsqdjJmZ3u/hRTKkeMaOw7+vovS75pS99qe3/O3fupFar0d3dDcDw8HBTb7tjwDvooIP/f+APW0ocPavIvO4Mf3PyodTDmB3lgGLGxDElQ9WAvGNiScFQ1Sfn6A+3QFN0BmHIzKKLF2vK0O+ffyylekje0fvTtSgiwSABhNS0l9U4Jislf3vWMmphzPaST9aRCCthWnM1mFAL49RtnTAtp/m4JRC09D+IIDvBwtsAbOAVC3ubyloCMA2tcrZ4ZrHJqd5Yxe4s1+jNZ/jyOSvaFL8sE2bYLr6KcU3Bx299jEdeKrFyoJf5fTluvP8F3v7KA/ntc4Msn9OFASzoy+FFChVHCNtpTi66stY49zmAYUscoGvM8YwlePjF3fzjnRtYMa+by05fyhfveJIgipuCIaC9Iq4pMVAgwAsVhpD0Z21CpfCEQiUJCQkz8i6+Sij5ESqOmV3UvPeN59CQGI2VoOyFmAIiQ+BFKWWsa1HzQ/psSXsYnx73iooxhebWr6ar+Zwt2Zkq1nXZkrwpQBj4ke67SjS9bRCOCqkYQDHnMFQJ0jpMvCim7kf0pypru9Ln19gSydgWi6bnCFXMw5tGOPrAnj9h/f0yDPjGjaNi5DfeeCNf//rXufbaaznkEK1g9NRTT/Ge97yHv/qrv/oTutNBBx10oJGQsGRmgZEkImuYWMLATwVIVAKWYdCfd6gEMcO1gJ6cgx8ptpV9iq5JxpJECmphTKwSdlXrFHN69SaEwa5yjb5Clkqg3cYqBiT87MGXeNMx85qruZ6ChSu0kMigHyGSmLzrYEqYX3Tw0bSvJtpgjNWRFkA1bD8WqphdFb1n3ZPT0fbfuWcj71m5oGm8W1eSw7U6hjAp+Xo/tydv4UrZ9AgUM1qNbXvJ49OnLSVjS0xhYAh43eIZXHDjg9rtiw6u+rszl2LakkpAU3FrVtHFUb4ehHHPAuoq5qWSzz3PDvHcjjKfOGUxLw3XOXJuDze9//jUG5I0+ee3pyvkgmuCobnty1WfYi7bFB0JlCJvSb2qV5p0Z1cay1B0TKqh0ZRgnVl0qHg+QWyQFRJLCgxi4gQypkGodA8MA/oLLgnaYLemIIcqIVAQJYqhsk+oEmamngID7f4faY6pdtMLg+aK2jYthBZPoxJGGGgxkkp6Pm9Lql5IPYrT/O6EihdhmTA9nyqcjXgUMhYr5k1DAsO+zyxy+/Q3sk9r909/+tP827/9W9N4AxxyyCF86Utf4o1vfCPnnnvuPnWmgw466KABx5QIYRDUQ5yMSSXdnDTQgVgJUIv0hzdjmwxVA7K2pOCYbB32+OsbHyRrSz5/9mHMLLpYlsAUAoh4+7X3N13pDbw2VRs7dmA6I3WfroxmQRsqhxQy+uMcSRipgZBayKKq9EocFRNkJH4q1gGjq9S8LbEk9OatpspXe6CWTx3J2447EE8pLKGze1NBLWpRSDGjpSsbwXaulIzUPKSpDe/OSo3Big4WO+2f1vGuVQuY0+Vy/8ZB3rVqIf/2/uPbAvWqUUzoe3RnXBxTNIVaujImWaHHtbFn65gCAVQUSCE4dfks8vYBvDRSoyfn8MfNw2wteRw1b5oOlMuOZicLQTrRiNhe9rGlxUg9ohKEQELO0hKnVT9VRIt1TnWD9MaUBnlXq7QplbCjHPLMjiGOXzg9NaQGiUpQJKk6mg5QC1VCIgz+8c4n+eBJh2BZBq6QVFP5z4gEx5b0uia1IMYwIOe6CJXgB9r9H6qEYT9qBhvmLckX7nyKA/vyrF7UR6wScraJbQnyrpZx/ekjWzjxkH49YSx79OQcjIyB54c4mfaJkSkMhFJg/A+40FuxdetWomh8Yn0cx+NEQTrooIMO9gWWMFi3YRerBvqaQhH/9r7jeNM37+Xadx7Nn93wh0nLXvvOo7X0aBBzfnrd7RetBuAvvnX/hGV+9eROPnZyzLnfuZ8fvvtYTvvq3W3nb79oNad8ed2kberza6fs0/k3/IHbL1rNm79537iyr0mFP/ZUz+0XrWb1F9r71qj75xetphbErJjbDcAtD2/lloe3TlrPqjH1jK2v8XsD59/wB1YN9PK3a5bzF9/6HbdftJqP37R+yr6+6ksT93UyNM7f9oFVnPpP65rH3vKt1jF7alyZRv8a7b4mHcN/f3h8PvrPL1rNSD3kjd+4d4/9aL2Xxlj+4y+fmbDOL9zxNF+442l+ftFqzv7GfeOuaa37u/ds5Oo1yzH4H+ZCf+1rX8tf/dVf8eCDownwDzzwAO9///s56aST9rkzHXTQQQcN1MKY/tS92cj9bfBKv1waURilR50KDerMiTjL91jWm/p8o08T1dN6bF+4uyeiEt3TGE1FE9patlFX41iDz/xP7eue2m7lCN+bMnuiiR3br5f7Dr2ce90TBasfqSa/vfgT6NT2qeh1113HzJkzOfroo5uygMcccwwzZszg29/+9r73poMOOuggRakepbnKox/DBq/0y6URBU17ube82BOV32NZd+rzjTonqqf12L5wd09EJbqnMZqKJrS1bKOu1mMNA/Wn9HVPbbdSrO5NmdZr9qZfL/cdejn3uicK1kbd5XpIwZn62qmwTwZ8+vTp/PznP+epp57iJz/5CT/5yU948skn+fnPf86MGTP2uTMddNBBBw1kHc0fPvbD2aDO3BO1ZisaNJsT0Ye2XtPg9J6IprTBqT1Z2bwt94ruMz9BPQ0O8r1pZyylamvdRpoJ/dDmYXaU/clpYFN+9qn62vh9R9lne8lrG9OGgdqbMRmLRl/31PaOks/qgb5mmdVTlGnt3+pFfTjm1M85ihU7St6UVLTbx1DR7undidL9+9Xp73vzfhYyFqU9eG6mwl4b8I985CNUq9Xm7x/5yEf453/+Z+6++27uvvtuvvGNbzSPd9BBBx38qcikUdWtBu+up3Zw4YkDk3KKr17Ux4UnLuK6daNZM6sGerky5by+du1zU/JiN2gvn9gywufOXNr2gf/YTx6esmyiFBeeODCuT6287VetWY4LXDWmnlYO8j2100qp2lr3FWctp+aHrB7o47p1G5nXk+EDr1k0IQf3lWuWs3V3bdK+XrduIytTLvlDZ+SZ1ZVpjmnrJGJPfR2u1ccZyce3jEzIG9/aNsBND2zmyjXLWL1I3895qxY0DXprmQtPXNTs3+pFfXz4pEVsG65zxQQc+g0K1O+ue46VA32894SFE3LoayraTNu5D/7ooUnv9YqzlnPBDx9k9UAfl52xjAt++OCk/PyNe2yM454kc6fCXgexPfTQQ4Rh2Px9MjRYaDrooIMO/hRYwuCg6TmGa/Umb/Y3f/0ch83p5qTFMzANg4+9/hA+cYpBuR7Rk7fJW5JIJdyURl03eLzfe8Mf6C86vOP4Bdgk42g7M5bgAzc+yCMvlZo85B+48UHefPRcPnXqYrYM1+nJ2mQMJmREu/6ejazdMMi333E0py2fxftOOIiMLcfRfUrgIzc/wt+8boC/W7O8jdzFMWgeq/neOJKZgi1BJVx2hqZ1ba37stOXUo8ienIunztzKV6kUvpRkyvPXNakeC1kdHrdr5/ezrxpeT7xhkMxpWC4FjItZ+FIwVA14CfvO46spdPdbn90O9/89XPUgnjcJOJ3zw/z/d9unHBMAhUzLZvhzUcfwPtetRDHbB2PRJfxI6qBlmS997lBPvijh5rtXHzKYm76/SauPmtZSrca8dkzlhIoRTmljc1akgTYXQ24+a+PxyDh9sd0f3tzNt96x1GAMSEFqglMLzh8+tQlJEDVjwhjRW/OZrge8v37nmfFvGm8Z/VCsrZJzpaESTThvQ7VfL79jqOxpIFpwLffeTQVT5PrhLFiW8mjJ2fzqyd28MEfPcSR87qb43jZGcv2+W9krw34XXfdNeHvHXTQQQf/HUiShL6Cy4PPD3H4fLOFNztkfm8vYaz3x13LoitjEUUxdQmu0EQf0wsOXqTYXQ348jkryNmS3VUfI2PiGHoF6Zo6zasSxFx62pLR3O1kVKDDkrBoep5KEPNCmsObtyWWmbC7EiEMeNtxB/LGY+ZR8rw2xjbQbmZLRURo2s8PvPZg7HTfUxg06TlHUnrOgi1JVEt+dpdLkvJlO8Kg1zGJHJNAJXipYU4SnUIVoNPQqn5IzrGwhDYuWdukL28TKUU9jFk8s7vJmy4Bt8shiBS7a0HKKqbwwoC84/D6JTM5bmFvk8DEAj575vI2A8Yk6XMOcMQB3W3j0aBT3VryKGYs5hV0Ln3P8lmcsKhvNL3O8zjl8DlY6RgmwK6q35YTHmPgCEnWMfHDkGlZt62/eVuSqIRswcFIIIgTfvHHLaw5ci7DDfKajIUtBVU/oTtrk7MkOUvy6VOXNCc+xaxJzpSaUKaq89uLroVp6qz57qxDLYgZrAbNcYIk/b/Jwt4c1TDm+IW9nLx0Zspvn+CY+hnsKzpyoh100MF+iZ3VANOAub05/BBeGtZ7kjMKLqFSjNRD+vKpwRUGtVDRyG51hSYOyduSOUWXoi255+ltTM85OC252JapDWmXLTmg4NJlS976nfuJgPUvDlPImERxStHpRaN51GFEkhj0Fx1UAjsrqUypElSDCMPQtK5VP2J3PeSxXR6VMGb9i8N0ZQx6LU3zWbQkMwpOk7EsSWBb2ScGZhVdQBvyaqRIAAXsDjS9qB8pCo7JAQWdr17yQpTSnouenEVPSkLiWiYj9RAvUrimJIn1yrwrXQ3XY50brRKIVIIfKbKWxI80AU3elvTmR3nMA7RYTGPiUQ1iqmkmlKZiHSWrqSSKoVqANKDg6OdRDmKGKikdrTVKgZqosO2eEakhV7ryPlvSn47VjrKPbdlEsR57Rwpsy2JH2SeMFXOKLlLAtpJPOdRkL1IYuBLOOnJu2wo6a0lKdZ9pOd1eKYh5qeThRYoux6S/aBNFCS+NeMRxQn/O1hMDYKgSMhLECKDXluQdk1jpa8GgL2drattUTOX3LwzxxTueRAHfWLuRC1+jpUv3FR0xkw466GC/hGtJXhyqM6cngxcqamFATknCWFNhdWUtQFANNZlLwbWo+tqCazdtTMaS+Ck16uI5PQQpjeZY+CmByj/c+STze7OoJOGVC3qpRTG2pFmm5IUkQN42sdGEIMIY3TrsyliM1AKyrmyu2steyOzuDF2W5PiFvVTCmEoSE0SMUxCLVUzBdnhhsMK83jy2SZNTvLEiz6fc30OBpursyTtt95IAw7UQ39ar3V5bIiWjzG1BQsHV1wkUwjAI0gAsTZOjPQPTcw6lIGa45tGddVuMnq5XighXSupxTEZKQpXg2GYbWU0xY9GbtfFVTNZyCFSCShIMDIQBPgkmBo4pSBKHUkqcUnAtXEtQj2JUAtJIOP9HDzW3OL501nI8A4I4nXTEirwtyUowhOS6ezYypzfDSYfOJFQxVkqR60o5TlXMAFzLYrCi760rpcuthLGeWKDFTIoZE9eSSMOgHIwS3bimQKmE4VhhGAZeqpxGAgpFf0GzBY7UQ15z6AzOOGw21SBg2QFdzOpykR01sg466OB/GzKm5I+7a/zgdy/w1mPms7AvSz1U7Kr6mko0pTdNWlSiEjR3dcaShLF2F+csSV3FTMvaVH2P6a4kmcDdW4s83vOqRQRRjC0MyilrlxdB1dfKWN0Zrf+tVEIgDCqBVkiblvanEsSEKkEp3R/TTDsFRMDOco3phSyDVR/HMknQfbeEgSLBi6FU8enOayawopBNgY0GDDStqWHoVXNDy7oudHpSPYxJEm0gQ5WwveKTcy2EhJwpMDImeSlSljfaXOEqjtLZT5Jym0E9AjPQK/G8JajF2htQ90HZMburgRaXMSV518RAi6U0BD98FRMEEbYrCWKFNAzyqeCHMEzKocI2BaXUIBZcE8vUvPCWAIRetTe2OAq2JARt7IO46QLfXvbIORbdNvzlygWpkIqe9Ni2npQY6P1ywwA3FStpiJNo9rWYGFBKNY8bkAquaCZAH6iHEfUwIudIvCAg7zrEY8bSASopp3ujn1ZLP49b2EuoIkzzfziNrIMOOujgvxtSwMD0HO847kC+sfZZXv3FX3PZf6xnVsElI7QBCmNF1derJEcK7d5MJRtH6mG6Nwwm+mMdKa2YNRYG8Pe3b+CLdzxJT9ZmR8XDNXUbZS8k55hkbEHW0kZ6e8VvupeDSLFlyKOWGtJWj6gAZnW5GIZ25zq2jaESenPOuD5kMMhZ2ghWfZ0D76FXWZYJ3VnNzV2LY5L0063QRhw0rWgQK7xQIYhTN7jSvPGmnkdUI0WlHhGgiXIq/ihdaiWIMITkF49u4+Qvr+OSWx5le8nj1odfasYJbC35KK2Gyd1P7iBvSuZ0ZejJOcSp6EdWGMwsaFf4lpJHEEHOdajHcZMv3TEFMwsOT2wpMS2jJxf9LVsBQZRSyab0p1U/Iu/o3O0dFZ9SEGupUUdS8vRYFVwLx9QTpbFBZiN1D5G+A7Yp6MnZms/cGxUnMQE/0u57TyVNd34jzWtGwdHqcrbEtfRq3DAMXNumFkbNFXnWltSjmM3ptopI9WQb76IAlEqoBjGWaFAE7xs6K/AOOuhgv4SBgWEYvDhY4+I3HApoHeZ6HJJLVy22FGRsSdWLcHI2XqwoVbW6V1/e0a7TVLYx75i4tkXM+A/8rqrHR09eTMGW3PrHFzlp2WzqoWoTFPnqXc9w6yPbuODEg3jD0ll4keYP7807uKbAEgae0i7fxp52GMNIzacrY1NwTSp+hCkMXCEo2JKsCSJduW9t6U+m5XhrP3dWPRzLImsbxAnk05WhNEz68w7VMMaPYgqug0R7FgwDKvUIO6e9DgoIYkXOanghdJ+ytkktiFh5UB9vWDZTGxrgr044iMFqDUNYFDIWu6sBlXrCmiPnUmrp36yiS6BiIqCuIiqeXnXmUw/IcEWPZdEySQwtrzqzO6ONcWpArXTLoBZ4+AoyQqISsGVCwdHjEakkdf+DlNCbisHUQh9LOOPGrB7rPXRrjLqYJQz6chZStPOxi4xFpR6Bqz0aVaPxPoIltIejoWLmmJrT3IuMpjdFoCefPakMXUOfvsFt351zmtsUlSCk7P0PU6l20EEHHfx3Y6jmMz3vgKFXLEGkmJa1MIXJ1rJHJYiRwqBgS3rTCOsEmi5r0OVcU5B3TMpeSKz0nqkQ2lCYZkI5iPGjhuJWxOmHH0AUJ9oIpOlbkoQLT1zETe8/nmMO7CGIFb2OycyiXjXurPiUgxhHSOYUHBwpCOKEWCXECYRKYQB51yRrSQKl2FLyqKWLL9uEmUWXcs1n7YZdbBkJ2FHWK7iia2EYut9dGdUWCAZ6ZZiVsLvqkbMkBdei7IWUQm3sqn5ExjEx0Qa9mLEo13VglSUFfTkbDHCBgm2Sd01K9ZA40epcvorxI4ElBd2WZO60DPmMw9YRHVQ4q+him3rl2lg512sBm4aqRHHClrKPHyZMLzoUbEkpjBmu6/z+Rl8rgTb8TrpKrvjaEAp0VH7B1fvjlTSQsGjr6Pk4NtiVjn3G0vrseVvimnoSZQEZKZHSYnvZwzEFXRmLStqmIbT+OMDMgst/rn+JL/ziKaYXHB55cSSl1NUWvBLEBEpPfHLp++RHepLjBVFzwhCTEMWwqxJQC7UnZFbRgSRhsBIQxoqnt5epR4r/fHzHHhn8pkLHgHfQQQf7JVzLxBQG/Xkb15bU/RghDL3CTKkwy37E9nKAHylsKdKAJCimbvTtFZ9aoI3erLyFawq8SDFSC5EqxhVmqmKlf1xh4gD/9KunCeIYYcDWks9uP0ahV1a1IGZH2aMaK6IxQVlRkhADT20rESmFF8b0Zm1sqV2vSaINXRRpw/fEi4N4sSKleKeYczhy3jSm5exmiluC5uH2IoUU2aYrupi61AVQB6bl3KYBK6QKXl6k6M87SKEohzG+iptuej+MkMKgno7HULp/L0T7pMFA71nHKuGlit9UXCtkRo2vLSTzWiLIbcfhFQf2YEqtDkYCQaQoeR45WxvUraXRCcC0hou+4pOgJyUGWoO7nOqiC8NgZlHLuDZYyvtsydyi23TxD1Z0f3qyLl2WZHca/GcY2kCHsSKMtEY8wPaS1ujWbnafVy+ZxWWnL8EGXrmgh0z6zFSSYJuiqWiWqKjpYt9e8nBtU6cWoiVRy15IX97GFAa7qgEjfoRjSbqyJipJmN+bY8eIzyObh3H3QOk6FTou9A466GC/hDDgh/dt4i3HzuP2R17ktMMPaEvnsoRBKA0KrpmmcgVkbEnWtrVB1huuTbGISqTd2TlX4poSS8hJdaA+/oZDqYfasBUyOlpZRzML5k7LEsSqmfObsyRdtiQxDCqBDoo6sC9P1pL0WFojvBLALm9Ud9sCfBVzzML+cdHdnoqQSGzbIWzNr66H5E3olhJf6hXhS2mQViENmhJCu6v7bNmybz0ave7FPokizVOGbSM6F7vh/jaFwTM7qszrzTFc8ZkzLUs11JHqjW2B7SM+XqiD0eIkoSevzcjuFv30Zqpei4TpDb99HtcxOTKVHe0rmM3rWt3XpXoIiXZfvzhcY2Yxg8haJErfc8WPyNmJXgVHMeW61g9vuLut1KoNp8+imNHPyAQMAeW6oisz/pkbBtgSHMCH5rNs9D9WMQbaoNdCiAnJWRKRMXV8QRqx7ocR/QVXp9f5IX05R78vFS13qxL4r6e28cjmYT592lL8eN9d6B0D3kEHHeyXSICTD5vFTX/YxJuPmdcMZiq4OkWn4Z70lY8rnKau9VA1oJgxKVoSIxOSNWXzY9yV1R9jWyXjPtJ9to743tW4NqNJVEbqPvUQLCnYVfGbxrDLlowEMRXfJ++6fCqVPG1g1UAvV561nDiJKZqQb0kHa0Qk7yiNGnWhPBSSKDIYqvtNw5GkRtw2YXs1ouhq17ZrCpJmdDRUAdsUKAVDsd6Lr3gRxbS/kYoRhokyJJdM0lcbWNCfRSJYMC2rncdWy/hlLGYUHCq+jxAmlhTsrvr05HTOuRAGsdKG0jDAEKO54m96xVxsIfSesYpwhUlMQtaEXtvFh3SPWvfJEjrPflfFpy/v8JlbH2VtS59XL+rjyrOW0V3QKXU7yz59BQtTSC6e5P6EAdPyTrtueyrMUnAdHKCWwKduGV/+qjXLuf6ejXznty+09eHy05ciDfBTYqGiO8otkLUFFT9uaoo38OdHzOEtR8zh6795jvecsHCf/j6gY8A76KCD/RSGYfC932qyi0/evL7t493gzf7Dc4Occ+x8Ng/X+epdG9o+uqsX9XHlmcu47NbH+K8ndzaPNz7m37tnI9elH+NTl/XzN29YMuGH+8qzlvPe7/2B6UWH81Yu4J3f/T1Hzuvm8jOW8vZr7+ff3nfcuHKgZTcvvWU9f7dmOVECnxxjVBr38M7v/p4PvHoBpxx2wKSTgNv/+CKnHHYAf/+L9Ty6pcx1f3kMX/uvZ9oN2kAfF77mIKpBzLXrNk5soA2a2uoT9fXqNcuxDJNr1z7L+1cfRMDExuzKs5bz8X97mLxrcfEbFnPpfzzKPRsGydqSr751Bd9dt3HC5/Xj+zfxnhMWMrPoIgEHg8iQkxrNK89azlPbhvjHx54Z1+e1z+ziUzev52/XLOfif/sjj7xU4u6PvWrcOLfe35VnLeOaXz3Jx99w6LhxWL2oj789a9mkz7LRVqsBX/vMLi7/6WOcsnwmn7z50TF9X8YXfvEktz26va2N81ct4Pv3Ps+nT1vK+1YvJPwT8sD36z3wyy+/HMMw2n4OPfTQ5nnP87jgggvo7e0ln89z9tlns3379rY6Nm3axKmnnko2m6W/v5+/+Zu/IYraw/bvvvtujjzySBzHYWBggOuvv/5/4vY66KCDKWAKg4+cdDCX/Uf7ygvgng2DfPeejZz7yvnc8+yuccYb0g/8LetZMrur7XjjY/6XKxc0j33ilPHGu/Xar73tyGab71q1gHUbBrn8p4/x+bMPox6qceVay5eDmE9OUHdrfacdfsCU7Z92+AFcest6vvimI3jXqgX80xjjDbB2wy6e3VnlujHGu7WeVm31ifpaCWIuvWU9569eSGyMN6qtdX3xTUewZHYXn/vZY81r3rVKC3VM9rwOnV3kq//1DL99dhdekuAB0R7aOWZBz5R93ry7zlfOWQGwx2dRDxVvPGoul97y6ITvy57Gp6GD3lZuwy5mpPvh7X1/lD8/au64Nq5du5HFs7u49Jb1hC1ein3Bfm3AAZYuXcrWrVubP+vWrWue+/CHP8ytt97KT37yE37961+zZcsW/vzP/7x5Po5jTj31VIIg4Le//S033HAD119/PZ/5zGea12zcuJFTTz2VE088kYcffpgPfehDvPvd7+aOO+74H73PDjrooB29OZtKGI8zBg3ckxqcGUV3yo/uirndEx5v/Rjv6cMdpVFm97TUt27DIP1Fp02vfCKUvXDSuhv17Y1hbfR5xdzuSa+dUXRZN0U9e+xrPWwaur0xZmP7smJu96TtN+517YZB+osuXtrGntrZk1rXSD2kHuqwtr25v/6iM2l7e1N+IviRGnes8X6MxdoNu5rjVAtivHB82b3Ffu9CN02TmTNnjjs+MjLCtddey4033shrXvMaAL773e+yePFi7rvvPl75ylfyn//5nzz++OP88pe/ZMaMGRxxxBFcccUVXHzxxVx++eXYts03vvENFixYwDXXXAPA4sWLWbduHV/60pc4+eST/0fvtYMOOhhFI1p8KpTr4YQfz1ZMdr71Y/xyPtyt9VW8mO7s1GlAe0oT8iO11+3v6X73NBZjtdXHoqHzXa6H7MmxO1Ff9vZZ+JGO1E72wns8mW55A44pmuOzN/c3PMU7tbfjM1EfJkJlkhzvxjiU6yHyf/MK/JlnnmH27NksXLiQc889l02bNgHwwAMPEIYhJ510UvPaQw89lHnz5nHvvfcCcO+997J8+XJmzJjRvObkk0+mVCrx2GOPNa9praNxTaOOyeD7PqVSqe2ngw462Dvszd/P7qqOKp8KjXSyqTDZ+daP8cv5cLfWl3clGUuM04huYNVAbzNYaqr+7W37e7rfPY1Fq7b6RH1t6HwXMtZe9Wlse3v7LBxTUHB1G3tqJ2PLcZriDawc6OWhzcPN8dnTs8hYgrw7+fPI7eX4TNSHiTBZW41xKGQsss6+r6P3awN+7LHHcv311/OLX/yCf/7nf2bjxo2sXr2acrnMtm3bsG2b7u7utjIzZsxg27ZtAGzbtq3NeDfON85NdU2pVKJer0/at6uvvpqurq7mz9y5cye9toMOOmjH3vz9lDztOp3q4523JTtKHiun+OhO9HEd+zHek2EzpdFss1HfqoFedpR8Pvijh7jyrOXjyjcil63098nu4aHNw3tsv3E+Z0se2jw86f1uL3msnqIemSRT9vVjP3l41NDthTF7aPNw2zUPbR6etP3Gva4e6GVHSRO55NJ0t6nasYTBFWcuG3dNIzDuiS0jZCxtyvb0LD74o4fYUfInbe/6ezZOWf6Geza2HV890MuFJy7iunXtxxtldpTGMtnrYMPGuGVTMZV9xX7tQj/llFOavx922GEce+yxzJ8/n3/9138lk5kgke9/EJdccgkf+chHmv8vlUodI95BB3uJvfn7Kbomdzy+jctOX8rlP320bW+18fH+4X0v8NZXzufAvhzA+Cj0s5bxuVsfa6t3oo/x393+OFeetZxLb1nf1s6qgV6uXLOc997wh2abH/zRQ6wa6OXyM5bxF9+6l12VgA/+6EH+6a1HUktznxv0q1+762leGva48qzDxtXdWl/OhKvWLOdTN49v/6o1y/nZH19sGthGFLrAYO2GXaP3O9DHQdPznLdqAWrMWDTqed+ND3Lpnx3a1FZv9DVnSz72k4exTclVa5bznd88y1+fcNCkY9LoS961+PRpS5uBbNet28hX37oCxvStNQr9wtcs0vzwScL1v32edx+/YMp2PvqThwH44puOYPPuOiP1EMcUPLR5mB/d/wKfOX0pH7jxQQAeeanEtWufHXd/GUvwgRsf5JGXSvzbA5u54qxlfPqW9ndq9aI+Xrd0Ft+4++kJx+fG+17gnSsXcOLiGVhSEKuE3z0/hBfGrJjXPW68rzxrOV+448m2d681Cv2qNcvxwlDn3O0j9msDPhbd3d0cfPDBbNiwgde97nUEQcDw8HDbKnz79u3NPfOZM2fyu9/9rq2ORpR66zVjI9e3b99OsViccpLgOA6OMz5AoYMOOtgz9ubvJ++aPLJ5mNMOm8WVZy1nR9lDGAa5VMcaAw555Xz82Gdud4YrzlxGPRzNuS1YknLocfnpS/nYye2G1QXOW7mANx4zb/QjbTD64W7h0i7Vfb7y1hXYUjBU9bnp/cdrOU3g++cfSyWVzYxVqsKVfvA/+pOH+d3zeqXlttTduN6SgqHKaH1CeRO2r1TMaYcfQKBiPv6GxRRdk5wl+dyZS/X9BjE5x0QYmhs+VBafOW1JMw8875oUUiKSz7/xcOpBhBcpHBPyXW5TteuzZy5vEsmct2ohpTCg27In7FPF97nirOVYUjBc9bnizGWEsWLz7jpZS3L1mmVajjMV+DBSJbBPnboYAAl8Y+1zvPuEg/jCnU9y8esOnbCdQMV87PWHUshY2MC8aRkqOZuyF3Lq8lm85agDsIDPv/Hwtuc7UvfIOBazu1wClVAPYz5z+tLmuxMnasL2DOCdKw9id81jWlZHljcU68595Xx21zx68w5FW6KAabmZVP2wef8j9VGZUhP4+BsO4a9PHNASqRmzyS9/+elLcYDP/3IDl5yyeJ//jvZrF/pYVCoVnn32WWbNmsVRRx2FZVn86le/ap5/6qmn2LRpE8cddxwAxx13HOvXr2fHjh3Na+68806KxSJLlixpXtNaR+OaRh0ddNDB/xtUg4hLT1vCV3/1DAYJ/QWnyUGdoMlMLMCWDpVQE7gIQzOzGQbc+/wQV/7s6QmDsSL0x2+4FvDl/3qGU768ln/6zYbRC1oK5RzNDe5Hilk5h7yt6TRLaRR7QwvcFDC74JK1teb0x04+lNsvWs3frlmGp/S1Zsp5rhLYlcp85m3J7ppHKdL7uN22ZH7KLw6jtKFBKsQRJ41jiloQU3BNumxJzpIoFBlTs32VvZC8azZJXMp+pAVUHJPhWkg9TIiUlskqpBOA7WWfnSMhrjCwpcVQSjwDDe543RfL0pzuCkWUQIIia0nmdGcQQutl5yzJ/IIeryTR0eJepDCFQV3FvPeEg7CB97xqES+UNLd93pYUbK0PHqkEL0wwDE1Tq6DN3dyYFAw3Jgqu1uaOlEIKkzCKNDNapCinE4m8LbFMcISk7I3eV19qvBt65XEqB+uYgpxjUvEiqmHMtKxLly2pRHEziyFrGTjCINPCQ18NYnyVaPpbwyDvShwpsE1BPn1vr7vvBS4+ZXHz3dgX7NcG/GMf+xi//vWvef755/ntb3/LmjVrkFJyzjnn0NXVxfnnn89HPvIR7rrrLh544AHOO+88jjvuOF75ylcC8PrXv54lS5bw9re/nT/+8Y/ccccdXHrppVxwwQXN2f/73vc+nnvuOT7+8Y/z5JNP8vWvf51//dd/5cMf/vD/y1vvoIP/8xiuhjy7s8pFJx2MF6u2iOUkSQjihN1+SKwSklSuUSUJhgEv7a7zigN7+OSpS9mWGqDpBadJqwpgJTAnXbnf9sFVnLFi7oSSoDkheXZHhS3DdZ4ZrGl+cANipRWzk0RzhjcCsMfuaSaJQYJ2uT69rcJnb310nJDHtOyoERkOYl5IhUEMIIPW9VaJvs9aEDWN6oyCg0rgxZJHJdSc5HELH3qjfikkGcdkS8nDlDCr6CAMg50VHwyDvKOZ6woZE1Ma1FSM1RiEthlQwraS32RLa1BqBKmoR8GWzCg4VNN2PbSgyH88+CKzi1pW9dldVeJYXz+UCpR0pyvnahhTDhL8SOEKg6JjptrhIZ5KqKYSqA2d7koY40jBzKJWnvMixWA1BMPANW2iJEEYNN8PL1KUatoYu7ZD1df9rKfMfkGkqAcxrm1qIxzGZFIxkv94YDOG0lz3re9iLYRSEGmRHAP68prVzxQGSjXkSA1MYUCiBXeqKubcV85ny1CNeN/VRPdvA/7iiy9yzjnncMghh/DmN7+Z3t5e7rvvPqZPnw7Al770JU477TTOPvtsTjjhBGbOnMm///u/N8tLKfnZz36GlJLjjjuOt73tbbzjHe/gc5/7XPOaBQsWcNttt3HnnXdy+OGHc8011/Cd73ynk0LWQQf/j1HM6I902Y/446YhHGFQtCUziy6GYTBY9cHQMp5FW1LMmNR8rcA1vzdHkiR02bJJsrGzMqpl7auYyNDCJF6kCMKIOQVnVEM77YMBlFXMQf15Zndn6MnbvOO633Hut++n7GtPgEq0jKQpDCpRTK2F8tUA6lFMRhhYwmDxzCIffv2hevU9xsh6TGD8gXISYgmjyUeetU1mFV3CJGFb2UcYMD3vUPUiKn6EbApuhE3BjYZS2KyiSxhGlNPVY4OutR5FeKnim0qgVIsYqtbGiZa4wuSAokMc6zoTdJ1FW1ILYq2wFipmFN0mJ3klNVaeiumyJAf15VCJDrgThsH0gk0Ua63xWCXMyOtV+3AQs7uWBrs5FrsqeuIws+DQnYq8kBrl7WWfONXbzrtmGqCoMA2jKe9qGGhluuyoR2VGQQvKWAZkLNl8noahJyOuJamHum9nHjUXIYwmz75jCoTQfAWgVdESwBKSnX7EtrKPYUBXxmryyAu0Z8ERknLdY/a0LMkeE/Ymx369B/7jH/94yvOu6/K1r32Nr33ta5NeM3/+fH7+859PWc+rX/1qHnrooX3qYwcddPDfg1waYZ5zTO54bAezu3LM7clQa9HpzlqSkh8RRjE9OafpOhaGgWVLhusehUw7S1aCdqFee89zvOWVB5LECaHSqyJHyNGL0n9eGvKY0+NiCUklgGvefHhzz9RXMXO6XJ4frLIlTleOlqQ/b1O0pdbLrofkJBhCTw6qfsS0vDVh9HE9dac2jHWoEkaqELkxBVNQKLqUWwRKZhUcICHBIJtuL2BoiVVpaSNYD7T6Vpw0VrCQdRIylsRJV9kqMYgSRbdrYQpB2QvJuA7VIOay/1jPFWuWUjD1vm9dJSTppAU0zzmGjuQ3TdidypxmLEHZi6iFMSWvzrxet02LvTdvYadiJpVAte1720gcE1zTaXLg9+S1SEo1jLGFNtYlL6I7L5lhax3wUrqfbaA9J7UkIW+KNh76Bvd82fOoBHD0wn5M9LZK8x1JtyliGi5wExVHxFa7Rnsh3ev20FsomfR8w0uQsSTDVZ+Ca2vvgqe16m0pKGZcvvWbZ/nLVR0u9A466OB/Gbw4ZuVAH7urPpf82RKu/vnjHDa3mz87rJ85aXBSJYgIwpjevDMuIKkexVRDkKZ2i1db6vZVzOuXzyaKE0xpcOnNj3LCQA/nr1w4KnKRBi8t6MuhVELJj/CCmOl5Bz9WTWNg29BfdFEwGrQFlMM4NWoJl932ZBsfeyMq+98f2MwnTlnMC4M1ahbMKGYRZoJKJOV6RDFj0pOzCBQkwmiKcMSx7lsCuBh4Y8YuAXbWPCzTYnreJVEJ9cCn6KaBWSm7mZEaccOA3dVRRbREhWQsQZLAZWcso1SLSTJ6X9sVBmG6EhUCsqaeyIB2qYt0depHinoYk3MkPTkbWxhEKiKbLs13V0J68nq7ojGZsQDEqJFsKIkZwHA1ouCCawlsDPw4JiEhigyUDUVbYpkJEi0zW5MGI7WArGWhSKgFMa4p6bUlAWAIq/mMk9QQT2vZIweIY7T6mWMipEk9iinakowp8OKYMEmoRIqaH9GddfDjWMuDuqN1FzN2U0ecJCTBwDUF3/rNc5x6+BzsP4HIpWPAO+igg/0SKoaMBDPnEJFw2elLqQYxuyshkSso2hLTMakaBttLPllH0pd3UElCNYjIWCZ5F+I4JGu55Fo+qnlb0pMLcaWkHMRcedYyChmLCHBVjDHGiBdsSZejjw1WA/KuSW/OYbgWNPfLE5Uws+BQD2OkJF2x69Xjpacu4eI3jAZTNaLoLzllMbtrHn0FpykJagqDjGNSdEwqQcyu6uiqsktIHtha4pAZBSpBxEsjIaYweG5nhVcu7CWKAp7eVuLwud1YZvv9guTFEY+coz0EhjCohTGgFcxa0e263Pj7TRyzoJcZRa2jvWPE58C+LCMNmdCsRcGUhAmEEQylcqkzCi71OMIUkpk5GyW0zGotDunKuG3G2RIGZS+m4WMeTlfzPbakYOtns3XEo5CxmJlqhAcqYSQajXC3pUCphEQY5IWpz/kRvXmLWcWMbtuL6Eq3CwZTJbX1Lw7jhRGnHDIDD7S3JJ0AOja4ANZoQGBjRa3SDfAkMdhZ1up0/QUHL9IKcLu8gKKrtznqUYwf6X3v7WWfvGshgF1Vn+Vzu5nV5WL/CX8j+/UeeAcddPB/GAbE6GAzA4Nqy4e/YMvmCrzi61SpbBo4FMYJpdR1m7EEjm1hwrjALle6+Cr9aKcfd0/FxBN8FhO0cpZjGdqQGBDGKnVbR4zUQ0KVcM537mf9SyNIBDJts7F/K6TevwUd2NQIhMqnrtiSH/PciMdIpHWlay1pWA3mrhEVs3RWkawwMIVeveYck+MX9mImCd3ZDMsP6KaaunG7shZ5U2AArm1ScE28QKFQSHTaWS0NDOvKWLimYGfFZySIOe2IOUwv2BRsyQHTMvR3OWwv+agkYXrBwZKJdjMnCUolGOho8ThJkIbkV09uY0tplAyrFtCMNM/b2k0dqoSerE2+6f4HRwoe21Gh7Idte/DlIG66tQ0DihkTYRjsrgUEsTaSw2GsNdxdC0voVL+CKZhV1BOkShBT9hOkhOMX9nLMgj42tkTALyi6TR311uNz8vqZby15VEKFFAZdpmB20cUxBSU/YrgWYQBzCg4J+tpY6a2gXlt7IWKVUKpHZGyT4xb04CQwNYnu1OgY8A466GC/RMbSH+CGf1UImJF3yFh6Zbaz4gMGvXlbR5enkcReGDG7qNO56qFisBIyHGij6AXaIOZSgxgnOq0L9Ac3iiAURvPDmLVo+6CHkTbmOSGIkyTd6zTpyzsEUcy33nE0xxzYQ4AiAj76k4d1itp/baBSC3SdYyYSwhB84zfPYpBQzFiM1EJGAq11XsyaxHGkV6pBzFBZlwmAMPCbQWpbRjxGUlEMC6Wjtx2TkVpIJQ2PT9D773nXRApJLdapd1IY9OVtDAOCWJGxddoUCRQdi2ocNyP5ZxYdqn6kjWYI2ys+Lw3XUSQ4lsAwQBoGYaw4Yu408lk9YTFNhR8rgkjpIC7b0DEEkWLriIdt6mC4JIGdZZ9Z3RnyjsVtf3yRwpjxsoXElOBYgoIt0yh1PWGLIsWcootrCsI4YbcfsbUaUPJi6rGiFkRkbImYJHCspGIMoNeW9OcdMrae4GyvBThS0JWxqHiR3k5JywTx6LhmLUmkEiwhdDojetKyqewTxkoHyiUJcawnP5EB0Z+QRtZxoXfQQQf7JUxAqYRQGAQqJmtqQ1qqh3RldCCSoRKqaYqZFym9X2lLQpXgCIOsJQCLMAwxbIlr6whkaRjkbIlhwLaSR1fWYk7RpRTEDFY8ZuQbKzFtHBvtiTRmeCSMCaKIGQWXahAzVPHpyTva1Vz2ybsmsZFwzZuOaPY5Y1soIIj1qm6w7LPd95DC4LyVC/Ei7ertTYO1yi33CnoroJCxmGZLIsB2nGYushAGKdsrCkGgYu2SNwVBFBOqhCCN0jLQKXCWoY1MxYswXLNJLJNzLWYUHfxIryjN9DpL6hXfjKLbZJwrZiym5x12lj1yjkXGlPixR87SxrhUD3VAmW0xp1tgC4kfJ3iRZMj3KWRMZne51OIYUyXN+IOGuMuphx+AkyQkY443gt0SBKaEvoKNHyrqoUKIiIwlsaR2z3elxDc24KaxEjvLIV0Zo5kXPljW/ey2JSEwFMaQ6MlawzgbBkihJzH1WPtpApWk6YTa+xCqhJFaQHfWxjAMyl5E0TWZWXAIld6HNwwDUxqY6D3/8r7b744B76CDDvZPKJXgGQY33LORdxy/gE/cvH5CusqRis+X73q27dzKgV6uOmsZn/vZ47w4VOdb7zh60vI9+QTTkHz85vVsGqxx4/mvwE/Ga1Q326t5uI5F3nG55Ob1PLRpmK+cs4Iv/eqZcVSuf/3qgzj/hj9QSw3tqoFerjhrGf9w51N86HWHEKqYwXJIGCu6HJN+x6QGXDxJX3MG1BL47M8e463Hzue792wc1+Znz1iCY0g2D9f53r3P86GTDuHS/3h0XH2Xn7GUc79zP7sqQXPMzlu5gHd89/ccOa+by89YSpygSV1MiTIM6rHisp8+Nq6uy05fyjnfvo8zD5vF26d4VsO1OlffsWFcn//+zGX4wKfGlDv/+Pm8/fgF44436vvx/S/wF8fO49M3t2vGrxzo5cITB+jNO7z12/dx0uJ+3v+qgXG67I16rrrtjwB85Zwj+dwkY9u4z3+48ykuOulgto5443ToVw708pnTlnLFbY83gxaztuTadx7N1+/a0NbH1Yv6uPLMZWTlvjvCOy70DjroYL+EIQw+ect6/nLlgnHGFLTe8qW3rGdWd3bcuXs2DHLpLY+yZHYXX3vbkVOWt4XZPP+1c48knMB4t16fdW1eHKrzydSovGvVgnEfe4C1z+ziq3dt4F2rFrTV8elbHuW8VQv51M3rsQzJW751H2/48lo+cfN6PGjWO1HbHvDJW9azZHbXpG1e9tPH2VKq89W7NvDGo+Y2ecrH1nf5Tx/j82cf1jZm371nI+9ataB5fkupzkgQEQuDLaX6OOPdqOuzt+q63rmHZ9WVzUzY58iYeMz3VN+5r5zPp295dJxm/D0bBvnqXRt44PkhPn/2YZy/euE4491az1fOWcFXzlnBp6YY28Z9nrdqIb99dnCc8W60e8XPHmPJ7K7msXetWsBXxxjvxn1f+h+PYvxvlhPtoIMO/m+iHMTcs2GQavrvRFi3YZBKMLEPct2GQVbM7SaKkynLt9ZvSp3+NNX1UZzQX3Sa16yY2z3p9fekfRhbhykF6zYMplHg7feyp3tt1DnZdWuf2UXOMblnw2BbPyeqr7/Yzkff2t91GwbJOSYJRpNvfU917euzmuy+96a+sYax9V76iy79RWeP70A9db/vaWwbz25G0Z3ymtZnvqdnNdmY7A06LvQOOuhgv0Rjv7Px72QoT3Hej9TLKj9VXa3XxC0xUH6kJr94kvONdhppXg3sqa+N83tqs+LFbf/u6bpWtNZd8WKEoa9RE8d9TXjtZJhsfCe7770dj8ngR2qv+5W0lNnTtS/nme+xPm/f49A7BryDDjrYL1FMg7ca/06GwhTnHVO8rPKFzMQMaWOvj1oSpxspXlP1YbI2C2573/bU18b5PbWZd2Xbv3u6rhWtdeddiRQ6DS0amyw+QV2mmLpfkz2rye57b8djMjimeNn92tPYFjIWFX9qAvPWOvZYnzv1PUyFjgu9gw462C+RtyWrBnrJpf9OhFUDvc3I5YnOPbR5GFMaU5ZvrT+KFY4pprzelAY7Sn7zmoc2D7NykutXpn0YW0cUqwn7nrGmbrsxJlO1uXpRH1U/YuVAb1s/J6pvR8mftL+rBnqp+hFRrLTCmh/tsa59fVb5ScrtTX2rF/VNeF7fv8eOkr/HdyBjiebYTzW2jWe3o+RNeU3rM9/Ts8pNMiZ7g44B76CDDvZLSODKs5Zxwz0bufKs5eM+wKsGerlqzXK2DtfGfSBXptHFT2wZ4YIfPDhp+SvXLOdjP3mYy05fyqqBXi744YNYBlO2d8EPHuTimx7h06fpMtet28h5KxeM68PqRX1ceOIirlu3sa2OK85aznfXPcdVa5Yjkna/9LVr9fHJ2v7ji0Ncld7XZG1+7oylzC5muPDEAf7tgc3Nfo6t7/IzlnHxTY+0jdl5Kxdw3bqNzfP9BZcLfvggW3fXmF3McPkZk9W1lItveoQb7tk4Zf9H6uMN3+qBPmQy8Zjvqb4f3vcCV5y5dJwR11Hoizh6QQ8X3/TIHsf1gz96iA/+6KHmOzPR2Dai0L+77jmOO0hHuU/03n3m9KU8vmWkeey6dRu58MQBVg+093H1oj6uPGsZXtzZA++ggw7+lyFWCaZh8KZj5hEnMVevWT6O7xyV0JV3+PRpS0gSnbObsSUZS1IPQ85ftYDunEOp7o2Wr48yr33t7g387vlhzvn2ffzjW46gN+8wWPOZkXPHteeagvfc8Aee3lEB4Mu/fIqr1yyn5EfU/IjPnrGMIIqpBzF518Q2BaZhcNP7j2/WkbMlXhzzodcdggW870ejIkqrBnp59wkH8Z+PvsSVZy2j3iLakrcln731URIMjjygh8tOX0otjPn0qUuaucqFlEgkVgl+EjO3O8PfnHwoQRxzxZnL8CLVdi8G8MN3H0vZi8g7ur9DVZ+b3n88WVsiEi2SMr83y7u+9wCfOOVgXnvwDK5as1zngbfc066yx/fPPzYVePEmfFZlz+PRlypceeYyKkFEPVDYUnD30zt4y7X385W3LJ+wnKvUhMcDFfOWV8yjHkT81QkL+OSfLabiRWQd/fxNYTBU9fnhu48la0nEJPX4KubS05bocTHg8tOXUh0ztnlXU7buKNW56KSDCZRiVtHlijOXUQ/jpi67LQUj9YBLT13Cx1Pq3GKah/65M/Uzq/kxxYxJ3pJ84zfP8u4TDtrnv5GOAe+ggw72SyTCwIamTjTE44RG8rbESBJKtZhCxqQ3bxMlCksY1JSBMLShmpZ1qUWjtKmuFJx/wx/4wGsH+MuVC3hpdx1TjBJ7RND2oe9JCT6+fM6KcUYkY0n8MCaMFcIwcC2BJQRGAhXfp8d1mmxu21IBFCG1h+Hzbzy83VgBb1g2Z7TtBn931eOjJy8mb0uUijGEJGnh6J5RcKhFMdtb5EW9VF3Nj7Tud4OnnESzgNUCn4LravnQZj0unopQKkEIg1C1T5xKQUOgBeYUtaBMNYiJWhwJBeGOE1cp1UMqvmLF/GlUPJ/urIslNVnKyUtnsmqgj4yrNbgNI2VlSxnKdkUJZW9URazie0RKEMUQxQFF1wFDjDPK20ZCegqaFKf1Wfbasvk8GoI0s4suStUIybZN8gq2pNeM8dM6hBDUQ5UKvuhxdE39Ttb9iEzOwbVMdqXj3ZezCVMN8CBWTUOfsyTX3bOR81YtZLDiMb83t09/Ix0XegcddLBfQgCRSjCArCUJIk13CpoNrGhLKl4dy5AUMiaCNOq8GhGkKmOmNFKK0IRKPeX7tgSDNZ8vn7OCFQd0Q+xzYG+OrqzNYMUb98HP2ZKRWFOxXnPHE/zld3/Pbeu3snm4zmAlIoi0QhloQyiEwJIGCkWP6yDQ7GeuKSi4o1ScNZXgmqIphmIAw0rrmbdidz3kAz/6I//0q6cRaKY1Ax0clXNMqn6kU5ESKLim1gYPY4YqIdVUEa2Ysaj6mm40SBSmMDCE1RzPWUUXITTrXBDq+9AKYCFRqoDWSmeaEZKYBD8eXdV321o1bCiI2d5SrxQhQgpsy6RHCrqzbpOdLkELl8woOJq5rYUjvhKETS7yWXkHKdByqIEWYbGkIGvb7Cj7OCbMa+ExH6qkE7W0n0kCfqDI2ZLB1HA3+pczBYZKMESWoHGvLfzrgbAJVEwct+urVyM9UXQlWFLLudZTXvmcY2JJrQGfKNhW8olUQm/O1kp5KuYdxx/IO6/7HRm7E8TWQQcd/C+DY0l8EqqRXm2bKV82wPaSp1eDbgbTgJwliVPqzqxjaolKA2YUHFxTEMRKi24kWmvbTCU0E0AZ2giAois7KktaTFe/fqSNY6gSPvz6Q7nhXa/g9MNmMavoYgpIUqEVIWB20WWk6lMLIwwEu/yI50s+lTDGFAamCb15u7liH64HmMLAkdo41bwIUxhNbnAAL9Qc65ecsphtpRq3rX8JABsoOia5VAhEJXqiY6GFQoQxKlZS9bQb2DX1ynV7WQevFV0LmcZQKaXHTBgGjin5hzufpL/g4kWwdaTBhe7yk99v4sURj51ln5qn+dgNA61SlqqvFVNhlGoYU6prmtFntpf5+dM7CeMElSRIwyBjCmqpVGvF0+V60olAQ+6zEsQgDIqm5kA/oOBQdEyCWOFHWlBmqBqx248IVaJXzXn97LaVPPxQi5+4tuTF4Tq/e26QmQWXhzft5qXhGjFQirQ8bJBy3Rdt2cZ7bguJaeoJjxA0+dZLfsSWUtAc+yAKmZmzKTomYZwwVPPIWpqvvepHTWUyi4RTvrKOA3uzkwb27Q06LvQOOuhgv4UlBLsqAbEr9F6tCzJ1EQN6JZu6JTOWIGM61CPF7ppPb95tW0lrLnMtGxlECbmMbsMwDDSbpcAUBn22JI71KrXkRXhhTE/eJogUNT8m60gsKbCFwey8w3DKm60UbCv7dOe04MquikfGtjiw6ODR7pKfnncIVEwUQ9aRYAhyloGUtOmM99mSnC2pNmU1Hc0PDvjCIFTaGDa4uIM4xkugK+V5b3C0FzImKl3Za+Optx9qYcxINSJ0EjKWpFB0qSst2fqeVy3CQBszw9Aa4ipJePtxB5IkMbY0tdxnyaM3b2GnnguV6BWvKQy2j/hUQ4UfxBy/sJdyELOrOirBmaiYreWQahCzfaTO6oE+hsY8s4bYx3A6ETGygsTQ+toT7WfvqER0Z20qQUxiGJgSskI2Fey6MhZlz2fVQF8q9+rTldGTpYqn08OEARia9zxJvSINz4BSKQc6inwqDVvxIpIEbNOiGiuyQpIzwbDdcX0cLNd463UPcNS8aVy5ZhkjdY+57JsLvWPAO+igg/0Sg9WArnSvtRLGdGVMVKI/lj05u7mnmE81oXdXA7KOmbqlLWqN1WD64VQqRol0tWNAFIFhQ8GEcovXuqr0SrCalu8rWJiGgZdAQoIwtGvUVzGWaOzJ6xWuFgcJeWm4jjQMKp6i0Jcd9xG3AFdIAlfvYwvDwLIlX//VM9im4IITD6YSxOyOQqZl3bZxMYBtdR9TSvK2SSAMErR3wZaSUt1juK4D0/KuRRArCpYkhuY9FVxLu+oNOKDoEKMnGEOp+7crY2FLvYKueBE51yROFLvKMYaAaVmLShAiBTy/q8rMYi//8vtNvO3ouUyzXcK0PiEFs3NayrMexzimFhSphTHbSj7FrMmcLpehmuaDH/a0GE3NMFBJQqQSBqsh7/vB/dSCmHetWsCqg/qwTYNpWb39IFIt8Vqotzmytl6d522JbcLOUkjBTehyTSwBpmNSCwx2lH26szahYWmtbsekmDFJ0J6IjKlFcbwwoRYE5ByTomuBoScnDpKRVLa1mLFGJxQpuYwrBUk6aRLG6FZOjOTf//p48qm3pCb33YXeMeAddNDBfomSF5Itujy3Y5iD+rupxzEFKcnashkF3fhw1sKYSOk9c0tqFzJJwuyCg68SqlGMLQTeGENaCUPec8ODzO/N8sU1y4mAemQQhh7Tctpw7qqEFFzSwKWwuc+q69HHr79nIz/+/Yv05W0+f/ZhzO52qfqafrQeaWUwaA++EyRNA2SnX+L3vGpR022ctyV1ERIlCa4J+S63GXhVzFj0WBKfUXe5Y6ba3gHkHdlckTpCUmq573nFUQNb9kKUi5blNAVxIlNXtkmSKHZXA1xL0GVJcl0ZKoE26A0tcgw4bmEvFd/nzw6bzY56QH/WGfsotVtaSiIVEwptAAGE0OpulimYlrWQQm9vHFBw2B3GDFZ9enIOP3z3sZTqIfn0uf3++SH8rpg507KolmC+xj1HEc3JR1dWk/NUI61o54UxURzRX3DGxToI9NZEgF5lJ6kiWUK6JWEKhioBsUooOCYZU+DktfZ4Zcw72Zz8pNKuoPfKu3ImT2wpc/gB3Wyt1ulpuIL2AR0D3kEHHeyXKLgWmwdrHDi9m3/9/SbefMw8ymPcqxXPI5ICVwrcgl7ZNSKAXUtSTj/aZS8gk9UfStcc1fgu1/X+smMKtlXq9OZcCpYkMAX1OG6SbDQNr+tqo2gKYnM0Qv49qxZw3soFlOo6jckxJQXbxAE8NK97uR7SX7CQQuKpGIREJdqlHURg21rO0jITdlcibZQth10lLfGZs+HuJ7Zy2uEHEKkYn3a3vC0MCkKS7WqPsHZtMFOj6ZiC3Y1Vo2syq+hSDWO2pNfmHZNuJ3W3C4OurE3Z03rqOVtq17trYhCRtZy2dgq2xMHES6Pkx2LQ8zCERd42KFpSG8VJnv3OuoeUOiq+nJabWXTxVIwNHHNgD5UgZkfZoyfnINL9ahidzIAilxrpRpQ9wN//4gl2lAO+cs4KAAxaV/AJrikJYqXlRFN987yjNccLrklP3qZcDwCTepqaV8zoSVBjq6Fh4IUBI7U0tc3Ue/sqgWWzu0Al9OQyf1IeeCeIrYMOOtgvkbUkP/zdCwgSTj9iTpuxKqSBTlnXIVQKTzWC1BKMprtS64QLoDuboZqWt0z9ITfQ1woDhIAoMagrhTDAEgZxrLXCQQeUFdO96OGq3hcvZB3ShT6DNR1ENr1g8/W7NvCaa37N67+8lrufGyRSo/3yYu0Cv//pHbgJzejuqh8SqoRSGDNS1XnCBUtiYpBLo7+rQcxphx/Arkqdtc/sarp6DbS7OVQJHrCzMtrnHlsSJglS6LiBUClcU5B3TEbqeqWfsyTTcnpMdpZ9SkFMNVLNCHZ7dNeBLktrjMdKsq3kY6AD2wwDRuoePlBtyRaYXXSxTN2nnDsawT3kR2wf8fjl4zsZqoVNt366UNVyrekkK1U7BSCOIspRrD0NXkTG1tkHOUuSbQnmk8IgP2YS0WBT/ejJi7n0tCV4oaJgS4rZ0XI5yySXxkR4YUjW1BONshdqF7olsQwDyzTb3g1L0hQlKWZMhKFd9LGCrqxJ0THx00C5ONaTKSkMvv2bZ8nIfQ9i6xjwDjroYL+EAD7y+kP42t0bcC2JUgmW0EavHOhVYy1QuKYkI3QAmiUNiq6Z5kjrlVCQJG0fusb3MmF071hikCjFhu0VFIzmAqeThVDFlNMUobwrKTgmtUA1P+LT8w5m6rq/6LWL+MWHVvO9d72CZQd040cKUxrMLDrceO9GEuCohf2MJKPZ0irRKXBZSzIvp/9fCmICFTPNlswpumRMQagSihmXow7sZXtqQPvyNvUgwktFM7YM18im+7EvlDy8UGELiUKn5Pmxvs5I944TwA8VQRQxozCaDtcI2urPuZipYb3nuR3phMdAGgmZdFJTqodIaSGADTtKhHFCPdDpfH6YECda0Uwa0F9wMIVOu1q1qI9CGjuQOqoRQFHo591jy7bUrQQTJ41GNwztkpbCaPPM5G1JBsZ5KLKmdq+3ucyThFaK9wSoJwmRguwEHOUx4KnxgXND1YgEHfVfDyJsKci7JhU/Il3MNyP8hQFRovjinU/x7hMOagYX7gs6BryDDjrYL1HMWgzXAs4+ai71KCZjS1zbYlvJw5FCp/mkuc0xoFRCrGCkHiKETiETho6ELgeNfGiTkWrEsBdiyoSia5Gg859zGYcFfXlG6h45S+cCB6HOVfYjnaKWd0xylomvYlxT9wF0wF0U6yjwjCVRSrvGAQqWJGtqg3raEQc097ezk+xgjqS6WDlbYgMh2pjvqPj4kcKWBq5lUHB1wJUpDOYVXPrSpfLAjC52VkbTxBrpclUvoB5E5C3tvSB130dKj4Ntmi159k6zvpFAR6VXw5hXLOwniBQVL8KxTWKVULQl81Mj+1LJY6C/yPxpGf7l95tY+8xO8o6k6JpUvCiNmoe8JZmds7EtHRCo0gmXHykUUFIx9UjpnPKyj5FmHhgG7Kz4CLSBLNV1DrxhQHdWp67tKPvsCmKqoT5edC2kgOd2VsgISU9e56wDjISqzRgHKtZeGQFDldFYhN786Dgqpd3qjSC/4arejsjb2vUeKR3l70jR5JCvBjEGevshScCPEj742oMZrnrsuwO9Y8A76KCD/RRdWZu+nMOzO6sMVXySRKWBUwaBUjhS0JezSReSzf3IgquZ1nZVtTESQht3L1YkqcESGLjSJJvu6xqGTk/L2oJCxuWzP3uM32/cRU9ufBqQCYSRNiQJmqAlVopIKWqBYtNQjW5nNI94ONCGq2hLCo4O/tpW8qnDJMpnlqYyBb657nn+5YEX2TJcpxbECAMUCa6QkO63lvyIapI0V5ylunb35m1JFI+upF3bJGNJntlZxUpXiImKsITR3F5o3GOiAjwYJTZxLUp1TWySsSQ5O8GxDGxhUA5jNpV8VJIwPe9gSYhVzAdOXMQrFmpPgUoaKVmjudA+ColoBsblHDN1zyfoED/tutaTJkmgFBUvpDurMxAqLbntVS8ijHVA3MyCjnp3LdkkhzEELJyep5SSvAyn7m7bhJxttBHAVIIYV2ijDTpnPk6SZpT5cE1zDWSlQc6S5MZsR3TldDCegaKe6qgbaOOftSRSghfE/OH53fwJUuD63f7TinfQQQcd/PdhZ8UnCGN6cg67a9pN2Z+3yVqSeqQYrPpYQhO1NPZRDbQx78u51P2AaTmLLtckihPKXkx31koDsTSdaUYKvcdtSR3QpCI+e/pSjlnQ18bYVbQlI3WfWqxd0a6kaVj6Cy6mEISxoifvECqdV90g8AhivbKUQjZTzsLIoJLuM+ft0UCqWEE9iPFVzHtPOIhTl8+i4JjMKLpkLYkfR9SiOrmW+r1QG0XT1PvOeVPoHPbIwDUFQ7WQ53bVEUIwq8tlsOojBHRl2icoDRKVemSydUQTmwC4ZjJKbOJFuLaDKyTX//Z53vCPa7niZ4+RsyV+rIhiqEU6Jx6SJtHL1pIOTMvbEk/5PLuzhoFO92olOpHCQKD3pwuuRSmNys+aktkFl2vueIJfPLaNYkZSsLSXoj/1tuyq6D38BKj7PhlTMLPoEkWwvezhmKOem5IfIRD0ug6DlTq5FvKcBqlLty2ZWXCIY6Odvc0SlMJR6tq+vIMfhPp9EjqwcVc1ahpvjISMmebd19JBNdL4gT/h72O/NuBXX301xxxzDIVCgf7+fs466yyeeuqptmte/epXp0Eroz/ve9/72q7ZtGkTp556Ktlslv7+fv7mb/6GKGrXc7377rs58sgjcRyHgYEBrr/++v/u2+uggw72gLxrcdmtj9Nj6Q9pkmijrlIa0oxtMljRTFh9BZuCrYOOSumKqLeQoSA1gUfFD5t0oLUgdbujA55cNNPaIy8OYxgmRpKQG0MfqgDXMbFlSpqiDE0WotCkHi3X1yKFAYjEZ3bRJUm0AclaYtw+swkUXH1spB6ilHaf54VehRvGqO719rIPicAxM6PsZel+rgS6hf4XYSCEDm7zY0VP1uKA7gy7qyFJalQbfWoYtaofMRTEKS1rQn+XXsnWohjQEfMJepUbJwlfvPMppuVtbvvgKj5z+lLqYWOzF6alhg+04UsSbfimpW5qRzgcMC3LznTFm7NlmuefUPEjogQcRoP8Kn5ELYoJgb9+zcEcv7APlRgooBwrtox4GIaevBikQXTCxBZG08g14gxylqS/YGMKg11Vn7qK6c1n2oLvGgGApTBma+pdmNtC1bqtrL0KMwoO3ZYkJwyKWYfdfsTWNDahJ2c2I9MrXkw9ijVHPpCxJcct6GGk7umI933Efm3Af/3rX3PBBRdw3333ceeddxKGIa9//eupVqtt173nPe9h69atzZ+///u/b56L45hTTz2VIAj47W9/yw033MD111/PZz7zmeY1Gzdu5NRTT+XEE0/k4Ycf5kMf+hDvfve7ueOOO/7H7rWDDjpox0gtaOpEbxqpYaQMY7MKLoYA04A+x2RmURu/HaXRve68resQ6FW2Kwwt5DEGAm1A79+0CykMDpvTza5qnZjx7u2E0bzbOBnd486lq9atpVEjAgnbSj4Ih0Al+GFIf8GlGqo2GlMhdGBUPYzbPAjVUE8YGoFRcZJQSdOYMqZEqYiiY+p94DRCPQYqKmYkjJuiIF0ZvXfbIG3RwWJGsw8zCi5RopBpzEBjOwLDYFc5oBLG7Cz5fPPXz9BlSWYUXaQwGKkGfPC1B3PS4hnUg5hiVuedNyZPu9NVsDWGo3xTaXRVnzWT5rlqoFemwjDIOSaulHzxrmdQwMX/9kdIFErBluE6UZyQc0xK9ZBhLyQjDWZ3aS53BRhpxH2SwIslj3KQxitkR4PO6qEOGJxbcInT59rgjBcG1OOYWrpf3yDviSZ4J0jHfHcY40eqqUSn3y0ddNhgcTMARxpMy2nVuPVbSxRdl30PYdvP88B/8YtftP3/+uuvp7+/nwceeIATTjiheTybzTJz5swJ6/jP//xPHn/8cX75y18yY8YMjjjiCK644gouvvhiLr/8cmzb5hvf+AYLFizgmmuuAWDx4sWsW7eOL33pS5x88sn/fTfYQQcdTIpdlQA/8LnqrOX84YUhugoOjiGb+7zFjF55NsQ29EonzQUWVppipaGgbZ/XNQV+FCNMiQKOmteHmcCPHtrMm4+c2yQ6abTT2PsejqBU10Qqs4ouJlBTmiRmdtGlHMTUQo+87QIGw7WQroxFb87FVx6m1MphlSAmjEK6s7pMazuhihmsaEWwjCWxhYGyIoqOdnfvrHhtNLFdKe84gJcG23VlLPKWpB5pgpvBejBqWAzozWnVNlslIPWYDlY8urJ6TGvh6OZsX97hL1cdhJWOp0gDwHaWfboymhLVi2NcwLAlQkCiSGlKI+J03tRQGXt+V4V8b556BL6MyMjUDBna4BvooL0/P3IutSDma289klDFCEPgFl1N2hNHmgcgiNlWDprvghfH5EzthQgMmmmCCVCqadIazT2u729nzSPjWkTo6PLGPnelGjIj7zR5ykt1Le6SsyVdtqQehM13K4xTt0M6tq4lCCLFzkpALpU2Laau9J1VH8eUGFbCillFXizXmVH4P0LkMjIyAkBPT0/b8R/+8If84Ac/YObMmZx++ul8+tOfJpvNAnDvvfeyfPlyZsyY0bz+5JNP5v3vfz+PPfYYK1as4N577+Wkk05qq/Pkk0/mQx/60H/vDXXQQQeTYqQe4Fo6svf3Gwc5an4Pn7h5PfdsGGxe82fLZnDxGxZzyc3rWddyfOVAL+etXMBtf3yJD73uED45ptyqgV4+fdpSrr79CT7+hsWYBtzyyIu84bBZeAl86pbx11951nIu+tFDTT3wxrGsIfHTMjPyFh886dBx/Vw10MtVZy3HJeFjN69npB7ylXOOnPC6K89azhU/+yOPvFRi5UAvF544wJzuDKGK8cOInpzbdj99eZsfv/c4Lvvp6LGsLbn2nUfz9bs2sHaCcfnR/S/wudOW4kGzrqwt+co5K/juPRvb+rR6UR9XnLmMkoqRhpxwbD5/1nJqCVzxs8f4i2PnT1hHQ8P8wL48URrtHcewveZTcE3mFB0ijEnHxDGgHMfYpoFlO5Nct4xd1YBr/vOpCe/7nd/9PUfO6+bKs5bzrd88y/mrD8ICvnzXM/z1qxfxiZvX89CmYb799qNQBnxqkr50Z23e/M37OGJuN5eeuoRP37KeBzYN8/Vzj+RLdz49ru0LTxygv+hSyFj8xTfvY/GsIledtYw5hQzx/4U0MqUUH/rQh1i5ciXLli1rHn/rW9/KD37wA+666y4uueQSvv/97/O2t72teX7btm1txhto/n/btm1TXlMqlajX6xP2x/d9SqVS208HHXSwd9ibv5+cY9LlWHzu1sc4/4SDxhkOgLOPmssnb2k33gD3bBjku6ne8ljjDbBuwyBX/Owxzj5qLpfesp5yEHHa4QeQMc0J21m3YZBLb1nP19525LhjkTFq8D/8ukMnLf+pW9YTGAZrNwzylXNWTNlOgyXsng2DfPWuDdyzYRemkNRDNa7c588+jMt++mjbsXetWsBXxxjv1nFZPLuLyIBPttT1rlULxhlegLXP7OLSW9ZDIibtc2TApbes59DZXZPW8dmfPsqtj2zlkpvXYxiSf/ndJk758lre+I17Ofkf1xJhTPqsLr1lPSGwaUi70Cfrx73PDo4z3q33/a5VC5r1nb96YfP5vafl/XrXqgX05G0+dcujk/YFDD5/9mEcOqvIp25Zz9q03LVrn5uw7a/etYHfPTfIrrLP588+jLXP7OJTtzxKDAx5PvuK/88Y8AsuuIBHH32UH//4x23H3/ve93LyySezfPlyzj33XL73ve9x88038+yzz/639ufqq6+mq6ur+TN37tz/1vY66OB/E/bm78cxBZUwZu2GQaI4GfcxBegvOhMeB/3hNKWY9Py6DYP0Fx3WbRgkwUhZv+Ipr4/iZNyx1jJ7Kt9g66qHasrr6uFoYNM9GwbpL7pUg5jurD2u3ERjsGJu95TjsmJuN7UxfZ2qzLoNgwTx5H2uBfo5TVVH43zDCP7lygXj6piq/WoQ8917NpJgTHpdf9EdZ0AbaNx3o756qFi3YZBaELe9Xyvmdk/ZxroNg/iRor/otN3virndU7bdX3TJOSb9aczG2md2UQnjcWI1Lwf/nzDgF154IT/72c+46667OOCAA6a89thjjwVgw4YNAMycOZPt27e3XdP4f2PffLJrisUimczE+xOXXHIJIyMjzZ/Nmze//BvroIP/o9ibvx8vUpTqek+7lCo8jUXFmzqRtjxJubHly/WQcj2ctJ2p6msts7flX247fqSafRyLicbAj6aObPYjNa4Peyoz1Vg26tqbdmHUIE9Ux1Tt37NhcMp+7G37jfoa/7a23RjrPfWl4sVt9e1N2xUvbnte5ZSIZl+xX++BJ0nCBz7wAW6++WbuvvtuFixYsMcyDz/8MACzZs0C4LjjjuOqq65ix44d9Pf3A3DnnXdSLBZZsmRJ85qf//znbfXceeedHHfccZO24zgOjjNedaeDDjrYM/bm76fsRWTTIKJGGtVY5N2peaQLk5QbW76QsfYqH3ei+lr7Nlk/x5bf2+sacEwx6b1MNAaOOfXazDHFuD7sqcxUY9moa2/abWCskdzbMZmqHy+n/cnqm2qsW8tq4p7R+vam7bHPKmvLplDOvmC/XoFfcMEF/OAHP+DGG2+kUCiwbds2tm3b1tyXfvbZZ7niiit44IEHeP755/npT3/KO97xDk444QQOO+wwAF7/+tezZMkS3v72t/PHP/6RO+64g0svvZQLLrig+QF53/vex3PPPcfHP/5xnnzySb7+9a/zr//6r3z4wx/+f3bvHXTwfx05W5KxJSsHejGlwaqB3nHX7Cj5Ex4HHTwUxWrS86sGepvlDRJMaTTT1ia73pTGuGOtZfZUvhHVnLHElNdlrNFP88qBXnaUPE2/OkH9E43BQ5uHWTnFuDy0eXhcXXsqM9W9ZW3J6rTeyeponG9grJHc05g0xm6qZ7qj5LF6Ud+k99BovzHGqwZ6ydqy7f16aPMwBsmUfXFMwY6Sz0Obh9vKrR6YvO0dJY+qH7GjpPe8Vy/qI5Pmue8r9msD/s///M+MjIzw6le/mlmzZjV//uVf/gUA27b55S9/yetf/3oOPfRQPvrRj3L22Wdz6623NuuQUvKzn/0MKSXHHXccb3vb23jHO97B5z73ueY1CxYs4LbbbuPOO+/k8MMP55prruE73/lOJ4Wsgw7+H6KRQnXhiQNcu/Y5rjxr+biP6k0PbOaqCY43oo6/u+45rloz/vyqgV4+c/pSbnpgM1eetZyCbXLBDx6kGoYTtrNqoJer1izngh88OO6YCc0yX7rzySnLRypk1UAvH/zRQ1Ne98EfPdS8jwtPXMTKgT7WbtiBBK44c1lbuYtveoTLz2g/dt26jVx44sA4Y9YYlye2jGC19LtR5ryVCybs03krF/DiUI0rz1o24Xkz0XU9uaXEeSsXjDPiqxf1cd6qBVy3bmOzTEOqtYE9jcldT29n5UAvF/zwQa6YpB/HHdTHR1938KT3fd26jc36rl2r3w0zge/85tlm29et28hQJZiyL5Bw8U2P8OSWES4/Yxmr03Lnr14wYdsXprSyfQWHi296pBkxb0BzYrIv2O9d6FNh7ty5/PrXv95jPfPnzx/nIh+LV7/61Tz00EMvq38ddNDBfx+CWOGHAbO7MqxeNJ0oifnbNcvb8rlzad701WuWUw1HObU1fSV89HWH4ACfX7Oc0pg88EApLjllMSb6Q/j0jgrvueFBbjz/FXzuzGXNvdBCmmdtA18+Z0UbZ7gEnh+qsX7bCBe/4VBMKQhij6vXLB/Hof7t32zg54/t4PvvegW7ayEvDtVGr0vbaeSBf/q0pWRTD4QtDKqBx5W3PcWy2Vu45o1HcMWZy9IYgZDurIUlGNdmwZZ85rTFRAqtopZqdRoGnPvK+Vx88yN8/qzD2vpQzFpcvWZ5U66zFsR0ZS3+8ZdP88iLI/z4r17Jp05drIP+0j5Dwl9cez8rD5rG5acvoRrFfPrUJVpAxY9wLckvn9jOhTc+RC2Im0bw+ns2tj3vrqzNSM3jyrOWUQ9V25jsKNf49VO79KTsno2849rf8bVzj+RTUrS9C14cMy1rseaI2Xzq1MWUPS00YknBUNXnpvcf3yRzee8JBzFS83BdiwtPXISXvkc6fz1EJMmEz1GphJeGPL573jE8saXElt11jjqwRwflJfC5M5bqd8dLdcAtiSW06vgzO2t8+S9WMG9aBguIDEOT7Owj9msD3kEHHfzfhUoSTOmwabDGYXO68FU8bp+6IRKxteTRkx8lSSmlH9wGbKCYrnTKXgjuqGBI60dw8+46b732d3zjbUchxCgTjCkMdlR9TFOzkflRzPNDNfoLDt15hyMOmIYphabOVIJGOJMw9N5nLYw5c8Vczj1uATlLC23UwphtJZ9ixuSALgeBQYhWPktIEEIrdQUqJmO7/Pv7j6fiRwRJjCMkmAI77xDEWrkrSTSRTc7WQibVSNO8NsZJGJrVLYgVs7oyXHTSIXhJjGWMCn431kxdluYZH0mN2aWnLiGMFeVaQE/e1cIqQru9kwS+8fajqPmx5na3JHWlFcx68xa2kJy8dCbHL+xtGuSRWp23vGIebzpmXspAZ+JYApMWadD02sGqh2NZfOa0pdTHTA5sUzCn6CLRqm1xDNurPotnd2lFOUuzw+2q+uQdi6KtiXsaz1yaFkOVkEJK8OIC1fSlioEglZDVWuWCnRWfjG3S36VZ645b2Es1jDnO6tWTJkcSqYQ4HchMqrbWmATM7NLMczZQVjGeH5Fz7H37A2E/d6F30EEH/3fhmJKHNu3Gsgw2D9dRSotF5G1JX95BJZquNI61/GVOyObKsaFs1TD4D28ZwmaUW7vBh95Y+/zs8S3NdjfvrnP17U+QsyVBpFAqYWvJw5SSWCVsHa5T8SIO6NYZKhV/tD0NzYNumZqq1I8UcRzSX3BQCWwpeXiRouiYzM/b5C1JiMHuIG7j4vbDiEBpZazGREUlCUGkfw8TLS0qDc0gBqOGH8ASevIghaZQVYmWPVWJNuYzczaWkONWmBawo+oxEsQpp7m+h5FaiGtbJEnC/Ru2M7Og+dS9SFHzY7KOxBaaPjQrJAuKLnZr/U3j7SFNfd8ZSzQZ4rxQsbWsecf7i5qHvRLEBDFIIZAGTYNc9kLyrokjBTsqPru8iEoQUbRlUyBkW8ln2NdKcDnHxEhpa6thzKbdPrUwxjFFmxHc6XmEUQKGwaahGrYUFBqCNJGiK2NTCyLCWOFILVpSrmtxmoytaxqlVJVYQrZ5jLKWZFfFZziMeXZblXqYYIl9lzPprMA76KCD/RKmYTC/VzMqGsDf3f4sS2Z3sXphD3OmZcFq0FxGgIltSXKWTLWlQ4RhYNuSiorpymfxVAxigv1GFXPSktm8cmBGmyHbXfPoTek0K/VA65CbAteSZGxTpw0ZmkO8Ho6KI9loac8wgiHPo+BaFF0XB6DVC5D+/2t3Pc2FJx6MXvBrAZJQJfTlHHwVUwpjpllSc66nlrxJU2onuLZNqrLa1DffVvYxhYEUipF6yNxuB1OMtl1wLRJhEKqYgi3JmAmWkG3bDNl0iwC09yJrS2pBzI6yz7EDMxiuhxRdixvve573nnAQlSBmV9Wn4FpIWzIURVhCUrQleVtQCxXbSj5ZR0uAJmjjH4Qh07KaFjVJNO+4xGC4rtXL5hZdBBDA6OrctchZmka3IS9a9iKEMMiassn7nqAnLfl0glWPYj5w40P82WGzeM0h/ZS8iKyjJwIGIKSltwZc7c3xlDbQWUdim4I4UfRnbWhZVTfel5Lng6Fd5tOkiSMllZSStuBqsRgtZGJSCyJGvJDFs4v4at/TyDor8A466GC/RJwkzCi4bBqsUXBNLvmzxZyydCZGuvIxhea5bsBLEraXR3WpM6agGsZ4EQjDoJZ+J/1Qf3S7UhGSXS0qVDNS2dBKEHL9PZsYqYWc/OW1vOU7v+P8G/7AN3/9HJZIUuGOBBLNsV6q65zgchBTY3Rl3/glQbtMN++uo5Qala0c8XjnyoNIgIwMmF10yDt6crAlFf5IVEJdxdTDmLIXYRg6Qr8nZ6PQnPHVMMa1BD22FhXJOyZhrLCkYEFPlozQrt2s1a6wJg3JzqpPoLSyl2MKco5JxYuohzE+cPcz21FoopVW2dGujEWY6L3kahiTaZHj3FbyUEq7jw2VUPF9sq3yp5HCRMuxWqbV5nlIlO5bd8bFD0JeGK7zUsUnJhk3ybGEJCMMVAKmSMiZklAlxCppjlV/Qx9cGMQKrlyzjJOXzsQw4Cu/fIqcbfLN32ygHits2RCj0UptEkExY1IL9PPNSokUxoSenqJtU3RMQqUYqmn1tGzqMaik2wS2Kaj4Ia5lctzCXn7y+03YE00q9xKdFXgHHXSwX8JAr8KPXdhL2YsYqmjRihlFh90VD0cKXFOibL0KL2ZMenK21ro2dEpYTkjKQYxKkub+bsaxGKnpFXDelpCkwiiWpBJEVH2tKHXcQX08sGmIH777WG38bEnW0kbfUzEF2yRQCfV0lSUMyFoCA2fcPq4NCBLmTstQSV3lBddiVpeLrxr/tynYDfUrLcQBUHRMvaeuYvpyNl6k2JaWLzomURwTqQQzhqqRYBv6voQAW2g2OxLt0reNdmMhDOjOmNrVm+73dmdspGFQ8fSKUUoTX6Wb6ekYVlVCpV5nWjarVdMS2JHuJedsveoervvUQnjwhd1ccdsTgKZrXXlQLzU/Qgq9TZI1E/KpMEljXPK2xIGmaEsch0gMTAkzizrOYVfFb16bMRPyttu2Qp9ZdCh7HtVEj0dD9MY0wRWSSgAfeO3BhEnMhScuohLE7Pb0PRRsiWNCGCtSITe9faFGXd7CAJk+ox3p3rgwtBranIJDOYzZWfbpztoUXLOpA19wLWp+SNaSnHPMPO0Z2kd0DHgHHXSwX0IKgxdH6vzTf23gng2D3P2xV/HbZwcxhY7cnVGMKGYsLKHd2iM1nxldWXKO1XRR523J9fc8x1uOOYAuWxIBqoUwK4gTLvrxozy9o8KqgV4uOWUxMwoO9z43SKQSDp1ZZOuIdp3/+umdXLduIycePJ1PnHIo5SBmpB5ScCWOJdg64lEL4jRH2GPVQB8f/cnDfPFNRzAU6NVzwdUTizgOiZQCJNfc8TS3P7qdz5x+KK87dCb1oD0Ce7DmYZmjUpiGAbPyDgiDWhRTdLVRH2xxX9cj7fptjcgXCOpxnE5aEqq+dvsbQCD0alGphKFqQDFjsqNUZ2ahm2UHdDNUCbRR7HL52E8e5hUL+5jT5fKz9c+2UY7e/bFXcUkLn/lhc4p85ZwV3PT+45v3lLEEv3lmB09vq/Du1QupRwblukchYzGz6PKd3zzL9+7XzHxZW3LxyYdw7EG9qftdK3nlbclw1ecLdzzJfc8N8a5VCzhy3jRcy2B2V4Z6qNha8sg5JttG6nz83x7h0JkFLjtjKa/7h7WsGujl6jXLufK2xwmjmC++6Yi2dy9Bu6ezlh7zGbaTKsGNThq8IGwGK7qm4KXhOov6c3ih4qWqTzb1kljCoB5qr0AYK371xA6+9ZvnOHJet05j66zAO+igg/9tqAQxOcdsGoN6qJiRujfPv+EPANx+0WpO+fLaSeu4/aLV/MsfXuJtxx3IcBq09meTXL9uwyAi3dvszTvNNsbitke3ceFrFwHwF9+6b8q2f/f8MCd84e62vl77zqPb+n/7o5rGeX5PnmEv5PR/umfKOie732vfeTRv/ubk/Wltt1FXgtbYnuxeAW79wEryrtXW7l+9agBgHF/4WI73R14q8eovjqb63n7Ral79xV9z7TuP5jP/8QQ/uL+dQvfadx7dNN6g3faX3fp42/nZ3Rlek47jfz25E4Cv/teGCe+3dTxauezHctg3nlEr9Fjf3axrqjG69p1H8+4b/rBX1/3jL59p9qH2J9CoQseAd9BBB/spyvWQVu2QUj0cxze9t5ziFS9GGHv+WJa9kCTZO17wPWXvjqUKLU/AFz6Wg/tP4XZ/OTzgrW3vqdxEYzdZmb19HpOV35t72FMdU9XVOn4vh49+b9t6uX0q18NR0fp9QMeAd9BBB/slGnzTDRQzFhU/artmb/mz867EFGKPRreROz62ncnqfTnXFCbgC2/t/0Rc2S+n3ZfDA95ouxFgNRXyrkSK9rKTtbW3z2Oy8ntzD3uqY6q6Wsfv5fDR721bL7dPe/MeTYVOFHoHHXSwXyJrS6p+1KSzzFh6b3l7yWtSdU7GkQ6j3OWrBnqp+jGmNPbIcZ1Po7h3tLQxFqsH+prXTVVXK1VoK2d6K194K//3Q5uH2+53sv5Nxre9veSxeg/8563I2xKDZOp7XdTHjpKPkbbfwEObh9lR9seV21uO91YO8VY8tHl4Si7zHSWvyUe/N3zvY9tvlB3LYT9RX1uf35443renUfQvp08NHnZ3D0Z/KnQMeAcddLBfwo9i+gsul5+xtMkffvxBfRw0PceFJw5oXuwfPDgpZ/WVa5bznd88y+VnLGNOlw6OyllyUj7vK89aTiUIcYCVB/U122jF6kV9XLlmGRbgwpR82R/7ycPN/3/2zGVNvvAntow0+cJb+b+vW7eRMErG8Zq31ukCnz1z6YR82wdNz3PlmuXj+5xycTd4yBtYu2EHecvk+IN6J73Xi167iItveoThqj+ON33utAwfeM2itnJ7y/H++JYRPnP60nGTkce3jHD56RPfX4MTvsFH3+R7H1PH6kV94+638T5c8IMHm30xlJqyr61Ur5O1tWqgl/NWLWBWV4aV6TOciAu+wSffygV/1ZrlCJXgx50o9A466OB/GeI4QYiEUj3gqrM0P3fZ85jTlSFUCZ87YxleFFP2/Ak5qz0V8/5XD2AZBp+4+REuPW0ZX/rl07z3VQvHXS+FgQDe+70HOWZ+Fx8/6VDmd2e44sxl1MOYmh9TyJjkLZ3e1PDF54yJOchDFfOxkw8la5tU/BBLGHz5rqf50IkHc/npS6mGo5SgNd9v4+C2DMZxvhdsiadCzv/xer7wpsP43JlLCVK99AbftiMMqrGmPVVJwu5qQF/BYf3mYbwwZsW87rYAs189sZNXH9SPNAzmjrnXYnqvCfD984/V3OC0c4MXMxZFS3LlmcuotYxRZoIxyduSUt3jM6cvJe+aWEJQqgd87qyUNzy9D4A7Ht/KSYf2ay7zetTGCR+qmH9664rmfWctydVrlum2/IiMJZGG9t7c9P7j24l5qh5fPmdFk21uRCVYIp6wr5GKedtxB/LGo+c20wqFAZ89YymBUlTSlLCMKamFmjP+yjOXEcSKqh9x5ZnL8FNymYJrkrN0mt715x3TbCNWimt+9QwffO3B+/w30jHgHXTQwX4Jx5J89VdPc9HrDqYWxESRZuxqcHwnQD3Qxkah83QNw8AwoBbqiPOMZVBTMR947cFgJHzkdYe05RtPzzsESpExdYrVNW86nELGQhqadjOMW2hCpXZYxkBJxXRJOakLMw/sRKfCzenKsLumCVsi9Modq53CFMAxYWdZscsImJYxNa96yrxWDmKqvuLzZx+GLSWWYTDkRzoXWRjc/9wg19z5NH939mF8956NTUN9cH+e77zzaAYrPp85bQkq5UvPu5ov/amdZQxD0F9wqfgheceiJ2fjSIOrbn+Chf0FVsztxo8UfpQwb1qGy/5jPVtHfL527pGMJLTlXRuQpszpY7OKOs+9EkRkHYfujMEX73yKOx7fwdfeeiRPbCszo+iSswRFR6dqHT2/p8m0lpcCQxiM+BG7A826ZhiKvrxOnWtN64rjCFtqItsd5YCsI5mZdxBC86t7MVjplvNIFKKUwFewo+bRnbN4dkeFK257goHpOb7+1iOphjHV9P1qiKHkHN1WEIbYUuDHMcIwyDkmQZozrhKoh7FW08vZ7K4G6fMVdGctto/43Pb8EI9vGeG9qw/C7lCpdtBBB//bYAuDt7xiPn9/+1Oce9w8ZhUzjPhRc6VXsCR5M8EQmn3LNVOq0HpEIWOStbQQxkhd8cX/fJJ//IsVVIKYMAyZlRKHNAyAFysu/MFDzXzwf1izHIEW/8g6kpofI4WBLbRQx0gtInGhxxofdJYAg3GCgZ5MhCrhytue5B/PPowY2DXGwNlpmRBNy5oYMFSLyDmafMVJ+cRVojm6TWFQVzH9eYdAxeSF3hc/Yt40ql7IFWcu08IjDSUuoC/vjPMS1CItpFF0TS3sInRktmFYZITkklMWN8vMTo2koRI+e+Zyyl6IJQWQ8J/rt/DOlQvb6p9VdHGBSpLgB4lOl3INHnppNx9+3SG891UDVP2Q+b29hLHmWfdUSN7WFrY1jx+VpDzwECmlCXfC9hWzA/RkHIaDGD8ImZk+320tBt4yYaQW4UiBF0AY64nMjKJDjGLVQF8zX72utCiLa2n62FbSmFDFTerXhiciZ43y8OddSd42mzzpWUfiSIFlGGwp+ZT9iBVzu5nTnWFWl/sn/Y10DHgHHXSwfyKBmUWXVx0yHVtKtpd9Co7JzKJDLYrZmhJ7ZK0Ew4A4UWQtiWhhEStkHOIk4AtvOpynt5VYPqsL3xRN+czuvEVGagN55ZplTeNmJIChJU21MIUJCdSimLwpmV0QhComgglpNS1pMLvoUI31x/+zZy4nNAw2D9XoytqktpgE2J3ymudTqs0gVuQcTTmaN0wcAY0gcNvUWUdRBFtTnvUkFbNyTIFyTAYrmohldsFp9jFJWchAG0fHhIxpEruGpva0db8bNKVekmAbBmZKj2oDn01X5EfOm5YquQVk7QxnHzO/6dGYXXRJVEwliNnua/e3FAazig73bhyiJ+fy9I4Kc6dlmJHTZDQKmNWVMrGl99RYuQNUophfPrGd53dW+MjrDmGoHuKHeoxsKYhUQgT81fcf4OkdFQD+4ugDuOBEnate9UJypsARkqxNk6+9J2uBijGEQaIEpRb51JyQPPDiMAP9Bf0epVzmwgBLCraXPXKO7udLu2vEGVsHyBmatlez02kKNzNdYVfDmJ68g2NJCq7JAdMyWnHP6KzAO+igg/+FkMArF/Y294NFi7vRMBLyjiSIFSaCOIZhT3+ce3M2gVKYwiDrSIYrWmKyrrQUpw9gaPlJJHTbEiFBxQmJSle6aCYulUCiQvKuNjIvpsaqYJsTfkANoCgEL5Q8cq5Ff8HhG3c/wwUnHkxv3mlbtQUqJmdLZEpz6qINRJLeZ8XTrloSvV3w/K6IhzYP80QaBDZYqjFcM/j22udYeVAfqxb1YQpwpMBXCbUwoeb7WrnLTHBNgSdG++laAlNaJJrWHSM1QEGkCAx9//UoJhTwyVMWN6lKixmtrFUNYzYP1ZDCYMOOCnO6M7iW4NtrN3LorGLT/T632+K4BT165VyPUEmCEgZR+jzG7kG7AM3jEa9fMrNlpW1RlnFTsCaXysJ+5a0r2DRYI2NJ5vVmiFSiKXQxqMcKRwhck1Ha1hEvZbuDT9z0R373/DBZW3LFmUtZMa+LIw7obpOmnVFwuOvp7fzd7U/Tm7P51juO0pz8pkQI7W2ZUXCoBjHbW7Zo6mFIGCdYUlIPY5IEYgUVP2xOjvYVHQPeQQcd7JeQpuDKnz3Gm46exwE9GXK2iYojQDbpUGOlqVF31X3y6cqtGsbsrvn05l2qQcxIPSKf0YpdsYKtFf1xnVN0idGMbyP1kJwj2VHyufimRzjrsJm8a+XC5uo665iEKqFgS3ImRAhG/AgvXZ335m2GUg5225agFH0Fh+0ln5pvcN6qgwhVQtVPlbRsSdX3KDq6D1EEuz2vqZ/datAsYZATElV0KXshpy6fxVuOOoCK55HNOPRbkktPXUI9iCnVddBUYkClHtCXdSg6Zht3eF/eJVQxXhwTK9oC4WYWHGpxhGnooLGndpR5aPMIK+Z2E8SK6XkH15IMVnyc7gwG0JOzyTkmc7ozWgXMklx+2hJe2F3XVLOOSTGToRLGlOqjRtoEto34rH1uiCe2jPDWY+fzlV89wxHzpjWZ1RrZAbYBN9z3Ascs7OXG+19gyewuVsztZqgaMndaRj8XSzK3J0u5HlILlN4XjyLyqYxnPQ7xQ9hd84nihAc37eY3T+3gH/9iRXNboNG3sudjOKLJSd/wgBxzYB83nNfdDGozDJhe0JNFJ5UOrfohfXmHMFbsLGsvUcaWmBj4hkGC9hjNKrpcf4+OWt9XdAx4Bx10sF9ixAu57dHt3JZSjY7FrR9YyWuu+fWk5141AT1mA7dftJpSSmM5ETXpd367ie/8dhO3X7SaN33z3nHn94Yyc7Lzt35gJSd8YXybP79oNa+9Zu3Lrr/x+96UefM375uw7FRlJqIpBfjhu4/l3ucG286vlySh/QABAABJREFUHOjl79Ys5xMtfOgN3PqBlVNSvX7odQezbsNgm0Fbt2GQS29Zz1VrlvO2V85v1tugUG1g9aI+Tlk2k0/e/Oi4elcN9PKpU5dwypcnpqh9zTW/5vaLVlNwrT3Syk42XlON4+0XrebVX5j4PQV40zHzJj23J3TywDvooIP9EuX61AxhU9GO7g0ladkLXxadZiv2hcZzT33bF+rO1t/3he7zT7mPkXrIirndbcfuGcMx3oo9PZPG+bFtNjjDJ6sXYO0zu5o8+WOxbsPgnp9z+i7s63hMVW4q+luAkjf1+anQWYF30EEH+yUaecGTYSra0T+FknRvrtsXGs8GJuvbvlB3tv6+L3Sff8p9OKaY0HBNZiz39Ewa5ydqc2+456cyonukTd1LCt19oYDd07vWaHtf0FmBd9BBB/slclPQhmpazfFUng3siZLUMcVe0aFOdn4yKlDQVKs7UmrNieqsTmIkWmle95aSs/X3HSVvyvFq1NlK5zn1ffSyo+xPWd9EhmsyY7mj5E851o3nOZYCFbQR3JMRnnLStBfPuUHVOxWt7ER9a6VSnazuqdruUKl20EEH/+vgmJJL/uzQCakuz1u5gItveoTzVi4Yd37lQC9BODUlqSMMXhyq7ZEOVUxCt/nElhGumoi2dFEfH3jtAEcd2DNpnUGYjCu3cqCXwXLAFSnN62SUnCtbKDlbf1810MvRC3o4f/XkZZ7cUhpHMfrElhE+fdrSCak/LztjGa9cMP4+GvU9vmVknEFbOYXBuvimR5q0uGPb+szpS7npgc1tdKOt57PpZGtqzvbJjaihkimfswVcu/Y5jp+CQvey05fw+JaRcccvfM2iJpXqRHV/9tZHp7zvQE3ttp8KHRd6Bx10sF9ixAvJ2ZJP/dliRuoRpjQouCaZlDTj6+ceSTFjcfkZS9k24mFKQVfGwkDn4Oakwd+tWd5MfWoSegBCKb5//wt89pTF5JiY+jNRMQiJPcH5nC352E8e5hUL+3hXGnQ1Z1qGSt1nesHl8794Qk8yTjmUihdTdE2KrolM4IZ7N7Ji3jTOX7WQnC2JVcJvnxvkvT94oJmeBAZVf5SUpeRFOgo/+f+x997hlpXl+f9nve9qu582fQYYmFFgZuhKmRkFQgIKyPBTjGgSmmJULF8jGpUiRQ22RKzBqNF8RY3xCwqKhlgiIFZQujJ0mHpmzjm7rvau9fvjXXudts85gzIguO7r4hrObqvtvZ73eZ77ue+EzWMe33j9kRRsyc6WzzdefyRb6h6nX/Uz2oHiwhP346KT9mdnK6SvaEECMTFv/ouVmMLg/73hKDaNdQCDJNFmJu996X4YhkHTjyhakoYfMdLyee81d3HV3x3KE6MeY50QxxTc/tgoX/vFo5z7on04+99/mV2vrl65jV4UXXDtndw8oWe978IKjhScd+wK/vEl+9EOokzGdmfT4x9fsh+XXHf3JI/siQH2yz97JCO4TeyFr10xyMUn7Y8ltZHKxG1muucw+Tp3wnSETLPh/+2nD3PO+n34t5se4LXr99aysoGinSqxuZbAi2LeecK+nH/8vrR8PfdvCiiYWlimK43bnekvWZrN/ra/3JfNIx5vPW4l7z1x/2zbo+2Aj//P73nnCfv+wb+RPIDnyJHjTxL1dsjmQLFiXkk/YICbypkmCQhDK6VFKqZgSUquFvboSl6aaNnTqZBJwkic8MoX7MG2Zpv5pWLP7RcMwc5QzyGXHBPDgIpjMmAKQtCjRxMCAbHi9m1tPvT93/OhVxxIJ9Te1X1F/XwzCLBMwftOXpUFkWrRomJJBg9YxItXztOqXaYe4Wp2fBK08pglBZ1Q0QkUewwUKFlar3tpxSUEhCjw6dccki0+/FixtM+l6Xk4tkOodIl9Uc3FMQXLBwoEE0bIXGt8m1vqIY/vbHP08+fx8dMPZmfLZ1l/gYGSnY2xverQpUjgmjceNWkMzRYGOzwP17Z6Lp4coFawpymYSSHx44j3nbyKdxw/fcF108atvOaIPSdpyHcDJQkokp669N0AHaSCNkLI7LvUhQmcfdRetOKQc1+0z6T3L6w6RLHCi2JsoXv+ert6bK0ZKDalM996MaYo2w6tUNEOFUKatLyIgYqNa0qEAZWay9u/8Rscy+T9G1YzOzNgduQBPEeOHH+SqBQsGn7Em66+jU+9+hDqXsTmuk9fyaJqayOL9gRJTUcKwiRmsOzgBYrHx9oM1aYH504S8OrP/ZrhptaovvEtL8R1egTxJKZm6e00g/EZ5kAYWIBpAgbI9A7sA+tSSdNtDT1zvajm4sURW+o+1YJJFCaYdkIcJ8RAEMWMxQkVx+RD37uPx3Z2+PTfHkIQQ9G1qXciBksyCxwV16JgSTylkIagHmlhENACLMKAKE6otyNKLpRcl3aolzELay4NPyLB1FaZScRAyabe8SnZkrZSLKgVKQeKimvSDmMqqQTpljRI7VF1idDa7GGqTR+neujCMLBsSb/rImOFj56Trrrad3xrw6fkSGwpqRVEdl67i6CKkPSivzVjxRErFmTStoFSuKbEMEz8IGKgpGViH0v3sWxL+mzJWDiueV+xJREJ7VBl59FAq6MZlsSPQx4d9nnXN3/JvgsrfOjUNcTpcTa8kKprgQAv1OfMj2K2NHwqrqmrPkKvCRIE9Qlyv0VLn+eybRLESWb6ctmGNVQsLUCzpeWxZLD0B/1G8h74FHzqU59ir732wnVdDj/8cH7xi18807uUI8efJYqpL3elYPGmq2+j6prUihb1TkhLKczUdariWjS8EC+KKUitzNbwIwoFB0hlSNMgZwJCOPzHOYfzn+cewQ1vXU/BKY5nMhOpzkISEWViLn1Fk2oqRzoWKWKlGcRjrYhmoBXFxjq6D7soNegwANeQlB1Jw4tIDIMkiamlN34vVBiGgQ287+RVOuNtBvhRTNUxcc2EKE6Y6HfRDhRRrINj0wtxpEHZlpQck7GOPg+Lyg5FUwuL1NshSaJJgWU7oWzrx8faEYGKGSq7uIaBUjpQd/e/7WkCWxiBLTQRbCTNOAH6iy6Q8Nav3s4r//VnXPytOwFoxQpfjC96EvR7S5beB73IEGyp+7gmmR74o3WPZqAlX+eXdSAea3vZJWmEiiCKSRKDHenia6jkjCfTE67d66++jU/8z+9YVnW1MEug2Fb3iROtlmaaenzLkvptQSSouCb/cc7hfPDUNdQDn60Nj6otmVd2UEnCcDPAsUxMoYVdknTlZEtB24sIVJJJ71YKZlZdqHsJjUBhCQPXMrLALoDHRts4Vs5Cf0rw9a9/nbe//e1cfPHF3HbbbRx44IEcf/zxbNu27ZnetRw5/uxgAi/cW3tVVwoWr/63n+NIQbVgESutkR3H+iZqCh0cwjghUgnCMHDTqBzHZCXTCHCAL97yICqBQVviJPrxXnh4Z8CmUY95VZs40WYUXhxRNGWWeXadvVSs8CLNhm4Fivu3t2j6EZ0ophUoSk5XvUvQmqKfHgKtwMNIIhal88yb6x4YWoktjMZLwlLqFsJwM6BgmdyxqY7fJUIl48d51U8ewJQGj+xoYRiwteEhpTVJMhWgFShGQx04B8sWO5oBdS/i99s7/NXHb+LcL/8KIbVs6sTsNYgVBgYfP/1g/vP1R3DJKWtIAMvQWuGgFwKmCZvHPBAmBgafv/lBTrzyZt7wlV+zteETxQkkyaT98RTYQF/RRaZZrVKRrhygneeSRLdItrd84iRhXsWhYAlUnHDFKw7kjLV7M5r204XQwa6YMr6j9IIH6b9+OH5+bcAQJmXXohEqdrQChGEwr2IjBWytayW3obJD2ZKUhcFgySFQMfVOSMnRwVvEySQd9WagCCN9iZpBRCuO+eKtj2Qa9X8I8gA+AR/72Md43etex1lnncX+++/PZz/7WYrFIl/4whee6V3LkePPDgKwDAPbNLjslNV89m8PZaQdUDAFRVuSJOOzv3FiZONZljQYLNnMxO0dURGvf9EKlvW5fP22x3q+xgDGYoVtChbWXAoY2t7SNRlpRlmmOFge79MGSULL19rgKk4oOyZhAjvbAfPKDm/96u3c+dgowjCQEhZWHYRhMNz0aQSKku0SxUn22cuqLkPpzV1Ki0YnpBkoXCkZsiVX/+whirZk9eIafqA9qmtFC1vqeeaj913A6Vf9jPO/eSff+MWjLKq4uFJkGWvZ0Sucpq+jShgnjLRCBss2ZUfy4n0GueaNR/Gxvz4ISwpsKSg7OptOgB2NkEa6r0YcY6ULpnaobTW76HjjPIGG53H2ur35/tvW85m/OZT+oqP72UFE2THptyWl9No+UveyzNWxDDphQphWI2S6QBOAa2njFy+KkYZBQRgMpJWZlh8SxlroPTEMmqEiUAkVU0xaKDlW121Nad5EAnVPf58GSjYtPyRJYgqm/g60/Ag/ivV5CLxJ3wc3Nct5oulnlY+qO36uY5WwadTjo9//He96yX6ZacsfgjyApwiCgF//+tccd9xx2WNCCI477jhuvXW6lGKOHDl2L1QC0oCBopP1gIuOiWUYCHQWWvdCRGoiIaQurYZKR4+ZPJ5Mw8CWBiKBnz8yyruvny6/mQDRhKy36+NdnlCybwYKW2jC2GigUEr7Qi+suRRsiRTaiWpJrYAfKy7fsJpVS/swoaeBx8PDbca8hFoaIEcDxdbOhNGoCQfkxwnnvGgF2xoBQRRTcU3mlTU5zDB0cF7cp4ltN7x1PWeuXU4c63L91NL2HhVHE9+iCYHXMEiAmiXpK5k0PK1SVrIdHh9pc9fjoyyquXSCiK0NnyAxuOORkZ7l7I4fs7MVECpF1XXxI20f2l/SpeTuIsw2BWOh1mx3TV1p6Z7nopAsqrh0jbviBNphQhDrloAltYtaGCeEQDtWuKZAGAZb6x47Gz4LK3rBtKPp00i3+cC2Bm1fkSQ6GDcieLyuy/aLKroFs6MZUC2amGK8Z19NFyR1L+KxkVA7xMUJoy3dcnFMwZKqS9MLeWykk53rsmvSCiIW9xV41wn78W8/eQBH/OEZeE5iSzE8PIxSigULFkx6fMGCBdx3333TXu/7Pr4/LnJQr9d3+z7myPFcwa78fqIkwUnG7RhtARVb4sUJnZQM1HXFMtEM9dg16QQhZcekHUBjgj2ltiDVfxtmQkCcsZa7jy+quUSxwgJKtjvpuSFb9lwUFAFlj3t2xwlYwmB+Sftqe+iSddcy8/EJZKuSKRDCYGfbY6jqULIlTaUoSEm/LXlgJGBnq83yoSK2SWZ00vJDBkoOptDWqan7KSXbxBGip2pZiG4fDNmSJEmIVMyWujY/6fqBd+1EVZxgCoOxSKGicf/0zXWPvpLD0v4iQayYV3YQsSIWkoGSzeYxj2rRyo51S8OnXEwZ2GkZu5Sex5FmRNFJKFoSS9q0U1OZWsHSPu2OyWgnxLUk21r63PYV7UktgFDFBAoKlomQ2kO+63hWdCTzijaGMGhMucbtwKMVwoFL+2iHioeG29hmwIKKw14Vh9Aw8GN9HgwDYmUQGfr/hdALSAOQ0qCWkvRMYdBXMtnR1COPBSFZkJ63sU5InOh++QXX3JX5zr//1DX8MY7geQD/A/HBD36QSy655JnejRw5npXYld+PEAY7vQBhxJQdfZvrjuzUHJOqI2mHMVtSX/CyYyIFqETPMxcsSanqMtr2SOxxB7PuZ1tI6p5HxdWf3Ug1qftszYaemiGPxoqC0KzsgZKlWeB+RKwU/UWZ+XE3Pe0b7VgCH2j6PobQM8MTPblB/y0A27IyCdKuneaYitijv6ADYV1bgkaGQgroLzqMtHRmOL/iEMZJNrcshEHBEgym4icTFyG2DWGSIIVBK3VSs03BaNunr+gQu+OMciPtF5ddF5nAaDvgkz/ayC0bd1C0JWevW85Rew8ihYEXeezRX6Bcm7zoWVhx8GPFjtQJTdqa8f3gcJsDFtfwVUI70CNXJcek6lpY0uD2R0fxIsXqxTWGmz5L+gq6f20YBEpXGBKg4ekFSMEWCIxpY2sNz8MQFn09zkXZkkj0YmDPwSItP8IyDXYEIf2OjSUMAmHoVkPqDd9l/Mdpy6H7XUrShVsU68AexxAAI02PgaJDf9XNvlNd3/luv/0PV0LPS+gZhoaGkFKydetk56OtW7eycOHCaa9/97vfzdjYWPbfY4/17qXlyJFjOnbl9yOBkmOxaTTMmOBlRxPGWpGiFeiSrxTat9oLtZ1m2TGRhkEYx0igr+hkfuIV19LZJvpGO2Q72faEof2xG6HKJESrrgXo0qwr9KiVIyRhFBHEMTXHpOTqYDI+I6xLwyUMdjbblB2HJNF2oRmS8X9+vHEbO5pB6sOtEEAnge2NkH+85k4+8J27WVjV+znWDpECbGlQdExGmiGtUGELA5l6n491IjphjMH0NoIBiCTGCwIWVZxUz1xhmyatQLGzFdD0Fbc/OsLDO9q85nM/55aNw7QTxbK+ApedsprvvGUdXzrrhZx8wCIW9+my9kDJYbQTMdLqjLcZ0p69IyRle5ygppRgzeIaTd/DlEYWAA2gVjBxpeBFz5vHkXsPsrivwLyyw+dvfhBvwgqsq1leSc99O4hpBBGOKVhYdSHRLHVD6D54Jx3havpaEMcxBRJI0OS5OM20XSEoOzattC/dbdMkif6OVU1Bf0n36k1hkCSaUGcYBtKAqimZn16r7Q2PWtGhrWIerXu00tK6FHrcz0C3QubSeJ8NeQBPYds2hx56KD/4wQ+yx+I45gc/+AFHHnnktNc7jkO1Wp30X44cOXYNu/L7KRcsRAIrF5TRPCR9o0yAAVNnVI4pcCyZzXQvrjgQ6+w7juGJMY9OFFO1ZeZWtTUdV4qBUBhZX7PkWLiGQcGSVEtmRtZqeBEJsS7/Sl2u7wblZqDwIz3jbBiwoOpQSTO9h+oeVrpAsEyoui5epBACakUr3Refg/cYZI/+Ah/63r2c/rmf88RoG9sgC5j/+JL92dbtCxctdjRDgliTpioFnblrEpzEtQwWVB2aHZ9WrBcecZJgYGT9Y4TEsW021306odLErLQyYEmDxX0uR+49SMWV/Mc5h7N2xRD1dsiOdkhJGFQdk2rRxJGCOIGSY+IFioItGSgVCGJFwRJIaWTsa8ceP5/1NLCXHBcVKyq2ZFHVpWBrsZod7QDX0qp6TS9CCIO/f/EKClKP6ZUsyYJ08RHFCY1OpEV2bJOGF9DwI2zTRcUJfbZksORor3QvyhTxAhUz3PYQGDhStzEskWCk34eRVpgR5oDs3DVVzM5WxLAf6XMbx3zk+/cRqphOKhbT7i4WC1YW5EEvBkxhUHa0MM+WhochDGyZa6E/JXj729/O5z73Ob70pS9x77338oY3vIFWq8VZZ531TO9ajhx/dqgVbZw0EBcmsIa31D12hCplTafzwGWbsiVphHqUK4Ohy5kxEMY6yFVcCz/Uhcv6hJttyZY0lNKz4okxqYRup5KqEj2iNZUItqBkU7EkvoqzOemlfQWqaTDfmTK2XVNy+XV3c/l37mW0HXDVTx6gv2AhpcC1TNqB4swv/Zr//v3W8aw+iCjaev7YlLCk6vYkwZmAMHQQTAy9LwBeoCg6EjtloDeUYqwd4tqCLWMe5/7Hr3l8rIMh9Fx1ksBY22dBZfx8F2yLgaLFx350P1//9eM8vrPDPVsabKv7VB2TvpIO6M1QsbMZ0QoU/UWboZJNJV0cbGn4WGYyif2dEuCx0SXqoiUp2CbbG3pme1HVYcAx9VSAH9EJDS2+AlRMwaBjsrDqECe6vWKbJlXHpCyNjBS3vRkghcEeA0Wev7CqFeCkoL/oZpk2gBdpYZeKLakVU0leUiGaRC/SAAaKNpFSmMLAEIJ3HL8vlhSY6BE2KfR74nh8YTdUcugE+rwkiUGgYuZXXCQwr6/wB/9G8h74BPz1X/8127dv56KLLmLLli0cdNBBfO9735tGbMuRI8fTgwV9BcbaAaOdkFYwXkYvmJK+osXyeWUAxtpBFlCjBDqRLle20lKlEAYF5HjAdi1sYWTjPd2edNU1WdRf5PGRNoEaXwkYwoAoIpoSOPtShnozirPHlvQVWNI/QdltpI1j6sC6pe5zwUmrsKVBgsFHTjuQWtEG4BOnH8xwM8g+p1qwWDZY4omRdqpCp3u3BddgaX+RsXbAsBQ0vBDXFEhL4ndC6qnoTC1V/yo6ZtbXtl2T+QUXV+rjqLgmHz/9YCquSRDFjLQDiraJa1u0QkWtYLHfovHqyJv/4nk0vIiGF7LYtai4Jkv7J6vYjbUDhpv6egwWLBAGQaCFT8LIwHWNSZ+ZXev038dH2pOuScU1WT6HUtnEc2FLQbVsUyvaLO7x2lrRzs75THh8pE3DizK1uYkERVsa7DVYpla0p213KN3u1rrHSCsgHXFHClhQdqgHinp6fU0pWPxHBG/IA/g0nHfeeZx33nnP9G7kyJEjxa7ccGd6zd5pgO9iSY/39npsalD6Y7BkFz9rpmNY0l/suY+9Xr+rAWGu8zkTduW87Mr1+mO38VRv8w/dh5m2u6DqZi2bieh1Hf8Y5CX0HDly5MiR41mIPIDnyJEjR44cz0LkJfSnCF1h+9kEXZrNJqObHkal5JLG9k3IdgfHcZ4Vf/8p7MOf+99PyWdufZTbblM0m00Afv/73zO66bFd/15ufZRmc59dEi+qVCoYxtRhpunYld9Pjhx/TtiV346RdH85Of4oPP744yxbtuyZ3o0cOf6kMDY2tksjlvnvJ0eOydiV304ewJ8ixHHMpk2bZl011et1li1bxmOPPfZnPzeen4vJeK6ej13NwOf6/TzXzs9z6XjyY9k92JXfTl5Cf4oghGDp0qW79Npc+GUc+bmYjD/X87Grv5/n2vl5Lh1PfixPP3ISW44cOXLkyPEsRB7Ac+TIkSNHjmch8gD+NMJxHC6++OJJjOI/V+TnYjLy8zE7nmvn57l0PPmxPHPISWw5cuTIkSPHsxB5Bp4jR44cOXI8C5EH8Bw5cuTIkeNZiDyA58iRI0eOHM9C5AE8R44cOXLkeBYiD+BPEZIkoV6vk3MCc+R48sh/PzlyPHnkAfwpQqPRoFar0Wg0nuldyZHjWYf895Mjx5NHHsBz5MiRI0eOZyHyAJ4jR44cOXI8C5EH8Bw5cuTIkeNZiDyA58iRI0eOHM9C5AE8R44cOXLkeBYi9wN/mrB9tEOsYmKga9EeAs1AUe+EDFUsHNOkFUTYQuBFMQ0vpFqwKFsSkgTDMIiAdqBoeSGDZYdQJTT8kJJt4piCmBhHSJI4wRAGYZxgAFIY2bZqBYuiLbHihEgYtCOFLQS+ijEAWwoEYAkDle5jFIX0FV2agaLth8yruHhK4UpJa8Lnlmy9bRNIhIEF+OlnNL2QobKT7WMQJ3QCRTtQVAsWrmVgxIAwUHFCnIAX6ecHShZVy0SpeNJ5qxUsyq5JEEUEESQASUSf46CAMN0XQxhTtmdStiQJ0JjwWd1zM9wMGGkHlF2TkiXpKIVlTLgurkXBloy0fKoFm4pj4oWKZqCy61Z1LYx0f6M4IYgUjinxVQyJ3td2ENFftCk7Jp1A0Qoi/EixoOSQAHH6XxgrHCFpBopYhQwUXKIp56FkSxqeT9l1aAeKuhdRLZgULX1N2hO+U/1FmwVVN/t+bq17jLYDSK//xHPfV7AoOyaRivXxdUKqxemfkSNHjqcXeQB/GrBpRwsSfSO2gAgdvC+9/m6O2GeAk/dbSGAYvP879/C2457PBd+6i1s27gCgaEu+ce4LqLguoUr41A9/z2tftDdDFZcv3PQAZ6/fm2JiMtbRN+aKLWkGAUXLphlEJLGi5jhEE/Yn6f5nGIx1OpTdAl/+6UOcddRymmFE0/PpL7iECdyzeYxDFtfwLMl7rrmTh3e0+fezX8hVP3mA163fh/decyc3pfsKsH7lEJefslovGpKEDgYf+t69nHnknizrKwIQJJJOHGELEyEM4iQhThJAYBngxTFeFPPR7/+ONcv6OH7VfAqGIIhiIuCCa/U2X7hXHx857SAaXkQ9Pf5+WxIlkjCBdhRhSpCGyROjHT7xo43Zee3u68Un70/VljimwA8VnVDx499tY37VxY9i6l7E1rEOR+0zxCXX380P79uevX/dikH+acMaEgPGvIgPfPceDlzWx1/uNx/XFIx1Qh3sChYtP6SvZLNltMPygSIREMcJVdtBJTDSajNgO1iOSWKbxAnEJERJwr/f/BBnr9+Hi6+7mxNWzWfd8nkECdz5xCgHLO0DYKwTkgAV1yGKI2IMkiQhSaAVRLim5Ee/28rzF1QZbgb0FQOCULFssMSjO1p897eP89IDl+JHHkK4XNTjup53zArO+vdf0g5UdvwfOHUNewyWnpLfSY4cOZ4c8gC+m7FptEMEGAYQJwTCIAYuve5uzj5qOXsOFIgNg/decydvOmYFl15/96Qg86Zj9qFacBluBfzHTx/ircc9j06o0uC9D++99s5Jr//Qy9dwxN6DtPyIR3a2OXBRlTCBC3rckN9/ymrmFQp84icP8IYX7UPdj9i4vcnBS/tIgE4QsP+iGiE6aP760VFueMs6vvTTh3nDi/bhH6d8JsBN9w9zwbfu4p82rEZh8KEb7uUfjn8+JSHwEpAGhInCMkzec83kfV+3YpDLN6zBwuD93/8dZx61nMX9LrYQKPSi44Jr7mSsE/LTd7yYAIN3T/mM/z3/aJIkwYsUUoAjTH724A6+9dtNk17X3ddLrruH9750Pz78/ft4/YuX0/AF371z8+RztWKIfeZXOHTP/kkB/JEdbRIDtjY8Pv3jBzjrqOUsqDlIYXDrAzuyRUAzUGwd67B2n0FWDBRpJzDW8agVXHyl2DLms09/ES8BDIgTXT0Z7UR8+Hv3cdmG1Vx6/d2cceRerBgqEQM7mx1WL+mbdvzrVgzy/g1reNtXf8XvtzUnnNfVnLhqEfUgoukpKq7JE2MdAL7728c5+cClPLqzzdKBIp/40f1c9LJVRCrJFkamNPj8TQ/y/beun5T1A2yve8zLM/EcOZ525AF8N2OsE2IYkCRQtnUJFGD/xTUW9LmEMQSxIogUfUV7WpD5q1ULaIWKoi157Yv24ZYHdrD/ohpnr997WvAu2pL9F9eI4oSd7ZD9FlRIgPde2zvQvvdbd3HFhtW8bv3eurwcRhy0RL/fEFC0bX724A4OWNbHTRt38I1zX0iQxJy9djnNUE37zImf3QwVCfD/HboMUwgC4OcP7eAFywewheQfr7mT2x8d5bxjV3Dwsj78KMa1JLc+MMz6FUMcslc/ywYLjLZCKgULP4oxDH0+rzz9EJShF0EH79HP2WuXZ+9vBwrHFEgTlNLtgf0W1zj/m3fOuK+j7ZC/f9Fy5lUKXHjtXdPP1cZhMOCik/bjw9//ffb4p15zCCPtkJJjceie/SysOTS8kEglTNUTS4AtdZ8lNZdfPbKTQ/bo57dPjPL8BRWWDRQJgU4YoRKDoi1peBGOKfj1o6N0wpgDlvYx2g4I4iIJ0Fd0p11/gJs37uC9197JF844LGsNVAsW0jBwDHjxJ27JXrtuxSDve9lqNhy4lLFQsWygyNZGh/OOXsmmeoeSoysBKk4Y6wS88cUr2Nbo8PLP/nzSZ1y+YQ3zep7dHDme2wiCgDvuuGPSYwcccAC2be/S838s8gC+m9H0QiquRdMLAah39L/r9xlAGgadQJdtP3LaQWwa9aa93xa6/1r3IsquycJaAS9SdEIx7eZ97ov2xgsjDEOXTTEMGnME2kaocCxBO1D0Fx1dKjASvDAmTmDlggr1TsQBS6osrBUxIO3zRj0/s4t6Rz+/uM+llS5aVi+pEkQxXgK/29Lgq+cewUe+dx+f/OHG7H3rVwxyxD6DvGTVIrwoxrZkdt6EMLjy9IO59Pq7eecJ+/Lqw/fki7c8NOn9Xz/3CMqOSc012dz0qBYsxtJzPhMMAxbUirTnOFdqSlQ2U67AWCfkhFULiZKEgaLD5rrHd+7cPOn6rF0xyHnHrCCME/ZbVMWLYp43v0Ldi4gTUv6CQSPd13YQYRgG//CXz6PeCVm3YoiBkkU71OdSGMa069/FzRt30EjPeRcxECawfsUAN23cmb3ufd++iw+cuibbjwWVAp6K+cQPN07L7N/3slUsrBT4/BmHZQum2x4d4bLr7+aSU1aztL8463nOkeO5hjvuuIM3ferb1BbtBcDY5of51JvgsMMO26Xn/1jkAXw3Y7DsEKiYwbLD9oZPf9kijqFkSepeRMuPqBQsWoGiUph+Obo37KItaXkhZVtSLeied9GWnL1ueZbBLh8q4ZqCne2A/eaXaIaKphcxVLa54uUHML/qZOXTrXWPd33zDuqdiAFp0vYVwtD0Oil0ADZFQhQblBzJJ08/hFaosKWg4UcUbTnrcRcd/bxrSrY1fAAWVB22NwIg4YtnvpAPfe/eHtnuDi761t18YMNq/AganRC34lBNy7VeFPO3R+wFCXzxloemBbFqwaLp6f0bKjv4UUy1x3md+h6VJDQ6sy9Kpj6fqBCkRV/JIlQJQoBK4JNTeu1A9velL1uNMAzG0gVJxTUZa4eaxBYqKgWLRidkQdWlHSqO3neIINKLhEAltHyFYej++fPml/nU3xwyrdT9pv97Gw0v5JX/+rNs+91M+cOnHsAjY96k17YCRdkxqaffqYu/fXfPzP59376b95+6hnO+9Kvs8bUrBjlr7XKa/uznLkeO5ypqi/ZiYK/9/uDn/xjkAXw3I0yZ3aGKqRYsClKC1FlsO9A3bAN9g15QdVi3YpCbJ9w8G+mNfqBkU7AlfqQo2yYYOhudmIHe8Jb1+Cqmv2gjDINGx6NaNPna649gOA2iXZQcyddefwSRirGFpFoApUIaPtSKmtldtiV1P6JoSaJE06Y7gaLqmthSsH7FkC4vT8H6FUMULZkymWNqRYskAS+MKTqSgiWpd6JZs91WqDAEVAoWwjAo2TJlcsdsb3gsrLk9M9CyLREGxAmEcUzDi7DN2fdVGBBEcbbomLow6maaZXfyoqVacNlS91lUddhc9xks23RCxe+2NPj8GYf1XDB5kcK1DKoFC2Foxne1YNH2dYWlkFYc2qFCGOAIiW3rvnijo1nlSQKmCVf93WFcOKU9sn7FIFf93WGEyeQM/OaNO7jg2jv54Klr+OurdGBfl7623vGwLUvvR6BmzezbUzL77msvPHH/nu/JkSPH7kMewHcz6l5ExdXZzaKqHsMyDF0SrhUtCpakE+oxKi+KuHzDGi649s4siHcDvAEEKkYIQ/fELTk9A00/t+Ja2LakUrCoWpJOHPPg9hYLUlJVJ9SkqnkVl6plMhYoXFNgWi6G0Ddo1xQ0A4VrSkxhUPcihDBoB4pFVQeANx6zDzHJtFLxG49ZgSUMojih6UXZ67c1ffqLNoGK8cLJgWAqGh1dObBMg0agsE0YbUcUbZNVi2u0Z8j4xtoefUWXRkrWKjo6oM+2r44UDLcCBko2x+47r2dpft2KQV5xyFKKtsyCWDPQn99I/+2EiiBUfOW1R0wjI65bMchXXnsE7SCk6jjYtu4te1FM2Za4pkAK/YMsWIJtdZ95VYcgTkiIKVr6OFypR9kKQvLua+7EjxQ/Of/obJRP97uhaEyvkNy8cUfGwej+3Q3qrVBRtiWb69PbOJOuize9HXHLxh3Tev5PNXr1EuGp7SfmyPFsQx7AdzPKjokBVFwLL9Y3WSl0BmYAO5s+Q2Ud4KJY8KHv3ctZa5fzrpfsS9PTN9VAJSQo6p5iqGQz3AzY3vCnZUotP6JWsGh4Ea4pKNkSBWyr+z17snsNlVjaV6DeCelIg4Kts+52qNjZCojihPkVmx2tgFDpXnG1YBLGCcNNn3O+9CvOXrc8I5E5puD2x0Y550u/5P+98SgqUlB2TYw4IUBXBkAvarrZ7kwoOhIvijFtqUvKNZeKC00volawMaXR832mZensHU0GK1l67nq2fb3mjUdRcU1MYXD+Xz2fy797b88S8oXfuouvnXsEj490cExBvRMyv6JbI4Nlh52tgPkVZ0Zy2WXX380H0mBpSYgUNP2IAVvSVjE2gihRSENkxD2lEqquSZQklGwTK04IBDRDhR8pPvSKg3oy0S/fsIYX7tXHLx4enbQfUwNwN6i7pqDp+VmrYibM9HxrN5fQp/YS4anvJ+bI8WxDHsB3MxwT/EiXdlupYIlhQL8lGQkV5aJJECuKQtKMYoabPivnl2kFCmEoDGC0HTCv4lC0dUm6aEuGW/60bZUcEzctXbdDRZ9j4sfJrD3Zy05Znd2U650Q09TlZ9eWCMPAEgLHMimkGeOOlk9fwWZ7M6AdqElZ6kQ0OhGlqqP7tcLAD8GRMNz0KTomRUuwfuUQN93fo6y9coiKI9lS9zEMXYVoB3oxYxb1vLZjSdauGJx2XI4U7GwFFB2Tgi0RwqDenB5cDGN8AVD3IoZKNtsbHiXHmrGEfNP9w7zzhOdn7+8uwirpNa0UtBDPzbOUoFuBvqZhKjpTckxGIk0KLNgSUxpESUzREmxvBrpcLg19TUyBIQyKQrKp7vOR06YH7+52Lrj2Tj5y2kG86MM/nvRcxZ0egBteiFGwMKSJI0XP8wp60efI3uKNtTkC/1OB3dlLzJFjKnY3g/ypQB7AdzMsIdnh+xQsAUZC2TK544kxDlhSy5TAojhhNFAQR9Myqu++dT0l19REI9tka8NjXtlhjx6MX9cUtH1d6m54SpfnZ+lp3rJxhy7fO2a2uBhrhSQYDJVsTKHL1wZQtiR+nLB9q48t5ZwktrJr0gwUQuhSc8uPULak7FoUTYEUBm85dh/edMw+lBwz6xU3/RBpGAgMKq4OkCVbsnnMy8bxWoGi6UectXZ5dhxdjLYD+ks2O1sBZduh4UeUXTmNLwA6IF15+sGUHcmOVkDJsXh0Z3vW43psZ4c3fuU2AG46/+is9BzFCUYCTX/21kAznSYAnbVWXJPRlm6n1DsRtYIe3TJNg5JjIgyoeyECgzjRiyohNIehNUe/ujWlX71uxSBlW/Lp1xyS9fW/cPND6ZRElBLZAi7fsJoLr71r0kJk3YpBLtuwhnpn+sJx/coh5lecWY87R45nG3Y3g/ypQB7AdzOagaLsSDphTNE28ZTioCU16oHCtQSBikkSnf0urrnTMqpGt0zb9JFCZ1CWMLjj8dFpmVJCTNNXVIsm1YKZyYbOhravEEmEMC1KpsS1BJ00aLdClfXqvTjCESZrlvThqxjbFNMId110A8WmMY9FNZfNKeu56UUsrDoIoBkpakWHS66b3iu+6ORVtCKVEddUnFApWIw0A8y0LA9wxhd/Oa0sbluSUMV6URBEtALFworTk7F+y8YdGMAHT11DnEDVluwxMPsolGOOZ6BBrGh0IoQBNVPiG1BxZ/9JlV0zKzdXXBPb1CQ2Et2esKTAj2Iaob4GpoCqa2FJwY5mQJwk9BUtqo7JprE5+tUTxufWrRjk/aeuwYZsAbJ2xSCfP+MwKrakW5DoKzpccv3dHLRHP2dNaTdcfv3dXHTSqknbWL9ikMtPWU2t+KeTleTI8VThT73qkwfw3Yx6J2RhzWVr3cvY0R567CeOTUq2ZLgVaLnNUE0LiGXXxAsDKq7FWCdiYcWhEURc9p17ufL0g4HxDLTLJreFwBIGmzv+LoxQaUa5KQyIFYHSffv2BFKUAdjCxAHGIoU0DCxhcM66vXnpmkUZOc61JFvGOiyqFWilxLx2+q+RHosFtOMEW4hJkrFd3LxxB5dedzeXnbKaTqiIYk2PqjomwrBTrXOdlR/9vCEOXtY3ie3tmIKxdshAyWZbQ/d0m7uQqRYtSQw8PNyctbR/+2Oj2d+hgrKrRVcKZd1vbwVq1hK0mBDkC5akE+kMvhUqypZkzI+IlMIxTTAgTEcO9XnU2bklBVGSzNmvrhQs/vPcI6gULBxTsLPpMa88rph2y8YdCMPgnzasxjUFXhjTDhU/vG/7JMW5iXjH8Yrr3rx2Ers+iGdfJOb408SzoUScY3bkAXw3o1qw9Hyvq0ukGFCyzSwjLdiSkqPJY1sb08uTW+seK+eVieKEOJG0goimrzPrt3z19kkZaBgnOKYgSUCSBmdz9l6zbQpIoOFHVByTetPHSWe9KwUrCy6tUOFJnbFXiyatjiIh4bt3bp606Fi/YpCz1i2n5UcsKzs80vBZWHHoRIqi1JKofsqImy2oelEM6O2B7gNbUqDiGEsKvFhx/gn7ctEU5bQPv3wNh+45gJ+O7QkDRtqzC7nUvZDFVZcgVuy3qMYbj7aJk8mM9fUrh7jslFW89Mqbs8fKlkQleta9GShsMwHD4Jx1yxEwbbzrrHXLSSBbMHWiiCQ26CgdvBueTzuAxVWHRqgoWZIwTmiF2kBkXsVBGgZ1P0IYBmVbzlkFeWi4RcOPuP2xUb5w80N88w1HTXrdTfcP6zaJAa2Oj5rDoHDqfPnaFYNc+rLVs77nuYTnEhv+2VAifrYhVhH33HNP9vc999xDkuy+GY08gO9mlG3JlobPUMkmdnQPs1suFwZ0QoUpDKJYUXKmX453/tcdfOV1h2MYOlDsbAVZVj2VRPaDt78YA/2ZygLHkuxoBJyzbjkkTJqDXr9iiHPWLWekFeBYMhUIMSg6aTboSKq21GVcCVGkZ5LLLhRNiVUSfOx/fj9dX3zjDmI0Oc5HZ5sizbgTI+2pGwb1HuNIE9HwdC+8WjBJgNFWiClgfkkbs5iIacEb4Irv/46vvPZwml6EbRq4lpyTYFVxLVqRomiOS7xOLc1vq3uYhjGpJaFI6ER6zr/eCTGFod3LbMlL1izizAnv31r3KKWl6pFWQNGRuKbEi2Pq7YhKRYIwqRa02U3T00YszU6EHyW6jRHF9FsyW9TEKpw2dgjj5fJ6x8vK5RPP61TUvRADg6W1ouZizHGuJuKWjTt433V388nTD/6zKKM/19jwf+ol4mcbGtse56OPdlhwn26TPXHnT+nb5yAGd9P28gC+m1H3fKquSRDHFCyJTJuNQawzrM11n6GKjTQMDKaXX4ebAbbQpC8RJ1mftFeZ1ou0mlrbV1hCX9qiY/K3X/gFZ69bzplr95rU03zjV27jm284imZqOznW7vbbA5ZUHeJ0Px0hCVG0uuNGvpb5nI0cF6gYP9I93MYE+8xuWX6uoNp93k57wtW0DIwwaHsRUho8vKPNt89biylF5vplmQajrZCSI1FKl5vjOJ4zU20FalKpvRe7/oa3rp/0dzuIs352d//8UC+qeonUrF8xxKUbVtFfMtnRigAjVeKTeHGCa+lqSDvQi7kwglrBxotiHCkYaWtWeqVgouIEYRi8879+w0dOO4hWavNZSW1F3/GN3/C+U9ZM24deLPRawSJOEhRaxGa2c9WLvHjT/cMMN4M/iwAOedDLMTvKC/bMvh9jmx/erdvKA/huhmFIrHT0JopjgrR/u2XMY7Ciy9x+pIlshgGvXbc3J07pK3upkUfJkiRhwogXcNba5TimYP/FtUwxrO3rsna1YBEDnUgHzoP36OsZkNauGMx60zVLkhTGS+8JqYe3H1F2NGM6SaBSdRgOFHNVhRpeRBwnLKq5NDo+QpqZ7/lIK8pEUybuf5cZfc+mseyc1TsBjp16cocKPwIShR/Al895IRdcO7mPfsNb1+lxOlMwFkaYhoFPwoUnreKy6++elqledPIqOkpli4vZjynku29dny0W9LnRP6HuImBWPfWNw1rxzZKUHf15ZcfENCRhoigLk81NHxUn2ecbmFTS9spgxWbrmK9JbJYEYWCbctqoWPfYlIqnPVaeEoDXrhjEkpoz0UzL9u972Sre9+3p5+p9L1s9Y4G9V2afI0eO3Ys8gO9mlNLRL2Ho8mrTi2h5IYMVC1tIBIqd7QgVJyyuuhRtOamvvKy/wEdfeSCgR6iCIMC1bf7x//6afzvjBXz0++NmIN97m84QhQFjbZ0Zll3BxSev4rLr7p7Wk73w5FUkJBRMQYwOQglQFFpdrJEasWh1NxPDMFCxllINpzp7TEExnSPX42lORihzhaTiwmjL510n7Mel1989TfHswpNWMdr2UTHMr7oItPZ3vRMSJ7C4polY/9hjBtqUApW6gYVK0QoFo52ID3znHq48/WA6YZxlqgVL8Jav3s4FJ+2PgTE3Kcy1eMnHb8r+/v7b1mcLmabn04mY87w0UtOQrriPa4pUjc3kshvu5bxjViKEASnZbbQd0mdLio7ED3UlIo4TsAxue3SEyzes5oIeI1+Xb1jDf9+7edpjQawyM5L+okXZMRlt+5QczdEQBphCcN6xK8bFhFxJy9fPdaLeJfZemX2OHM8mTOU37O7+9VOBPIDvZvQVLTqRQildQ+4rSSJlYAtNfCrbkoGivol3IsUnf3j/pJvxp15zCJYUJEmS9s6LBCrh7X/5PD78/fsmBTADXXKGNIAKgyRJGGn5PXuyIy2fpbUCEhgJVCY6I+W41KsrBRQsiraeKRdCYpGg4tnZ1kVLS7B2pTnLrknRkjRDPZ9uScGFM7HQr9csdD+Kdc85DkFYlNMg0ZUD7bXtIIwxTYORVsBAySFUMdJI+OTpB9MKFQlGJvvZCRWfPP1gvDhGKXaJFDYRlhREcZwK39gIGeO1glm/D6XUNKS/ZFE0NUmtnlrOvvKwPbSYizBQKfu+VrQYDRVF22Rb3Wdh1SGME/3dcS3O/fKvexqanPvlX/Hx0w/m6+f2Z+V9y4AoYZIZSbesP9oKKDkSDHAMWFIr0AwU0lCYQrCkVkAkCVEPAbz1K4cYKv95lM9zPHcxld+wu/vXTwXyAL6bUSvaOnO0tEWkI0ycVNykW7I1DKjYOuudWn41pZZEbQdRNhLlmoIDl/bxnmvumvTaOE4Y8QMKtlYhC1WMJSWf+On9vOLQZZPGrQD+/acP887j99Va550wG3OrFbSxhSMFQhjUbEkzUmCkZXUvpGBLzjtmBTA5kK5dMcibj12JJQySOMky+HkVByNOMiY+Se8A3P28UGmN8M1jHkOpXGkQKfYaLM06/9wJIxa4Lri6ZZGgHeFi4PLv3Dtt5vzyDaspS0ksQcVqVlKYpyYruu1o+iyoOkQx+Er3w4309TMtAlxTL4gcKTDQynTdOfCxToAtSkjAEAbtUGEJQZhqxxdtiZeq9m3vhERxwjtfsi/vm+IetnbFIO98yb48urPN6//j14CuuJx37EqW1NxJ+3TTxmEu+tbdXH7Kap19A34C751BnrUiJy9i1qc2qX8KyMeicvyxmMhv2N3966cCeQDfzRhrBzT8CMcyKKTjRmPtIJPi7PpcF6ToqSfd6IRIARgGZUuLo1gVu6d9o2Ol0qFeRMl2CGNNQjv/+OcDBn4UIwyFFAbLh0qcf/zz8ZXCi4xxElYUaxcwU7K16eNYUiu1eSHzyi5PpKIs5375V3zp7Bdy0ppF09jai6quZnULQSENWGNtn6JrUXS0E1lvJfNxNL0Iw4ioFi2iWJeOb31glEX97qyl7mpBVzyKlmBLPcAwoGw7PcvtWnL0Lj54qiZ7NYOES66bmRR24cmTx6XKrkXTV/ihQiUgDcVA2eHMtXpcbGpQPXPtcgIVU7ElioRmqKgWdSbejhT7La6ys+VRLTj4Si8+VBLrhZMX0V+y8cMI39LHWbAlV3zvvp4CNQDvOmHf7LGJ0wFTcdP9w7RDRcWWRMCl19/NwXv0Z9d1ou/3+05elZXgu5WcdqDY0XrmSWz5WFSO3YmpI2LwzJfZ8wC+m9HohNrr23FIUgEXU4ps9htACGhHcc8xskrBygKelJrcJDAy8tREWEKX5o00k7KFwDRAYUwz2OhmVCXTYFPdZ3FN+0939ykhoeiYtDw9c9xfcjDQgaNsS9549D5c/p172H9xjfnV8azuiTGPy75zD+/4q+eDaSCThLItKdkSASgTpDDmJMEVHW2bWU7FTkq25MXPm48tBI49fgxTM10/0nPiXTOTom3MKeTSLck3/Ii7NjX4z18/nhHrmoHitkdHuGtTY9oCq2xLttY9KgWLONELhUdHOtPm87us/7d89Xa+fPYLKUqBl2bs88sOnVhhC63KZ9taNwBDM9TLrknDi+gvWtjCwHKsTL51Zzvm9kdHOe/YFdOIgF+4+SHCKSS2rnRuLzS8MFNj6+XG1vX9boVqUgm++9zFUxTaninkDPEcuwtTR8TgmS+z5wF8NyOIEyquSSu9cVYLFq4lNDs6Hg+YWxo+g0V7Wl85Utq8pOsT7dpayOPHv982zeN6tO1Rdh0KpqQV6azQtOS0cihMtpKsFiwkOssrpmpiJVtSkAKnbKde4hYddNDa2fI4eM9+Pnrj73nN4XtOKs0fvKyPr/3i0azcXrElFjASKiqW9jMvpv/OJjBjilQgJVQ4UuDHijgBpbRPtovoWe5u+4pqQdAIVNZPrnfmtshMEs1XuPL0g7n+t0/wV/svyMbTTlyziFccsoQwmRwQHWCg7CCFQScdQ+t6as9k8lJyTJqhQsWK/qJNM5VM9ZKYkqlbFl32f6m7iHE0abDj+5Rcm7YfMWhJVBzPqvHey7K1M8Ocd8XVZXxgRtlZ6O37fcvGHag/cbLPcw15u+CZwcQRMXjmy+x5AN/N6AS6d+lHMY1UC7yd+nkjdDCsFBzKjslIO5g2RtbohCzuK+BFMVJASUi8QLH/ohqH7NE/yeO6r+hS9yJs20DFmvGczNJr7mafZVtq5a/UgKTeCbVTli0JQsVgWfegASwTHNui5YV87dwjuOTbU9jtK4f42rlH0PBCIqW1w1sqpt7R+9L0I2JXZ9bv/Kt9+MCG1dk2u9n9aNujkBK8Gp0I5Uj6HJNGpDCllowd8yPe/c07pjHL4yTR24gTltdcdqRBdTZ0GdRFS/KbR3bytuOe37Ni8f5T17Csv8BjIx0AmnGitezDBEMY1Nt6LGwuKdXEMKg5Tqo1rw1NGl5IueoSxppBX3ZMCqkj2UDJZqQdULRNOqGir2jjo2fEP3rjdDGd7t+XvGx6VlzuodXeJejNRg7sPj5TmO7V0smx+5C3C54cnksKehORB/DdjHag9FgQUCtJRjs+poDtnYh5BQfbskiSrkmG9q6+4c7NWVA8YEmVT7/6EIb9iLIj2Rko+ks2H/uf309TDGum5iUV12Gr76f95rlnm0umoN7Rs9k7Wn7WmwcykZeuDarvh1QLLq4luPCa6UpoN90/zCXX3ZMF5q6hSsmREOtgVW+HWBWoFArTetPd0r4fK0iEVobz9YInQY/IGbGi7SvueKLO0R/530nb/+E/vBgAYRj4pFr0VXeX2OV+rPjrF+wxY7/8vdfcyX+c80Lu2dzAMbXpSyfUM/Hzqw5JAeIk7umS1i1BJ+hxQE0GjCg5kqYfaUewNIA2/YhFJZt2asoy2g4YKNoIYbCt7iMMg8DQpMVZxXSiyRWDtSsGsYTghreun7Rg2jza1nK5uxCEZ3rNXCYuOZ565O2CXcdzTUGvi/xXt5tRLZjUPd3DXlBxUFJrWAdxRDstodf9iCBUDJUdPvCdeycFxStPP5goTig72nRkR9NHFMc9qyeWTr9+7hHMq1jaejR9vSjMTheruBbbWgFFWzLa1qYpXeJZoxNSck3qnYj5FQdhAJak4UdIYcwsWJKSohwTdjR1BUKPlZlEqbOYLeQsxDJd2q/7Ea6p1evaocILFWVb21ZWCr2PJ0oV7yxhZIYqDw63uGwWi8ydLZ95JQcnHe2brWLRDuNMnvSbf39kZvlpotsLo52Yq3/+yCQSWLcHfvXPH+Gdx+9Ly4+whOYYVByJMMjc20xhULIliTAYa+oFT9HRYj9Cpp7j6Sz5XGXrhjcebLsLiNF2wMs/e+ukc3D5hjW0PY+Ka6HihBfu1ZcR+bqBvkvk66XEtm7FIJUenIwcOZ4KPFXZ83NxwfOM/+qeeOIJ3vWud3HDDTfQbrdZsWIFX/ziF7NVUZIkXHzxxXzuc59jdHSUtWvX8pnPfIaVK1dmn7Fz507e/OY3c9111yGE4OUvfzkf//jHKZfL2WvuuOMO3vSmN/HLX/6SefPm8eY3v5l3vvOdk/blG9/4BhdeeCEPP/wwK1eu5IorruClL33pH3V8jiUoJyZG2hN2TZGWrfWpD9JscrBs91Tx8qIYSwhcU6ASHfzqXu8sqFqwsIRke0czxV0D7F2YbY6ThIIlMaVB0ZJ6O+mNumufWTRgeyqhOtYJMcXsphf1jm4XVAvj89JeBCQRZcfZJWJZ29e9eFNKttZ95pVtglgRpJNoUzkAAJYQ2MJgW9OjYOsMs+RI/u7zv+BTrzmE96R97UrBIlIxf/f5n/NvZxzGWJr9zlmxmPD8QMnGj7S1ahgrFPp6z0YCE0Jnq0VLW6UKDF0aj/Riw5YCS+o+eNHWc9mWEFllxDEFdsmmE6oZ+9ldVFyLT7/mkEkkuqlmJhMXTAZAnEzzpAf9XfnQKw7CTJKMhe5amsS3alGFVpCX0J9K5D3ucTxXs+enAs9oAB8ZGWHt2rUcc8wx3HDDDcybN4/777+f/v7+7DUf+tCHuPLKK/nSl77E8uXLufDCCzn++OO55557cF3Nfn7Na17D5s2bufHGGwnDkLPOOotzzz2Xq6++GoB6vc5f/dVfcdxxx/HZz36WO++8k7PPPpu+vj7OPfdcAH76059y+umn88EPfpCTTjqJq6++mg0bNnDbbbexevUf7ra0ve4zVHYwhcGmMY9S1Z0UJIq2tgD1o5hmr8CcaI3zqmMShHEWcHuhYks6sQ4ESRwRCwcTZpxtvnzDGky0raWDHkNTcYKnYqTU++al/XoPaPmKOEkYKNlEcymxOTqbraXqbh5Qb2kTlzBWu1Tar7oWpmEg0JWMVqCouSbDHY9a0eKsdXsByaRFjxfFmKbAtS3t/AUsqrrsOVjkZZ+8Zdp21q0YpGRJnkhny+fql0983lexnu03bVwhCYAwUrNm4BekJLAuwa+RBuGWH7GgovviicH47Dyws6UrI47UM+FxrAl+dz8x1nMRA5qL8N/3bOFf/uf+8cdWDCF7rLu6C6ZKqjU/G+nxn05dM0UIZpCj9l5Dkkx30vtzwdTxojDU323Lsnr+DXMH4+dyj/sPWZw8F7PnpwLPaAC/4oorWLZsGV/84hezx5YvX579f5Ik/Mu//AsXXHABp5xyCgBf/vKXWbBgAddeey2vetWruPfee/ne977HL3/5y+zL/YlPfIKXvvSlfOQjH2Hx4sV85StfIQgCvvCFL2DbNqtWreI3v/kNH/vYx7IA/vGPf5wTTjiB888/H4DLLruMG2+8kU9+8pN89rOf/YOPsexa6U1YZ1DnffU2rnjFgVkAu2njNk7cfxGPj3UoO9ODR4K+uV/y7bv4xCsOIkEH3LUrBgkjNanUKWKFK6SOWugAahiwo+Hz3hP3I8HIsk+DhCdG2gxWHFxTO4U1Q0USRzS8JLW9jCg4unrQjsb9qF1LomQyK1mrYEm2N3yqtkBgUBGSoEBGmqvOUALvouLqsm0jDXRFS/LAaAsp9Mx60ZL8168e48y1y3lnKvlZcc2UwCapumZmz2oYzDqb3QzHiW6OFLNWLJwJEbDRibjlgWFecfASQnRPuhVEs2bgO5t6n1QCRVOkAjraBe7WB7azfF41q1zYwqAZRpmKHYCvElq+YqBks+dgkfOOXcHURcz6lUNcfspqXnLluOyrFnJZwY33bO15vhteyEDVZecclZHGlKz/po07eG8a2P9c0cuByiz3s2D5fj3/nhqMewW0e+65h+rCPXc5aPWaUYY/zax96uJk5PEHePNx97D//uMTDn+K+/2niGc0gH/729/m+OOP57TTTuN///d/WbJkCW984xt53eteB8BDDz3Eli1bOO6447L31Go1Dj/8cG699VZe9apXceutt9LX1zdpZXrcccchhODnP/85p556KrfeeisvetGLJn0hjj/+eK644gpGRkbo7+/n1ltv5e1vf/uk/Tv++OO59tpre+677/v4/njWUa/Xe76u4pp0wgjbMtPAZU2S5PzFAzs4+nkDzKvoasLUoNjyo8zYIzCglY4dveeElZRcd1Kp86bzj86Cti1Ftkh43X/8mrPXLR+fbZ7gD/3vZ72AUtWhESgEIQOOiyE02ztS2kClnY4jlVIiWTP1Dp9Jie28Y1Zip4E2xkChLTK7fV7YNdlSi/GSdtsPWdznMtoOWVJzue63j/POE/abxhb/3tvW0/IiqrakaI+T+L7284f5p1PXTGO8X3LdXZz74hUsrrq6UqDUrMYninFiWNGRfPeOzZx64EK8GIIgpORY/O3nfzHjHPg333AUhqGJbEIY9Jctklgz4B/c3mbNsoFskePFEY7UZfQoVoQJ2UIlJmGo4nDbwyOcf8K+nI8mTLqmpL9kIpKET5x+8LjATkOrxn3qRw/M8D21MtLfbOhlWtIrsM+FXf39PFsw1YHKrM2f8e+p6FUifrLzxb1mlJ+KrH3q4uKpqC7AdMWzj95wZ7bvT1e14en27t4deEYD+IMPPshnPvMZ3v72t/Oe97yHX/7yl7zlLW/Btm3OOOMMtmzZAsCCBQsmvW/BggXZc1u2bGH+/PmTnjdNk4GBgUmvmZjZT/zMLVu20N/fz5YtW2bdzlR88IMf5JJLLpnzGJf2F3l8R4tE6pP9/g2r8aIOZVunoBen6l7dkurUoOiFiqUDBT562kE0/IiGF9FXsqgW3GkksInyrGXHzLLK2eaSK65FEMfUOzowJugRrwSQJLhAM/1Oh0lCxw9oBXDPE2MctnywpxLbkj4XG7LRJMuEMNL+1V2Gu23OXNp//6nadAMhs9cPVCwKQhIXwIgTTjpw6bQ+LegM2inZSKG9wA3DwDHhgpNWz8h4jxNFJ/KomC5bWhFv+MqvueLlB0wy89hW93n1537GZ15zaPb+smPyr397qNacjxR9RZebNg7P6P62fuUQ5dRjXZ9fMhnXdqT42yP2JAbqHQ+JxBEmAmimbQwJKEf32Vue4p9v/B37Lq4xUHay83/zxmHu21znXSc8n8V9hazi8rz5Zdz0uzAVE8fIdnXkbiqerBvZrv5+/lwwtUQ8db54V4LN1BnluUr7uxKweumDPxXVhdn2/Q8JrH9IWf7p9u7eHXhGA3gcxxx22GF84AMfAODggw/mrrvu4rOf/SxnnHHGM7lrc+Ld7373pIy9Xq+zbNmynq9thgpLQjuGKEr4pxs2cskp+1MWkh2BQgg9rvWlWx7gDUc/b1JQrBYsvFDbjcaJ7sEWzd5s6SAMsxtw04tYUHXm1ObuVgOqBWikmV9GFDP0zHUniNCiXiZCmlQL8PVfP8aRywc5asUQ7QmyoyvmlzGBRqwoC50B71lzeaTjMZQ6sAE4QjLS7vDBNCvuvl/PgXfoLxa0vaUt9ey5kIiUtT+a+oH3OqYgjrEE1EOoWRIrPb65GO++lnqnaEuGm8E0tbEuirbMiGFepFKOQnqdA8XHbvw9X3/9C7CFNS3bt9Ob0Gio0J0OgSEMrvrJA7z8kKW4Zcn/3LOJv9x/MZfdcC//ePzz6SQJcTp29vstYxywtB8TAykM/ue+7fzPfdt77ufb//J5vPTKmydd68s3rOGco/bk8z99ZNLj7z91DfWORzPQTm9PxtCliyfrRvZkfj/PNfwhAeoPCTa7Utqf+BkzSYVOLOXPVV3odWyf+uH91BaPJ1Bz7fsfcqxzleVnOsdPp3f37sAzGsAXLVo0qe8BsN9++/HNb34TgIULFwKwdetWFi1alL1m69atHHTQQdlrtm3bNukzoihi586d2fsXLlzI1q2Te3/dv+d6Tff5qXAcB8dx5jzGsXbAWDukVrCoeyFNXzPN/Qh89A1+fsXBNgVf+9UmAN50zPOyoGabgrG2XjlLYTBUtql7UU/hjIHSuKSpMKAAjM5i0HH5qWvwYkUU6Wy5exOv2JLhjoclDUqWZKBk0wk1yW5R1SGKIz582kFccN3dk/y8G2lp/t5NY7zv5FU0UkKdQi88bCEz9bkE+ND3N/YcRVu/cogPbFhNFEU4lsQQklbqVR3EClMoGjOIq7W8iHllh+0Nj0JV0PR8hLTmZLxXbL1vBVvO3tu3ZTZG9o2/PxISiJMklYdN+MLfHoQ0rBmz/RJ6cRXFCQtrLq1A8aoX7kktFdE5dr9FNAPFC5b3I4RgtO4jDFBxwvMX1fCVZvPPNbPdDtSkee+CJfj8TQ9w7ov24RUv2GPSgolYIU2LmqmrG7NVRox4+k1wtsA+E3b19/NcxB+a+f0hwWau0v5s+/Vk9m2mz+i+/8mql/0hxzpbWf7ZmF3vCp7RAL527Vp+97vfTXrs97//PXvuuSegCW0LFy7kBz/4QRaw6/U6P//5z3nDG94AwJFHHsno6Ci//vWvOfRQXd784Q9/SBzHHH744dlr3vve9xKGYVY+uvHGG3n+85+fMd6PPPJIfvCDH/C2t70t25cbb7yRI4888o86xuFmoFnhaJev4aa2m2z52gO8WrDwVUxfwdAqZr/alAXyLn7wD+vpTum85au3c9HJq3qWOpuBos+WkGiimwJcIfnkj+7n4petIlJJduM2pcFnfnQ/5x2zkk0djyFbQsFl05iHY4psZKkZqGxOOU4S7DgBYdIIFD+8bzs/nCEDfMfxOlC7tu5/dxnXldRRK4yYdY68GShqBYexSKG0nwfNQJEAFdshpnfPta9o0wwU8yoWnShGSGuX+roFUyCFxIY5e/tfP/cIrUlvoEfBDANh6HE5SxhzZvt9RZsgdRird/TiLoZ0wab39y/3XUgrCCk52lcdNGnOSIP5XKXukmNO8i6fKJAz8fG1Kwa55GWrKVvaZrUVKi689s4ZDV0u2zCZrNb93CcXvp8aPB09zN3lEf2nmvk9FVKhT8exPdmWwp/SOX4q8YwG8P/zf/4PRx11FB/4wAd45StfyS9+8QuuuuoqrrrqKgAMw+Btb3sbl19+OStXrszGyBYvXsyGDRsAnbGfcMIJvO51r+Ozn/0sYRhy3nnn8apXvYrFixcD8OpXv5pLLrmEc845h3e9613cddddfPzjH+ef//mfs31561vfyotf/GI++tGPcuKJJ/K1r32NX/3qV9m+/KGoeyHzSjZbGj4DJZuB1LGpYEmk1A5jxArLMLn8lNX8x60P83dH7TVJRMMWEtvWwaJasCg5JqUeJLB6J8Q0oWBo4plh6azyDUevnDGj8tMs2YOsB9oJFNUJsqpCGARhSMlx8FOt7non5IAl1UzKdGKm95av3p71RIdsyXCguO/xHSwdqtJvS1wh2bkL+uS2CXFM9tldy1MD/V+vTNmPxvv5QaR2KTOsuBYq0USxqiFZXCvM2Nt/+zd+wy8eHgXg5+cfTTuVPk0SCFWMH80tXWukC6JWer4jFdEOtHGNIzRDXxPZLKI4wY/itJWQECltBDPT8ZM+PlW+Z+ICYiJu2biDS667m0tftgpfaUnaXzw8yos+/OOex1DvhNOU3GygGT85EttTgbky2V4l4SfLbn42ekT/OeC50L9+KvCMBvAXvOAFXHPNNbz73e/m0ksvZfny5fzLv/wLr3nNa7LXvPOd76TVanHuuecyOjrKunXr+N73vpfNgAN85Stf4bzzzuMv/uIvMiGXK6+8Mnu+Vqvx3//937zpTW/i0EMPZWhoiIsuuigbIQM46qijuPrqq7ngggt4z3vew8qVK7n22mv/qBlwgKprEZEwWDLZ2fJZ2ueyfuUQWxseK+eVtUOX0NmyTcLfHLnXNHLWDW9dz4AtaamYM9cuxwD+/ZaHppU6qwWLnY2QC6+9nctPXU2S6Bvu139xf9Zrnnjj/ecb7+NVh+/FoqpLR+nnFtdcttR9HNtIZVQnzj0rfGXgBSGDFYsrTz+kp2b4lacfQpQodjRCfvnQMPsurHHY3vMJ44SRQDFkSyq7QJayhSRAB7mWH6UWmoKtY76eA+8hWdpMX9dlRf/DN37DR087iL8+bAmvfdE+RCrJzoEpDf7tJw9kangDjkk7gS//9CHOXLt8UgbaJYF1gzdAkP471vaIE6HtP3uUmCeikS6I+lKioF5gaN/zBTWXIE6msfV9Qwv+OMIkShclrVDxtmP36cms3zLWppdf60TntYm46f5h2oGiFURz9rLLrtUzs+/4T47E9lRhtixr6k2+17gSPLkZ5OdqJvdsxJ9Dhj0XnnEltpNOOomTTjppxucNw+DSSy/l0ksvnfE1AwMDmWjLTDjggAO46aabZn3NaaedxmmnnTb7Dj9JDJVtttQ9ipakv6THwc47Zh8GKyIbCUvQI1oYvUU06h1t9dj0It7y1du55k1H8TdH7oljME4C88JJ2WbF1RnrYMXiLcftO2NPNkoU9Y5HpeBSLehAUS2YuGkmWLS0qYglDH724A72GCyxuKYXT7OViv/p1DVUC7CzHVEpWASxIlL6WLr2orORpUppqb0rcGIY4yNt1YJFyZL8731bef+G1ZPMTECbsGwe85DC0AE3rULMZFBCqoZXdczsNV+YQPTqvnZq9qr1zEOafsziPps5Yre+LgWtCzAS6GMzTYgi/biZfmbZNbOKg2tqHkJ3e12r2AFL4laLM17X4gwKug1vcgbdLY23A0Utna9/MiS2mTL7PxVMvclP7IvC9KD+hzC1c+R4pvCMB/DnOmpFm/u3NYnTsqcP3L+1yZLaPDa3fJKErFwNvcuv1YK2euwaRtRMiZfAO6bcvP/6sCW8+ZiVfP6Mw3hirEOtYOMIyb/+5IEs0PUiNSkTrZ+eZn5Lay4CTYQbbfsEMbgSXrh8kHao5nSt6s4FV2zJUfvoYDxRzKYZKMqW4PINq7mghz55VyHOSMfGglgT2DqhR71jsLDq0Ak9zlm/z7Sg/P23reea2x7jr1YvzvytETNbqr73mq6lKrvsG95F91w+Plxnr6EifhjPuTAp23oRMtYOcS3dTqgrj1pBK9S1A0XsykzKthXEjLY8BsuSupewuOYy3PboK7rTjr27n7MF1EqPDPpDrziIJFEkCFSccMkpq7n4W9OvyyWnrO5ZYZgps/9TRK8e71Sy02xM7Rw5/pSQB/CnAbWCxc5WQBhrXfMXLB8giBOkAW7KyJ6NaNWd0XWk4IIT9yOEnjfvr//qCd704r1pRfCB79zLp159CH6seG2PQDeR1GRLLfRhm3qxIGLFaASGkWBbJhagVML5/6XL0d3y7mxoeCGWCRXHQAL1QM8ydxcJcWzyyR/dz1lrl0+bt77ie/dy/l/ti6/irFdcD30WllxCFRHFioLl8tEbf8e7Ttg38+3ukgU3HLw0I36tWzG4S4HZSJIZNeYnHtNEVAsWQ7bksL3na7EbA0aabd6/YQ0/fWCY+aklrGtJto51WLtiSM9iG/q93797Cyesnk+14PLQcIu9hkpUCxBhZOX1x0Y6uBYYwswqJKZp7dIxTWehPzhrBr2z5REo6AQx5x27YtJ1afkRT+zsUHR6a+A/2TnwPyU8GaZ2jhx/SsgD+NOA+RWHKE6I4hhTCBpeRMGSzCvrOe0tDX9WVrGZaNZ6J4A1S2sz3rxfuFcfhtDjYO8/dQ0uwC64fhErFlcs6JLlgCjy6C+6aIqWQSgTNhy8FIu59cJBZ3o7GppM1okj6p2IBTWHTaNtqkWHUMXccNdWbrirt7TneceunKQNv6MVMlRyKKQGHx2leOtxz+OCa++arMT21vVIwAF2hIpz1u29Syx0SUy1MPtY09T+cNmWGfmv+/eV//MIbz1u5fQ3GwYGMOx5lFP+hiMSGp2YJFHsNVSiGShMYdAItOZ8xTLoL9nZ2F23oGDbZIuoE1fP5x9fsv+0Png79Dj+X36WbX5cICdgKroBf6Dk0gwUZ3zxp5OU+9qByJT7ppqhzHRucuTIsfuRB/CnAZ20PD3aSbIMqJmKkThSUHbNTP2sV/l1LNLymQnw0HCLgaLN8+aX+dTfHDKJlJWpaRWtrFzfDBS3PzrKeceuyG7IriW57dERvnDzQ5lsJwBxghAG9UCrinmxopDObttCcuDSPh7Y2WaPgeKM+wqTe6VBnLB1LGSgZGNiML9aSI1dZmext1OGdr0TIoXBsv4CzUAxaEuCBKSUPZXYMCBJvcDH2iH3bB7j2H0XTNvHiai4VqaQ9hf7zmO/CbPt3XN176axrKzdhR+HhJHI9tE04d0v2Y/HRztcf+fmaWNoy4dKmWFJnyU56cCljHlRtsCod0LGvJCaa2EYBlXHIY6jzBRGAgLw0smBE1fP550n7N+zD/7+DWs4cfV8vnOX1kiY2C7ohW4GXbYlR+49MPmUptWMI/ce6MnqX7diMPcDz5HjGUD+q9vNGGsH/Oj32zl2n0Ecy2Cs42NKk2rBZLQdat9u09A3ZUP2FNEg0cSsBJhfdqiWTK76u8OmlcW7JdPFFYeOiunEmmR15ekH9zTXuPL0g2ml7GHThNFmyOIJbmllW+LHCX6UULChk/a/RZxgGMasgh9xHFOxJWNexFgnZHl/gbFA4ZiCINZz2rOx2FWiMtU2aYApBdsbPhVb8rVfPcqJBy7pWYUoWTLLiKsFi6P2Gdol3fVmyo6/6KRVvOfaOyedq+4xOek57hLmbCHZ0fFYVrFoxDDSCCk5CZ/80cZp+9b9+/JTVjPWDrnxgU289KDFlGyJFEYmM9tl0Xfn3k0TRlshVVswEsZ67FBIyja8+yX7866ZevspkfDEA5dOW7D1QsW1dMUjCbn4pFXc8sBkh7MlfQVeeehSmv7k9kn33CztL/b83Bw5cuw+5AF8N2O4GTC/4hAnYApBYupMumhJKEG9HVFzHaJY0Qa+e8fj0+RFE7QcK8CSikMEPW/c3SxWCINEQUFIBsuCf/nB/TMGlMtOWc2Ops/Cqkt/mcyOtN4JcUxBJ9D2HU0VUXJMirZJLAxuf3yUn96/vbdAzI838oaj90GiFcEcU6DQUq9xYtL0IhbXpmu5w+TSvglZZtwOvWw87K9fsMfMffg4yRYgi2suTS+i3vFnXWzUOz7NIMExBRd9664ZyW6XnrJ6EgHsm284Uhu2CElVQFzQY2Qz9aZv2bgDL2XR/+dtm9hwyDJswExHyQC21T2eN7+MAWyueyysusQFA09BEuuKhp5NZ86Z80agMtW4bMHWo1fdXcQIAa4p2DRLBWFRzZm0iCnaErEr9PscOXI85cgD+G5G3Qvxo5jRUGfDXW/wrjQoEzTIP/Gj+3nj0SunBbb/+vsjM/ZvuaYVzWZiq3ez5nonIk40k3y2gBKqmMGyk8mJhnGCY+uSaSfQrGgVJ1jCIohiakXNmH/eggqXXncPf7lqEfOrDirRwWvTaIf/uXcbZ61djiEF1YLJLQ8Ms7ivwEBJz5h3mei7wvjutyWdOKHPcvEZ7/3O1Id/eKTDUEX3soNYUXT0AuAtX70tK9d3g0/BErz56tv4p5cfQLVg0AlUzyy9u0+dcHL22vAi5pe1k1vBFJRtmVmYzoRWoFhQcfjCmS/I2hdd7fl+W/LifYYwgLFQZdelO6duGAZ+pKh3omyRNRsmEssmLtgmoruIaXgefa6LHyd8Yo4KAujRR9AlfVvMMLOWI0eO3Yo8gO9mVF2LkXao57Rdi0DFSLS+uXITKo5k85i+6b/uRdPZ4gBl1yRJdJk7mJBhToUOBh5BaGZWmmKOm2vdi6i65qTPtE39WZpcZ2JK2NmMCJVisNjNzg2uft0R/OrhnYBWQOuEim11j6tfdwRtP6RScigKwZLUFQugUjApWXJOJnvDCxGkxxwkmK6ZqcZ1BWd6lcWv+slGPnjqASToL7dh6Rn2asHi6I/877TtrFsxSMXRP4MtdX0dZurNt7zJBLBFNRc3jtnUCbHLDhItYTobSo6JCagkyeb7S5bWnq93fBbXihkhra9oEasQL9aVDKUS+kvWJGGb2TCVWNZdsE3MoLtz4JecsgYFtMOZF1a3bNxBO1ScOMUk5f1/ojPgOXI815EH8N2MobJN04+wTUGoYoQpaKRl1EYn5N3fvIMrXnFgFihm6ut2UZ+gjla05SS2cL3jMVRweTzw6S/ZCKE1umdD1TUZmyBVWrLBtl1avk/VNXEsgcSg7ELJdmh2hVRsyROjHb7To9S611CJJX0FIkBgsHpJFTBIVEip4KZiMXMHHzf1sRaGgRBGJkFqpCz0yzas5sIpc+TvP/UAulzyGC1vGig4c+1yEqbrm5+5djmtUEEcUS2YvHCvPj70ioNmHLs7YEmVO57Q3tWWFGwPU8e4SBHGxi5JnI6F2sWsO9/fJaU9NNyiWujui0Xdi1hYcdlS1+2DnS2fONHnQBg8adEV0N+f0z5767TXdrXqW/7s89ztKc932wtXvPwAluR98Bw5nlbkAfxpwMKiRQD8+y2P8pIDFuOaMJCOLN3xRJ1SeqPtlVkPlW1aoUIKrYPdDhTzKjZ/se88Tj98z0nktBveup4AnbFbwsCyJQkJ61cOcdP9w9M+e/3KIQqWIE6s7GZf7rpyOQ4qTtjRCCi5ZkY+Iw0gYTw7WeuyU1bjRzEAQZTQVzQRSNqRYrQVsmgO28pKKhdaLVi4Jmxr6PbDbx8d5sA9hthS9wijmEvT7XQzyihO8ITBSCekP+UPjLVD3vLV2zl73fJJ+ua3PzbKW756O/9+1guYV3awhMFHTzto1t78lacfnGXyO5o6oHblZxOgWjB7SryuXTGoH0+l9xI0MbEVKKIgouw62rFugi97HCeaeZ+OGy7pK7K17jNoS5QlsJjdU73XEmkqW7z72q/87GGO3m8htaI1bWE4kQRXKUy/Zdy8cQd1L2JJj+3lyJFj9yEP4LsZw80AWxq0wojXrl3OWKgoW5IATRj6i33nZWStXrji5Qcw1g4JVYwlBX1Fi80jHS4+edW0MaqCpd3DHFNAAqYBCoO3pXPJE4P4+pVD/J/jViIw9JxxqsHdDBRtP6LoQNML6StbqAhG2wHzyg4hChMtzDJbqbUTqmyOu1a0kOhev0hFTGQyu22lCdQ7EQureqFTLYBrJBy0bIhmqBgqO+xsB1z8rbsmuZp9583r8IWBJUU2fpUUdAl6IrN8IiqudoQzhKATxLOO3XXCmP889whN2DO1iYlDQrVgEsUJJUvy1Z8/wsF79E9bLHz154/wvpNX0UxlVD/5g99x1rp9WFBxCGLFsv4CrUARxAkFYVCwJdsbPgNliziGONKLs1as2Drqs2igwGd/vHFGIuGZR+416TjXrhjElmJSCb1sS6JYceJBS5BCULAEXzjjBXziR/dPm1r4whkvoGA994RccuR4tiIP4LsZdS+k6Eg6vqJkmamntWYSCwEXnLg/zUjhBSH9xelZ6fyqg2sLxlqaBZ7ECR0V88iO9rQAumm0gxRC23+6JqDLzm1f8dLVCznzqL0muGv5tHxF01FULQnCwAI2pf7k2xs+lYKFKyQtQ1EtmrRClflQt+eQzmz7ilrRwpGaLb214RHF40S7eqB413/9dkZi2RWvOJCiI7UgS0qwE0CcQL0dsqDm8C83/n6aJWk7FUGpFSzGUt31si3nNDNphQo/jOceu/NCXnmVFki5+fyj9TbTwB3GCTtbHheetIoLeoyiXX7qGkbaHoEyKNqS1x+9MrNsLduSa257jFMPWaYV4WxJhRi/YGEaAi/R+7ag6hLFiqUDRUa8kNseHeOcdBsTueC3PTLKqw8ff6RbAdjZ8gkVlF3JptEO3/z1Y/zjS/ajaGsr1DueGONrv3i0Z2VFGAbH7Tu/5/XOhVxy5Hj6kQfw3Yyqq32jS2UnGwVTKqHpRyyp6f5mgiZZXXLdXdNkONu+os+12BYFLKhIHhpus6hW4LGd7Wnb8qKERTV9IzWAsZQIddVPHujpvb1+5RAXnrgf7VSwxUMH2CCOs+ys6wfuCEmUCsqMtsM5e9jVgknR0uIjmIokLegGYYRnapb8HU/UexLLQGd088oOHXTALZiAkCQGVIsWXhjz6x6Zcq1oEic6M+6y3T/3v/fzluP2ndHMxI4TmolmlQ+WHT7zvw9MyqC7GfjVP3+EC07cP8vAW5EijqFoC5qhwhRgWxbnfvlXmcjOxKz43C/9io+ffjC2pfvXrUDL2I62fYhDNhy8DD/VQwewXZOyrefBO4HeN08pClL3q1WkeuoBrFsxyFV/dxj1js+nX3PIpHbBN99wVDYKt27FIBedvIpOpIiihKJrss/8MvduafD5Mw5jftWh6elrvrXu8a5v3sGZR+017VrN1G/PkSPH7kUewHczhso2m8Y8pC0hSUuNhg7YKk4YrDi0fYUlBTEGj460+e6dm7OAe92b19IMFFtG2iys2Szqd3ANwR6D0wlDtz06wqsOXarnxlMlswR6Bm/QJfUYPS8+6kcIw8i0x8u2xIjHs9WuE5ZrCWpFC1sas/bWS5bOaguWxEyFRwCwxx3FZoO2EzVoK/1aKcYrF2Vbsq3h86lXH8Lmsc6k95VNSQxsbvgsqjg8MebxhmOfx6XX390zKF963d1ccvIqWn5E2ZFEccyZRy3ncz95YFIGvX7lEK9bvzdRHGcZ+I/+4cVsb/sEoUGQZrVl22R+1eEvP/aTacfUDXRRnJDECU0vRBQshsq65+1FioKpXeDGOhFCGNimtiCdV3EIVEwhPa8NL2JRde5Z+pd96tZJ2y/Zkq++7ohMd/7Vn/sZn/2bQ0kSTYps+yFfee0RXHr93dMWBV957RFsr08Xcrn81DV4z4AfeI4cf+7IA/huRq1o87utDa1jbcBgWeuAFy1J3YtwbV1OHW76vO2453HF9+6bdOPcVvepuhYv3HuyH9IdD4+yfsXgpOD8tV88yisOXUIJg5EoYqDosLk++1xyoxPhyISWH5EkehY5QbO847Tk3fIjVJwgDIOWp7XdtzU6XHbKKi781t3TeuuXnbKaTqyDTILOhosmuEKyM+3RW8LgnKP25IzUd3uiveWXbnmIciodahoC1zZoBkqTuvwIIaC/ZBOoeBoL/qbzj2ZL3aPsWkQpu1vFCa+eQviD8bJyM1QUbEnRMQkixed6VCy6x3jxSfvx9XOPoFrQfXM9YiZpB4qiKbCT2YllxEqz8xPBUMXBj2JaocKVAteUjLQ6DJUKGflucc2lUoBAxTS9CEuiiYSOfFLuaetWDHLxyasYbnqc/rmfTXpt2TW1WE6gGCy7vGeGRcFl19/NB05dM6mHbkqDT//ofs5eu/es37McOXI89cgD+NOAakHLVNYKJqGKsaUgipVW5XI1SavsWuxo+tNunO/65h38xzmHT7oZGwbMq7i88ZgVxIyznV/1wj1o+YqCY9JfdPBTIZPZUHQk0jCpFgySRI84eWFEAZOmHzG/4iAM3XuOkwRTahGavqLLpdffw4HL+ib11m9/bJTLrr+bC07cX+u3J5pdXwcWVkQaqE2kafC3Ry2fRsTrBrokViAkXhSTqJBGAMIwqBUtkhgMQU8WfDNQjHZCio6JFCaVtAT9xVsempExf+GJ+1O0JX6kSJLZKxYqgb9OM/D/+vsjGSzZtAOFKUEKg7dfcyd9rpymple2JS7QNARFw2DUj5BCj53VvQi7ZOMFiv5SgSDRPfWkAPWOT7XgsLXhU3IktpAEhqJim2zehVn6brbd8iM2j3rMT5XUugsmxxRYhv5SDfs+7cCYdVHQCtQkNbpJ7PocOXI8rcgD+NOAkiWxpZ4Dr3sRFcekaAsGSnZWmu6zJS1rerAdbgapL3eIARjCoOKY/NvND3L7o6OTRqP2GCjS9hWhowlnJFCw5KxzyQVLEqUBA2Brw2d+xaEVKEqOiad0n9YUBoFKKEqDJxo+Jcek6YW88tClkzLolfPLvOPBYbwoxjUFXqSzVNuE4VaQ6XyLWVzSuqYbYaxoeCEV16JaIJt9bgZqRsGRKApZNlBExTFRnFAWBg1mV6NLANsw8BNdkZgN9QnPlxyTHS0fFWtRl4kKeV0TkYm44a3rMQwQlqTtKxL0WFfVNemEuvfdpZ11Z97bEUSxvhZaqCfRRjWxorILbYip3t8fOHUNL/rwjyc9dvmGNUSxHlfblUXB5884rCe7PkeOHE8v8gC+m/HESJuRTohtClpeRNkxMQTEcYyvyJysypbM5qanIk6SST3jiYIkE0vCX3nt4QyWbU2WSyISdGn0vGNWANPnks87ZiUCLe/pC4M41kz3VjrmVHZMClLLg7omlBybCB24YhXyoVcc1DOD/tArDqLte4y0DeIEFlS6VYbxALwr5d8+W1J1dW8WtHpZw490oJtBfruv6DLaCTGl9tRuxEnGnJ8JE58vzkHGmljRMICSo69LdxHT/Yxec9QtPyRJdKWj7JrE6b4NlGzGOgG11OAmHRWnUhGUTc1uN9CldqW0Y1xRSKSZzDpL75qTR766GfTUx7r98i5vYjZUXItX/utkm9K8B54jxzODPIDvZtS9iCCK8cOYgZJNFMfYAqSQ1BtedsNsBIpbH9zRM1t2TIklDD0bnRKYemGobGuZ0rrPoqqjxUUcwWDZ4aQ1iybNJW+rewxVbDyl9E09SZhfsfCVJk2VCxaWBDvRWWKcgJV6VRtAtTA3gcpIg4URxzSihLIl6CiV9dRnQ8MLqdiSUsoPqBRNykIy7CsqBXPGim0zUCwoWJmVahwnuD0qGxORyc4aBoNle86KRYZUBtUANo/pa1m0ZU9y3eKay1DJoRPpsvq8qpNWIgx2NLU+vCXFpAC6KX28YAkwdE9cGHo0EMAwEi48aRWXXX/3tH77RSevwlfTg+qO5sx+4I2OHlObS91tag/8Mz+6nzce08MDPUeOHLsVeQDfzeiWluMkIYx1/1sKTcqqFCwq6ajWWCfkCzc/xJWnHwxMzpYNwAa6UhnlVE2rV6bX8Dxd3g50oDOFwUf/+3e84tBl2VhQ2dVB6GP//TvOP35fCnaCbQqkkFgkDJQ149kWkk2tgPs21zl4j35Eejy14q6ZkVimHj+7/fFR5ldcKrbLSDPV+J7DwKriWqgkwVMxtilxhCBEj6clCdimYP2KIW7aOJkFX09nv8M4oelFCEMLycwVlI00MNrCmLViMdG4o2RJQqWQhsj63B975YEULNFTYnbveWUW11zAwDZ0hcAwNP+hbMnMfSxhvKVc70Q40qaY9sQNQxuIjLQ1M/3D37+Ps9Yu510v2Te7ttvqPv98o762UxGo3lWehqcDMkk8KwnPiJNpZfmLTl7FjqbHnoOl3hczR44cuwV5AN/N6PZ8i5ZkRyug7Jr4kQ40i2quJmsZukTeDlRPyU8DaKaOVd1e+rH7zuOctcsZKNskGDQ6IW0/AmFRTDXEl9RcfvHwTs44cjmf+NH90wLKm49diTTg/i0NDttrgGagsE2IlA4UXqxwLcll37mX//fGo2inrO5dNSNZVHVxE1i9uIIXaSMW3Q83MA0xp5RqjPbCnldxMNDZ/+M7WywbLDHc9Dlr3V5AMol01h15i+OEvrLERPLLh3fOGJTffOxKDMaV8P7vzx7h9MP37FmxWNLn8u5r7sjef+uD2zlw2QB+EuNIgQs8f0GFC3pYkk508yqljnFhHCMMzVMYaWvmvKcUcQJVUwvQxHGCSuCx7S32mldie9NnXtlBFfRi4++O3Gsama/XYgP0hMBtj470vF4VV1cPVJzw/371aE8S3td/+Sj/36HL9GjjhMXCqz/3M/7jnMNn/T7kyJHjqUcewHczuipfjtDjYo1OlPW0W55HFBsMFB1imDZWtbhPj1VJwESy0/MQhkHJNXnn8c/HtSTvvXY8WHzj9UeysOqQkH5+qHhstMPK+QX+Kb0hdysCZVsy1vF4fKTDsoEiDT/KfLpHWj4V18QVki2eRzvQ1qcu4Nnj5huzoeLqQIotMQ3JgA11FVG2TVSssI25dbx3pj1ZOy3dR1HIfgur2WjaGV/8JWevW86ZEwJt2daLC2EYVF2Hdqh433X38KlXH8KJU4Ly1rrHwqrDcDNgqGTjqZgX7jPI137+CK8+Ys9JAex588tEseKmjTuzfX1gW5vlQ1WEkWC4Jp7U/IG53LwkCsvSjHKAMFaYpq7GbG74SANKJYllQMGWdELFiqEiI55PydUExT5bUo/UrO2RVjR5jOzyDas5/xu/mbZfmR84+tq+/LBl09oj61YMctmG1QRKcfInbpn2/qka6zly5Nj9yH91uxkGutQaAaaAsmOC0c349A08Bm7duJW/O2o5V/3kAV67fm/AmkCKEsTx+Ax5tw87lUBWKZiMtj0s06Bs6x74EXv2UykUet6QL9+wBil86p5WfOtmr2XXxE61xLuBuun74OjRtFjp/Z+rVzoxSy/bEleadEKPBItOpLj4W3fykdMOojUhUE60t+zahrYCj6YHC6ua6T3a8Fg6WOKQPfqm6Ztf9yY9oy0MMs3xdqB409W3cfa65SyoutlrN415jLQCCrZky1gHKbUW+N7zy4yk5z5OIIhimklCJ4wmMbBXzS+zw4sopsealIw5JWY7qR846P0TQBBF9Be1ylo1PfeNUOFIgSUNdviKqmMipMnjOzuUHRO7LBhthbzp6tu44uUHTGuPnH7Vz/j0qw+ZpMR26XV38+HTDuLFU1joXe15P44pmCZX/eQB3r9h9TQ71c/f9CCve9E+0671+09dw9LciSxHjqcdeQDfzRhu+SwpOQynzGnX0iImxIpmykWzTDhyxQL+9ScP8Nr10z3Bv/+29bhS4KmYqiX5zE0Pcvrhe07L9H7+wA5euLdW23LRjOmq48xJNvvbL/yUr7/+cN3zHvMYSnvg9VQB7JWHLcG0zEyzWxkJXtSZNYN2IbMonYiyrZ274iThFw+PThppmoiGl3IHYkXRdrHNJKsgLBss8e3fPt5z+91MFuCJMW9GjW4jZYIVHR0wq/1FFAmXX3cPrzp8z2mCOl22ddFRjKVSshE6Q9aCLtpTvTxHJtrlJ3SPseJa9BUdfvvEGHvPK2cVm+5nve3rd/Dh0w6kGShcU7C4rwCQicgMNwPO+dKvem6rUrAy1bgu3nG8mkRCK9oSC2jFChUnSJKe38Hugi+I0/en+16xJUvz3neOHM8I8gC+m1Et2HiMk9k2j3WYX7NwhUW941G0dFBrBorXrt972o0TNJGpWHXYMuJRGizxysMW97Qe/cSPNvLtfeczFihGo5C+ortLZLM3H7MCR8jMp3u0HaT7rsVlzjtG94k3dTx0AUHgmgW+eMtDfODUNdMy6C/d8hBnrl0+SR974v4WHYkwDF64V1+WgU9UYnvHN35DxbXotyUhZMGr+5pGoPjkjx9ij8HitF5t0RQYJLTTAAdw7L7zOPuo5QxWxvkC1YLFiWsWUjAF0jCop5rv+y6u9RR9uXnjDi689i4OXDae9f/wH16MLQyGGyGWqRnkfhTPSpjrzvQDDFQsxlp6Fbekz6XpRbimoOFFVFLxn/kVG8cSbB3zMQoWppngCpNNYx7zq86sVRBHTncOa3TCSUF9/cohLj1lFUpB0dK3g7kWfMd9/MfZNt5/6prpX6wcOXI8LcgD+G6GH8X46GDY8EJClbCzHlIrCQYrFo6QWWYJVs8bfzGVzYxUQiNQlF0HKaeziV/1wj2IGV8sGPT2GJ+Ihhdy+D6DNNJyc7e8axgJxbRU350drhYsQqWFRYRh8IWfPsIXfvpIz899xQv2wDahkkqzdlHvhCytOJjCmHWOvGBAANm5iV0z691vqXtcefrB/PT+7RywdAAYd+ISwiBmsgTr+cc/j4JlTuILdLd1+QYtGBOrkGZocPCy6WX5Lm66f3iSmUcnUMS2oYNtx6dcsgmjeFY/8CQ9j6ClZUMr0pWOsoOvYqJEl9ExYmoFk4tPXp2d+wQoCpN25DNUsXAN48n7gU/hLtx0/zAXfetuLnnZqqwyMJudajNQfPo1h0zWkj9ldV5Cz5HjGUAewHczdFaV0FfUvdeGF7G4r8SmMY/FNZd2NJ59zhRsC5b2hX58Z1sLwRhWzx70wcv6aKR967Its/+fDRXXYsuYR8GS2mIT7VOOATtbPoMlJ+tlL665tENFy1ckMymppGh4IdIwWFqRtGI1KRuPhUEAPasNEzO9IB4/N01Pe4N3UuLWDXdu5u96SLH+8O0vxk9HpYRIcExtpjL1dVO3ZRckGBHbm7Nrx08U22kHiqafsKTmUrWLdGLt3HXt7Y/zwbQyMbGy8O+3PMTfHLmXbqGQGs64DoZQ+ComThJcaaJkgkByz6Yx9hwq84Hv3M0HTj2ArQ2foi1xTb3IGgsVOxs+l56yGj8at2R1TMETO9sMpIuxLmZyDbvp/uGsZSIMZrdT9UPe+JXbssfOWruc5hxCOTly5Ng9yAP4bkbXVtOLdRm4VjAzcli3NNwNuNB7tjtMy8HHPn8+zVALqQw3p/eg4yTJiF8idbtauAvCHKLmEifgmjooDFqSnaHCtU2MCYxzF9gZRlRdkznGuKm4Fo4UjIQq9UBXlBCZRSnMLG/aLe1XbMm8ClgpWzuII1RskCQxZ65dzvuum+4w1okUTS/S89WORdsPcC1zl0w/Crakrzj7gseZoG5WLWiBm0DFuFLgCMm2ervnwqKb7XcCn9gy8YOQ7lqhbEs2j3n4YYwUBhVL+6Xvt6jKlrrPmWv3xkbP/08kyRnAp/73gRnL9ReeuH9mvAIJFducUTGt6UWZNvpcdqpdTNSSz5Ejx9OPPIDvZiysumxveYy1IvpKugw80tJBdtOYB2nwDmMdsD5/xmF88kcbJ2U/33vb+kycpJL+e+mNG9le9yf5TtdSgRQL2BHqTNWP1axlVj9WWancAHa0fPosSb0TMVS2SYRB2dbP+cBA0cmERuaa4+7qsTeDiFhFhKaFZO6yPugM3jEFtpCMdjqUHF3BaPm6P59AT4exb7z+yHHmvBcxr2yzbY6suuGFJAksqbksrs284Fm/cojbHxvN/papNnvDj7CkYFujzfxqcc4ecitQCKH13eudkD5bUilYjHTakEASx1lLpVrQ/7ViRcWSbG54JIlmx1cLvVsuMK7x3jVe6Y6BNWc4912t9U6kZnVui+I4Y+J3A3tuZJIjxzODPIDvZtSKNvVOSNFOcIQkTGfAu4SxhhfSb0u2tiKkEfHpHg5bJUuys+VhShNsg06YZK+Z6Dv9w394MZYwGE3L3KYwKFmSHa0O7z91De2JZC9bMtrqMFgqaDtNadCOEgZLNiG67+6rmHaYYFsGjhC0w5gk0X3tOJ5dscsiod6JKLsmTU+xsOrSChSu0H7Xc6HiWnRSjXbbNjMZ17IjSTAgoSfZrFIwM3lTSDXFZ2CiT9wWaIWzy6+/h7ccs09Gjps4N28Bx05QIYsSMGItRWsYBpa5awp1UoBrju/jaKAXUXsMFCibkAjB3hULCEG4jMUelnAJkoTBkl5A+VFMy484YEmVK08/eNrI11u+ejstP5rUr778+nt6mo6sXzmUGaTEce/zOjHbnsh6X7tikFMPWjLr+c2RI8fuQR7AnwY0A61opku1CWV7fCTLMGAkdf6K4ph7tzT4/BmHZXO9FddkuOlRKVqMNCMaXoIUvVOekZbPYMlirB0yWLEYaUU4luAj/72xp0Xm+pVDXLZhFWPtkNgRtIIYt+zQDJRWB2sFxEDbTyjaWqQkSRKkBGkYkETjLPB0rKhsS1SsGFW6HdD0o4yEB+Cp8X74XKX97rjZHjWXZupMNq+sPbQnGrpMhAGoOCYkxjFTn+45ZtZdU7utjQWKuhcyvzY9i+6WwFcvrvCLh0cBvbDa1vQpO3qErGQb1Duzz4F3FeriJMEyjHHhmTSoJ6nMLrbESHUCXKHn3+MkySxIy7YkViFXnn5Iz5GvK08/hJFWe1q/uhWqSRn0lrEOR+0ziBdp6dyQ2YVoEpiWgX/whnv56GkHUivasx57jhw5nlrkAfxpQLcvvb2jdcDv3VJnoOSQxBFV1+GJMY9awcIPFV957RFcev3d2U20aEu++YajcNLMNVIJUvYO4P0lBykMqgXNcC47CX4Yz+pv7YcxtaJF0ZK4dkI7VJkiW3em2ZWC7a2AiisBg7YXUXIsLr3u3kmfvX7FEBedvD8tPyJUaGc0P6JgyowcZgqDwAzpd91ZM/gwVlmPOQIKQhI4CcNNj2rRpjmD7WcChHHMaEchDYVKwDSNWU0/gjgmjBX1TsxHTpvOjIfxEvhHTzuIzWMelYLFzpbHQFHPzHezdClnD+AV18KME8aimM/c8gDnvngfze4PQyJhIgyjZ4uh3gn17HqSgAFVS85pKPOBCSNeM2XQ61cMcfjyQVwpuP3h7SwZrM66/00vmpaBn7V2OTtaQR7Ac+R4mpEH8N2MsXaQ9WS7o0CjbZ89B0skQJTqg1smzLNd3jPlhnz2uuXj5ie2JLEgSpKeRh6BivEjXeJuBIqibfLQcGvW/Wt6EYsqDmPpHHRXka0Vah9w0KNZFdfUph/oRcXU/QS4aeMwl1x3N+8/dY02EkFnzzHjmvBd8ttH/uc+3vWX+/bM4INY4QiJK0ABQaywgD7HZMgxCYAGvQN4t3weOQamCbGCoin54A339jT9+Jcbf8e7X7IfY52EakHOKoXaLYEPtwKagWJRzSVQuhrQJeftikJdBDT8iDcc/Ty2NX0WVhxgvOLQayKhWrDoxm/QZXeYnQg41Tq0m0FPvWbvu+5uLj1lFYfvNY+xcPYFSDucfN6728/9wHPkePqRB/DdjB2tQN/cPZ+S67C17nPk3vO4e9MYz19YRSXjRhq9+qfr9x6gIAVb2h6Ntk+t7NDyIs5Zr2eNJwbxrWMeriUp2BCEeiRoLtvOkmvSSJW/DIMsiG5reDTSt5Zdiz5bMhYqwjDENGcmT928cQftQFFI578VEMZJRsILopiaLXnLcfvy9hnK1EUheXhnm/6Kw4AlQUhufXAHR+09qP3LQx0o168c4qb7Jy9iRto+lqntRl0hCUnwY8U7T9hvViJfTELNNuc2aemMj1HddP7RbGn4VBwzG3mrmGLWyoIExgJFX8mkE+mZ750tD9uyqKROa1NHvYzUtlSgZXcBNte9GT3RJ+7rVPTyRr/p/mGCKMa0JL9+ZGRGIZr1K4f45cPTzVBu2bhjzu9Zjhw5nnrkAXw3I4oTYmLKrqNlQdN+8Nu/cQfXnncUYZSgSFBKZApdE7G4v8gnfnQ/f//iFVz4rbt4y7ErqRUtxjoRL1mzkDPX7pVpc9cKWrXLD2Gg5HL/9ia3PzbK2UftyZkTTFK6c8lf/unDOFIw3AxSkZYY1xR0VMS8iptlcF2LznpHZ8m9AsNENLyQSqpb7oH25LYNdjZ1DzsC/u2mB7hiw2oSw8jIYrWCRZJy3PvLDmPtELMCYQTbmz6NQJHYkrG2bkmcd8wKSCa7kQ03QxZUElxHE8qanva4/txPHuDyVN+7S+QrWIJ/+8kDnPuifRiNIhqeP/fcfMHKRrOCWAfgGAhVKtYTxbzrv36bEcsmbuvNV9/Gh047cFzjPVLYpkFiWYx1QvaquQSAAzAliHeUoiQlSaxQiDmJed19nYqy0/snX/ci4gQu/869fPo1hyAwJi0O16/Qim0nXnlzz/fPpQGfI0eOpx55AN/NUHFCxZSMpuVV10wYbvo6S5WSsZZPGZO6F2ZGFBPRDBSve9E+hCrmlo07uODE/XGk4N9ufnBalnTJyftz7L7z01KsLrf+9tGdXLbhgBnnkktA25apfafAxkAkmrA2MRNsBirLzudCxbUYa7fBEDQDEIZB00+yFoIfK/5+/T4o4JaNwyyouppVHSi2jnU4ap8httd95tUcPC+kFcKLVw7S9HSVoFvibweKl6xZNMmNbKjsZEF4uONRLVicd/VtXHn6ITNmxV7kUXKsLNOdrQResmXmh/3BU1dz+N6D+JGibOvZ+CfGPO54os7RH/nfnucmE6ZJA54lBKatWwsB6ax9pDCMBGkYVIGdSsuvqoLOzr2UmNfdp5n2tWCJ6Y/NcP2K6QKtaEuWDRR4z4n7TpKdhQQT7ajXK1jX5lj45MiR46lHHsB3M1p+RCW9OQKZcEvRlrQjTdTq9sE3j3Wm3ZCzG76vXa+qthb56FXiPPr58yBOKLuaFf34zjYfOPWAWYlO/3TqGkquRKU36BDNFG94IZYJnhdSLbpsHvNYVHOxgaI1u5d30RLEZgFTGAipst5t2ZaMeRE110QlCVvqPt+9c/Okz1m/YpC955XZa6ioS8aWRKaLiaKjS/ADtmQkUD0XMV888zCsVGylSyyrFizO/fKvJs3MdxXLbMAyXeqBnrMeaXuzlsDfMcGO89M/foAV88uaCDhoAsmcgay7CNo05mXTBIYx3kOPbe0yZhgGi6sOD3atUSf0xRteSNsP6S/Zs+7rm6++bfy8rhzikpetwuhRd1+7YlAvFgoWn3nNwSRpJj51wfe+l63in195EH/7hV9Mu+ZzmbjkyJHjqUf+q9vNKDlmJmna6IRUai5WKtjiCEAIwrZPpegSlW3e97JVvO/b42zp7o27r2hx9rrljHkB7VDfhKfOALfDmHYQ0V+0x5XbAjWrtnUjJce1QoUpIYjSRYdrEUUgTUvbXBaslEFlEMQx73vZKr76s0cm+Zd3A2YQR0TKwIt0YEpIMDAw0frhBdtAIPjcTx7goD36OWuK4tfnfvIg7z1xPwC8KKaUBjdhpCxzmHGMrL/oZIFucc3NhGwuu/5uvvWbTdk5iJKEZX0F2rHSSm+GFpz5z/+fvTMPk6uu0v/n7rf23rIvENIBsnQIYQuEQEA0OoAkIiIoIiAqmwgKqKyyKo4iCG4joM4IKuMAAqIigiQRUCFKCIsJBhKy91rr3e/vj++t212p6u4wGpyZX73PwxP69q27VXWd7znnPe/7p018ctH0OpOUtK6gAjee2EVPQdxra7SQuPz+VXzrtP0xZIWBijNqBp+PKgMSMBBdq6u5lF2QJS0mrBkMktdSmoKqQm/BJWOqSJLEB77zDN86ZV7DmXUn8LnwmL1rPMJVWeKZddtqrmlhZzvnHzUjvr+knmhIUFyxrodrfr6GG5Z21b3+owunNeytN9FEE7sXzQC+m1H9kp6YM5EkKPs+aUXhm0+s44ZlXZQsm1zSJCTk5l++ystbC3z5xLmDbOloVtzQZA6f3kHa1Ck6VhS8a2eAf/LxBfSWHSRgTNrAjeRUbz91f+5aUaustaizndtPFdrWkiTY6OMyBt0Vi4ypxqXS1og1HUaV160lh+6SzcScxmkjSIY6gU3eCvE8l7akiRSGlEJhu2nIYsHwwREUvxw/wAtCipbH1Q+u5jPv2hdVlmIW9XABwx3iQtZbsjB0je5imSuPm82VD6ze6Rl0cO3S2ZRdIaSyLW9x1qLpXNJAo716bzct66KnVKLk+LSMSZHRFe4+/QACJIquz+//uoNblnZhSdQFVROoBD66oWHKSlx5qSKrCue58dlIwzyqWnhByIubB+iamCObGCS57Tc5x4AT8PUG78ENy7q44N5VNeXu6vXfeXoqDuzb8haW61OMJG/Lo7Dwy0PmyKs+45+6dxU/PPNg9hrT8GVNNNHEbkIzgO9uRD1bJ/BJaDJbB2z8hAjqpchZrJpdVslYQ+ds507Kcsep8/nj671MbU9RcnyeWtvNN06dX5cpZROaUDvThJhKxQnpSBvc9vjauoxQnEvi2hNmY3tB7FOdTWiYqkx3wSJECI2oQQiyRN710TWF8RmTtKGNKhmKJIKHHYRsz9tMbjEpeh7FSGJ1RMWv42ZRikba/vB6f+QNHqLI4tnlhtEsTxqKWPQABUTm+kJfhduffK3BMxBOXJf/y0w+e9+f+cK/zKTsjj5GVmWhr7hkMQZgBwFFD8LA47SDplIOqXtvDu9s54aIYV9VPTNlBVUfVGQDQfhTghBbAk+ScAIf1/OYNSGHHZnClFyfFk3h6uNnD5stX/HAi5x5+LSaBctQ3fcqNg9YXP/Iy3z/jIMIQ1GeHwkFy23oP54ahhzXRBNN7D40/+p2M5LRXHLR8TF0KZJP9fjGKfPpL1sUIXKBaizO8sKmPJv6K0zImqQixa+/bOjl2K4JdV/cCU0mqcukDQUZibJjoyrS8EIu67rjOeahlYIwDEkaonRfnW0uOj47CjbjszKasWuSodVMMW95OH6AE4Tc/KtX+eSRnWTM4Q1GVq7rIQyFWUhKU7j8PaLEa3sehqoSIiRiG42RiZEuD0KJjK6gAHOntHDpz1Y3fgZruwkRJiVDndeGw1AGvhOEhLIEsiiLT8yZWMAXhnFZuzxa2FQXbAY+BSAjiRK+Q0hCV/BlCcf1UTUFXVbQdYWvPvYqn3nnPujA5rILSegp2g1L9dX7qtqa7nz9jQJwxtTiasFIyJhanRLbS5sHmnLoTTTxT4A8+i5N/D1QASkIKdkeBccnpStkTJWy69OWMuMvzSqruBF6yy6T2pIxA/tfl81tqNb1qXtX0ZrSUZBwgpC2tErBGrk3WbA8UY6WIJcU6mKyJNGqK0zOmXEQDwOX8TmDhGZiykrD89ce12Vjbxkv8Km4Pq0pDcv16S7YpAxlVAvKku2R0hR04N1zJmEFPilVjWfAJeDcxdNZ2Nle8zo/CHE9CS8ydel3fDb0lEc9143L5kbqb6OPkVVRcXwxqjbEXW5XFjb5issF96zCkhU0WeHHqzYCUHQD9Ei0ZyB67iVXHPPkA6dQdHxciO1VRxu91hso9jUaLasKzFSrL4fv9EyH7meqMmf94E+c+6PnOfP7f+QvG/v5/HtmIjW/SZpo4m1HMwPfzdhRdmg1NTKmSn/ZxXI8ckmdHQUhLVrtj7pBOKyARi4qjSdUUGUFJ3rdznhhU56K5RLoohTbaqo4Rt1uNUgZKnLkqgWCp7axv8LklgQSgyS6iZGiWtHxMSIm/UjImBqb+yu4AWRMFccTMq23nSJYzsPpuVeRNlXswMdFxvYCMYfu+gyUXbSMINt984m1fGnZ3Jpec9n1kSUJKRRjWfmKi6rII5p+VElyaV1B00fXaK+iHOmTA4PucqOgYIlzf3iBCMi6CsfvP4XLHlrDuYs7yWlKjT98xpAoOSHTWpO8ER2/eg2jla3b0/V+4JmdFopDxWzS0WTEaLKzQ7F8bTfXPvwSX3pfLbmtiSaa2P1oBvDdjLShIckSazYMMHNijiAI6Y/kVauBUQp8dFkRwiTUsqsXdrbTFjmapXMmZVfoeyeGGeVqT4tAIksSaVMokg23MFjY2Y4E6IoseuZuSNpQKdpy3CsdqhIXhiEFyyNtqGRNddRA99qOAtM6UgAkVImyJ1FxA1Hml5WGcrAgyGVpTSi55S0P2/PQI4JXNqHRXXBJ63Dd0voRufs+cSghIRlTZMS5pEZLShnR9MMPfboLoqLgee6Io1kD5cEgnU2oqFE8DHche4fBMbKj9hnH5gFRdr/6oTV8ctE00qZKIfBpy2ioyLHVrKmHceadr7iEgYcsq2iKPOJ7W5XCHXr9GvDohYtqpGuLlo2qaWjsmuzszli+tnvUikoTTTTxj8f/mMLXl770JSRJ4tOf/nS8zbIszjvvPNrb20mn05x44ols21Y7BrNhwwaOPfZYkskkY8eO5ZJLLsHzar9MnnzySebPn49hGHR2dvL973+/7vx33HEHe+65J6Zpcsghh/CHP/yhbp//DjrSOkXHZ0NfhaSukNAVEroalyz7o4BQsCwm5hIc1zWBO08/kG9+aD53nn4gx3VNoMVQ4hKtH4qs8rbfvMr1S7vqyp12FEiyCZWy4yPJcMbCaXWl5irbW5KF3KsiKxRsHzmwYnct8V8lnmMvR6XisuOTr1gNz18NFAXL4l0zx+Pj01O0KVVZzrbL9rxNwfE44/A9WbTT6xd1tnPG4XtSdDwh1uL6dKRNugtCZCStK3RkNLIJsy4ggwiquajEnK+4JDWFhKo13LdKuNNlJQ6OqqrxqXuf5/qlc3j0wkX89OMLePTCRVy/dA4X3PM8ijoYpA1N+JUbsoIsi2uraqE3QnVhc949z8d2skXHZ9bEHBNakmiyTG/BxZQVAgLao8qA6wcUo/ZLNqEhRWNvfWVnxPe2v+zUXX+v4/OeW5fzge88w3tuXc7n7l+Noev85fVuFEABLn33vty9cj3Hf2Mlp/zbMxz/jZXcvXI9l757JsM1evLDmMs00UQTuw//IzLwP/7xj3znO99h7ty5NdsvuugiHnnkEe677z5yuRznn38+73vf+1i5ciUAvu9z7LHHMn78eH7/+9+zZcsWPvKRj6BpGjfeeCMA69ev59hjj+WTn/wkP/rRj3j88cf52Mc+xoQJE1iyZAkAP/nJT7j44ov59re/zSGHHMLXv/51lixZwquvvsrYsWP/rnvLJXVe2Vpg4fR2Lrjneb556nwchEFHRlcoAKGskNZlVODwzo6a+eO9x6bxoUb8I5vQ+NQx+/C95fXyoGlZwdXBJ2T7gM3EnMmPn93A/lNbOXOIYtmqjf38+NkNXHP8LDw9pOQKUZlQVkjpIaKDLIxXCMtkE6Icm9YVZAlUBXRoOC+thGDoGkhgSiptaYnugouhwtiMSdHx2dxf4YJ7V3Hm4dNqlNRWbezn/HtW8YMzDiYIQ1qSon2QjYRXvKhaMVyvWVdlIRoTCYts6C3TnjZ2mXBXDZKNlNSqc9xV7MjbpIdImqpqiIE0YgYfBj4vbMpH5DTBAl84rY2i41O2PXJJLTausRGLNS8IUWWJe59Zz9lHdMakwzCEj9z1B848fFrde/upe1fxn588jH+5bdC/HOr10Veu68H1Aw6fPpYQKAU+pqRw+bEzYyW2TEJDIkSVxO93JrHdtWI9SWN0hb4mmmjiH4t/egAvFot86EMf4t/+7d+4/vrr4+0DAwPceeed3HPPPRx99NEA3H333cycOZNnnnmGBQsW8Otf/5qXXnqJ3/zmN4wbN4558+Zx3XXXcdlll3HNNdeg6zrf/va3mTZtGl/96lcBmDlzJitWrOCWW26JA/jXvvY1zj77bM444wwAvv3tb/PII49w11138bnPfe7vvsdsQqNke6zbUYJA2EHqsoIXhjHDO6MrvN5f4fYn1tW6kR22Bx84eCqKUhX1CElF3uL/8exG/uPZjTXnWn7JYuRIOCWT0FARI1lX1M1At3P9si4h3qEp2F5AVlcYcHwSqhwHNMtR6Cn77NUhzmkCviajIHFJgxEmGJw3Lrs+QTTL3JYBLbrnNl1Bak1Qdvyaa6p9ZsJKVFNkdhTEQkQGii5Ynj8siW79jhK5hMrYjIkEbPGDXSLcPfKXTZx80FS+v3L9iAHYDlzuPXsBaVNFlWutP8dkDLYUbO5//rWGC5s7nvgr7ztgKiBaEgSi192iK2wYsGhJauQ0hTcGLBK6TMUJ4vE5WZY4+4hOBioWmqpxZWRtesDU1obPcFFnB9vylbrtjUhsBcuLORC6rHD7E2v52BHT8fwQCbFYUBWZbzyxlnOPmlFnJ3rn6QfGr2+iiSbePvzTA/h5553HscceyzHHHFMTwJ977jlc1+WYY46Jt+27775MnTqVp59+mgULFvD000/T1dXFuHHj4n2WLFnCOeecw5o1a9h///15+umna45R3adaqncch+eee47Pf/7z8e9lWeaYY47h6aefHva6bdvGtu3453w+P+y+1WB45uHTWNtTonNMmv5odMzURRAwVLkueAN8dOE0yo6YGSayW9Zh2KBUNfBoS0euYmWbsQmDGxsEFB3YXrZpSxrCdCQ6bmCqBL5H0tRoTeoEOCIfl8BiMPN8dWuBO08/kLFZg6LlkzFVtuUtLvvZC9F1eDHJq7pQkSTQNIXnR3G9MjUZA4mNeaFaZgc+CqJfv70wvOlIiPBFf3lrnmljU0xqSYzK1s6YGnf9/g1OO2gqpx02jX///XpuXNZFaafnZQJHfnVl/LrllyyuOY4eVUd+/KfN/PhPmxue6/SF0zl63zHkKy7jo0WJh1icmZoc97rtiGw3MWfG9+UGIQNWiKF6/OH1fn6w8m/csGwOlz/wYs043aIZHVxz/CxO/u4zNec+vLMdtREz3VRjzsNl//kXvnHKfH7/WjdjI436YqRRf95RMzh/iDwriAxeRuLGZXNGfsg74a38/TTRRBON8U8N4D/+8Y95/vnn+eMf/1j3u61bt6LrOi0tLTXbx40bx9atW+N9hgbv6u+rvxtpn3w+T6VSoa+vD9/3G+7zyiuvDHvtN910E1/84hd36T6dQMz9HrZXO1NaE/zX8xs5ZuZYyg6xyUdlmJJw1RFsa3+ZbFImRKNIYxY6DGqnh6FEyfEwdIUKIVfc/2Idgeu6pXPQdYWC61GyxXmqI0ppU5DFxucMvvXEOj6zZN9Bz2tTo2yLTPSah9bUHffesxdQsBySuoocZamSJK5NV6RYa/u2U/YH6kl7154wGyXSZU8PMVDZMmCRSWgxc78Rie7FzQNMbk3QkTboLbiMzxjIssRph0zhrEV71bHQ71z+N5EdnzqPAd8jLat8dOG0hjKqfTtxK0yAIUIsKsKLfSRyX0ZXuHTJPiBJlB2flAolD9p0hU1FO+ZH5CtikdJTLJMwDSoVG03TeW1HnoP27OCDB07krIV74YZw3lHTufTd+8SLqKLtoskye3Uk6S468blvWNbF2TvNgC/sbI+rHADrdpToLgqN+qH6AYtmdLBgeruoIu2E5eu667zHR8Nb+ftpookmGuOfFsA3btzIhRdeyGOPPYZpmv+sy/hv4/Of/zwXX3xx/HM+n2fKlCkN9zVkBYkQTZGwA59l+09BkkBVfWQFErLClrzd8LX5iosiS/RZPpmUQb7sktCgJWk2DBTV4Hb7E2t5/wFTGZ81hlVMu/KBF7lpWRdbCzbJaHxpYs5ElkBTRDZpuQH7TsyJ4KuKHuqEnElKV+pkVKvH/eJDa7hxWVfcuwUgFNeW1BS25i3Kjs/nfvYCXz5xLp+L2c4q2/MWfSWbbFLF9YQSXMm2MHSDTEJjQ2+ZWeMz6NCw1D0ha7J1wGJc1iQEZFlCCXzOWjS9IQv9hmVdKIFP55gMRcsmMFTcnVJ2NwiRJAnf8+u2FxybMaYJoY8nKTz5yhZuWNrF5cOU4J3AIqUaIEtsHrBI50zyFSuWTM1XhIlMlXPw8maLqe0KbckEPSWHI2aMRQfOO2pvfGDTQH3bReibd/K1k+axacCKPxOWb/PX7cWa/c5YOI3e0mBF4wvv2ZcfPfM6l7x7Xz6vyLEbmesHfOPxtXzhPftyxYNr6j6nb5WF/lb+fppooonGeMsBfMOGDUyZMgVpJ+WwMAzZuHEjU6dO3aXjPPfcc2zfvp358+fH23zf56mnnuL222/nV7/6FY7j0N/fX5OFb9u2jfHjxwMwfvz4OrZ4laU+dJ+dmevbtm0jm82SSCRQFAVFURruUz1GIxiGgWGMMmQN7MhbQjoUoRKWkBU29lfIJXVyUfZWDgSBDISt45mHT4tNN6o90KntSTKaQhhpYX/nqdcaBrBUZGRxzuIZBOGuCYtkTZU1b/Yxc1IrFc9HV2RcX7h+bSjYHLRHG9mExrYBm7a0wX1/3MB79ps04nFLUV9fBSRdwQ58jIh8VhWu+dKJc7lrJznVhZ3tXH/CHN7oKZPQFTQVQknD8QKSmkzaUHECn6IHVz+4mn89aV5NqVuWYGveEqX0yGwkrStcPsxi4/L7B9XR0qbBZaP09R+6YGGc6WqyhCRrdEfnKLs+P1+9jaP3mdDYDCUEGw1kiYLtxSz06r9/3VrggD3bsJ0QV/bRVJg1KUcYgu0LHfmKG6BGlRBDlfm35X+rISjGhjDL/8YVxw6W0asa9fedfTA7yl4N2e1n5xxGTlfwgQWdbSya0cEVD7xYl4Fff8Js3DCoezYArUm94fbhsKt/P0000cTweMsBfNq0aWzZsqWOnd3b28u0adPw/V0rpb3jHe9g9epaecszzjiDfffdl8suu4wpU6agaRqPP/44J554IgCvvvoqGzZs4NBDDwXg0EMP5YYbbmD79u3x9Tz22GNks1lmzZoV7/OLX/yi5jyPPfZYfAxd1znggAN4/PHHWbp0KQBBEPD4449z/vnnv4Un0xgV12dTX4VcQoi5OEHIr9dsZcmcCUgSke64y5ScyTEzx/KhQ/Zgy8Ag+SitC9WylCa+YAcqDqDzH89u5IU3B2JxkkLFpTWjoYQgyQrPv76DA/Ycw47KKNKglktH2uCgaR0AbM3bQEjaFG5ZWVMlqQm/8LItkdRkTjxoKttGkxy1XHQ1pOBJqLKHqRoUKhZFV2TJVx47c1gt9Kt+voZLluyDpsj0FERVYH1PmYQG01qT+Aiv7z+83s8RX3my5vU/PvtgprWn2Fawo1K0Gx+3EYaqo+3KftvzNrYXUHF9cqYaTweAMIT56knz+PoTazn7iOkAsfmK5Qd876nXuOCoGRQcn5LtMTaqFlRFYI7cW7iBfO2xV/ngwXsgSULedkprkoGKy9ptBWaMywBRq8RUOXUEQxjb9Wuuv6pRf9K/DT6z6mibD0LtTla47P7VdfK7y9d2c8WDa/jy0vpe9+Gd7Rja/5iJ1Caa+P8GbzmAh2FYl32DYJO/lVJ4JpNhzpzaL4NUKkV7e3u8/ayzzuLiiy+mra2NbDbLBRdcwKGHHsqCBQsAeNe73sWsWbM47bTTuPnmm9m6dStXXHEF5513Xry6/+QnP8ntt9/OpZdeyplnnslvf/tbfvrTn/LII4/E57344os5/fTTOfDAAzn44IP5+te/TqlUilnpfw+qvUGhY+6RNBTOiHqsA2UXPWOInnUQcs1xs9jYX+GR1VviQHLwni187j0zkWTROz7/nlXccaqoWrywKV8z7vTYxUdw6YOr+fqyLubvOSa2MR0JGVOjpyhIaYoS0JZWcDzRt07rCpoiE4QBZdfD9UFGEhaku3BcPyAuyxcdH0nRyChQtGz236OV+1e9yVOXLK6xI03pCp+978+4fkBrZKVpBS6TWg0xbw0UPHFfB+/ZEmfgQ12/bnz0ZT519IxoNE7bJRb6ru43lIH96IWL6C/ZtKSEhWnaVLECn3MXz2hYrr9+aReVQFzr2IxBMbIV7SuJf0uuj+95fPaYfchHwdf3gtgQ58ZHX+Fn5xwW36vEKIYwx86q2b6zmUm1rC+FIYWIGxAkGV47f203Bbd2gR6z873mHHgTTbzd2OUAXu1XSZLElVdeSTKZjH/n+z7PPvss8+bN+4de3C233IIsy5x44onYts2SJUv45je/Gf9eURQefvhhzjnnHA499FBSqRSnn3461157bbzPtGnTeOSRR7jooou49dZbmTx5Mt/73vfiETKAk08+mR07dnDVVVexdetW5s2bxy9/+cs6Ytt/B4WKy4ubB9h7bJogCIXDlqbExKyK65M1VPotD0mirp/5h9f7cX2fgbIY6ekuOsMGZc8PWbmuB4tBK8uJuca9cqiVBs1XXBw3YM+OJHpUDa0y2kGiJanxxCvbWTp/Mo7r0pIa+bhJXaEypDycr7hMzZnRDHyI53rc/P55De1Ib37/PPpLZexAiL/8dXuFfcamY/OQ/pLLnjmz4esfvXAR08dmSBuqcHsbQWO+iswQotxo+w1FvuJScgMmR69N6mKBcffK9dwUsdiHLkx+sHI9H104jWyiWhIXC94+X0jFlhxhYKJJggznBqHQwI/ON39qSzyuVSUUjmgI02B7wXL56ccXkIlIfBfc8zxfOWm/IfKtIwfifMWrsxO99qE1XHP87FGfXxNNNPGPxS4H8FWrVgEiA1+9ejW6Ptjz0nWd/fbbj89+9rN/18U8+eSTNT+bpskdd9zBHXfcMexr9thjj7oS+c5YvHhxfP3D4fzzz/+HlMx3Riah0WJq3PPMG5x08FQURRLWnBWbbMJgS96m3RCqaYYmN/xCTugaWiSLOXdSltQwTOdqBjlUG9zyvRHnmq3AI6mLj8H6Uoli5AFeLQ1nExp+EOL4AR9esEcs/ykD17x3Ntf8vF4z+5r3zkFFlI9TusKW6DgeUKxY5BImoaGOake6rWCTiYo6BcfHUEOKjiDXOdBQXS1fcTlyRgcl1ydElIXTusK/zBnHiQdMqRt5+9lzG0WlAYZltlfva+cgn01ojEkb9JYs2lImFc9HkeEjI/qki+vZMmARJkBToTWh4QfiehOKig0QhMgElBzwfI+OhMGXlnZhALKu4AX+sJ7oVfSWnLptGVMQ0gYqLmVH5uiZ4yhaXrzICEaZuUsaCid9p3688rNL3hoLvYkmmvj7scsB/IknngBEn/rWW28lm83utov6v4RcQuOQ6e28++vL+dCCPdBlhYLjIysqlu+RTaj0OYLE1ldqXMI1dYmkIvqU3zh1Ppbvc93SOVz5wIs1waaamQ8tJ28t2Fz30As1vfKh2deVx89mUlr0cnMJDc9zcVWwgZaURlJV2DRQQZFkZEmKM+o/vt7N4hnjOP/ozhrN7JLtYSgSYRBStD125G3GZI04Y8wlTApRGXe0fnNCV8hXPFZt7CdtqEzKmeyIbDuHyz4nZTQqgUd/2aUtLZGVRSvlsnfPrLP5rC5iTKDP9VGUxsz2QQZ5bZCqenPrmkbRtik6MD4zPOu/ujDREQu7aim9KjNbGjIXHQQhWVMlX7FwvADT8EnIChZghCGhrBCGI5f8ba+WcFZdhCz6yqA626LODk7YbyKaLPHnN/uZNTE3or56YhjBltF8xJtoool/PN5yD/zmm28eNnivXr2arq6mK9FQTGxJsGm9IKVtGSgzJZckX3FFsPQFiW1HwWZszsAcpoybUFTuWrmeDx4yFV+0RLn1t3/l0nfvyxeiUZ8q0/nwzvY4eGsIEtq6HSX+8/lNMbO96Pg8v6GPdTtKZE2VG375EucfPZ2prYn4nG92l+jsSKECE7MJSu5gSX7zgMWXHv0re4/JMKE1SdnxUSQfVZaZkEsQBCHbi3YcpNK6ggFsjgRrRus1gwgISV0lqSvctWI9x3ZNiHv6cijGrXZm7JuasOeUZQUjK2RNQSxGhvXovn81X1rWxYDlIQHffvJlvrSsCycIqTh+pP+u8oe/9TB9bLrm9XIQkq94TMgalFzImOwS6x8GxX00WWJ7wSVMgO35+FEGLEsSciQM88jqLZzcPjle+Jx17ypuPWV/fre2m6P3HcOsibmaZ/D8hj5e2ZLn+Q198bnjkbmwNsNevq6bq36+hhuXzqFrUguKxLCmOucfNQN9GBe5ndsLTTTRxO7HWw7gXV1d3HnnnRx77LE12//1X/+VK6+8kkqlXr7x/3ckdYUprQnG5ZJRtq3FYtZOEJBJaELdzFAbOnQVHZ8f/+lNPnDwVBH8kxrH7TeJL//ylZov2QfPXcANS7uQJSEe4yGUy+48/UBuf2JdHVP5ztMPRFdk8paHJKsMVCooio6qwoScyJRVBXRJwtRkQJR6q4YmZ/7wuZoAWrBFtnzc3AmkTY3VG/vxQmhLqoxNGbSmtbgvPhoypsZft+aZO6WF98+fFJf0J+ZM7lq5npMOnspdHzkgXkBUqw4OUHbFKJwti8c8WlAtRKN0EPL5Y2fhBiFXP1g/RnXtCbNJ6grlKJBuLtqkDBUd8KLRu75dIMJldDBQkHUFK/Bpz2j0FFzWbBng6H3H4nogS9BfFgumlzcP0D+zg3J06Eq0mPrxHzbwo48t4NqH19S8t9Vyve37HNHZUSNG84l761tJy9d2syVvMS1j0usMmuoM1VffnreY1GJScuqnDxq1F5pooondj7c8+3HxxRdz4okncs4551CpVNi0aRPveMc7uPnmm7nnnnt2xzX+r8a2vEVCV/juRw7ga4+9Sr7i0qYrpDSFLf02STVysTI1TrvrD3z23fuwaEZHzTHyFZdPv7OTtCaMNlKawr3PvsHB09r4+fkL+fn5C/nx2QswdA038HADC11WUGWhcf7NBhKtK9f18M0nXsPxA25eNpeUptCSSJCvCDcsTZEpWC5v9lrISOiSEFV5ZWuRtK7wjn3H8Ikj9+Jds8YxJmPQltJpSepMbU2Q1hRyusJhe7UzY0wSU9f4zas7SCsi+O2qa1fX5BZ0SeLsRXthIloETuBz+sJptGgK41uSfOH+1bzn1uWc/F3hriX6/x5l16fk+PEs9kgoWC4ZTSGjqWiyzBU7BW8QQe6qB9dw5uHT4m1pU/SNrcBHlyVKtrtLrP+MaVIILNwwxPWE0E82oXFEZwdG5GqWiDzXrUD4cydMLXKZ07jjQ/PJJjQ+ePBUrn14TcPKwpUPvogmD/55BwhOwnCe5bIkYUkQoHHrb17h8M4OJrYkaE/pTGxJcHhnB19/7BUCau9vqJ94E0008fbiLWfgl156Ke985zs57bTTmDt3Lr29vRxyyCG88MILIwqf/P+KvrJDSlOwkXjvvEnkkiJLlIFJbQks3yOhiB70fpNzPLu+m+tOmF0j+QmwZOZ4QkKSukLJcfnicbNxw5CrhgSbqja3hMpLW/NMbU8RMsJY0LpuglBocW/NW3SkjbjHLcki2GQNFWQJOwj5r+c2ctKBUyEIufq42WwvVCg7HilDJQzBUGVxzsguq+T55G2fcVmFA6e14SNMSrRQZJgj9ZsNxHXlI/10hjD3txcsxmYa24nmK65goNvCvxyGl52tImNqlCOhmY19FVZt6Of8ozvrytJ3rVjPF/5lJos6O+I2hQxYYYgWwuSUiSUxKhHOCUJ02YzL6YNuaJFhjCqMX6r3+/2IvW5EvNGSCylN4YgZHcOawSxf243jBzETXQLuXLmeL584t2YUroq0oWJHDnknHbRHXR+/qu6W0RXhJz6kbfPTP27gAwftmoBTE0008Y/Df0tKtbOzkzlz5vCzn/0MEGNYzeDdGCXLQ1GgZLtMak2QVMWXtKpAQlXwg4Ci6+N7LlcfNxsnCLj8gUHd8o60zv3nHEbJ9ZGAr/zyZa49fg4ecMUDtfrmW/NWbG85sSURj4CNhHLEZK64AZYXxKXqlqRQS6u4IosNgpC/vNnPRw6cSkmCVW/0MndKC1f/vF4L/Zr3zkGTIAhg9cY+prQnsBxfkOB0hW1lh//800bOWTS9sWIZkA88ZBSK0Yx20fHJ6QqlYFDBrFFZvGo7qkSa6yBaGKONvMlEY3O2x22n7N9QHOW2U/ZnQ2+ZT/z7cwDcd/bBZFIGSU3ljxv6OGBqK0XLHnFhUrRtglDBjjTiNUUiDENs1yVhCM5AUZIYk5ZxA4uUYsba7KoakJM1SqHw7ZYb6DEMRdHy6pTY3AbEt0UzOkhGqoDPv9nPfX/c2LBiI0sSJx04mU/d++e6+7IDB0iNeD1NNNHEPxZvOYCvXLmSD3/4w7S1tfHCCy+wcuVKLrjgAn7xi1/w7W9/m9bW1t1xnf9r0ZLU6S/ZtKcEG7pKBhubMdjcbzEua0AYkjAMNucr3P7b2nL37afOE8bPIeQtj0+/cx98YGNfpe5LVpIG7S3HZnWSuorrN5a+rCJjqvSVXca36BTKHqmodKsrMkFE0grCEFmSuHHZXHqjjLirQfAGUb695ucvcsPSLkLgxPlT6CtbtCQNuos2kgS6qpBLGXxz+Wt8bNFewKBimR+G/NsKkXG6fkB72sAZYglatoVm+nAktkwUiHRZiY+rMvLImw4MuH6s874ztwAGCV2XvXvfeFvKFOI8EjBvagtF1yeQFC79zz/XSbxWBWqufu8cyo5PEIZ0ZDRkZGRZGJvoskwuqeH7IX4IimxS8AK8IKRoeUzImfQ6YtzMjd670d7boe9LlQU/FAs728UMdwhF1ydtaAxUXJ787JF1xi+funcVaaO2mjFUjraJJpp4e/GWA/jRRx/NRRddxHXXXYemacycOZOjjjqKD3/4w3R1dfHmm2/ujuv8Xws3COjImFQiBat4PtsLcIOAsisyU8sNyBhaXZbYmjQoeaIUmjQUEpEX+ECDvm7aVOOs0/VDwjAkqY2cfSY0BT8BCUVBTymUI1GRgJCi7YvsVJbQVOKSb6EiyuYjlZrLrk/FEeI0rUmTYqSKNhAxsRZNb2NcLjmsYpkbeICE6wcUKl6slDY2Y9BddMgltYaZ8m8+s4gcgDxIqnIARZIajrwpkugPFyyPTOTbPpI4ijNkNCtj6oSSFy1yVAqWR3tKZ+9xmdhGtbowCcKQvcdlMFUFVZZQFNH7Lro+oSc82cuuKKW7Skgl+lwAERNeo+SIZxqfX1dYNKOjxkq0ikUzOkjtNPJVZcHvLMTiBgGOLz6bOVPitlPmN3xfbjtlPr3Fct25dlZ4a6KJJt4evOUA/utf/5ojjzyyZtv06dNZuXIlN9xwwz/swv6voGx7hKH4cmzPaLHq15YBi7aUTskWVqO+5yMr9UzeqjKWJEFbSqcSlXkNtZ5/mFBlJElCQki4Fm2PEOEpHlI/FvTRhdMoRUFD9F5lCpaHpoCMTMn26UjrqLKEDPREuuppU6VkuyOWmku2S3tKBFtdkSlaHq1JPZYATenKqIplRd+nbHtkEkocjGwvoCWtYMpKQxnRnoJLXxgwJmugyMLYxfHgtDuf5csnziVlDH7kS7bPSfc8zb+fdQhpQ8VUZbb0j0x421EcnNUuOr5QRguF4l7KVDEk+NgwzmfXL+1CC0M0TcaJJGmr89OW40WuZ5DWFHpskaUrskTaGNRcH5s1CAPoLtqkdIVzF08nCMO69/bcxZ0EwDc/NL9mYVWwXMZkDMqOj6bITG1NYER2otW+/mhz7I3QnANvoom3H285gFeD97p163jttdc44ogjSCQSscRqE7VoSep0F21ySY2ErKCoIfmK8LWWEKSuMIR0xmiYxSR1BSRQZQlNluiJsrHl67rrBDcsL0CSoVVRKCL01wfKLp+6dxVnHj6tZiyo6kT1/TMOwnJcbA8CUyVjqHgBeL5PLqFiyBIl30eV5JgMZqgyCVXh64+vHbbUfN0Jc3D8gKQhJFXThspFP1nF906dTykIcQJ/VMUyoRAmzFSqBKsteZvxWSF+MlwPvEr+Kjo+KV2mu2LTXXQakrdABJ/2tIYbBkxoSTTcpwpdGVw45Ssu6ZxJIqpSmKpMKEvDOp9d8YCYOXcQynJDSYqKjNCOL7voGfG5qIqimaoMgfCNdyJt9EyUkZ/1gz81fG/P+sEf+dk5h3Huj54HYFFnO7efuj+5pMaSW4YIuczo4IA922jLaLFb3K7Mse+M5hx4E028/XjLAbynp4cPfOADPPHEE0iSxNq1a9lrr70466yzaGtr41//9V93x3X+r4WuymRMjYSq4AFuGCArWuwy1qqruBCT1HYOykldIQQ8P6Ds+WQSKilN4eXNA5yxUIw0Vfeviop4CH/mjKHGM9vDsZUzpibKub4oI49N6yDBQNlhbEbQnpOKwoDlkYt6qmEQUg6CEUvNrh+Qr3i0p3V6ig5j0jpf+JdZOAiJz7G7oFiWNsXzKzo+ZcdDS8tkTHXYFgIMaoSL5+FiqsYusdB1WcEn5Pk3+xrO4oMIdqs29sc/V61eTVnCiCxTi87ICnOFIddW9dlujRZzPoKd7/hikaRKEhXPx/YDHETJfEvBJhu5oG0ZsEZ8b4dmxWISQeKGZbUGQsvXdnNNJOQiRX7kI6FRpn14Z3s0R99EE028nXjLc+AXXXQRmqaxYcOGGkOTk08+mUcfffQfenH/F1CwPHYULCqeUPVKKAopXWFzf5mMpuAC33hiLYTQX3E46/BpLBoyH63JEl4gsq4wgIrtogBXHjeLe599g/2ntnLn6QfyzQ/NJ2UoyIEv/MVNFVlhl+atE4oYWcomVNEP9YT6mOUG5B0fGdGHlQA3EDNgjXS2d77vpK7g+gG5hPDO/t7y1yg4PklD3aVML60rKKEIGq1JnbITkIosQocLGGEUhKoBMgx37RkUHR8diQOmtnHuUdNZuNP+i2Z0cMPSOdy1Yn28La0rbOitECKCbwC7FACHSt0+9uIWVMRz7SvZ5DTRLtAkCZ8QU1UoWJ7QLndFJUNXZLzA2yVHuKFYvq47FqGp2b62m6LjE0bKb2/lmFUW+qTW5DCvaKKJJnYX/ls98F/96ldMnjy5ZvuMGTN44403/mEX9n8F+YrLK9vymJoKYUgQhGiaREvKIJQlio7Pv8yZSAg8u76XBdPaeE/XBD4alUQHLGFBagL9QUBCU/nZ8xtZuv8UPrtkH0IkwZ5u0cjoCgqgA0lZBBUCnxuWdnH5MGNNUuBT8CCjyqQ1MaNsuT5ZQ2R7QRAiy6KkW3B9fD9EliVaUzodaZ0vnzi3ziDksp+9QNoUgcaORtOKrs/8PVvJR0zvLbvgJ57TFVxZImNqeGFAyfZQVeI+eiPNbnlIEKoG5s39I492FSybgi1m7K97eA1dU1pitnnZ8VFlifU7SkjATz6xICbBWZ7HmJyBHYTxfWZHrsDHATCtK+jABw6aSiUIqLgBuioWdN35Mm3pBLYfEIRCDjcE/FAMBdp+QEpTsVxnRIJiX8mu216wGhugVMVudsXQ5dELFwnxG1NMK+ysEd9EE028PXjLAbxUKtVk3lX09vbGHtxNDCKb0FgwrQNFlpAliYGKyyTTZGvJJojIbZPbEvSXXcIQbv/tuhrhlW9+aD57daTQdcGaziVVjps3mbt/L4hepSgzlhBleCKWei4SDOkruWiyww3LuigPGWtK6goDpQpeKAv9bVPDcW1UVccPQhSEuIcYyZLRZYmi68cZ3PiMwY8/vqDhHPiPP74AQ5aRJZBUmbLnk7c83j1rAoEUUHK8Xcr0Cp5PEIigEgKYkJYVfF3c6wWLp3NjdF/VrLa/bNGSNAmBfKVC2ZWx/YBP3fv8sIYuX37/fmQTUHF8fvPKDn7zyg5ueWxt3TX98sJFHP+NlfHPSV3h/nMPjTXTARKavEuOZl7gU3Q9kFTCwKfihrSldIqOz9hMgjAUwTYIQyZmxf1s6KswJqMzUBbEyLN/+CfuPXsBX3yofjzuhmVdnPit39ddQ9JoLHla1a33PHfExc5AxWJDn4OpKTy1tpu7Vqzn+2ccBGNGfDubaKKJ3YC3HMAXLVrED3/4Q6677jpAzB4HQcDNN9/MUUcd9Q+/wP/tSOsK/VZAUlNQonL4m70lskkjDjq2G5AyFLom5fj6b2oDhxExw/WIda5KMlvyFnf9/g3u+n1txeMnH19AmIDAd3ER5LG2lMENj7zEvkMML6pmJq9sznP5cTMJQ8Fq1lWVsi0MNSxDjtniRcfHkUFVRCYuKxBIjDAHvkYYZxBiyBIhkdJXNKJm+Ta5hDFqoNs8YCEBskwUyOWoquCSUFSMSEp1Zz/wl7fmCYE92lMk5ZDfrd1BJqGx+F9/V3euRTM64vvckq/PWIdi5+y17Phc//BLfOod+8Sz6X98fYAblnbx+9e6GZs14/G6bQMVFnZ2oAHFwCMIJBKazraCzcSciaL4ZGSJHRWXtG4iScSMeTfK8G0vIK0quIZoE+zVkSShyoOLsygr7i879BQtuou1bY6Fne2Yan0AXzSjo0bLfLTFzrk/eiY+3m2n7L9L2vZNNNHEPx7/LTeyd7zjHfzpT3/CcRwuvfRS1qxZQ29vLytXrhz9AP+fIZvQ2Jq3aTUleko2LSmdFlPDDUIURRKa6HmbMWkdCerEScZmTHRVouL4bOorkzZV5GHU1aqz0lW7zbLjo6kSHzxkj4bjXmdEYilhKAJsCBiqhO36qLKCI/uU3GjUKRQGJ2EkOTpaD7vsRONxQUjGUFF1IYEKkEsYbB8oj5jplRw7Dgz9kc1qVjcpuD4pTZTQr2hAgsvoClPaUrzvW7/nZ+ccRkJVeGVzvo7wVz3X9UvnYHk++YpVM2LWCI2y1+uXdmF54hlmExpTW9O82V/mF6u31JmhTG1P0p7WKVR8xqV1gug9Kzo+hipjDfkZQJNBkWXKjtB1f35DH3u2myQ0BVOTuPn987hsGBa/H9aWtatuYjubiVV7+37E8ie6hkaLncM72+N9qs9SAr584twRn1sTTTSxe/CWA3g2m+Xll1/mW9/6FplMhmKxyPve9z7OO+88XLc5C9oIHWkVJbDIpQxMJPpcn3RkfflmX5m2tIEmS0xsTdTNVh+8ZwtfO2keWyo2B05tpeD4+DtZQlYxdHyqELmWBQEN56WrP1957CwKlkdLSqO/5JI1hS94MSKvDQwZdSo6PomIFT7a3G/BcpGQMDSxvyRBe8pge0Fkuf12wNcfeIGbls2tk1L9wv0v8IVjZ8da41XYkTJc9fYbZe8hsKm/Qtnx6S05jM8ZnLVoGv+2/G/sP7U1HrfKJTTakjoEIUlVwY2MP96KF3ZSV/BDUGXoLbmMz5q4ab2hktvytd0EYchVx80ik1CRZAnfD+NKgyJBKtII6C1ZWB5MyZlUAh9Cn5QhbFWP2nsMY9IGkjT6vPZQwZaqm5gOtdsLdqS0J+OHIWbIiJwJLQh59MJFcfVIVSQcr9kDb6KJfwbecgCfNm0aW7Zs4fLLL6/Z3tPTw+TJk/H95h/zUOQrLpqs4KFguz6KJqQ+FaDg+hAKFa6C46EpCvdEzPJqoOmamKUSCFa4HYSEwNN/6xkm0AwGhGxCQ5XFSNJI415Vhbc3esrs0WHi+xI+QkKzJaXFbOkQ2DJgISe1mvnl4ZAxxYiV7XpUHJ+ECuhaXCXY0l9hUmsSK5J6rS5JLD9gUmuSpA5W4JGQVVp1Qe7KWx4pQ7DQh9MBHzqn3J7WsZwgnpWuVjUMVebpv/Vw14r13PfJQ2k1VMp+gKHIXHDUjPjZVLGws50LjppRN7LxxeNn4QU+INGRNihULDRFG/F5ByEkdbGoCcIwmnUXz7Lag25LiQqKi5CE1RMKfhgyf2oLLUmd3rKNoalvaV5704DFFx9awzXHz66bh3/kU4eTNVTcwGdD0aUtFTTUqHf8MhvLMu//9jPxa6sZfxNNNPH24y0H8HCY7K9YLGKa5t99Qf/XUP0i1VUiyU3R15YRAWlCa4L/eOYN3jl7PAkt5NSdyt2PXriIlK4gyzBgeVRcn7tWrOeOU+dzbNcExg3ps/oB+PiRopmMjERfeeS+bskW8p9ZU8WUVTYXhOd2NgFJWQZVEqIqVTlTyyOX1EaVaE3pCl4QkjFVStFI2JbIz1tV4V25MRw+Y8ywimVJwAtDCtFrK75oCXSk9RFNPPIVl9WbBljU2YGuyHRXnBFnpcu2j+95uIFEMmOgyDT0wlZkUGSpxonLVGXUaJJgS3+FvTqSvNlfGfnzYHlkdCNehORSKglFPCuGVDqq91xdD0tSpKgnBZi6GkvS7j02zR0fno/nhzVZccV2mNiSiLdNH5PiU69ubyjEUomMZjK6QkcaFElh00CFlKHih6INsmmgwsRskvZU7eurGf+XT5zbHCVroom3GbscwC+++GJAkNauuuqqGia67/s8++yzzJs37x9+gf/bIb6oYXzWJKmLL9m0qWJLErbnU3EDPrxgD/HFGtaXu6tzxTldeGnnEpGYCiG/WL2lJoD+8tOLICQ29Mg7/i4ZXqiyxMSsScHxaUmK8nk16634Ynbd1IWFJWFISlPoLtpcedxsrnu4ngF91fGz6SnajEkbcQAuOr6YWw5CTFnBBq5oYAc6tASckKA7uv98xaUlqfHUX3dw9L5jKbt+wypEJqEhSXDuUdPpKdpkR1EIyyRUFCXA8GUqvs/YjIEfhqQMNR6NSxkKYzMmFd/nPbcOqpg9dMFCVFmQDCVE4K24I5vHpE2VQqSmB0KDvrdQJpU0SEfv26YBC9txaU+bbC4K3oAqS3zuZy9w/zmHoSBU2eZOyg6rW3790i4+/sM/8dftxXjbbafMp2jVj+9lTJX+soupyuiyghWE/G1HKV4cVlyfbQMVxmRMTLmeB7BiXQ95y2PSiHfeRBNN/KOxywF81apVgMjAV69eja7r8e90XWe//fbjs5/97D/+Cv+Xo2pvWXT8WHKzbHt4QcifN/Zz4B5tSJIYAwuoL3dXS86OKzKpnpLDlcfO5M4V9X1tIh9uHeiJyp8dGWPEvq6myFQ8P9Zrn5Ax2FKwyehCR7yv6BIkhYSoT0jaUCm7Prqq8KHvPcOXT5xbYxCyPW9z6r89ww/OPBgpOmZrJL4yMWcyYHtxBt0oe69ur2ah1fvPJjTSmsLWAQs38EGiITFNIuTAPdq44N5V/PtZh5DQleGV1To7SGsKIQouIZossa1gc8dOo3yLZnRw4TtmMCaj17y+ZPlIkk/KUBmfNdgyYPHCm/0jKrlVWxyTcmI0rOj4tGWSQokt8AhlRXAXQlGBqAZ6WYIPHjw1zqAzusIdp84fsQ9+x4fn886vPVWzrZEbmabItGU0FFl8BrsL9UE+jLZPzDUedG9qoTfRxNuPXQ7gTzzxBABnnHEGt956K9lsdrdd1P8lZHQlthCdkDPRdAVTlXGCgHfOGi9msEPQ1JC+Un15MzWE9ZvQBP+8a3ILn7//xbp9Q8BUZHocH0VyySY1SpbNDSOJmFQsLE94Z+eSGlIkhFKIA6g4cE/RjpW/qq5b+4zPNNQXrxK+Sr7INPuijNMJfGzXx/XDXfKyhkFiXiqaaz/9kKkIl/Owji9gqDLL1+3gwKltfOnEuZiqjOX5XP3eWXzxoZdqXLsWzejg6uNnUYpmzQPfRU+Y3Pqbv9YEbxAENEI4Z/FeNds1VSKpq2zur6DIiZrsP6DeYOS8ozrREIuy1Zv7mDYmG1dYTFUmCBVcNyCliRK2KutkdYUAMUp26F7tFC0XKSp3jzYJ4Plh3bahJfTqJEJvyWZyxqQShECIrio82oBFf/E79xal/gZoaqE30cTbj7fcA7/77rt3x3X8n4WhyGwpCFKZAlQC0ddMagrfeGItFxw1Q8h4yiphWK+S1VuyaUsZSIAXhCiKTF+5sYxpyRb91W7LZUIk/oGmcPVDa5g3tZUzdjK8uDYiNamRwloqEoFJRf1qGFQzS5sa+bJLSKQBTsj5R3UC9YSv84+agS5L9BQ9xmR0KrZNxjTZnLcYnzUpuz7DUCliVOeqW3Qh8/r9les5dcGeMZnN9vw6vkD1/O/YZzxffeyvHL3PWI7ctwNNkjl+7gQuWbIPIPreCV3BUGTcwGdHKaoOWF5d8K5i+bpuLn3PPjXb8hWXtqTOz57byOmHTSOhKxy4R9uwBiNnfv+P3H/uYaR1BS+QyJfduMIQGCorX9vB/KltALyyqY8j9x0X/4HmbRtDlWlL6UAQm6GMhEKD3xcsl3vPXkDaVNkeqeb9+1mH4AJlV7Ddv/brVxsvYoDrls6uO+ZQgZommmji7UPTgWA3o6fikjYEi7cS+JiywtaSTRjCx4+YjooIvJoK47JmHTGs4gZYvo8qCUZy1lSFQ1kDZBIqfuDTnjZwghA3kuL87Ss7+O0rOxq+5rNLRMD2lTCuFKhyGAcWTRXXNzUjVPYkSSxKvvO71zh3cScXHN3J56ISesZUKdouk3ImCmLMalNvhantSWSgLa3FhLbhetgggrAsRe0Dz8dzPT5y2DSKjgeSRMUVZetP3fmHhoFyoOJSqLgsnNGBIYsFzKmH7FE33lWtQuSS0ejdMDKjVZSs2gqJhCD4feHdMym4Ph//4Z+45eR5oxiMeIDHnIk5rEh+FUTF4eu/Wcf95x5GvuLxjlkTAeFlLkrpJqW8hesLUaBuyxp9EqDB7zOmFvfxF3a2841T9iejKxQcn5ItZGOHXcSs7cbeqcdf7bebWjOAN9HE241mAN/NyFvCIUwDiByv0qZKviyYzP2+CHzVQLOzd/eqjX0c3zWRjb1lxrcoaIpOGAYNg19CVXCDAM8P8PyQsusTDFPyrKJgCfKSJkv0lATT3PaC2HlMkxRaUiEegkgXAGXP58QDJuGFQcN+8fUnzMEPRZb7lzfLtEXBv01XeKNiIUsQBCFnHT4NGWpf39nOGYdPi32xvSAkkBUqjkfZ9skaBilD9IQP2KO1LlAmdYUlMzu47ZT5vN4jiFizJuYazsKLvvCL3LR0DpsGLHLJkQPizr+3/QDHC9GkEEOV2aM9SckZeRGQMVU0hdiYZKBi0ZIwkSWYMzFDSlPwg7Cm1C0BngoTsiZb8hZBKAKxqkgjTgKoilS3La0r/OTjC2IntO+vXM9Fx8wgH+kG5CtenZjQUD/xfMXjF0OY+BIhigRjss0JlCaaeLvRDOC7GVlTxQo8bCQgxHYRymQZ6CmIEueYtGB+//aVHazdVuSOD81HVWRhUpIzMYApbUnylkfZsUkbKucd1YksSTV93Wp221uykJFIaoI0NxJE79Kn7EpkTOG93VMKsAOPtK6y4q9bOXzv8ViBjy4rhEGIH4DlBlz94JqGpdYrHhRBUQOmj0lRqIjSe1pXIs1tj7a0RkpXaoxbDFVmW94ipStosjDJcDwhKVqwPDIJ4WImAQlN4dPvmM4X/mXf2NClShjUZInP3b+aK4+dxUDFZf8pLcNmxMvXdlNyRY/eVGUWdrazakN/XQDbOlAhodZOgk9pTbA9b6PmZC77z79w2ynzWbN5gEUzOmrelyoWzehAj2xCu22brK6iqhq252FqCl89aR4lzydjqGweYvYiyxLjdYM1mwfYoyNN2XbpyJh876nXRlSzu+Ce5+u29ZcrnPzdZ+Nt1y2dgx0EMUkwDMI6MSEYlE1Nm0o8sy8Brh/SU7KY0p4a8XPWRBNN/OPRDOC7GdmEhuIHuAg3qT7bRpGFhGrVucoJRD+1I63zvdMP4tqHBzXGH7pgIWUFwlAmG7HYVTVkkp7gPXPG89HD9oyDX8FyRZA0NQxFJkTYke6KuUZPyaYtpaMCfhDgeSoZHY7cezwD0cKgSmwr2R5jsuaIpdaS62OqMhMyJuVIrrXo+CQ1hSAIcb2wzrilikWdHVxx3EyxmLAsTFVmR8FmfM6MM0XL92lLm1zxwIs1mfWPPnYIbSmdlet60FU5Zu6PhLzlMT4jVOI+dvhemJrM7U+sqwlgizo7OGRaO9//6EGUXSF96ochHWmDouVy3Qmz0cKAORNznLtYJwhrSWyLZnTwxffORgqhFNm1Vnwfx3GRdA0DiUK0OCm5PrmksEKVJOJnN21smpSqkNQVegoWZy3ai+sfbsxvuO7hl7j1g/uzo2DHWubfe+o1PnbE9PiaVqzr4coHXuTGZV2YOkhhSNJQh1Xuk4AblnVx5FeejLcv7Gzn+hNqPcabaKKJtwfNAL6bIXTFJdwgxAsCsgk1/kJORXO/5SgD/PKJc2uCNyDGswyVsuOSyZnxaxqND/3mM4vwghBDEQ5cWU3BDUOuee9srvl5/bz2Ne+dQxCGlN2AlKHSU7TZM2uSNlWCEHojPfP8kFlsIJqRHrlUXLA82jIGPuArQvBk84BFQpVJ6Aq2F4xIGAtCsAKfjKlRdn3a0jpaZCXaoik4wOcbPAMpFLP2B+/ZQl/JZmzGJDdKrzipK4RBQNJQWb6umz+93lsvhbqum2seWsN+Q7L5f/vIAew5xiSXMNg0YOHJMl+4f3Wcwe8sBqPLg0E6FY3ptadMNuVtVIV4XC5fduMxMxCVlYFo4RIiTFSSpkbFDWL3tEb45JHT+cB3n6nZduqCPWt+XrGuh5Ljk9Bk/EC4pI3EbLfcWh7AynU9XPXzNdx+yv7kknrD1zXRRBO7B80AvpvRX3Exo6zTUCV0TaEUMYj/+Ho3R3eORVFCkrLK+KzZYA5ciQldduBjSgp5t/GXrCEr5G0PxxOjWglVxvICPvS9ZxvOa3/wu0/zo48dIrLahEZrWsNCMOS35m10JcTxpZpZ7Oq+oxl/pAwVC0CCnoJNR1rIqCaikn6vPQphzPYYpxvoOmzI20gStCY0dB1cRFBbtaGf84/urCl1T2lLUnR8bj1pHpUg5DtPvcbHj5g+bBVi0YwOTFWh4geYqsxBe7bVOcJVsXxtNx89bM/45yltSUxZifrZGuUhY12NSvZDfbT9IESXhU96SlcEQTEh7jub0PAJkQMo+wGSLN7/6sKvEE0ZbB7FU73RyFfBcmu0zAWh0KLkiPfTaqDUNhSNFm7L13bTXXSaAbyJJt5mNAP4bkbW1CjbNpYnoSqqIChF+tearLClaDM+a6IBJaeeQJTSNQiFBroqS1x6/2o+dfSMhucqRkzi9pSO4weU3YCC5dJddBrOa8MQsxKJ2GVMlsUYV1pXKNheXGav/ivJQDCy8UdVmQwgndBQZIW0LljVAIlRxo6SuoIX+EiyQtpUeb2nRMpQCXwXWdEo2W7DXu2jFy4SY1qA6wf8x7Mb8XyfG5Z1ccUDL9bNgl97wmwIhcytLIEyynx6ylD55ofmY6gyuiJHz1z4do82GlcN3mJ/BVmSKEZGMlXhGgnI6goF16doefhD/MC35m3CMCSTEGz+XXmGO2MoCx2i3vjSLmzPZqACaXOUYw7jJ94UcmmiibcfzQC+m9GR1skrEl7g0130SBpKHBzn79GKHwh/bt8XQX3noPTvZx5MR8ZAlsHyiMlajVDtD7tRNrmjaI8qsJGJHLBABNw4w47mv1sMlT7LJmsaOIEIMl4YYodBQyW0qjgIEuQjve4xGYOS66MpUCVp6xFhbLgFgKEqaFHJ2VRlcmZtFWBsxuCW36yte3119M31xP/PnZTlk4v35otR+bvKGcglNKa0JihULLIJUwQ7CQZG8QQv2R7n/kiQw+77xAKCyEZ0KIbTJ0cSMrKSBIWKCPppU0WVoLfiUizbdOQSBIgWRNXiNUCUtjOm+DmrK2wp2KM+w6Su8M0PzY9Z5C9vHqib116xrofLH1jNl5Z1EYQ+uiqPyJkwGviJQ1PIpYkm/hloBvDdjFxSZ/OARVpXSOohge+TNHWCwCdfEUIn2/I2b/aUOHiv9joCUdpUIXBBEoHrO6fsjyc1JqbFcqMFG0lW4+A8GolND2wqqHGwSahAIIJPRldQFJUwCNBlBQWhh69qCvc2UEJbtbGfe599g2uOn42WAdcXKm5BCBNzJt0VUfbNmArXvncOV//8xbre/BffOwdVAie6BjmpMS6n43iDVQDbDxoGrvaMhiEr9FQsFFnitlP2j7XCd56FP7yznZuWddFdtMklhR/7toHKsEFx0YwOVm3sH/LeiKAlIQxqVFni5AMncc7iGQ31yW9Y1oUOlEIxsx+GohcuR+/d8nXbOb4lSb8j5tyfe72XI/ceE5MH3dAjaahoiErAr1/aOqyYzgVHz+CR1Vu45bG1Ned/eWu+7r5WrOuh4PioUogCXHvCHK56sP59ufaEOTQK34tmdNCRbpbPm2ji7UYzgO9mvNlXjslfCV1BkwX7OKWIgF6KZEYP3qudTf1WXV/X0BTSuo4XCHEVT5L46/ZCw/GhjK5QjubKk6qChsjerl86hyseqP9Cvn5pFwpQDHVURQSRTGQdWj1fNXgQhihBgCtJeKFDUjK48rjZXPHA6poSdjVQOIGHLqskZeLMuxqoAPrKNnct/2tDBvVNj77MtcfNilsNIULExtDBACRdYXO+cf/XkBWsQDzTX63ZypLZ40e13dRVBV2WkIOQw6Z3sGeHGInamUV+wwlzePdtg+XntK6gAgOuT0iAHcD5R80YVp/88vsjLXIpMoYBKp6PH4hjLd57LE5EwsslNPab0iIc2aLydNpQkYIQW5aQgL9s7Gfe5JaG7mnjswbf+d3fas5fnXlvhILlRqX6kOseeqnh+3LjL17m6uNmxnPg4r0UCn7N/ncTTbz9aAbw3YxCFITyFcEsrgZEOwhJ6ArbCzaTcsL/ecCq7+v+8MyDkTIGhjrYG73g3j9z71kH1Hk2q0Bf0SVrqlRcCzQTJ/DRJYXLj50Zz0tXBThUSUi7eoEYcUvrCgQ+xajMbaoy2ws2Vz+4mq+cNI+7f/86Zy6chiwZXP7QGo6ZOaahb7QOfP6RV7lkyb4xQUvXhTtaNYOWJWNEBvWlS/bB833aTCECU4w8xUNZwUSUbA/es4V/PWleTArMJrRYUW181qCnYO2S3GhHxqDs+yQVJS61X/bufQHB+FZlib/tKKJI8JNPLIiJgBXXIqGZpDRxz3nPp+iNzOIuxu+/T0ZW2FoWpfTegs3k9iSb+yu0JHWQIGkIK9aULqojUhT4qzyFz71nJn0lm7rW+zB9/OVruym6jUlqGVMs1mSJEd+XS5bsw7/s3EPfySCliSaaeHvQDOC7GUXLZXykUqUg+rKKJAQwcqZKLjL5yFdcJrUkuOnRl2sCgBeVkSfmTAIEAa49pTM2laDKB65+gVdNQzb0lpk9PhPJY3rc/MvVcaCTIBpjUrn4vj9z6btnCmW0EDIZhT7Ho2CHyLJEi26QTWj84fV+yo7PGQuncdfK9Zx00FS6CzaHTR8T982z0azxefc8z5ffvx9j01ocPDUVspJC3nfRERl+wfIaBuCUrvDZ+/5M3vIYlzHIV2wMQwSwTLQAclRo0RVufv+8ulGyn3x8AYnoGN84aR69o7CqMwkNXZbYMeDiJwZlZ6ul56F49MJFHP+NlfHPKy5ZTMHxuew//8Idp85HlWV6SyP30AuWixR6pAyDYuCT1BUMXcLzo/EwXaVNF2Ny+cj/faDiMrElAeEgT2FizuTpv/Xw5KvbOfGAKYzNGrGcLcBXfvUqZx4+rY4N34hFXm2lbB6wRjWZyVdqX1+tLNz8/v3ENTbRRBNvG5oBfDejPS1kVNO6Qn8UYPOWJxjLoUcmYbJlwIrHhHbO3p7f0MexXRMoOj6qInrid585HweJLzQIXhNzJuMzKkXXx3Fd0qZQJ6t+LQ9V0TJUmbSpoisythfQ7/hkTANJ9vGDkP4oW7z8PTNiY4y7fv8Gy/afMKwPddVz+ryj9q4JNqVA6HkHQUC/F9KaUhsG4MM727n5/fPwQ1/cs6riekRuZmFcyfCh7vxALBF60Tv2xome+1mH7cHpC6fVLRR+sHJ9XAavVklGws7mINXreWFTnnLkajaqPrkpHMuqz2ZMxkCXJZ76WzedY9LkkhoO0FuycHyJtKly629e5cZlc+PXtGXEbPyU1gSffuc+XPfQmjo52iuPn01PweL239aeP72TP3w1g656jI8mvduIhb5iXc/gIqOJJpp429AM4LsZrh/Q50GxbBNIMhNzIhuvZr1S5Pmc1gX5bGfctWI9px0wmdcHLMZGbHRDVrisQZ81l9ToKZTpyCTZnLeZkDXxA5/rl85l+bpuxmVNbC+g5PhsG6hw/dK5hKFPxQtQZOgrRb1WXeEPr/cyuTVJm67w7jmT4uAxpTVBS9Ic0Ye6WlavlstLQ9zH0rpCvmIxMWfy0F/e5EvRvkPnkh/+y5sct99kuisWY7MGPUVHZONROyIIQkpeYxJbUlNY119m77EZio6PY9ucdti0hguFG5Z1YQc2d/zuDS44au9R38udzUEq0YIMQJdlthVtJrbUG9IMPWf1mWyOFm1VcZfrH3mZn51zGEXLIwhB1zQMXfAHbl46l2LgxzPipqywtWgxviXBVQ+8WC9nu66H6x56iWt3cg5b2NmOJstiHn1Iy0MOQ7YUHSZnDEpBOCKzPTGMaUlzjKyJJt5+NAP4bkbJ9nD9kKITMLHFoL9so6kqGU0YgxTdaP43CMma9W/H5JYEDpGQix9QsgQTudEXbEpTeGFjBcMwSBmiV5rRFTb2V3hk9ZY6pvKeHSmmtCQoWjbjsgbZRCTpGtlill2fAV/Yn1YDzx0fmj+qD3U1IGtqSFpXcXyf3pJLNbmbmNEIAp9/mTu5biFQJdcFERHN8QJaUyo6osQ8IWsQwrDZsuW77D02E7clJuaSo5LKfvynzXxy8YxdYuwPRdnxaUlpHN7ZjuUFZBIq+Yo9rD759cu6cAKf517vp2tyC6oiUfY88hWPzjEpwR9QoVhxaUuZSIg/UA/oK0SVg6gHXjWdGUnNzvYGncOq4339ZYf+iovtBRRsj215i0P3aseM1O10WeJzSzppabCw6i8LNblGaI6RNdHE249mAN/NyCWEqMrydd3sMzZNSRJl7CCwMGSTzRWPnKaQ9wM0pX6u944Pz4+z2S15m1xCpb/cOHhVXJ+9xqTjOentBeEhffsT6xpqWwNcd8IcsgkVN/DJRQGq2/H5wcrX+PRRe/NGpPalV4NxAN2FUUrNlphH7yt6tKQlgkC0EmwvIF9xSedMZBrLwQ7N4lO6UFzTZYVeR+iHf/epdZyyYNqwpWo/EOIqrbqCkyBebHSkdb584tyaXvG2vEXZ86NnFxD47ojmIAXL4s7TD4xV37IJlfP+43l+8JED2ViwmJA1KdjwzSfXcvV7Z+P54SDBUJH45hNr+eSRnezRmiCjKyz/61Y6x7fG8/83PvoyX3jPTNpSYoJAASzEPWRMjYSmUIkC/piMQXdxZI33QsWLRWdWbeznU/eu4v5zD+PEbz8NDHq3a7JEIpr7N1WXbCLRcGF1w7Iu3KCe/X94Zzupph94E0287WgG8N2MtKniuD4vbx7A3X88bZqQGA1R6HZ8UsYgqSsMwzpxlKoYiKZCyhiUVW2EgYqHH4TkkhqmLCRQKyNkyyvX9VBxfRwvoCOlU/ICUrrCtrzFhw+ejAe0ZTQ8j9iJrCr5ORIypphHB6Jyr03GVGkdIhgz9B53RjWLHyjZqJFwSLWXvjnvxP/fKFuu9qnTuhITszrSOj/62II6nflqtn/aIVNilbRL//PPMbGuGnyrxLovntDFWT8Y1Bb//SWLGZcz8SWhuFeK1NPeNXsC1/x8TV3F44yF0+gt2kxsTVLxbRbvPZ6865PShFHMpr5KjY3onzf0MW9qK4WKy7icSXfBYkzGJJuQ6Cnao8rZJg2Fc78z6Ei2aEYHhibHQX173mJSi0kY+IAcL65GHYMbgqqmvu2PTBZsookm/vFoBvDdjJLtYVkVrjpuNrIkMqrvPPUaH1qwJ0XLpSNtUA582lIqtgen3/3HGiOMagmzvyTY55XIR7pR8EpGM9xpXcGP/t06irJY2fYpOz5mFHAzRMS7qDeb0RVCnXh0KYjEVEYrNZdcn4ym4EZM6839FVJj03FQHQ0Fy6U1LfrffiCegRSE3HTcLLodn3zFapgtVxc3RcdHkoJhTWJgMNv/0rIuyr5PQlHQVYUjhrht7XxfQ1EJfG44YQ5ONBK4dcCi5Ph86t5VdWYm1Qz4Z+ccRhD4mIqBh/A8VxELlG+dsj9v5m1MVajujc2a8fvfXbBIJzQIgvg6zNGU2Ib0qxfN6ODT75iBisS0jpQgA05tBQSh0SSIx/BGW1g9dMHCeJSuZHts6a8wJmuM9pY20UQT/2A0A/huxkDF5UPfe457zz4YXRWP+z+e3cjx+02KGchvDoiM0sZj/tSWhtreIPqTgSoy4WveO4drdlIxE0IxEjJi5lq4d6nMnZTltlP2p+IOLggSmsyn7l0lbC1d0es0VbBU0ICiM9hnVmWXfEUoqW0esGjVlRFLzRpi3MjQZBRZIaGHTGxNUIyvafR+acbU0BSZ13tK7D+1lVZdwUUsgNp0hV6HhtnyUJJYQldoTSgNTWKqqKqQpXUFK/BGvC838GtK6N0Fl6/+ejVXHz8Hy/UiNbVuFuzVVnMOKRrNOmz64CKgmmm36wo9UU87kKS431x0fHrLDtmEFmuap1WFvOPRostikRaGXHCU0MWvU2I7agaSRE0J/bS7/sBdHz2IDw5xKKtWIVISZHTYNMriqlBxKdgethdQdsRxX948wBeblqJNNPG2oxnAdzOypnCp6i66pA3B4tp7bDoed3J84szn4z98jh+edTBXDlFNqwqjSEDB9QnDkF7Lw3IDzj+6s8ZhTJclrMDH8yHwXTxJo11TRhz5SkngpDRUWY7NNARJTLCki5ZLa1ojm4Desh05ZUGKsKGIixmCK4nybcnyaTMVJFkChKf3pJyJoQ9ew0hZ/Na8xYRcgg5dwQbCwKfkCcW5jN44Wz5m3w6uPW4O2YTGr1/aynFzx1NyRp45rzKo3+yzyOgyNy7rwgtCKo6oTmQTKmXbo7tQawrz6IWL4hn5dCRbu6m3xOXHzuKqB19sqFDnBj62V0vCy1dcxmWFXnw1eGd0hamtyfg9SesKeccnRKK7bDE+YbKx5GB7fkMlNtvz6S05sW57Fb07eaMPrUIoDXTdd0YmoVGInOQkSWJSzuQDB0xmcmtyxNc10UQT/3jI/+wL+L+OjrTOETM6CBFjXtmExjdPmy+cvixBSMroCvmKS0/JYVNvhcuPFXKVP/n4AiqeRyHwCQkZKLu8+OYAaVPjE//xHCvW9bA9b9NXdtiet/nzm73CUrTskk0IhTCLxvPS1S9uGwhDERSLjk/B8WOWc1pXaE8bpGWFNl3B1IQJS3ehTBmJz92/mvfcupwPfPcZ3nPrcj5//2rKEviBQzKyTVWQKNg2JUsEfyMEJ/DxA4sblnZxeGd7zXVVA50fWKRMjW89uRYLhI+2LJ5TwfFRgOsbvP7K4+dw6QOrSesKL2zsR5cV2tIqX3n/PFas62Zzf4WeksOWAYuV67r5yvvn0Z7WKNtiRO78H/+Z3rLL1Q++yLHfWMFJ33maJV9fzvW/eJlxObPG4SutKyybN4FsQiWnC4W4i965D1c/+OIwz/tFzOge2jNajU3rXctfgxC+8cRa8hUXNxBz/wQhlcDHDKPst+KiaRpr+8qkDZVzfvR8Xda8acDinB89T6WB6pqh1v/JV6sQn42e287PdOh7k9YVzvrBnzj3R89z5vf/yC9e3DqqC1sTTTSxe/BPzcBvuukm/uu//otXXnmFRCLBYYcdxpe//GX22WefeB/LsvjMZz7Dj3/8Y2zbZsmSJXzzm99k3Lhx8T4bNmzgnHPO4YknniCdTnP66adz0003oaqDt/fkk09y8cUXs2bNGqZMmcIVV1zBRz/60ZrrueOOO/jKV77C1q1b2W+//fjGN77BwQcf/HfdYy6p86UT51Kw3Lgn6QYhYeDRnlJxw1BYSCY0zjx8Gt966rWaL//7PnEo47MGihqiZyRaky0kNKWu1A7w1CWLRe85UndLAX3eyGSxguNjaHJU9nbjDHxizqS3ZGHqGq4srtvQZOzAoy0z8mjWl5Z1ibG4hIoN9JYD9mhNECJK4LqkYAeQhYZZvBFCHg3PD/jKSfOGjKXVCq5ceO+q2PWr+vqy4yMRYgc+Vx43m7LrktI0Ng1Y/GL1lpqMf1FnO3uNSTMpZzI2o7B8XTcXv3NvvvKrVxqy9q97eE2NupkT+Fz8zn14o7dEti2FDWzsqzSsKoCQMi24YnFkRNruIFoCZy7qpOL6/PRPmzhj4V6EyAxUbPJ4jM8K4ZpMpAsfBiH//uwbXLpk34afAxDB9um/9dZs29mMZSgKlsvKdT185r4/c/P75w3bRvjMfX+uu6crHnyR20/Zv6mH3kQTbzP+qRn47373O8477zyeeeYZHnvsMVzX5V3vehelUine56KLLuKhhx7ivvvu43e/+x2bN2/mfe97X/x73/c59thjcRyH3//+9/zgBz/g+9//PldddVW8z/r16zn22GM56qij+POf/8ynP/1pPvaxj/GrX/0q3ucnP/kJF198MVdffTXPP/88++23H0uWLGH79u1/931KgKbIlFwfE7BcHwcJVVZIKCob+itkdIVD96onJGUSqiBkIZjgecujYNkNs8+S40Okaa7LCl6U7Y2EguXSplbHtDQyCZEZhoGPrgnVuGKUle/I2/QWvVGJTgXHF+pz0czyK1vykWqZLdTVEGI0Fz2wmkVfebImi1/0lSe5+IHVGLLC3Sv+BsFgyduQBbO8GsT/ur3IO7/2VM3rC5bLjcvmYjkh9z77BrIs4wYht/92bV1gXb6uh9t/uw43CClGYirzp7YMe2/L1/Vw6JD+dnfBpej4TGlN4iFm+gdGed75iheXyXtKNulINvV7y1+jZHt87l2dpHWFiiv8vtOmxoDl4SLeV1kKCYD3HzCF6x55iY8unMbCBlWMa947m7tWrI+3Lexs55rja7cNRXWO+w+v93Ppf/6ZG5d18eiFi/jpxxfw6IWLuGlZF5fc92f+8Hp//XNZ2z3qSFsTTTTxj8c/NQP/5S9/WfPz97//fcaOHctzzz3HEUccwcDAAHfeeSf33HMPRx99NAB33303M2fO5JlnnmHBggX8+te/5qWXXuI3v/kN48aNY968eVx33XVcdtllXHPNNei6zre//W2mTZvGV7/6VQBmzpzJihUruOWWW1iyZAkAX/va1zj77LM544wzAPj2t7/NI488wl133cXnPve5//Y9DpQdLv3ZC1x4dCdIEilNoeL4ZAwjJjKZERO5UXlz1Rt97DUmDVFvsjo69Kl7n4+JadXss+oHXvE8/EAQp3ZF2tNGZN+Tc6aQ0ozEOqoOkbGmuSKRNFQGhplDr6JguaSzJtsLFqoMx8wcR9H2YKcFxc7Oa1Xf6rtWrKfo+Fx2zD64EmQTxEEvpVLHBh+KMWnBJ9AUifcfNAWZcJcETwoVl3fPGkPJHnkcyhzihz1YDRDPuGR7MZt/OCR1BTWSYE2bKiZi7v7ji6bjhR7H7TeZ255Yy0kHTMULQia3aPSVLIqOhKFCSlNZu73I2KzBb1/ZwTN/623IeHf9gG+csn/NtoLt8MsLFw0rKQswd1KWm9+/X80+CU3GDvyGwbuKphJbE028/fgfRWIbGBgAoK1NZDnPPfccrutyzDHHxPvsu+++TJ06laeffpoFCxbw9NNP09XVVVNSX7JkCeeccw5r1qxh//335+mnn645RnWfT3/60wA4jsNzzz3H5z//+fj3sixzzDHH8PTTTze8Vtu2se3BEa18vt5nGaC76PDcG31iBAjBPk6balwWBkH46nN8rAY9ywm5BNmERsmOZryj42QSGov/9Xc1+z564SKKkc56EDUmh5uXhsGeZsHxySWjQC9LBIHIoCuI3ngVluuR0hTCBLxv3ngueue+dWpdtzz2ChlTBNEQibaUwdUPreGcxZ20p3RkSRIe3xJ1zmsgMsXbTtmfku2SjYJ2WlfiEn9Jltgjo8Awo2yqLKRax2QMHM8nkCQKDQw8hqJge2QSGhe9c1/Kw7h1VTFUSzxmlFtCZS6X1NBVedjnvWhGB0ldwY5GtlRZworuy1BlNFml4Pj89pUdnHX4Xrh+iBP4tKYE+39izmRTvyAXliwxnnfm4dMaLoAWdXbE562SzTqSRp0Eb7U0bgKnHTKFsxdNZ3O+QspQCULwg5CteYtJuQRzJ2V5YVPjz/lbVWLb1b+fJppoYnj8jyGxBUHApz/9aRYuXMicOWIkZevWrei6TktLS82+48aNY+vWrfE+Q4N39ffV3420Tz6fp1Kp0N3dje/7DfepHmNn3HTTTeRyufi/KVOmNNyvaLt87/QDMRQZQvFlnVCEaEZHRGTqL7vkKy7PrO+tK4e2Z3QhSmKqIpuO7MTOaFA6TesKKUOlPS32zSY0tuXLDcvtg+piNp7nktIU+m0vmvdWKCFKxH4gGNEtukIuoeIFIR26wqeO2TcmsZ08hMT2qWP2pSMi5aUMlZLrc+ohe5A1Vbxohjmb0GhPG9y9cn3DXvPdK9fTljKwo0w1DHxKkbRq1hR99VKl8X1VCXgSNkXbx/O8hgYcQ5HUFZLRYqGqhtcICzvb0ZTBPxkdSEVEv2xCw1Bkvv6bvw5b1r7uhDnosoQii/OZqhxfbyVqU+QrLl8+cS6b+irkTBWZwX1EK8NDV2VaUkK9bdWGvhpS2aoNfdx2yv7kklot2Wz1VpwgZNWG/prrqvIWLOCTR0zHCQL+6/k3MTWFlqRYOOYSohTznVPnN3wui2Z00JF+a/3vXf37aaKJJobH/5gM/LzzzuPFF19kxYoV/+xL2SV8/vOf5+KLL45/zufzDb+E2pI69z67lpMPmkrSEMFLilTS9IjI5Jgic7trxXpuO2V/YAjxLPDR0OLedhX3PvsG+09trSmd2r6FhIYmK2jR9+lAWW5Ybk9oMhdUrT9NhQHXp2z7BGFIm64gRYprWwsue+QUPECTFfK2h2qoXP7Aal7dWuDO0w+skSfdmq8wJaoaqDL4Ady9cj3XnTAHxw/Y0l9mQkuSsjuyQpzrB3h+GD0vMUqn6+CHgil/4nef45EL6j3RLcdlYtrERaE1JWRYHX9kgw5THRRTkaPFUc17wBAltZIdz1b3Oj6KAmEgKhXV7DmhSg1NWvzAp+AJ1v9l//kXvv7B/WK72a15myAytkkZKildoeR6hKEUK8/lKxaTWxO80VNm33GZYRdAEkIidyiWr+vm6gfXNLQYrQq0JHWF7z71GhcsnkHR9QhjDzsoOh4ZXeUDB07ip3/aVPNcrj5+9lsmsO3q308TTTQxPP5HBPDzzz+fhx9+mKeeeorJkyfH28ePH4/jOPT399dk4du2bWP8+PHxPn/4wx9qjrdt27b4d9V/q9uG7pPNZkkkEiiKgqIoDfepHmNnGIaBYYyuPlV2fT5+RCe2H5DUhFJatSwstKcha6qossT8qS188edruOND81EVmULFpSVp0uf4SJJgPQOkZYUrj5vNFQ+srvkyXn7J4tiGs11X2Fa2mNxikm1QbgeRFZqqjAMMWB7ZhCibVj20q+XzvuhnSRLKbbIk8erWAvecvYAvPtRYnjQblb17IsJbT9EmY2rc/fQbfPKIaYzSao7aCxLjswZe4Av2NeAF4ndzJmZQpSRFRwSa6iRTR1q4vRUjiVLxjGXOP6oTqA/K5x81QyjkBYPOYjur4e2spHbut4UQyn2fWMCErMnmkoWhyZRsj2P27eDz755FwWkQADUVKbQZqIS8sCmPJiu0p2UMiJ99q67Qa1lYniRK6J5PR0ZDB7IJk+XrutmjPUXedkdRTKtvGyxf181HF+7Z8DVVCdpPLZ6BR8iNj7y8k0VpB9ctnc2nj5rBktkTap6LFwQNjzkSdvXvp4kmmhge/9QAHoYhF1xwAffffz9PPvkk06ZNq/n9AQccgKZpPP7445x44okAvPrqq2zYsIFDDz0UgEMPPZQbbriB7du3M3bsWAAee+wxstkss2bNivf5xS9+UXPsxx57LD6GrusccMABPP744yxduhQQJf3HH3+c888//++6x3zFI22qKJEHtON5WG7I1Q+u5jPv2hcSGsVyhYnZBDcv7cKhdm5b9LVdJmdNhn4la8ANy7ooD8k+ncAnqQoBlJSukDQ1Sp7P55dMJ9sgI8yXy9h+gOWJRUROE2pnW/MWIKEo0KEr/C2aM5YkiZaUSl/R5eb3z60L3jA4X37FsTNJ6yqlSPQjbYry/6feMQOQ0EdpmaYj32wn8OkreaQMFVOVSaoSQQJuOWkebhhy/SMv11zDoxcuIqcr5CuCC5CvuGRyJrIEx+4keLItbyFLoMkSW/Ie47MGfhiOOJplDCmht6cN3FAYjVhOQNpUufb4OTgNrkssbOaQ1Q0C/Lhkr8jQ60NOE1UOD8iYoucdhtCa0kjKCoXAx/Xg+kde5r5PLKDkjBw0hyPjDXUoG4pMQqNkuaR1hSvvb2RR2s2VD67hxqVzasRsDu9s5+QDJu98uCaaaOJtwD81gJ933nncc889PPjgg2QymbjfnMvlSCQS5HI5zjrrLC6++GLa2trIZrNccMEFHHrooSxYsACAd73rXcyaNYvTTjuNm2++ma1bt3LFFVdw3nnnxSv8T37yk9x+++1ceumlnHnmmfz2t7/lpz/9KY888kh8LRdffDGnn346Bx54IAcffDBf//rXKZVKMSv9v4tk1A+enDN5M/L01tWAP7zeH5PTxrck2V6s0JFOcPlOJKN8xWVMxsAFvvvUa5y7aDq9rnALO/+ovTFUmcBQKVoeU7IGA64v9g98DFnBdcqkEvVz27FtZ2izoxAyJiO0uaUgZEzWoOIE9BVdEjklzkyDMCSpKPgJQVoaKQMMwkhLPSJ9ZSKddj8IUSKW+65Yd3pBGC0aPLJZI7ZfDYBrH36ppo1gauJZCy6AEi9WNvSWmdSa5G87SjXnkYAJOZOCbYsMOPBRpZFlYp3A5ycfXxAr6QFkdYXNBZuMoeIDlz8wvJDLTcu6SOsKXzx+FvmKS0tSY6Ds0pZTKAc+1cS5+tnQFBkPwUcYzOcldGVk+oo6jO1no0mH6vM2VTHqOCxjf203pSEkv1g6d5hzNdFEE7sX/9QA/q1vfQuAxYsX12y/++67Y5GVW265BVmWOfHEE2uEXKpQFIWHH36Yc845h0MPPZRUKsXpp5/OtddeG+8zbdo0HnnkES666CJuvfVWJk+ezPe+9714hAzg5JNPZseOHVx11VVs3bqVefPm8ctf/rKO2PZWkdAVZFnCRbiE2b4gcr1j3zFirlcWmXlHOkHe8uq++EXwDCg5QkP9hTcHuGHpLM5ZvDcb+ys1VqHLL1lM0fLQUzq6LHqyaXN40ZWqbWc24dNTtEmbmiipu0HselYt94MIpkXXp01XYpvR4VC0XcIQxmQMjt53jJgrlxUqEhQqFVrNxKiBMgTcyDwlbQp996LlcfeK1/jo4dM59ZA96ljsj164iLLnk9QUZEkirSv0ShLXPfwiVx8/p6YKsffYNF986EUueue+tEV+2E+v28bhneMGe+uRS1kqagkc+dXl8bl++okFSEiYmkxCUzAiUtpoZiAyLgfu2YYTBJgytKY1HECVZXotwcwenzV5afMAihSSNDVaUxpBAJ84ci+QYOVrO1g0o4Pla7vrzrNoRgfPrm/Mgu8v185rV5930baRZZVCZRTGfsXjpx9fEIvuqIDrjfyaJppoYvfgn15CHw2maXLHHXdwxx13DLvPHnvsUVci3xmLFy9m1apVI+5z/vnn/90l850hxoMkylFPtrdsk9MUrjl+NjqgqAobo2CYbzDulIq0sHdUxD6dY5K0JEUv9JHVW2qCRXVErez68bgWjG7bWe115ysuetpAljxCVNJaZMepBiBrDISBaAloCpldmC8H6CnafOHYfdhccBmbEdlfKKl89oHVuJ7f0IzEBCxZIQhDeisioKmKRG/RIW2ozJ3SAiENSVwpXaHs+BiqhKYrlDyXPVoTfO5fZjWsQlzz3jmoEjiACRw0fRyfHWbUauc/Fl2R0RSZguWTNpTYPW4kVBcEJcej1dQIgATgBCGGLNGeNlBk+Mub/Ry8ZxsqYAUhsgSyKrFk1jg29Vt4Qci5i6cThGFdX/+8ozrZ0FNbbVjY2c65izuZ0mLy6IWLaqxS3cBHV3V6S06NVGwjJA2FY29bMfhclnaRkJte4E008c/A/wgS2/9lTGpNsnZHnnzFo7fkMLklQZ/tIUkSihKSVNRYECRt1n8Rfv2xVzj7yBlxGbs6ez2ugcNWtdw+UHEII0bzrgQUQx0krFmeT9YQvWBBnNJ4Le+SS8pASMoQmX1SE1WEmRNzdXPIL28eiDJgQXwzZIVsQiIIIZB8oY7m+dx60ry4rx8iStpBCAOhT1ZW2OH4sUCNTEBbxkBBZlHn2GEzXcsXmXve9TGVEFUWi4arf964X3/Nz1/kS8u6KDg+gaYMqxt/+f2ruWFprRd2W0rHC0K2520UGYr2IBFuOGRMjYyusGnARZEHy9lBEIKu4PoBrg+X/mw1933iULKmihX1rdt0hVLkbDZvSgtn/eBPDcl2Z37/j/zwzINj57Tq9rN+8Ed+8okFHP+NlfF5D+9s56ZlXcJIxVAwNGVExn5iiFDNinU9XP5AvUd4E0008fagGcDfBiRkBUcP2R5Jb+YtD0WSCMIQNaMMWmD2V+r6wuccvTf9JYfxWZPbT54Tl3WBhg5bPUVhGhKGIyuWVZExNXYUXPbMCYevLXkbWZIo2x5JQ5iXeIHILMdmBKdge8EmqcpcedwsLn+g3nXr+qVdEIYokfJc0fFp1RV6bI82Q6XPt7jl/fOww3qjlerrrUCMtY3J6oAWVyIkhLFJlRy3MwKfWPRmfdlhzoQsAw1aE1VUpV93pVqxs8iLH7UFckkxy59NCKLdSL39jK5gB17c+w4RixwJCUkalMOter/LshS/37oKRcvjjZ4icye38v79J3DqAZPxIW4NHNc1gffuN4FNfVYN2ayKolXfw9aBbZbHuOj9HYmxr8lS7AeeMVW25S3K3igjBU000cRuQTOA72Zs7q+gInrhk1oS9JVdWiJTClkCNxCKZWld4WfPbeTK42Zz3cNr4gCgSCHjswYmcMjUDgqBRTKtMSatcfP75/H5IeXe312yGBAa5CFQsCwy5uhKbEEQ0uv4dKgymYSQSm2JgpLIzlU0RUaNvMazCQ1ZlvjCML31Kx98kZuWzqHo+wSBUCpL6wpl2ydrqGQSglG/M2Gv+vpqbz5tQhAMyqgCGCqxZGxDSEItLQyhGAnTFIcJ9lUULDeuVozknV7YqZqhymJWO62rBEFIUlf4zu9eG7G3Xwl8XE8iocpxG0IEcChYnhC88UPuiGbN+8tC8MfxBJEtm9A4cu9x+IHF2Ys6ccKwjjRXXQRNaU2wsa9Sc80tSS3uYSejvr4chrHoju14TMiZDS1KhcGNzQnffLruXE000cTbj2YA382omltkdAVNFgxu0XcU/X9VlvCDkDAIufTdM7n1N69y6bv35QvRHLgmK6KnHZUuddlEQYwb7dzT/d1ft3HU3uOoBKIELckaQeCPGFCCwCdnqmwasDAyBn4knqLJRIpmMgOWy5ikTnepgmHosVf3SGzlouOR0lU2FiqMz5oRUU+NAzGM3pt/o7vIlPYUBc/DCyBjgusLhbm0pjQkcaU0BS8MUSWJ7XmLtKHuUlk7rStoKtx2ynx++Pv1fDQSc6lqnd9x6nzCoDbTLDo+m/stJrclyJgqMnDCvEl888m1XP3e2TUuaVU52K0F8XkoSYKoBoIcqMkQhGKhpCng+AG6IseCP6ouAj2h+F1aT1B0PG57fC1nLpzG5yJf+GpWfPMvX+aOD83nvbfXlsurUxEgZBjv/eMG3nfAFCRgoCxaMF/+5Su8/4ApsUBPtbXzpV++zCVL9q17r654YDVf/cA8xkX300QTTbw9aAbw3Yzql6Vl26RThshEPZHp2F4o5qMDl6xpogYBn37nPlxx/+o4OFb1zTVFJiDA84nL0jsHwBkdGYLAx7FdehVIqDJbCzY/+cPahradtzz2Ch88ZE8mZsWoWMX1+fx/vcB3T51PJQhp0SUGXB9Vlin5Pm2pBFvzFlo6RJJGHh0q2j7f/t1rnLO4E9cX2Ww6UhPbFRQsl64JWbaVHBK6RouuIAOv7SgxfUyKvGVz/QlzuOKB1TULif6yRWvSJAxsDpveQdn1MZSRy9qmKpOvVMgmEty9cj0fOWxaTWWjut8Ny7o4eM+W2NSjYLn813Mb+OSRe9GmKHS7ftyX3tBTjrPXp9Z1c9eK9fzsnMPIJUV7I6GCAgSBT09RqLHJkiD9TciaOJ6Y2a5WH8q2y8SMyYDrU4w+U5Is8elj9uHah+vFdK48bjahFNZdv0atJesHDppKEPgQTR3YXsCmvgrTx6SouAGyJN7/6WNSbOqrNJwjX7Guh96S0wzgTTTxNqMZwHczsgmNlApETN3+soXtS4xJG1i+T39JyGR6gY8kK3Vl6XzFJW2oVByfrKnSW7RjgZKdMaktGclxCiEQMys0uv/rz1v5rz831nQ/+8gZYtxMV9iat7nxfXNxAY8AH4VixIxP6jpuENKWNoS1qTryBEHaVFmxrofPvHMfthXseCRttGy4ioypEUgSLUmdpCzR7/qEIbSldeQgRFFULmggEQtgAJZscN8fN3DyQVMpOm5dawJEULvq+NnYvs9LW8rMmazz0YX1wRsGiWxfPWkeWwYsMgkNWYLPvUeIBbmIgD65JcEJ8ybi+WFcgp/anuTXL26lYLlMyJq4gY8pCwObhCqTMjUKjk8qmpWvjtCBmMuvHsdDlNrb0wY7CjZjMwZXPNh45vy6h9dw3QlzYtnXVRv7ue7hlzh637F84f4Xa57BDcu6aJMRrnSWzW2nzG/ITbjtlPmUhhiQDEXTjayJJt5+NAP4bkYqyhydwMfxQVU1NA0qnk9aUwgS4ne6rLChr9JwDtxQZXqKDrIs1QiU7IzSkPK06JsGJLSRs8+UrlCoWCgo5FIqvi9Kw0lNsM0dz6c1ZWB5Qdyrjar/I7KVNVnm3888mJIjVNSSmii7T8yZNecfqTdvR+pjui4WElURmIIaEAYhB+3RihxVAqoBL60rVBDP9+SDppKvWCQNg5t/9QpnLJzGZVGpOW0qbM/b3PLYq1yyZF9mTszt8tjdB74rpFSXX7I4bgnIkpjn/u5HDuTah9cwK2Ln95QcWpIa3zv9QJzAp+yKZ+siFmHJrBm3JACSmsKOaJEmSSBJaqycV3R8rn5wNdct7SKb0LC8YMRrtbyAc3/0fM32Uw6eWrff5fev5kvLuqj4HlnTGFU3oMpuH+p+9lbdyJpooom/H80AvpvhBT4aMoas0F20mZg1cIOQnpKDxBBLSseP++VDkY7Y19mESn9ZMMFlSSLVwE4zXxFqXSHCRrSvZBMawyuLXb+0CwKRseejwLKlaNUcz/OFonfecslG88teENJXdkc0/RioOCQNNWaOe6GwwewtCY9w09BG7M3bkZJcn2VjqnLsg/56T4m0ofLzVZs4rUGp+5HzD0VW1NjpS1Y0nv1bD6cfNo1v/HZt3bVecPQM/CBAkWtLy8NhKJGt5A6y1xVZYlxGOKxdddxsrtxJp756X/1FK14AZRMaZVcw9NvTBt1Fm+6CTUfGwPcDFEXM8k/ImnQXLRwfrn7vHAYqLhOzJpvzI7cjGmXFjt+4BF5wfPrLHi1JadQFzFDzmsM7Ozh6nw4SDRTemmiiid2LZgDfzdBkJZbATBkKBlDyhW52vuKhKEJtrOoJvTP8qJxqqILQlJAlVF3h+yvX1wXAoVl50fFJ6AqSHGJAwx64GkKZAMdByGgOKXFXs3w5qaEokTCLBC1JHccPKFgeF9y7akTTj0JFGKQkNAUJBV2HYnR967sr3Pabvw7rknbV8bNJGaIUb3lBPEY2MSuu49QFezTMFJEiklYUjCfmTB57eRsfziXqtNCrzGpC8ZxzuzJ2N+QZDwxhiAPYgT9iCf6KB17ki++dzY6CKENPzJlsGbAwVBnXD8iYGnmrggTkEhpuECInJJzAx9Q1qrWLlK4iB+GoWW+j349JNzYQEUx8dZd0Az7wnWfin6tiOKMouzbRRBO7Ac0AvptRLbGmdYWkpmAhxoVakzpJXaEnYiVnExrL13XXlaUfeXEbx86dQE/RYVLaoN/1yWoypx02jX///XpuXNYVK5lVNcJlYHOku27Kkpi3HkYLPSkrdFcsSGgULJcpQ0xT0rpC3vJIaioJXTh82V5AQpfZXrDZfxjTj0UzOpAkoQNftDyCELSItFWtOCQilbfXdpQYmzXwQ6GT/tqOEpsHLFKGGs+eFy2HsgQ5hYhIJ0rMjTLFZCRdWx0N04Arj5vNzb98mROHMKuzpsreY9MYQE803+1Gs/OjtRyqqDLEdV20L4xh2iBVLF/bjesH8SJJRSwIKo6P5XqMz5gobQkhChN9bkxNRpUkUAIMRWbTgMWknEmfJUxyRrrWpK7wzQ/Nj0vdL20eQB8mU86YGpoqIUtvbVFQFcO5sSnm0kQTbzuaAXw3Y2hGk9BEWTdlqPSXHVpTOnJkBJHWFSqWyw07ZdV3PPEaC6a1Y0Za3QNlFzNjoEkhH104rSar9qJeuh1ZY/r4eKjDqosNaqFrscSnjyCBEfWgS46PqUtkZUWopFVcMrrJXh3JhoIfizo7uH7pHMqOR0JXMDWFnpJgVv/x9V7mTU1RqITs2Zrgxx8/lKt/Xj/D/OOPH0pIEAVIiZakwZa8RToaR0sayrCZYlIWEqrVZ7q9bNORMLjsPTNr2P0gFhpffO9sSrZLGEoYqsx//P71EUv7n73vz/G2qgd4q66gqoNtkI60zpdPnFtTat6Wt7jsZy9QiARTJBDjfrrC5rxNR9pAAQxVcCa6KxayJJFQdUqeT1ZT4hl8LwwpR0F/JHJed8GKe+BVZvrGvnLdM6tyDvLRHPqumMzs/Fkayr9oookm3h40A/huxtCSdMkGXQZd00ibKkYUbEzABz66cBpXP7SGeVNbOSMq9SY1hUxSxVREibstI8xNYHCWvErgUmWFoueRVFU0XWzbFXON6pdyUlNwgpBAlvCCAENWyJigy6JyULI9VFm4jJ3x/T/xiSP34rJ3i7ngsuOjyhIr1nVTcX0yqgKyRNH1Ywb6hr4KB+3Zhq752H5YF7yr13TNz4VrFwqR8InI/NyIkd2RNpATjcfYHKBoVUibCSq+j6aqPPryNp58dXu9Rebabq7++RquOX42jh9QcXzu+v0bvLh5oE6jPaUrOIHHJ47s5KMLBYGrEogeeEZTMGWFnopFRle55+wFXPfQmp38tNu55+wFhIQxy9yMJhOyCRXHD3B8MRMuS1L8ual4AQXLJaHJlJ3BsTLxmpAPfe8Zvnzi3Dpy3qn/9gx3n3FwzXO99uE1XP4vM2ueQXVh4gVC9c0eRTfADhoH6iYLvYkm3n40A/huRjoaDQLBKk5rCkXXJ6Mp5F0PQ5GwZQWCkKIX8NtXdvDbV3bEr79kyd7MHJMCYEvFZWpOCLlUQrj6wVrf5kcvXISmyvSWKmQTOpbXeNxsKAqWS0aVyegKQRBQcQR5ynJ80gklzjIBUobKr9Zs5dC92ik7Prc8tpZbHltbd8zDpreTypqUbIuiI9Ge0uOSe9nz4yC0akM/5x/dWaelfteK9UJBrWITIEq+E3Jm3KMPpXDYUnfR8Vnf6zJvYoK+okvaVJk7Ocd1j7zc8P6Xr+3GcgVfoKconLr+8Ho/R3zlybp97/vEoTXypFVbUVWCvujafD2sC94Ay9f1cN1DL3HDsjmUo0w9mxj8TGzO2zFXIghDJuZMyq7YL5cQTmSB7xIGMo7r0Z4y6Ctb7Dc5x6qN/fEzrLgKqzb2s9/kHNt3IrmtXNeDIks1ZiZpXfAyeiMJWsmGLz70l2G5CVcfP7vhc2yy0Jto4u1HM4DvZmiIDDmjK3iEuEFIRhPZc6Hik8oaIkCGYUM3ssX7jKVqAFmdBfahTsAERLBuTWp847d/4+wjpsev2Xtsmjs+PL9mNllVJM77j+cFccr1MTQJXVYoOy5VjRZdVnj29V4mtyYBQaySwsEe7qLONm5cNrfGojMduVsVHZ+cYeIjTFyyCQ3JktBlmaJlUXTgtlP2r7MDXdjZzm2n7E/JdunIGFQfieUJK9HxWYOi7ZEx5IaZYr7iktSqzH2N7XmblDEyOa3i+qiKRDYh/hyGe16yVDv7Xr3fvuj+J+ZEiX9Yhbp13ZRdH2kI4z2X0Cj7vrjGULiuBSF84f4XuPy42aKNoMqUHZ9sQgT1tpTBtoLFuIzOlcfN5vIGjPfrl3Zx2p3P1l1DwRJjfdU7sfwASwopVERPXZbghU15Fv/r7xreQ9qs/8o4vLOdbIPtTTTRxO5F869uN0MJfJAVCq5FRjMphyEqEEoiYFQ8j3zFI5fUGs52VxxhDSpJRMExxPWDhkGiOhu878QcXhDSltJp0RW++5EDGwpzfPcjB2JIUPRE77xamq2OOZUcn7Fpc/C6JHjffCG7+clF0/jgIfVM8GqplcBCRSETScC2xG5nAUTLtoIAAEGMSURBVI+s6eZ9+0/i64+vrSuhV3++7oQ5qLJEOmoFlNxq79ui7ErIssSVD6yuK3WD0ECvBCJLf7VsMzabHfE9Shkqm/or7DUmxQcPmswnj+xsbLKyrIu9x6b563bBpa9an26OgrwShBQaLMKGolDxGJs1qFLJQiAMQJEkdE2O2NwSIRKEkZ1sEFKyBz8Hggeg8YsXt/LMaz3D6tGfsP+kOpKhKsu859ZBT/NqsM8lQ4IANEXmAwdO4uwjptctYP7tqdfQdqKbV9/vSdEir4kmmnj70Azguxm+qmJ5HmHE7rU88UWsSgqGKrOj4NS4h+1cFq6ysSVJQpZDXFf0mxshpStsGXDZf0oLT/+th5Mjp6qRSGxfWtZFEA66WY3NaFS9PwYqLuNazHjGt+yKzDqjynxomDGuqjDITcu68ABZlkhoSqwilrdc7lqxnuPnThi2N79yXQ+uH2B7kFFlyqFP0fJpT+lYnkROh3zZa1jqXn7JYpK6QsXxkXSJ/ae0UnH9EUVnJCBravQWHc5b3Dm8kMn9q7njw/N559eeAqC3ZNGWMmnLaJiymABINSB5DUXSULBcn6Qqk9YVthVsEppCxlDRJagEIbbnCEc2zydve2QNlWxkMjMxJ1T2JuZMDpnWzoOrNvPYxUc0rK4sefc4Zk3I1ti8yjuR0Id+DqzAp2LbnLt4xrAucWXbqivBu8P0xZtooondi2YA383wAEVWSMnCo1o4cgm1q8+8c2+yCaFStq1gk9PrRVeqpeAgDOkv+UiIUalGeL27zLicwUDF5alXt3PC/uPxvJGFOQqOH416VU1MFHzVx/PFeRU5xA18KraHrqmUbWHuAaMrllV73RlNpuD4KKoIlGXHZ2veGrG0X7SEYExLzkQNFFKGhBbNwAMMhI17+3bgk9KjknOkKnblcbNGFJ1Bgif/uoMjZnSMSvrz/MEyuq5p8X2qQL8jSvEjLRaSmkJPySEwFFKqQtpU6S06KIqEpCn0FG08P2B6q46qDdq7tukKYQIqdplswqBklTHVkasrG3rKNSz0G5Z10ZuvZ6FXPwdpXcFIKKMqsS0asmg6vLOdL504t+HzaqKJJnYvmgF8N2NoSbVoeWQSahwkrjhW5a/b8sybmCNjqvghyGEQi67kK66wx9QUvEhGVEKUORsFCTcIeOa1Hg6Z3s5XT56HEkr0VhprVw9enyuEQWRhaRp/kQ/J1DYPCFcvU1Uw02J+e/T7FgE2H42d5Ssue+VMXB0+ddR0JreaIwYfLxTs84ofoioSDrCjaDEmZVBwA363trshia2nIIxBLM+Pn3NSU7j32TfYf2prnejMvc++wdXHz+auFet516xxb0mJLa0PPouqzemf3ujlgqNmAPWLhQuOnoEuS9hegOuH3PjES1x+7Gza0zr9ZZcwAZmkSpuiYgM3PPoylyzZmx0FMeMvpgWqpWrx70jBduhs9lDJ1JHer52ve+fjFneq/qxY1zNq26CJJprYPWgG8N2MakCQEOVwIiOSRZ1taCosmNQKEriESISEksyKdd2MzZrYXsCkiHWuyFKNqlujGexteYs/rO9l0d5j8AnQZXmXrDQNVUaWhNFKOfoeV1Uoll1MXfTmNUWiFBmK7IohScbU4qy6EDG0LYTIzEkHTgFGDj43LevC0EVpv6/skjI1TP3/tffm8VFV9///866zT0ISkgCyadiEoCyCCLjyKVpFobb15wctUrdarVqt1h39FMWtra1rbd3aWv3UT2utC/q1iq1Si4qogIiCKChLgJDMTDLLXc7vjzszZDKTBC0QQ8/z8eChmXvmzj1n7p33Oe/zfr/eBqc+8Aa3f+sgHnxtHb86fRyKohSUFM3Jk7Y1rj964h1u/ebBXNOBvOnDi9fRmnGY/8xKbjipc0GStkpsVjbfPpb0ynBGAwZ3L1rL42f14qZZ9bS2Ce4Lmhq6EMQth9c/3s6JB9WyYOZoEraDkS0bmguES+H1e21DC4aqEQ14f5s6ZGzQNHCydrQzY9s+Nzu30u7s++qKUuliMoVMIukepAHfw+SMnSflreJkBUpunzWatpnMrkjjqj42NiV5Zvmm/A/ztOFVLDhhVL5dRjiYika/sgAntJMGbUykueK44WyOpaiN+rnu6ZXcMGNkl8IcCrA1kcRvmkT1nZOOtkZlUywJQsnrrOfe35XgR86Q5iK029LVSm/Z+u0c0DvqVXQzvLroAyuDRAIG+5UHGNAryHGjajnjsEH5Mcgb7jbR8m980sTl//dOUcBb2NS46sn3mDN5f1Y3JLj+xJFoitKlEluuwpcQChFTRcmWAa2N+vnBkYMpCwaKqsrlJgsqXgzAKeP2wxaCSkNjY0uKviE/YX2nAlssaXH3aWPzLvpd8Xq0J17CIJcyth0JtJSiVLqYTCGTSLoHacD3MBG/jsiGdXuFRjQwyaeG5fBpfmxXcOeiNQU//H/7YBuwggUzRpEGhKLxyJvrmXPIAKbUeXu2ORW1odVhkpZD2O/tzb78wVZUVnQqzJFTb6sI+QGFpLVTD93Mrgy3xlMMjPhptLxCGCnXQYNOz2u5DhFTQ4N8EZMv4mmNpyxWbYwzZkAlpqayZmuCYb3DzJ85iqTlcN/p47iqRHDeY2dOoDzs45zfvsVjZ01kSl0ln25v5ZoTRuZV67z+CTTg1TWNLF3fzHenDMZ2BOc/9jYPfmc8GSFI225+Be3TVXyqwtxH3spHoc86uA9X/dcwMDSEgCfeXM+3DhnQZXBfa8bJG2rN9MY+DaBq+Xrp0YCRjw3Q9V3zerQnUuI97Y1t7vvS2Slz29XELJ//rin85h9rd9n4SySS3Ys04HuY/XoFWbs1RsaGSlOj2XUoVzW2lXBlukKUXJU2xDO0CC9fGeCuVz7mrlc+Lvl5T31/EhUhX37F9rcPtpG232NBNl+77erTcW10Vee+f6zlnKkHkHRtwoZONoOJuxZ9xAVHDcGnCywUolmtdQXYGEtx50srS573qiff4wfHDKUqDBHV27tNamB+gWDliN/gwqkHYCugCNi/KkxzxuGc377F/d8ZS7qDUprLNzfz9QP7cNgBFQgBC2aOykbiF0u23jirnlkH9+HJdzZx18trmFpXBXiBh9c+Vdx+/sx67j59DDviO/v6z0+2MqJfBaamsnJznON2QfluSl1lh+7qnKHOrbqjAYPGuEW/Mn++0pya/WcDZx42kDmTB9PSxl0fMjUeWbwOs0TKV9jUCqLIfbqKDjQmk1T6A11OzH79jzX8dslnBWPiV0ur4kkkkj2LNOB7mM92tBJrtcg4UGF6kpsJIUr+gCtK6R/CX546hjv+tppTJwwEoH+vAPd/Zyxh0ygQUXFd4QlquKJgxfbqmsaCyGHwVNvO+e1S/nTmBM46/ADuWvQRZx1+ABYCFWhMpPnekXW8+XEDh+xfjeMKdEVhWyJF77CfkKmXPG+Oq473ItrTeDdZQNO8aibZv226XunlnMaWEFz71Ap+cNQQDhlYRi/T4NPmFKP7RfOKYW2FZFTggqOGcMWTy7nquBHctHBVhyvim2fVe6toYFvGW9l3lnY378SR+XrgU+oqWTCrns2xNFVhg3kzRrKpC1d3PGVx88x64tZOV3lbctsTOjuFYgBMbCx0fNi46Kh4w1mqpGrO2AZdUfDa/Jn1Ox/4vFiPQr/KEMoOxasfryqEaFO9LuvdCZtagfFuOya3yCh0iaRbkAZ8DxNP2VSFvf3fDNBqO7huaZdoB/abjOty0bShpCwXTYNHz5yAi1JSROXq4w8Euq6qFTY1jh9VSysK9yz6KC/ckbE8KVW/aXDjMyu55oRR+X3YWMYra7l2ewu2I7qshJVzE9/07EquOn4kRvZuU1SNP7+9odOVnuM6JNu43A+oDNAnanDltOGkgcqIwS9PHVtkbBdeNDX//4vXbEdRu06j85meClqlqbH9C6SR5dPl/DopW7At3kpVpHS5zhy5sqwduZ1TrkO5ouHgqfe9+uFmpgyt9bToMw5hs/CR7WiykXPX/+85hxIJGCgIdMV74HOTnahfzwuw9G0jxPL5jlau/NN73DirnocWf8zcyft3OFF7bc12Yimbfp32WiKR7AmkAd/D5FZYuZxov67S0JKmX5m/oJ3AWxRNravi1TU7o6qHVofxaxpPvr0hr4LWYjn8zzPvl/zh9kRfIGNZ/HxmfX6llYtszsl3KsCZhw7k4ieXM7pPhHJNBQ0+jafBgpqIj2tnjOKqJ5dz4dFD8n2pDJvYjuDHf3qPR886tGQlrPkz69kWT2F7W+ZsiWWIJS2akhYDK4LEcfj5S2v5cEu8ZJ1yx3XYEt+5Mo364AeHe1H3NqALgU8tna/cfkVbKpCr4HjKImpqaIpXImZXtOPbf15ZwKA5aRFP2wyqDHY5cYpnHF7/eCvj+pdnYw8KuX3RR/zoiAPQFJXDhtby7vptHFDbq2RfunLXK3i3QNjU8QF2NnLeclys3BfUjn69gtyY3as/+/ADaEy0j9jofEwkEsneQRrwPUwukjuXJ0zAS8t6d/02JvT39lzzm5vA/JmjCnTO7z5tLC0Zh2+M7c9PX1zNuUcUp4/lGFodpnfEwBbQK7eaF9AKRQFfU+oquXFmPZcfcwB9I0GEgCSQtl0qQiYp18G2Yf32VvpFDLYnLcqCBraVol+vANsSmQ4rYaUdT+oTvHS0+78znqTlkEjboEAsm6v27IoGnl3RUNSPP557aIGHoq073RsvpUPBlUh2ctL2786I+A1iWQ+D3W7roaP2bYkGvBV1NGCQSNv8/MUPOvUsuNkKZre/8BF/Ou8wlqzZwhEH1OAKB1XxVuXnHTmE21/xtjQ0RXDQgKr8fviupHrlaG9YH397AxPrehPxG6QyDqamsiWWQnVcbFe0vQ3zUq+NiQxlAYOXLjmC836/NB/A19mYSCSSvYM04HuYSLbIQy6fN56y6BUyeXtDnAkDPAO+LePwaUMT4/arJAjc1Gb/MReJDPD+xninP+D3njYOU1UwgLbyLTcvXMV3Jw/miqyhzdWnvuX5VVx13AhSeHOIq55cztdH1lIZqqAxuwK+e/ZYUDUqQp5xUYwgb3/WxNQhVWxpTjGgMojtCFTFQVdVBleF8KsKDiBcgaJ6rv6bZ9XTEEsxuCq0S0ayrYs5N5loS0fjYDsuvQJe6dEpdZXYjttlWtjm7L61KwRRX9f1sB87+1Aifh3bsSg3PZlY2xW0ZmwqQn6CUNKz4BNeRblowFOjMzWVvyxvYEJdDUkbPt3ayJi+FYSA7x81hJ+/uJqLpg3lpoWruPCYoR0q8HU2jm11zwEWjupbpIV+48x6TDzvBnieiI2xJCGfp4tvu4KmZIrffGc8Z/32rQIjLguZSCTdh3zy9jA+QDE1bNehMvsD/LvFH/PdqXWsiyVxXFAVhWueXs1j5xzK9kSakE/PG9rcfmUuL7jtHmx7cjWl26KqcPG0YfzPMyuLVuDXnjCSFtt7g+t67uYjhvYmYTmUBT19dkWlSPzjrpfW8OB3xmNTvAebMwhBBdLZ2uGL12zn2Xc/4+sH7UfKzhA2TabUVdIQSxdJqfp0laCqoAmwhIOieoF/G5M71+Cq0nFa1TVPLudXp47FUBTmz6zngVfXdroiTjkOkez4KoqCbdsdtp8/q54drSlO/bUXxLbo0iPICLCFQ0jROLRfOQfvV84PS7j2c+dYkFVC+/qoGlCEF9CWcbjp2ZXcOHM0zY6Lqijc9sIHXHHsCG5+fhVXTB+GpqooePvi7c/Z0WQj0iblK2xq/PHN9VhOodv8tTXbuTornGO7XgCji1d5TqCgKg6aqlAWMHCE4N7Tx3LMT/9RMIZhn/wZkUi6A/nk7WG2pWz8uoqhamTw3MFnH+4VzLjhxJHM++tKrjn+QH5xysEowJ/f/oyzDz8AXVULIqsBbEd0mqtbalVaHfFxTbuUKPB+uH/yzEp+cpInEtPQkuaXp44hYTmEDC3/Q44r2NjirecNDRwX7jttHJYQHZ736mxxjHh2z/34UdXMOGg/Fn2wiSOG9UF1PcPV2QQg7do0JWzKQhQF/fl0FUMtLbhyydeGcferazn38AP47eJ1nDn1AO7422ouP3Y4V2lqPg88bGqkXYeApuFmbaKigBBwzm/fyk8scitoXVM455G3+MWpY/KflcruIasqODpY0KWWeiLjENAVrsxGx1913AhiSYvrThzFxliSO19ew3UzDuTy6cNotRzOmjwQVVXxIUAoIByEqqEIL2rixpn1XN3B5OSVDzZxzdOrC1773eLi9MPcdek6BFUNSwjmP7uqRBrdKPyKyh+zgXG6pnD2I29x9+yxlAXNkn2WSCR7DmnA9zC5fe/c+lFVPYO0bH0TacvllDG1lJkaoYogz7z7GRcdNYS0K7Czu5FhU2NbIkVV2KtCpWkQ1rTsXvmKgh/uUqvSVAf50uD9cOeMUDRgkLRcEimbsK7iKAo7stW2cucNZfeJ09n3dBXdnZuAXHHcgSQshyOH92FrS4qqkB9HiKLc7Nx7cytCJ+DVD29oSefTq8CrinbTs6tKGq+aqJ+jhtcQS9lMHtI7P0H4yzubCj5nSl0lN8+qx4dneHOKdADVUV++4lj797RdAecmTNURHzbkpVOnDa9i3oxRRXXSb3h6BfGUxfyXPuKa40dwydeGZUu4eqItEZ9BTdjAp6kIAa3pDNXRoFcn3u/l56NotGQnWY2tGZ5a9jk3zaovUJjL5YEfNqR34bg+uZxbZtXzm3+uL+pbPGXRJ+rHpThnPvf+a/6yggWz6vNpdDmavsC+vEQi2X1IA76HiQYM4ikLvwZJGwwVHAHP/GAcIRyqB3o/sknX4RsH7UdKFIqIDK0O84tTx+Bko4cTSYtQ2FM4u/r4EQiUgn3W9myKdZ2XjIDaMj+bskVLYpaLQmG1LfBWl6riudo7duTvPG/OcCXyFc+gMrRTUrWrlapfV0nZniTqjlavH72DfhIpm3c+iyGEm4+Wzo1BPGlRHfUTS9nURP0sXrOdqrDJLSePpjrqK4gBaLUdfJqGgeeW14CEm2LBzHo+z+4B59on0hb9ygJk3J3jmZvYZFwX1yZfjvWaE0aVTPGbP7MeIbwVuk/TaEpmiPgFQd1PPJNCU+HS/xpOLDs+VRFvrBJpG7WNWEoiZSOEV6r1wX9+yoP//LTkOM4ct1/RuMba77FkiWTV+3ble8m55S3H5fxH3/7Ce/MSiWT3IA34HqasjSa4kTWGliswVAWLnVG/pqphUexS/rAhQUBX0VSFkOmVEp2/cBWXTh9W9Fl69p8FeaGPriKEc8eTlp3fg25sSeMK6BP1Vv1B3ZN+jSUtbz80ZOCWzkAqOG/Y1Ei5DomURcSv05zcWaGsK+Ipi1DYoCVtURPxkwubuvbpFVx27AhuOXk09/x9LWcffgCwcxyjQYPmVovyoEY8aVMVNnn0rENLxgDMn1kPohXUIBpeMKGi6AhNcOfLa4ra/89Jo0jbO41VfmvDFWxtSXvyoh2kt7Ut0gKQdlwCplfhzQFCpudhiGUnIznaxkDkPzdbI14IuijJWmysO9JC9+sqDfHOK9fl3n9KGyGb3505gS5ncxKJZI8gDfgexlUVIm3KdAJYjkva9vZy0+1ycUutfpKWwxNvbWD2pAFkbHjzkx3EEymqosH8qimXApRwBQIXByhXNKJdCLrk5FHf+KSRCYMqUIDqiJ+WjIPIplWZqlfv2g54+8RBfdc0s3XAr2pUhr0965y3oHwXJwCKqlERUtmedeUDDKwIETQ0+lf4+f6RQ4omPK9ediQiALqmEPIp3HLy6CLjDW1UxGZ5EdgpPONUG/Vx5ZOlXcjXPbWCG07cWVjms8ZWBlUESdhu3gOyK3vgVWGzw9zpnCcBoLnVS93zaSrlIe81QwVTVfGbXmGZzkqyZpxi8flSWujXzRhJxnW7zA5o//62bnWJRLL3kQZ8DxNP2QR1LyCtIpvPHEvZuK4g7NO93OhOqAqbqJrCdyYNZFuLhYrgiXMPRVHUDpXYgqbGtliKv6/fzEmj+nHjrHqufrJ0oNP2RCt9QkEOG1hBq+tgu94evV9XcRXvvzbe5CCXK53IOGh6x5rZ82fVk3KdvGa35UDaJu9q3dUJQCLjoCjgMwxy+mZnTh6M5boEdL3kSrc5ZXsu75Sdr8rW1V59xNTwuzYDwwY7Mp3HDGTaRHH/bsmn/Hj6UOJJi9oyHy2WTSxpEzQ1vjtlMGP6l5O2XfyGxtvrd/Dga+uIpyzu+u8xeUOYE94R2VVsrvQo4N0jpkZLxiZs6gULXVP12uzKar/tuAZNjad/MLkgb/+OF1fzw/8ahqEr6KrCMcN7M6JvWdH1r9rYTNDQij6rfZU5iUSyd5AGfA+TSFng98RbmrIyqkFDQ1UVEim7y1XPLSePxlQ9Fzq4VEYCqJT+4W6IpbFsC6FDv7DB4JGewKUi4IKj6woEV1rSNoqAPuFgPmf8k61Jyvxe7q+aXSXPe2o5N5xUj6qCbVmomueizjgOz763kXknjiyK1r530Ud874g6drSk6RXy0RBPYmoqyYxFZVZWtqklzY0z6/nn2p21z/2GxpbmJJPrqsAVeePWN+rPV29zAReF1g5Wup/tSNI7bOC48OM/vcc9s8dSFTa585SD2a8iWBBYZmoqLek0MSCSNZCxVNcxA7k9YITL9lav31tiaQRQFjS4+7/Hsqk5WfC+vmV+7v7vsUQDXnpewFBLat8HsxXcFCDq14klU0QD/g7reHe12s8xpa6S608chQHMuHNxwes3zqrHJ7IxcgKuO2EkV3VQO/0nT68oOSYSiWTvIw34HqYy7GNbIk2fqJ9NsRQqUBH2YaoKqgIho/O83pqon5TtoihQGwnkf8gXr9letP/ZNlLbxRNzEcD1z6zkwDYrqqS1c0V1/YyRWK4g47gEdZXaqGcsgprKptY0Fx4zlJa0TVXIJBjwsyWepiygs6PF5ftHDikwwImMw5bmJOcfNYS061CVdcW7LkTD3kRFA1rSFpriGYznlm/Kq84BTB1SxeQDqkhl66YrCliuIJ1d+SqK5yHoaB89YKoEfV5hF/AM6v+eeyhaBx6L+TPribWmiGdf25WYgZwQyh/PPZTaqN/Ll8cTrQnrGjsMlWfb1HQHmFxXyQVH1RExND6PpUilXXyGStTvfWc5KV0N76EUAhwFKv1+EDv7qyrg7uKeczxl8djZh+YnbD5NQbgprxpZtkhJxNRACDICdFXBxcul7ygK/Ypjh/O3D14rGhOJRLL3kQZ8D2M5LhG/gY73Q+fTVXx4ruWIoWG4NqDhqt6e5vUnjuT6v+7UF29J2yiKJ6xhuSK/2hlaHS7a/2xbyCOHosB/TxzIQ4vXFayoJtdVMnfyYFosb687kXHo2yuAg7cKVCC/Sk3bLknbJWhqlId0fKpGPG2xJZ4qNsB1VRxQHaZvdiIQT1lUhkxC2XNaQlAV8mFkFdpebWcoXv1oG1c/tYJbZo7CMb2JSGvaRlW88TE1L62sI89F3/IA/mwZzXtmjyWoe0GDnVUYWzCrPl9+tTri67REp1/fWaIz5NNpyTgEdDXv4s64grva1XSHnSvl+SeNKlCaS7kpHNegIrutYOHtx6N490haCDRVyfe3VNxER0T8Bk1Z2dqWtMPNz3/Aj742jKbWNBG/zsamJH9auoErjhuBooCDp7Pf/jvJ8epH27j6eIUH5owv8Ji0F5eRSCR7B2nA9zCxpE1NxEdzxiZk6iQtB8PwKnspCoQM3TOiNjiu4LzfL+Xu2WMLREegTZR11gV792nFlbhy6V1BA7K/25QFDB5avK5Dg3Lt8Qfi0xVUVSeZNQwhXSMtHIKGRjxlo6lKfgWYC8irCPmY99fi4LBX12zDRfCTk0YRT1qE/ToKCttb0vQKmKQdl6ChkejCUMQtB00TWLZXZlVk94lzaWUhUyu5V+u4giReEY8vkhq1c0LgdliiM5cGds/ssfgNjUTKm1xhgs/0kbbdDmu6566h1XKI+vT8dblCpyVlIYJe/3yamvc25FbbSrZ6mcALaGybLtjZfnXY1IqkVC88ZkheSS6nxpfMbu0AXcZkxFPtjisKtpBh6BJJdyAN+B7GKzXpYNkOzbZD0ha4bVyiBL0f6qZWz/jOO3Ektzz/Qd4ILLr0CABsNwOYBA3NE/mwiveAc9HLYVPDyNabFqJj47V4zXYEYLnkV9oATck05UEfiYxDa8YhEtC9HOuUhU9XvRQvU+/0vEnLkygNGhpb4t6KryXjeNHtwstl7oxYcmcwWtivk0ja+XKr1REff/jXp1x7wkiubrdX+8S5k7J52zZO1tfcUZnWHDkRE/Dc2D/uJDDs5ln1fP/Rt4GdHo+IqdGcsrPeks4/rDXtoCpKNiXPm5B5+eteoRfX1PJjoyoKCoKw30AFGhJpHCHQVK/aXG+/v9P96k+2xos+P9Zm3Nuq8TW0pFGVXSn+ovOt+17P/z25rpLBVSF6BU2pxiaR7GWkAd/D5MRIKoOeWpeRcWhus7JGAKr3w2lqKr98+aMC45F2XTQF/LqPjCNIZxySlk3GLl715AKg4hknnx62pYvc3pa0JwoSDeyMci7LGu+WtE0koBMyvHMBJLOr1aKVWDuSGYfqiA/XFYR8nvu8NeNQGdbZHrcIdaGfHfR5q8xoUCedsQn6tGwgH2xvSXPKhAFcU8ItHvZ7/YgEdITwJjBqFwa8LGCAK3BxabW7VpjLf5ap4QpIWA4p25uwdDVZiAR26tv7dTW/7+wKga4qxNoENrquIGhqpGyXWMbBNDQ0RcFyQNUMEq7gug7kbHP71UWf327cc2p8XvS7iuN6RrnUGEyuq8TU1ILXcu1unDlKGnCJZC+jdt1E8u/Q2JKhJW2TsB1aLYeQqeUVyoJZt6ihqARNDcspTmHKWC6GopLIOFiup8rlN/SSe8Cbm1sBL6At4wpaLKfLQhNhv+4ZSwWSGW8Vmdv7DZqeJroOGHhSqq0ZB5+mdnnekE/HEd41eFH3njE2VY1IwCBgakyuqyz53sl1lQQMjUTaxqep9Ar6CBoapqbi01T8hs7nTcmSKWgK3qTEr2uEDI2Q6b2vs88yNZWUcEHVuq4H3u54Y0uaeNKmImjm5Vin1lWVfO/Uuiov9iG7B24Jr4yniZeZEMqOq6mphE2NgKmRcVxa0jaxpIVf1/DpKi1pm5ChkXbcTrchtHYzl1z1taI+pbzvOmW5NCbSzJ08uGi8cjETjS3FE8LFa7bTIlPJJJK9jjTge5iAqRH2694eo/CChCJZw7g9nqIlbZOyXXQgViId5/xH38bBJZa0CGjeuQzNW/1NafcjGzRNmtPeCrnVcoi1WgSM4nY5ptRVEjQ0z2ioKpVBk7Bfz8ug+g3PsMcsh4wQpF2HaECnsTWDAp0aRQVIWS4taQdDVVCBsO7ldgdNDVNVuOCoupKG4oKjhmCqCiGfTtp2abW9Pe3GljQp24uW9xsdBE4pnieiNeOQyNgkLYfGlkwXRimDcL393y5LnbY53pJxCPp0wn4dy3VpsWwEgmtnHFg05lPqKrl2xoG4eLndmvAmbq2W43lmVAWRzUxIWzZp18FUlXxeeTRgoCnehDDi12m1nC69IG33s3OCLa12saGN+A00vG2LkN/gwseWMWZALx6YM557Zo/lgTnjGTOgFxc+toyQr/T4tKalAZdI9jbShb6HCZk6tiuwXBchIJOx0TUvFSqQ/TGMZ0VeShmPDTuSmNla4oqqEM4KeGxobC0SUknb3v5ybdTHpliaSMAgI5xOBVfSroNwvSpjIVPDh5pfIXqpTSrbEhnCfp2QrqIYCmr2+i866gBuzta9blu0Y1NTK4oKiaRN1K+TsByEEDiW164lZRHyKfQtC3BCfR++O3kwadvFp6s0xFL0K/cTT6dRFD2/F76tNU04YJBI2URMX4ceAJ+mIjTYnsigKhD06fgNjfufX8Xt3zq4qOjHj554h3knjsLBM0I1UV+X9cNzxFM2faI+HFfgAlsTGWqjPq5/eiUHD+jF3Db9WrahiVsWrmLejJEoQDKbupfbEzc1lYzjpQsmMi4RVUXTvclOwNDQVQXHFYR8Ooamsj37nXR67/l07pk9Nv/5Ny9cxeXTC93qORlVK+uuD5oaYweUF+ypt20bNDUWXjS1SLY1EpA/JRLJ3kY+dXuY8qDBx1sTBLOqa/0jPj5pTmHZLv16BbxGAYPGrNRqKeORKyiSyDgEdZWk49Jqu0VlL0MGoOqkXZuygO6pqQm45flVzJ08uEDIpSGW5taFq7hs+nBa7QwtGW8HPJmx6RU0sVwHB0HG8la08ZRFOOonlkwSDQQwVPCVBTvMrfYr4Po8o7CpOUW/qJ9NcS/9a3siK3piwpS6KhJtjOrQ6jCaANPw9rKDPm8iEfJ7kqL4deIZB5+ultyrzbguQV0j6POMXiJlUx0yue2bB/Pamm3UtMtZv+2bB6MKkZVD1fnRE+9w6zcP7rB++I+eeCf/WtDnRdMHDY1UxvNOtFoOL3+wlZc/2FryfrjsWG+S5QpBS9qmMmywPWFlC6fYlAUMAqaaDYjTCZgaAVUhZqWIpxSqIz42x1IEfXreC9LRfrUC+YC7/Oe3MeC5VbklXCxbEDA1drSkmTdjJDc8vbKo/9efOJIdLWlm3vN6wev3f2d8Sde8RCLZs0gD3o67776b2267jc2bN3PQQQdx5513MmHChC99vrKgSXnQJGW7hP06GbJymYaXLqRkXb6bm1MoCpw5ZX++Xt8nb2j8hrcva1tpWm0VX8RHLGmzbEMTvduVvXz1siNJ2S6mqqGo0JKxESgsXLGFhSu2lLy+HxwzlKjfh6o6+bS1tGMTMgwMIOOmCfpMTzku41AeCBDLTii6yq32aV5QXTRg5F3bYVPDXx5AVxWuebpQYCaRcQoEZgBUQ9DYkqEiaLCjNUN12MfnzV7lrrmTBwOFQWcBXcNAEDA0jOwesKoqfNaULCmuMqgqxIDyAI7rYmgqPl3n8v97p2i17snIOrzxSVP+/UFDoyGeRgS8feR+UT+fN3eu5JYrQqIqChG/pzNfFmBnYKPiRbUbmpqvy64CAcOP5dgkbYew3wt4tIXLWVP25/h298vm5iR9ygJQIqCuJW3nxV0aYml+8bcPueiYIbSmHcp8OtGAjqGoJZX7fKqKGigOgrvmL8u55eTRnfZbIpHsfqQBb8P//u//cskll3DfffcxceJE7rjjDqZPn87q1auprq7+UufcEkuRcVxSGZuqsC+/mm61HQxVJWO7WGQju5MWAsFzyzflVz9BU+NP5x3Gyx9s4ejhNSQth5BP48HX1vHLU8cAOw1YIuPw5rptTNy/CgH4da3LClM5YZic/nbI1HCFZ3ibMw5lAU+FXDc1NjaniJiaJw9L17nVZaZGPLvnn3G9FV7atbEdhbSzCwIzAjTVS13a2JyiMuxjwcL3ueAYrxLbdx58k+9OGVzggk9ZDqqhYTkOGSebHteFuMpPThqFpihkbJe5Uwbx0GvrOPy2V/LtptZVMnfKYPqU+fMiJr6soEuuUlhZ0PByz7tMw/KOK4rn7k9kvQk+3ZvcuHh21xAiL6mawftuA6ZGY0uG6ojntg9rnsu77f2Su94Ljh5CpEScgKYqfDObBjZ1SBX/c9JI0tnJpeXamKrOlSUEdrzzVrFg1qii119bs51YyqZfpz2XSCS7G2nA2/Czn/2Ms88+m7lz5wJw33338eyzz/Lggw9yxRVXfKlz7mjJEE/ZVEd9tGT3gCtMDVtVaWzJ4LiC2jI/puapbN3xUmEa2XenDCZiahwyqBcRU2NjLE3vsMmYAeVc+NiyAgMWS1qMGVCRV98Klfl3yaDEkhataYveET92Vra0VewstAEQ0FRPRAZPHnbrLkwMNNULjPJpLsmMQtSvk3E0mlvTuyQwE0ta9CnzowC9gqbnMh5STcj0BFtK7dUuvGgqiWwOfHOr5e2D70LOetDQSNsOf/jXeg4a0Isz2u1f/2HJes45fP+C925LpKnN5o+HDI20Kwh1Uf0tko8tgKTj1UlPIKgImeh4ynOxbAqfld3jFtnvol+Zn5BPR8PzKjjAXS9/VPRZnvFVuLGdsZ06pIqof+e++JZYCrLiMeBJqXYqsLNmW35s2yP10CWSvY804FkymQxLly7lyiuvzL+mqirTpk3j9ddfL2qfTqdJp3casVgsVvK8sZS3v9ma2emibrZtHFch6NPZ1JyiJVsRq1Qa2Zj+5SRdh4jfpNXx9lkNVeEHRw3hzkUfFRiwhRdNRQABE4zs6i7YhUEJttm7dF1Bq+XQkrIR5FaXNgiB49fzCmKqQtfR2n6D5lYvf/up97Zw2P5VaCr4dC0/EehKYCYaMGjJOGxuThHyee+r368M1xVkXJdrTxjJT54p3KtNZK+9JupDBHa+1hmtaQcEzHnoDR444xBuf2F1wbhOze4Vf74jSXXUl3cr66qKkjXaiYyDKwSxlkynQYNJ18GxBYauoClqPhDtsx0pqqM+dJ38ij6W9K5bCK+sa4tto6AQtxyihqeI15mxbZvaNbWukrmTB7GhMVmwL/7shVMo8+m4eKv8riLb48nSx7+oHvquPj8SiaRjpAHPsm3bNhzHoaampuD1mpoaPvjgg6L2CxYs4IYbbujyvDn9863ZAK6wqbE5lkYIQXnIZEtz0nOppy1EiU3LtO3SGPf2TRUF+pT52ZpIUVvmK4rgDmfd3IHsXvPnzSmCulqkrw47q1ORLVkJsDWRxnYLFd1cIVAVhXjKxtC9FbWqKtRGOo/WDpsarivw6xrvbmji2JG1nPXIW/zhrIkETa3LFXxL2pOg3dicwhWCoOkF5W3ckSTld6iN+lmwsDg4T1dVTxQle/3QtZBLNKDz8bYWtiUynHr/v/julMGccdigghX4x9taOPd3Swve9+plR2K7AiVfOU1hR8pmXrvgwlyVtnMeeYv5s0axo9WiV9blHs2q1W10PQ9K7rVQVhbWu37Fi+6PpYkGdGKtFi2qRVeS6PGUVRCFfsEflnH7tw4qaNOadshkMlRHgsSy0redkRPYaUvu+/4i7OrzI5FIOkYa8C/JlVdeySWXXJL/OxaL0b9//6J2uXSsXJ1nO5tL7QrY0pRi3KAKLw1JiJJGzad7rmvbddFUlZTj4DcNTn/gDe6ePRY9q5keCRgkHW+F///e38zX62soCxikXBdVUUoGJaEIUq4gqmQjvbOR8gFDRVMUhCvypU8VxctbjgYUL8fbtTpcad44q56M6+3ZqsDZU/dnTUOCQVUhEKApdGko/IaWzTs3eHXNNqbUVbK2Ic6wPlGEgKuefI+fzBxd9PmPnzORmuxWgIXr9cvQmDqkilc/2lb0OVOHVBHKisSApxZXKoXqgTnji15rtS1yUgq5ymnxlMWHDYmC4MK2RPyeil0i7dCnzA8KpFyHfr0C+ZrgYVPj460JBlSGAM+1rWTV8oKGlvcsdEXEb/DtX/2r4DWfrrZro/ONe9/g8bPHEQ348HcQ3Q9efEL7euA5z0Ku+tuusqvPj0Qi6RhpwLNUVVWhaRpbthRGa2/ZsoXa2tqi9j6fD5/P1+V5owGDRNIiklXpclUNQ/UUVN9pauUPb37KZV8bzraWNJuakkU/nss2NDG4KkRzPONJfgqVkKkysDLIiXctLvq8F394OO9taOLoYTXYrkNVyGTBwlWcPK5/gXxpS9rht/9czZXHjeAPb65n9iEDCBsa733WzGeNSSYMKMdRFAzF25cNG15gm57tx2fNGV5c8Rk3zaovyq1+ZPE65k4e7NWXxgucaknbzDvhQLYkUlSGTAKG2qlRXbUxxsH9o2iKwqqNzUwYWMGo/cqwHRdT1xAoJaPFo9lJgwOkLIGqqKzb3sINJ45k3l9XFnze1CFV3HDiSNKuTUMs1aHhmjqkioZY8eTqs8Y0/XsFcPEkcy3HpSGW7vQ8ritoiKUQwJDeofyxdzY2MWa/cu+6XZtBVWEELoqioOK5XyKGxqZ4ipqIP194pjMviGhXZGTqkCqWbWja+XddFWG/ztgB5fx/v17KCxdNRQN+cPQQgKKI/R8cPQS/qnjlSNt4Fu57ZQ1XHjei6Bo6Y1efH4lE0jHSgGcxTZNx48bx0ksvMXPmTABc1+Wll17iggsu+NLnLQuaZDIOju2i4pWLzBm2ww6oYlBViNv+3wdcOn0YlWEvrQl2/ng++No6pg2vom80gCNcdEVBFXS4+g3oKteeMJJbn1/F94+qA1dw+bEjOlwpK67L5KHVbE1ZpDIOEwZV0BBPsbUlSUUwgOU6BFQNS2TrVGevvV80wKmHDuSqJ0uf1xReOxuojfhZu7WFz3YkqQwbaIpKQzzJT04aybVPFRrVKXWV/OSkUbhC8NMXPuD8o+vye93jBvVi+shaTEXJ979ttHjusxd/uJmjh9QS0HWSjs2AqhBNrWnOP6qOy48d1sYL4amdCaExYf+KorEHz+jNP2lUViK1smDP+c9LN3DlcSMQwtv80HWNww6oYHBVsPR5Zo7ijhdXc95RQ9jRkiZpJYnoAXRgdL9yknaSkBZAVXQUBLZQ0FBwEHhTFoWasB/HdQlo3l3U4X77zHpOf2BJweefPXV/vvd7bxtgal0lN84axX69gtz8jdFc+eRyLn3iHe745sH0jfo5YXTfQoGdeJp+ZX5+vXgdD/7z04Lz3nryaKmDLpF0A9KAt+GSSy5hzpw5jB8/ngkTJnDHHXfQ0tKSj0r/svQuD9DcmiGVtDDxjLgK+IH+5QEumz6cjOMQ0DT6lQf4yUmjSFoOrWnP3e7TVRQhMFU1b0D9wIKsClo8ZRHxG0RMDR1odR2uOG4ErZZD0nWJ6lpR27CpkUinUFWDARVBkhkHx/Fc+fv1CpK2HCwhUBWNuOsQUTUsPE10G7ya5prKjbPqvQC9NtdgQr6+tJ693ikHVOY/3zQcasuCtKRtrv76CATennfE77mIk46DT1G5/LgRJC1PA/76GSNJZBy2JzJEAwa9fHrJPhnAoXU1tAqbkKqj6jqOK6gM+ci4gqTloKue8lllmbcPLRQFv6KUHPtcKpYAbirxeZoAV1HykzKBwn4lzhMyNJKuww//axhJ26Em4ve+SyFwVYUgoOkBdFegqgouCpriFUpRFS+/nex9oypqPt3M7OA+cFzBfaePK/j8hOXw8NxDiPoNeoVMarIR9PtVBLnr1DFsS2SIWRl6mWbB9xXxGwyrDmMCp00axMnj++fPWxv1S+MtkXQT0oC34ZRTTmHr1q1cd911bN68mYMPPpjnn3++KLDty1C2F8stFjv8OyLUdRPJfwS7en9+OTUEiUSyJ5AGvB0XXHDBv+Uyl0gkEolkbyCrkUkkEolE0gORBlwikUgkkh6IdKHvJnIpO1JRSiLZSSQSQVG6UNKh6+cnkUjQ9PnHOM5O9ZpEw2eora1s9fm/1N9flXN8Va9L9m33nyO++RMSif13yU7syrOjiPbJopIvxWeffSaFKCSSdjQ3NxONRrtsJ58fiaSQXXl2pAHfTbiuy8aNGzudNeXUpjZs2LBLP2r7MnIsCtlXx2NXV+BdPT/72vjsS/2Rfdkz7MqzI13ouwlVVdlvv/12qW00Gu32m+OrghyLQv5Tx2NXn599bXz2pf7Ivux9ZBCbRCKRSCQ9EGnAJRKJRCLpgUgDvhfx+XzMmzdPFnFAjkV75Hh0zr42PvtSf2Rfug8ZxCaRSCQSSQ9ErsAlEolEIumBSAMukUgkEkkPRBpwiUQikUh6INKASyQSiUTSA5EGfC9y9913M2jQIPx+PxMnTuSNN97o7kv6t7j++utRFKXg3/Dhw/PHU6kU559/PpWVlYTDYU4++WS2bNlScI7169dz/PHHEwwGqa6u5rLLLsO27YI2r7zyCmPHjsXn81FXV8fDDz+8N7rXKf/4xz+YMWMGffv2RVEU/vKXvxQcF0Jw3XXX0adPHwKBANOmTeOjjz4qaNPY2Mjs2bOJRqOUl5dz5plnkkgkCtq89957TJ06Fb/fT//+/bn11luLruWJJ55g+PDh+P1+6uvree6553Z7f7ub7n52FixYwCGHHEIkEqG6upqZM2eyevXqgjZ7837fneNx8803oygKF198cY/sy+eff85pp51GZWUlgUCA+vp63nrrrfzxffpZFJK9wuOPPy5M0xQPPvigWLlypTj77LNFeXm52LJlS3df2pdm3rx5YuTIkWLTpk35f1u3bs0f/973vif69+8vXnrpJfHWW2+JQw89VBx22GH547Zti1GjRolp06aJZcuWieeee05UVVWJK6+8Mt/m448/FsFgUFxyySXi/fffF3feeafQNE08//zze7Wv7XnuuefE1VdfLf785z8LQDz55JMFx2+++WZRVlYm/vKXv4h3331XnHjiiWLw4MEimUzm2xx77LHioIMOEv/617/Eq6++Kurq6sSpp56aP97c3CxqamrE7NmzxYoVK8Rjjz0mAoGA+NWvfpVvs3jxYqFpmrj11lvF+++/L6655hphGIZYvnz5Hh+DvcVX4dmZPn26eOihh8SKFSvEO++8I77+9a+LAQMGiEQikW+zt+733Tkeb7zxhhg0aJAYPXq0uOiii3pcXxobG8XAgQPFGWecIZYsWSI+/vhj8cILL4g1a9bk2+zLz6I04HuJCRMmiPPPPz//t+M4om/fvmLBggXdeFX/HvPmzRMHHXRQyWNNTU3CMAzxxBNP5F9btWqVAMTrr78uhPCMoKqqYvPmzfk29957r4hGoyKdTgshhLj88svFyJEjC859yimniOnTp+/m3nx52htw13VFbW2tuO222/KvNTU1CZ/PJx577DEhhBDvv/++AMSbb76Zb7Nw4UKhKIr4/PPPhRBC3HPPPaJXr175sRBCiB//+Mdi2LBh+b+//e1vi+OPP77geiZOnCjOPffc3drH7uSr+Ow0NDQIQPz9738XQuzd+313jUc8HhdDhgwRL774ojjiiCPyBrwn9eXHP/6xmDJlSofH9/VnUbrQ9wKZTIalS5cybdq0/GuqqjJt2jRef/31bryyf5+PPvqIvn37sv/++zN79mzWr18PwNKlS7Esq6DPw4cPZ8CAAfk+v/7669TX11NTU5NvM336dGKxGCtXrsy3aXuOXJuv8ritW7eOzZs3F1x3WVkZEydOLOh7eXk548ePz7eZNm0aqqqyZMmSfJvDDz8c0zTzbaZPn87q1avZsWNHvk1PG58vwlf12WlubgagoqIC2Hv3++4cj/PPP5/jjz++6PN6Ul/++te/Mn78eL71rW9RXV3NmDFj+PWvf50/vq8/i9KA7wW2bduG4zgFNztATU0Nmzdv7qar+veZOHEiDz/8MM8//zz33nsv69atY+rUqcTjcTZv3oxpmpSXlxe8p22fN2/eXHJMcsc6axOLxUgmk3uoZ/8euWvv7PvevHkz1dXVBcd1XaeiomK3jE9Pvq/a8lV8dlzX5eKLL2by5MmMGjUKYK/d77trPB5//HHefvttFixYUHSsJ/Xl448/5t5772XIkCG88MILnHfeeVx44YU88sgjBdeyrz6LshqZ5Etz3HHH5f9/9OjRTJw4kYEDB/LHP/6RQCDQjVcmkew5zj//fFasWMFrr73W3ZfypdiwYQMXXXQRL774In6/v7sv59/CdV3Gjx/PTTfdBMCYMWNYsWIF9913H3PmzOnmq9vzyBX4XqCqqgpN04qiOLds2UJtbW03XdXup7y8nKFDh7JmzRpqa2vJZDI0NTUVtGnb59ra2pJjkjvWWZtoNPqVnSTkrr2z77u2tpaGhoaC47Zt09jYuFvGZ1+5r75qz84FF1zAM888w6JFiwrKn+6t+313jMfSpUtpaGhg7Nix6LqOruv8/e9/55e//CW6rlNTU9Nj+tKnTx8OPPDAgtdGjBiR38rb159FacD3AqZpMm7cOF566aX8a67r8tJLLzFp0qRuvLLdSyKRYO3atfTp04dx48ZhGEZBn1evXs369evzfZ40aRLLly8veHhefPFFotFo/qGcNGlSwTlybb7K4zZ48GBqa2sLrjsWi7FkyZKCvjc1NbF06dJ8m5dffhnXdZk4cWK+zT/+8Q8sy8q3efHFFxk2bBi9evXKt+lp4/NF+Ko8O0IILrjgAp588klefvllBg8eXHB8b93vu2M8jjnmGJYvX84777yT/zd+/Hhmz56d//+e0pfJkycXpfN9+OGHDBw4EPgPeBb3WHicpIDHH39c+Hw+8fDDD4v3339fnHPOOaK8vLwgirOncemll4pXXnlFrFu3TixevFhMmzZNVFVViYaGBiGEl4oyYMAA8fLLL4u33npLTJo0SUyaNCn//lwqyte+9jXxzjvviOeff1707t27ZCrKZZddJlatWiXuvvvur0QaWTweF8uWLRPLli0TgPjZz34mli1bJj799FMhhJe6Ul5eLp566inx3nvviZNOOqlk6sqYMWPEkiVLxGuvvSaGDBlSkLrS1NQkampqxOmnny5WrFghHn/8cREMBotSV3RdF7fffrtYtWqVmDdv3j6ZRtbdz855550nysrKxCuvvFKQNtna2ppvs7fu9z0xHm2j0HtSX9544w2h67q48cYbxUcffSQeffRREQwGxe9///t8m335WZQGfC9y5513igEDBgjTNMWECRPEv/71r+6+pH+LU045RfTp00eYpin69esnTjnllIL8y2QyKb7//e+LXr16iWAwKGbNmiU2bdpUcI5PPvlEHHfccSIQCIiqqipx6aWXCsuyCtosWrRIHHzwwcI0TbH//vuLhx56aG90r1MWLVokgKJ/c+bMEUJ46SvXXnutqKmpET6fTxxzzDFi9erVBefYvn27OPXUU0U4HBbRaFTMnTtXxOPxgjbvvvuumDJlivD5fKJfv37i5ptvLrqWP/7xj2Lo0KHCNE0xcuRI8eyzz+6xfncX3f3slPqugYJ7cW/e77t7PNob8J7Ul6efflqMGjVK+Hw+MXz4cHH//fcXHN+Xn0VZTlQikUgkkh6I3AOXSCQSiaQHIg24RCKRSCQ9EGnAJRKJRCLpgUgDLpFIJBJJD0QacIlEIpFIeiDSgEskEolE0gORBlwikUgkkh6INOCSHs2RRx7JxRdf3OHxQYMGcccdd+y165FIJJK9haxGJunR/PnPf8YwjO6+DInkK8mRRx7JwQcfvFsnsXvinJIvhzTgkh5NRUVFd1+CRCKRdAvShS7p0bR1oTc0NDBjxgwCgQCDBw/m0Ucf7d6Lk0i6kTPOOIO///3v/OIXv0BRFBRF4ZNPPmHFihUcd9xxhMNhampqOP3009m2bRsAr7zyCqZp8uqrr+bPc+utt1JdXc2WLVs6PKeke5AGXLLPcMYZZ7BhwwYWLVrE//3f/3HPPfcU1fmVSP5T+MUvfsGkSZM4++yz2bRpE5s2bSISiXD00UczZswY3nrrLZ5//nm2bNnCt7/9bWDnhPj000+nubmZZcuWce211/Kb3/yGmpqakufs379/N/f0PxfpQpfsE3z44YcsXLiQN954g0MOOQSABx54gBEjRnTzlUkk3UNZWRmmaRIMBqmtrQVg/vz5jBkzhptuuinf7sEHH6R///58+OGHDB06lPnz5/Piiy9yzjnnsGLFCubMmcOJJ57Y4Tkl3Yc04JJ9glWrVqHrOuPGjcu/Nnz4cMrLy7vvoiSSrxjvvvsuixYtIhwOFx1bu3YtQ4cOxTRNHn30UUaPHs3AgQP5+c9/3g1XKtkVpAGXSCSS/xASiQQzZszglltuKTrWp0+f/P//85//BKCxsZHGxkZCodBeu0bJriP3wCX7BMOHD8e2bZYuXZp/bfXq1TQ1NXXfRUkk3YxpmjiOk/977NixrFy5kkGDBlFXV1fwL2ek165dyw9/+EN+/etfM3HiRObMmYPruh2eU9J9SAMu2ScYNmwYxx57LOeeey5Llixh6dKlnHXWWQQCge6+NImk2xg0aBBLlizhk08+Ydu2bZx//vk0NjZy6qmn8uabb7J27VpeeOEF5s6di+M4OI7DaaedxvTp05k7dy4PPfQQ7733Hj/96U87PGdb4y7Zu0gDLtlneOihh+jbty9HHHEE3/jGNzjnnHOorq7u7suSSLqNH/3oR2iaxoEHHkjv3r3JZDIsXrwYx3H42te+Rn19PRdffDHl5eWoqsqNN97Ip59+yq9+9SvAc6vff//9XHPNNbz77rslz7l+/fru7OJ/NIoQQnT3RUgkEolEIvliyBW4RCKRSCQ9EGnAJRKJRCLpgUgDLpFIJBJJD0QacIlEIpFIeiDSgEskEolE0gORBlwikUgkkh6INOASiUQikfRApAGXSCQSiaQHIg24RCKRSCQ9EGnAJRKJRCLpgUgDLpFIJBJJD0QacIlEIpFIeiD/P0Z/+xbykIrmAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 500x500 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(train_df[['id','type','information','text']])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 576
    },
    "id": "-x6pbpxZHuMb",
    "outputId": "e12bf1f5-cc8d-4ea6-fe8a-04fbb9cdacb2"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,7))\n",
    "plt.pie(x=train_df['information'].value_counts().values,\n",
    "        labels=train_df['information'].value_counts().index,\n",
    "        autopct='%2.2f%%')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "vkmrA3tf_V_X",
    "outputId": "11de0670-036e-420f-8372-7eb0ae658988"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
      "[nltk_data]   Package stopwords is already up-to-date!\n",
      "[nltk_data] Downloading package punkt to /root/nltk_data...\n",
      "[nltk_data]   Package punkt is already up-to-date!\n"
     ]
    }
   ],
   "source": [
    "from nltk.corpus import stopwords\n",
    "from nltk.tokenize import word_tokenize\n",
    "import re\n",
    "\n",
    "# Download NLTK resources if not already downloaded\n",
    "import nltk\n",
    "nltk.download('stopwords')\n",
    "nltk.download('punkt')\n",
    "\n",
    "# Function for text preprocessing\n",
    "def preprocess_text(text):\n",
    "    # Convert to lowercase\n",
    "    text = text.lower()\n",
    "    # Remove special characters and links\n",
    "    text = re.sub(r'http\\S+', '', text)\n",
    "    text = re.sub(r'[^a-zA-Z\\s]', '', text)\n",
    "    # Tokenization and removing stopwords\n",
    "    stop_words = set(stopwords.words('english'))\n",
    "    words = word_tokenize(text)\n",
    "    words = [word for word in words if word not in stop_words]\n",
    "    return ' '.join(words)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "VU9LV05R_euO",
    "outputId": "8e0643dd-4f4b-47e8-ec91-e4d6f45964b2"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "  <div id=\"df-54594bb0-6073-4260-ab68-1c1b78c37e4c\" class=\"colab-df-container\">\n",
       "    <div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>information</th>\n",
       "      <th>type</th>\n",
       "      <th>text</th>\n",
       "      <th>preprocessed_text</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2401</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>I am coming to the borders and I will kill you...</td>\n",
       "      <td>coming borders kill</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2401</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>im getting on borderlands and i will kill you ...</td>\n",
       "      <td>im getting borderlands kill</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2401</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>im coming on borderlands and i will murder you...</td>\n",
       "      <td>im coming borderlands murder</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2401</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>im getting on borderlands 2 and i will murder ...</td>\n",
       "      <td>im getting borderlands murder</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2401</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>im getting into borderlands and i can murder y...</td>\n",
       "      <td>im getting borderlands murder</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74676</th>\n",
       "      <td>9200</td>\n",
       "      <td>Nvidia</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Just realized that the Windows partition of my...</td>\n",
       "      <td>realized windows partition mac like years behi...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74677</th>\n",
       "      <td>9200</td>\n",
       "      <td>Nvidia</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Just realized that my Mac window partition is ...</td>\n",
       "      <td>realized mac window partition years behind nvi...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74678</th>\n",
       "      <td>9200</td>\n",
       "      <td>Nvidia</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Just realized the windows partition of my Mac ...</td>\n",
       "      <td>realized windows partition mac years behind nv...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74679</th>\n",
       "      <td>9200</td>\n",
       "      <td>Nvidia</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Just realized between the windows partition of...</td>\n",
       "      <td>realized windows partition mac like years behi...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74680</th>\n",
       "      <td>9200</td>\n",
       "      <td>Nvidia</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Just like the windows partition of my Mac is l...</td>\n",
       "      <td>like windows partition mac like years behind d...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>73995 rows × 5 columns</p>\n",
       "</div>\n",
       "    <div class=\"colab-df-buttons\">\n",
       "\n",
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       "\n",
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      ],
      "text/plain": [
       "         id  information      type  \\\n",
       "0      2401  Borderlands  Positive   \n",
       "1      2401  Borderlands  Positive   \n",
       "2      2401  Borderlands  Positive   \n",
       "3      2401  Borderlands  Positive   \n",
       "4      2401  Borderlands  Positive   \n",
       "...     ...          ...       ...   \n",
       "74676  9200       Nvidia  Positive   \n",
       "74677  9200       Nvidia  Positive   \n",
       "74678  9200       Nvidia  Positive   \n",
       "74679  9200       Nvidia  Positive   \n",
       "74680  9200       Nvidia  Positive   \n",
       "\n",
       "                                                    text  \\\n",
       "0      I am coming to the borders and I will kill you...   \n",
       "1      im getting on borderlands and i will kill you ...   \n",
       "2      im coming on borderlands and i will murder you...   \n",
       "3      im getting on borderlands 2 and i will murder ...   \n",
       "4      im getting into borderlands and i can murder y...   \n",
       "...                                                  ...   \n",
       "74676  Just realized that the Windows partition of my...   \n",
       "74677  Just realized that my Mac window partition is ...   \n",
       "74678  Just realized the windows partition of my Mac ...   \n",
       "74679  Just realized between the windows partition of...   \n",
       "74680  Just like the windows partition of my Mac is l...   \n",
       "\n",
       "                                       preprocessed_text  \n",
       "0                                    coming borders kill  \n",
       "1                            im getting borderlands kill  \n",
       "2                           im coming borderlands murder  \n",
       "3                          im getting borderlands murder  \n",
       "4                          im getting borderlands murder  \n",
       "...                                                  ...  \n",
       "74676  realized windows partition mac like years behi...  \n",
       "74677  realized mac window partition years behind nvi...  \n",
       "74678  realized windows partition mac years behind nv...  \n",
       "74679  realized windows partition mac like years behi...  \n",
       "74680  like windows partition mac like years behind d...  \n",
       "\n",
       "[73995 rows x 5 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Apply the preprocess_text function to the 'text' column\n",
    "train_df['preprocessed_text'] = train_df['text'].apply(preprocess_text)\n",
    "train_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 423
    },
    "id": "lBQ5bwHb_hIc",
    "outputId": "5b3d7ecf-1071-4202-ea7d-713faa5dc004"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>information</th>\n",
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       "      <th>0</th>\n",
       "      <td>352</td>\n",
       "      <td>Amazon</td>\n",
       "      <td>Neutral</td>\n",
       "      <td>BBC News - Amazon boss Jeff Bezos rejects clai...</td>\n",
       "      <td>bbc news amazon boss jeff bezos rejects claims...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>8312</td>\n",
       "      <td>Microsoft</td>\n",
       "      <td>Negative</td>\n",
       "      <td>@Microsoft Why do I pay for WORD when it funct...</td>\n",
       "      <td>microsoft pay word functions poorly samsungus ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4371</td>\n",
       "      <td>CS-GO</td>\n",
       "      <td>Negative</td>\n",
       "      <td>CSGO matchmaking is so full of closet hacking,...</td>\n",
       "      <td>csgo matchmaking full closet hacking truly awf...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4433</td>\n",
       "      <td>Google</td>\n",
       "      <td>Neutral</td>\n",
       "      <td>Now the President is slapping Americans in the...</td>\n",
       "      <td>president slapping americans face really commi...</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>6273</td>\n",
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       "      <td>Hi @EAHelp I’ve had Madeleine McCann in my cel...</td>\n",
       "      <td>hi eahelp ive madeleine mccann cellar past yea...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>994</th>\n",
       "      <td>4891</td>\n",
       "      <td>GrandTheftAuto(GTA)</td>\n",
       "      <td>Irrelevant</td>\n",
       "      <td>⭐️ Toronto is the arts and culture capital of ...</td>\n",
       "      <td>toronto arts culture capital canada wonder wan...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>995</th>\n",
       "      <td>4359</td>\n",
       "      <td>CS-GO</td>\n",
       "      <td>Irrelevant</td>\n",
       "      <td>tHIS IS ACTUALLY A GOOD MOVE TOT BRING MORE VI...</td>\n",
       "      <td>actually good move tot bring viewers one peopl...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>996</th>\n",
       "      <td>2652</td>\n",
       "      <td>Borderlands</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Today sucked so it’s time to drink wine n play...</td>\n",
       "      <td>today sucked time drink wine n play borderland...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>997</th>\n",
       "      <td>8069</td>\n",
       "      <td>Microsoft</td>\n",
       "      <td>Positive</td>\n",
       "      <td>Bought a fraction of Microsoft today. Small wins.</td>\n",
       "      <td>bought fraction microsoft today small wins</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>998</th>\n",
       "      <td>6960</td>\n",
       "      <td>johnson&amp;johnson</td>\n",
       "      <td>Neutral</td>\n",
       "      <td>Johnson &amp; Johnson to stop selling talc baby po...</td>\n",
       "      <td>johnson johnson stop selling talc baby powder ...</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>999 rows × 5 columns</p>\n",
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      ],
      "text/plain": [
       "       id          information        type  \\\n",
       "0     352               Amazon     Neutral   \n",
       "1    8312            Microsoft    Negative   \n",
       "2    4371                CS-GO    Negative   \n",
       "3    4433               Google     Neutral   \n",
       "4    6273                 FIFA    Negative   \n",
       "..    ...                  ...         ...   \n",
       "994  4891  GrandTheftAuto(GTA)  Irrelevant   \n",
       "995  4359                CS-GO  Irrelevant   \n",
       "996  2652          Borderlands    Positive   \n",
       "997  8069            Microsoft    Positive   \n",
       "998  6960      johnson&johnson     Neutral   \n",
       "\n",
       "                                                  text  \\\n",
       "0    BBC News - Amazon boss Jeff Bezos rejects clai...   \n",
       "1    @Microsoft Why do I pay for WORD when it funct...   \n",
       "2    CSGO matchmaking is so full of closet hacking,...   \n",
       "3    Now the President is slapping Americans in the...   \n",
       "4    Hi @EAHelp I’ve had Madeleine McCann in my cel...   \n",
       "..                                                 ...   \n",
       "994  ⭐️ Toronto is the arts and culture capital of ...   \n",
       "995  tHIS IS ACTUALLY A GOOD MOVE TOT BRING MORE VI...   \n",
       "996  Today sucked so it’s time to drink wine n play...   \n",
       "997  Bought a fraction of Microsoft today. Small wins.   \n",
       "998  Johnson & Johnson to stop selling talc baby po...   \n",
       "\n",
       "                                     preprocessed_text  \n",
       "0    bbc news amazon boss jeff bezos rejects claims...  \n",
       "1    microsoft pay word functions poorly samsungus ...  \n",
       "2    csgo matchmaking full closet hacking truly awf...  \n",
       "3    president slapping americans face really commi...  \n",
       "4    hi eahelp ive madeleine mccann cellar past yea...  \n",
       "..                                                 ...  \n",
       "994  toronto arts culture capital canada wonder wan...  \n",
       "995  actually good move tot bring viewers one peopl...  \n",
       "996  today sucked time drink wine n play borderland...  \n",
       "997         bought fraction microsoft today small wins  \n",
       "998  johnson johnson stop selling talc baby powder ...  \n",
       "\n",
       "[999 rows x 5 columns]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Apply the preprocess_text function to the 'text' column\n",
    "validation_df['preprocessed_text'] = validation_df['text'].apply(preprocess_text)\n",
    "validation_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "RDn-JiwD_pgs",
    "outputId": "6df73ba6-4535-4b60-8dce-f4e0904e3aeb"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "TF-IDF Training Features Shape: (73995, 5000)\n",
      "TF-IDF Validation Features Shape: (999, 5000)\n"
     ]
    }
   ],
   "source": [
    "from sklearn.feature_extraction.text import TfidfVectorizer\n",
    "\n",
    "# Initialize the TF-IDF vectorizer\n",
    "tfidf_vectorizer = TfidfVectorizer(max_features=5000)  # You can adjust the 'max_features' parameter based on your dataset\n",
    "\n",
    "# Fit and transform the training data\n",
    "tfidf_train_features = tfidf_vectorizer.fit_transform(train_df['preprocessed_text'])\n",
    "\n",
    "# Transform the validation data using the same vectorizer\n",
    "tfidf_validation_features = tfidf_vectorizer.transform(validation_df['preprocessed_text'])\n",
    "\n",
    "# Display the shape of the TF-IDF features\n",
    "print(f\"TF-IDF Training Features Shape: {tfidf_train_features.shape}\")\n",
    "print(f\"TF-IDF Validation Features Shape: {tfidf_validation_features.shape}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "tN0wn-NN_tLv"
   },
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import LabelEncoder\n",
    "\n",
    "# Initialize the LabelEncoder\n",
    "label_encoder = LabelEncoder()\n",
    "\n",
    "# Encode the class labels in both training and validation datasets\n",
    "train_labels_encoded = label_encoder.fit_transform(train_df['type'])\n",
    "validation_labels_encoded = label_encoder.transform(validation_df['type'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "XPGUDgbQ_yDK"
   },
   "outputs": [],
   "source": [
    "import xgboost as xgb\n",
    "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix\n",
    "\n",
    "# Initialize the XGBoost classifier\n",
    "xgb_classifier = xgb.XGBClassifier()\n",
    "\n",
    "# Train the classifier on the TF-IDF training features and encoded labels\n",
    "xgb_classifier.fit(tfidf_train_features, train_labels_encoded)\n",
    "\n",
    "# Predict the encoded labels for the TF-IDF validation features\n",
    "validation_predictions_xgb_encoded = xgb_classifier.predict(tfidf_validation_features)\n",
    "\n",
    "# Decode the predicted labels back to the original class labels\n",
    "validation_predictions_xgb = label_encoder.inverse_transform(validation_predictions_xgb_encoded)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "hpCxo4uB_2lI",
    "outputId": "5c2ba479-898a-4d4f-84e9-d623808921bc"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "XGBoost Accuracy: 0.74\n"
     ]
    }
   ],
   "source": [
    "# Evaluate the performance of the XGBoost classifier\n",
    "accuracy_xgb = accuracy_score(validation_df['type'], validation_predictions_xgb)\n",
    "print(f\"XGBoost Accuracy: {accuracy_xgb:.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "BkWnGacFAjMa",
    "outputId": "1c02aa91-a2ce-4981-ac31-c50bb9201ce5"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "XGBoost Classification Report:\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "  Irrelevant       0.85      0.60      0.70       171\n",
      "    Negative       0.65      0.88      0.75       266\n",
      "     Neutral       0.78      0.65      0.71       285\n",
      "    Positive       0.76      0.78      0.77       277\n",
      "\n",
      "    accuracy                           0.74       999\n",
      "   macro avg       0.76      0.73      0.73       999\n",
      "weighted avg       0.75      0.74      0.74       999\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Display additional classification metrics for XGBoost\n",
    "print(\"XGBoost Classification Report:\")\n",
    "print(classification_report(validation_df['type'], validation_predictions_xgb))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "vvgnOZmKAl5t",
    "outputId": "8851c7cb-5e25-4d11-a529-e77d200f2e2b"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The predicted type for the input text is: Positive\n"
     ]
    }
   ],
   "source": [
    "# Assuming you have defined the preprocess_text function\n",
    "\n",
    "# Example user input\n",
    "user_input = \"Platinum is the best loot @Borderlands\"\n",
    "\n",
    "# Preprocess the user input\n",
    "user_input_processed = preprocess_text(user_input)\n",
    "\n",
    "# Vectorize the user input using TF-IDF\n",
    "user_input_tfidf = tfidf_vectorizer.transform([user_input_processed])\n",
    "\n",
    "# Predict the sentiment type using the trained XGBoost model\n",
    "prediction_encoded = xgb_classifier.predict(user_input_tfidf)[0]\n",
    "\n",
    "# Decode the predicted label back to the original class label\n",
    "predicted_type = label_encoder.inverse_transform([prediction_encoded])[0]\n",
    "\n",
    "print(f\"The predicted type for the input text is: {predicted_type}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "kFwvetdsA46f",
    "outputId": "0d610e69-195e-494c-aad6-d3d91de41d6e"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The predicted type for the input text is: Negative\n"
     ]
    }
   ],
   "source": [
    "# Example user input\n",
    "user_input = \"This is shitty. I get that profit-wise it was less business expected prior to a huge problem.\"\n",
    "\n",
    "# Preprocess the user input\n",
    "user_input_processed = preprocess_text(user_input)\n",
    "\n",
    "# Vectorize the user input using TF-IDF\n",
    "user_input_tfidf = tfidf_vectorizer.transform([user_input_processed])\n",
    "\n",
    "# Predict the sentiment type using the trained XGBoost model\n",
    "prediction_encoded = xgb_classifier.predict(user_input_tfidf)[0]\n",
    "\n",
    "# Decode the predicted label back to the original class label\n",
    "predicted_type = label_encoder.inverse_transform([prediction_encoded])[0]\n",
    "\n",
    "print(f\"The predicted type for the input text is: {predicted_type}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "nrr9fd6cA7xh"
   },
   "outputs": [],
   "source": []
  }
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