Cyber_Bully.ipynb

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        "<a href=\"https://colab.research.google.com/github/Devanshu0502/cyberbullying_detection/blob/main/Cyber_Bully.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "cell_type": "code",
      "source": [
        "import nltk\n",
        "nltk.download('words')\n",
        "nltk.download('stopwords')\n",
        "nltk.download('averaged_perceptron_tagger')\n",
        "nltk.download('wordnet')"
      ],
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      "execution_count": 1,
      "outputs": [
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          "text": [
            "[nltk_data] Downloading package words to /root/nltk_data...\n",
            "[nltk_data]   Package words is already up-to-date!\n",
            "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
            "[nltk_data]   Package stopwords is already up-to-date!\n",
            "[nltk_data] Downloading package averaged_perceptron_tagger to\n",
            "[nltk_data]     /root/nltk_data...\n",
            "[nltk_data]   Package averaged_perceptron_tagger is already up-to-\n",
            "[nltk_data]       date!\n",
            "[nltk_data] Downloading package wordnet to /root/nltk_data...\n",
            "[nltk_data]   Package wordnet is already up-to-date!\n"
          ]
        },
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              "True"
            ]
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          "metadata": {},
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    {
      "cell_type": "code",
      "source": [
        "#!pip install keras-preprocessing\n",
        "#!pip install contractions\n",
        "#!pip install transformers"
      ],
      "metadata": {
        "id": "i8waIqLyVZ0U"
      },
      "execution_count": 2,
      "outputs": []
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        "id": "kgNTxiZE2KBk"
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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "%matplotlib inline\n",
        "\n",
        "\n",
        "import re\n",
        "import string\n",
        "from wordcloud import WordCloud\n",
        "\n",
        "from textblob import TextBlob\n",
        "\n",
        "import nltk\n",
        "from nltk.corpus import wordnet\n",
        "from nltk.stem import WordNetLemmatizer\n",
        "from nltk.corpus import stopwords\n",
        "from nltk.stem.porter import PorterStemmer\n",
        "from sklearn.feature_extraction.text import CountVectorizer, TfidfVectorizer\n",
        "from gensim.models import word2vec\n",
        "\n",
        "from collections import Counter\n",
        "from nltk.corpus import stopwords\n",
        "\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import log_loss\n",
        "from sklearn.pipeline import Pipeline\n",
        "\n",
        "import keras\n",
        "import tensorflow as tf\n",
        "from keras.preprocessing.text import Tokenizer\n",
        "from keras.utils import plot_model\n",
        "from keras.models import Sequential\n",
        "from keras.layers import Dense\n",
        "from keras_preprocessing.sequence import pad_sequences\n",
        "from keras.models import Sequential\n",
        "from keras.layers import Dense\n",
        "from keras.layers import Flatten\n",
        "from keras.layers import Embedding\n",
        "from keras.layers import Conv1D\n",
        "from keras.layers import MaxPooling1D\n",
        "from tensorflow.keras.optimizers import Adam\n",
        "\n",
        "import transformers\n",
        "from transformers import (AutoTokenizer,\n",
        "                          AutoModelForSequenceClassification,\n",
        "                          TextClassificationPipeline)\n",
        "\n",
        "import joblib\n",
        "from tqdm import tqdm\n",
        "\n",
        "import contractions"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#tf.compat.v1.disable_v2_behavior()"
      ],
      "metadata": {
        "id": "jeA0SlHl2OUZ"
      },
      "execution_count": 4,
      "outputs": []
    },
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      "cell_type": "code",
      "source": [
        "data = pd.read_csv(\"/content/twitter_parsed_dataset (1).csv\").drop(columns=['id', 'index', \"Annotation\"])\n",
        "data.columns = ['text', 'label']"
      ],
      "metadata": {
        "id": "wZ0dLpmP3LzO"
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      "execution_count": 5,
      "outputs": []
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        "data.head()"
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              "                                                text  label\n",
              "0  @halalflaws @biebervalue @greenlinerzjm I read...    0.0\n",
              "1  @ShreyaBafna3 Now you idiots claim that people...    0.0\n",
              "2  RT @Mooseoftorment Call me sexist, but when I ...    1.0\n",
              "3  @g0ssipsquirrelx Wrong, ISIS follows the examp...    1.0\n",
              "4                             #mkr No No No No No No    0.0"
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        "data['text'].sample(1).values[0]"
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      "execution_count": 7,
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          "data": {
            "text/plain": [
              "'RT @joeyramos67: Something about women commentating on football really fucking bugs me #notsexist  #dotheyreallyknow or #readingaprompter'"
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            "text/plain": [
              "\"RT @Mooseoftorment Call me sexist, but when I go to an auto place, I'd rather talk to a guy\""
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        "data['label'].value_counts().plot(kind='bar', color=sns.color_palette('pastel'))\n",
        "plt.xticks([0,1],['positive', 'negative'], rotation=0);"
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              "<Figure size 640x480 with 1 Axes>"
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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "only_english = set(nltk.corpus.words.words())\n",
        "def clean_text(text):\n",
        "\n",
        "    sample = text\n",
        "    sample = \" \".join([x.lower() for x in sample.split()])\n",
        "    sample = re.sub(r\"\\S*https?:\\S*\", '', sample) #links and urls\n",
        "    sample = re.sub('\\[.*?\\]', '', sample) #text between [square brackets]\n",
        "    sample = re.sub('\\(.*?\\)', '', sample) #text between (parenthesis)\n",
        "    sample = re.sub('#', ' ', sample) #remove hashtags\n",
        "    sample = ' '.join([x for x in sample.split() if not x.startswith('@')]) # remove mentions with @\n",
        "    sample = \" \".join([contractions.fix(x) for x in sample.split()])  # fixes contractions like you're to you are\n",
        "    sample = re.sub('[%s]' % re.escape(string.punctuation), ' ', sample) #punctuations\n",
        "    sample = re.sub('\\w*\\d\\w', '', sample) #digits with trailing or preceeding text\n",
        "    sample = re.sub(r'\\n', ' ', sample) #new line character\n",
        "    sample = re.sub(r'\\\\n', ' ', sample) #new line character\n",
        "    sample = re.sub(\"[''\"\"...“”‘’…]\", '', sample) #list of quotation marks\n",
        "    sample = \" \".join(x.strip() for x in sample.split()) #strips whitespace\n",
        "    sample = re.sub(r', /<[^>]+>/', '', sample)    #HTML attributes\n",
        "\n",
        "    sample = ' '.join(list(filter(lambda ele: re.search(\"[a-zA-Z\\s]+\", ele) is not None, sample.split()))) #languages other than english\n",
        "\n",
        "    sample = re.compile(\"[\"\n",
        "                               u\"\\U0001F600-\\U0001F64F\"  # emoticons\n",
        "                               u\"\\U0001F300-\\U0001F5FF\"  # symbols & pictographs\n",
        "                               u\"\\U0001F680-\\U0001F6FF\"  # transport & map symbols\n",
        "                               u\"\\U0001F1E0-\\U0001F1FF\"  # flags (iOS)\n",
        "                               u\"\\U00002500-\\U00002BEF\"  # chinese char\n",
        "                               u\"\\U00002702-\\U000027B0\"\n",
        "                               u\"\\U00002702-\\U000027B0\"\n",
        "                               u\"\\U000024C2-\\U0001F251\"\n",
        "                               u\"\\U0001f926-\\U0001f937\"\n",
        "                               u\"\\U00010000-\\U0010ffff\"\n",
        "                               u\"\\u2640-\\u2642\"\n",
        "                               u\"\\u2600-\\u2B55\"\n",
        "                               u\"\\u200d\"\n",
        "                               u\"\\u23cf\"\n",
        "                               u\"\\u23e9\"\n",
        "                               u\"\\u231a\"\n",
        "                               u\"\\ufe0f\"  # dingbats\n",
        "                               u\"\\u3030\"\n",
        "                               \"]+\", flags=re.UNICODE).sub(r'', sample) #emojis and symbols\n",
        "    sample = sample.strip()\n",
        "    sample = \" \".join([x.strip() for x in sample.split()])\n",
        "\n",
        "    return sample"
      ],
      "metadata": {
        "id": "lW9tzK953ajg"
      },
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data['cleaned_text'] = data['text'].apply(lambda x: clean_text(str(x)))\n",
        "data"
      ],
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              "4                                 #mkr No No No No No No    0.0   \n",
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              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "        const charts = await google.colab.kernel.invokeFunction(\n",
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              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "</div>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "stops = set(stopwords.words('english'))\n",
        "lemmatizer = WordNetLemmatizer()\n",
        "ps = PorterStemmer()\n",
        "\n",
        "def get_wordnet_pos(word):\n",
        "\n",
        "    treebank_tag = nltk.pos_tag([word])[0][1]\n",
        "\n",
        "    if treebank_tag.startswith('J'):\n",
        "        return wordnet.ADJ\n",
        "    elif treebank_tag.startswith('V'):\n",
        "        return wordnet.VERB\n",
        "    elif treebank_tag.startswith('N'):\n",
        "        return wordnet.NOUN\n",
        "    elif treebank_tag.startswith('R'):\n",
        "        return wordnet.ADV\n",
        "    else:\n",
        "        return wordnet.NOUN\n",
        "\n",
        "def correct_text(text, stem=False, lemma=False, spell=False):\n",
        "    if lemma and stem:\n",
        "        raise Exception('Either stem or lemma can be true, not both!')\n",
        "        return text\n",
        "\n",
        "    sample = text\n",
        "\n",
        "    #removing stopwords\n",
        "    sample = sample.lower()\n",
        "    sample = [word for word in sample.split() if not word in stops]\n",
        "    sample = ' '.join(sample)\n",
        "\n",
        "    if lemma:\n",
        "        sample = sample.split()\n",
        "        sample = [lemmatizer.lemmatize(word.lower(), get_wordnet_pos(word.lower())) for word in sample]\n",
        "        sample = ' '.join(sample)\n",
        "\n",
        "    if stem:\n",
        "        sample = sample.split()\n",
        "        sample = [ps.stem(word) for word in sample]\n",
        "        sample = ' '.join(sample)\n",
        "\n",
        "    if spell:\n",
        "        sample = str(TextBlob(text).correct())\n",
        "\n",
        "    return sample"
      ],
      "metadata": {
        "id": "MYNLTUE23eH3"
      },
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data['correct_text'] = 'text'\n",
        "data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "altZwiom3oDz",
        "outputId": "511933c5-17a1-439e-c0a6-bd13458b1f5b"
      },
      "execution_count": 13,
      "outputs": [
        {
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              "                                                    text  label  \\\n",
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              "16849              you are too stupid to talk to blocked         text  \n",
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              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16846</th>\n",
              "      <td>Feeling so sorry for the girls, they should be...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>feeling so sorry for the girls they should be ...</td>\n",
              "      <td>text</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16847</th>\n",
              "      <td>#MKR 'pretty good dishes we're happy with' - O...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>mkr pretty good dishes we are happy with ok we...</td>\n",
              "      <td>text</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16848</th>\n",
              "      <td>RT @colonelkickhead: Deconstructed lemon tart!...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>rt deconstructed lemon tart can we please go j...</td>\n",
              "      <td>text</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16849</th>\n",
              "      <td>@versacezaynx @nyazpolitics @greenlinerzjm You...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>you are too stupid to talk to blocked</td>\n",
              "      <td>text</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16850</th>\n",
              "      <td>And before you protest that you're *not* mad, ...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>and before you protest that you are not mad th...</td>\n",
              "      <td>text</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>16851 rows × 4 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-98eefece-1788-41bc-affb-4230f690a97e')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
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              "  </svg>\n",
              "    </button>\n",
              "\n",
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              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-98eefece-1788-41bc-affb-4230f690a97e button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-98eefece-1788-41bc-affb-4230f690a97e');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        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-df1cd90a-e328-4f2e-b8bd-cc610a9fa91f\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-df1cd90a-e328-4f2e-b8bd-cc610a9fa91f')\"\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-df1cd90a-e328-4f2e-b8bd-cc610a9fa91f button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "count = 0\n",
        "for text in tqdm(data['cleaned_text']):\n",
        "    data['correct_text'][count] = correct_text(text, lemma=True)\n",
        "    count +=1"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IOQQUDfF30Hj",
        "outputId": "79484b59-ecb2-4b37-9aa1-f828d322c88a"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "  0%|          | 0/16851 [00:00<?, ?it/s]<ipython-input-14-2248d72f33e6>:3: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data['correct_text'][count] = correct_text(text, lemma=True)\n",
            "100%|██████████| 16851/16851 [00:52<00:00, 317.96it/s]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data['word_count'] = data['correct_text'].apply(lambda x: len(str(x).split(\" \")))\n",
        "data['char_count'] = data['correct_text'].str.len() ## this also includes spaces"
      ],
      "metadata": {
        "id": "dJO0AYVX30tT"
      },
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "ZfcfMVUu30wJ",
        "outputId": "af6ceee5-e309-4df4-8461-3173048d2b3f"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                text  label  \\\n",
              "0  @halalflaws @biebervalue @greenlinerzjm I read...    0.0   \n",
              "1  @ShreyaBafna3 Now you idiots claim that people...    0.0   \n",
              "2  RT @Mooseoftorment Call me sexist, but when I ...    1.0   \n",
              "3  @g0ssipsquirrelx Wrong, ISIS follows the examp...    1.0   \n",
              "4                             #mkr No No No No No No    0.0   \n",
              "\n",
              "                                        cleaned_text  \\\n",
              "0  i read them in context no change in meaning th...   \n",
              "1  now you idiots claim that people who tried to ...   \n",
              "2  rt call me sexist but when i go to an auto pla...   \n",
              "3  wrong isis follows the example of mohammed and...   \n",
              "4                              mkr no no no no no no   \n",
              "\n",
              "                                        correct_text  word_count  char_count  \n",
              "0  read context change meaning history islamic sl...           7          51  \n",
              "1  idiot claim people try stop become terrorist m...          12          82  \n",
              "2  rt call sexist go auto place would rather talk...          10          50  \n",
              "3    wrong isi follow example mohammed quran exactly           7          47  \n",
              "4                                                mkr           1           3  "
            ],
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              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
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              "\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
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              "\n",
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              "        document.querySelector('#df-62947620-501c-4a17-8afd-6d9216bd361e button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-62947620-501c-4a17-8afd-6d9216bd361e');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "     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-22f23ed1-f1ce-4bbb-ade0-3b6470e9539b button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "data['char_count'].value_counts().plot(kind='bar', color=sns.color_palette('pastel'))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 860
        },
        "id": "VZbYEYDa30y5",
        "outputId": "0902e159-7124-4ae0-99d5-ddf4b31e10a1"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 17
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data = data[~(data['char_count'] == 0)].reset_index(drop=True)"
      ],
      "metadata": {
        "id": "HQeBO1vV303Q"
      },
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data[(data['label'] == 0)]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "SMsa0rm9304b",
        "outputId": "a7a376df-dc88-417e-8cbe-2c342630704d"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                    text  label  \\\n",
              "0      @halalflaws @biebervalue @greenlinerzjm I read...    0.0   \n",
              "1      @ShreyaBafna3 Now you idiots claim that people...    0.0   \n",
              "4                                 #mkr No No No No No No    0.0   \n",
              "5      RT @TRobinsonNewEra: http://t.co/nkkCbpcHEo Sa...    0.0   \n",
              "7      Going to make some pancakes.....Don't hve any ...    0.0   \n",
              "...                                                  ...    ...   \n",
              "16546  Feeling so sorry for the girls, they should be...    0.0   \n",
              "16547  #MKR 'pretty good dishes we're happy with' - O...    0.0   \n",
              "16548  RT @colonelkickhead: Deconstructed lemon tart!...    0.0   \n",
              "16549  @versacezaynx @nyazpolitics @greenlinerzjm You...    0.0   \n",
              "16550  And before you protest that you're *not* mad, ...    0.0   \n",
              "\n",
              "                                            cleaned_text  \\\n",
              "0      i read them in context no change in meaning th...   \n",
              "1      now you idiots claim that people who tried to ...   \n",
              "4                                  mkr no no no no no no   \n",
              "5      rt saudi preacher who raped and tortured his f...   \n",
              "7      going to make some pancakes do not hve any str...   \n",
              "...                                                  ...   \n",
              "16546  feeling so sorry for the girls they should be ...   \n",
              "16547  mkr pretty good dishes we are happy with ok we...   \n",
              "16548  rt deconstructed lemon tart can we please go j...   \n",
              "16549              you are too stupid to talk to blocked   \n",
              "16550  and before you protest that you are not mad th...   \n",
              "\n",
              "                                            correct_text  word_count  \\\n",
              "0      read context change meaning history islamic sl...           7   \n",
              "1      idiot claim people try stop become terrorist m...          12   \n",
              "4                                                    mkr           1   \n",
              "5      rt saudi preacher rap torture five year old da...          11   \n",
              "7          go make pancake hve strawberry hve banana mkr           8   \n",
              "...                                                  ...         ...   \n",
              "16546         feel sorry girl safe kat andre go home mkr           9   \n",
              "16547  mkr pretty good dish happy ok well never eat p...          10   \n",
              "16548  rt deconstruct lemon tart please go one season...          14   \n",
              "16549                                  stupid talk block           3   \n",
              "16550  protest mad much reason would tweet woman femi...           8   \n",
              "\n",
              "       char_count  \n",
              "0              51  \n",
              "1              82  \n",
              "4               3  \n",
              "5              66  \n",
              "7              45  \n",
              "...           ...  \n",
              "16546          42  \n",
              "16547          50  \n",
              "16548          93  \n",
              "16549          17  \n",
              "16550          50  \n",
              "\n",
              "[11210 rows x 6 columns]"
            ],
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              "      <th>0</th>\n",
              "      <td>@halalflaws @biebervalue @greenlinerzjm I read...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>i read them in context no change in meaning th...</td>\n",
              "      <td>read context change meaning history islamic sl...</td>\n",
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              "      <td>@ShreyaBafna3 Now you idiots claim that people...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>now you idiots claim that people who tried to ...</td>\n",
              "      <td>idiot claim people try stop become terrorist m...</td>\n",
              "      <td>12</td>\n",
              "      <td>82</td>\n",
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              "      <th>4</th>\n",
              "      <td>#mkr No No No No No No</td>\n",
              "      <td>0.0</td>\n",
              "      <td>mkr no no no no no no</td>\n",
              "      <td>mkr</td>\n",
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              "      <td>RT @TRobinsonNewEra: http://t.co/nkkCbpcHEo Sa...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>rt saudi preacher who raped and tortured his f...</td>\n",
              "      <td>rt saudi preacher rap torture five year old da...</td>\n",
              "      <td>11</td>\n",
              "      <td>66</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>Going to make some pancakes.....Don't hve any ...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>going to make some pancakes do not hve any str...</td>\n",
              "      <td>go make pancake hve strawberry hve banana mkr</td>\n",
              "      <td>8</td>\n",
              "      <td>45</td>\n",
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              "    <tr>\n",
              "      <th>16546</th>\n",
              "      <td>Feeling so sorry for the girls, they should be...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>feeling so sorry for the girls they should be ...</td>\n",
              "      <td>feel sorry girl safe kat andre go home mkr</td>\n",
              "      <td>9</td>\n",
              "      <td>42</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16547</th>\n",
              "      <td>#MKR 'pretty good dishes we're happy with' - O...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>mkr pretty good dishes we are happy with ok we...</td>\n",
              "      <td>mkr pretty good dish happy ok well never eat p...</td>\n",
              "      <td>10</td>\n",
              "      <td>50</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16548</th>\n",
              "      <td>RT @colonelkickhead: Deconstructed lemon tart!...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>rt deconstructed lemon tart can we please go j...</td>\n",
              "      <td>rt deconstruct lemon tart please go one season...</td>\n",
              "      <td>14</td>\n",
              "      <td>93</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16549</th>\n",
              "      <td>@versacezaynx @nyazpolitics @greenlinerzjm You...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>you are too stupid to talk to blocked</td>\n",
              "      <td>stupid talk block</td>\n",
              "      <td>3</td>\n",
              "      <td>17</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16550</th>\n",
              "      <td>And before you protest that you're *not* mad, ...</td>\n",
              "      <td>0.0</td>\n",
              "      <td>and before you protest that you are not mad th...</td>\n",
              "      <td>protest mad much reason would tweet woman femi...</td>\n",
              "      <td>8</td>\n",
              "      <td>50</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>11210 rows × 6 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-4ef526aa-cdb0-4a72-a00f-13829e59b034')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-4ef526aa-cdb0-4a72-a00f-13829e59b034 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-4ef526aa-cdb0-4a72-a00f-13829e59b034');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        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-6e6efe12-4e84-41db-b44a-6e37f54ccf26\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-6e6efe12-4e84-41db-b44a-6e37f54ccf26')\"\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-6e6efe12-4e84-41db-b44a-6e37f54ccf26 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "g = str(data[data['label']== 0]['correct_text'])\n",
        "\n",
        "wordcloud = WordCloud(width = 800, height = 800, background_color ='white', min_font_size = 10).generate(g)\n",
        "\n",
        "# plot the WordCloud image\n",
        "plt.figure(figsize = (8, 8), facecolor = None)\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "#plt.tight_layout(pad = 0)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 653
        },
        "id": "15Ca2Hco308f",
        "outputId": "da10029e-14ec-4ae6-828a-30a980d89b2c"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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ZKhQ251Wxq2g5Fa5cBIK+WIBDw+28Nla1YigR5stNr2JRVB6u2YIipu/eHzd0GgO9/FfLGxwe7kAVgmpXPpvzqyh1eLEqGv5UlKZAPydHu0mYOtsLll213TtLG/Ba7fjH3ouBsWTenZGRcab32aKbJj/vPjlO2Cu257CneAVrfGXk2ZxIIJCM0RYe5myglxOj3YT1BOXOXDblV6NNcp2sikqNK3/cezVdBziUkSPsqoVCmydtTp+EcmfuvK4J8yPwKQpD8TB/9NYTHBxsx0SiIHBolszJGKZJzEhlbtRgPMx3W98ibuj80bq7cFmuXgBZFQKnZsWUJoaZXggWKhrMlJLnus/y1yefp/eyqh2aULCr6WhJgcCUJro0M6ZQgISp0xnxU+6cOqHiiZEeXug9tyDjnwwJhFIJ/r3xVX5w4ei4HYhVUbGpGppQMMfMAhfNCz3RAN89/xZNwX7+eut7KHN4ZzwRTSkZjIeIGzo/ajvCvzfuI5CMAelFyaIoKGN9p0wjs3srtLtZ6S26or1cq5M7Sus5MtyZ2Qk+0naEd1WsmpGKXwKv9jVnhD0BrM0tpWGCPq+GEIJPbd3I3gttfHn/QfpDYe5YUYtDszAUjXCqd4CuQIDfu3UXPocDq6pSluPBoig8duoMFT4vVlWlOxDkqwcO0RMITdrXsrxc3FYbj59uZF1JMeU+L7ppYhEK5b5sqaFrhc/qIt/mYSDu51SgHbtqxZAGMPHL36FaKbJ7SZhJzgW76YoN8YmaO67toOeITdH4hbqdfLz2pnGfHxnu4LcO/iDz7H6kZiufrrt5yrauJiQ1hwb56rl9DCci6WfTV87vrrkrk4NNGdN1G9Lk4ZqtPNl1gn9tfIlgKs5QIsxfnXyaNb6yGZXfksCTXSd5qfcsAvjFup18YtlNeK2OzNovx/qM6SlaQwOUOX2ZsUyHoUSYL559hSPDHdS6C/hc/R52FdXh1CwoIt2SOebbN5qI0BoanDIBv5SSU/4evn5uX0bYy7HY+d3Vd3N/xVpsioY6JqBcvFavD7Tw96efpys6SiAV49utB1jmLmBbQc203ZL8ySj/cW4vB4faqHD6+FzDHm4trselWS+dx5i/mj8ZpSU0QJH96lkFbi5azvbCZRkFhYnk1GgPf3L0J/NSSSthpPhR2+HMO7A+p5i/2vxelrkL0BQ1cy8v+trp0iSiJ3i5r4mYnmKFZ/IN2ipvKf+9+xfGfTaciPBXJ5/mtYEWAFbmlPBnGx6g3OmbdIyqUCYVKmfDvAh8CUPn+xeO0DOWe6nalcf2wiq25FdS7EjvVEYSUY4Md7K3r5X28Eh6AkiTR9uOsbuolnsrVl21n2p3Hn+64R5CyTjBVIJgKkY4laQ9PMKxke55K7EipaQ3FuQr517LCHsWRWWVt5gdRTWs9paQZ3dhEQoRPclgPExbeITW4BBt4WE6I37y7S7uKmuYsp8VOYXcU7Zy3GeGNGkJDtI+5vgsgBU5RdS486ZsK9fmJN929YzjMT3Jt1oO8sPLhD2rorIpv4KbCmtYkVNIrtWZVtFHRjk23M3rA+cZSkQwpMmhwQ7+/Niz/K+N91F6FYF2IvpiIV7pa+ZLja8RSMbIszpZn1dGraeAEkcOLs1KVE/SGwtyPjTE+dAwG/LK8VjsVzxcQgjuLV/FN5r30x9LC0YnRnpoDPTPSDuXNPVxrgJOzcodpfUz2q1fTqHLxd89cB9f3n+QJxub+M+Dh9FNE7vFQsFY8uWLvn2qorCntobGgUFeab3Aq61taX9Qi8a9K1ewtrSYrx14a8J+bqqq4H1rV/HEmbN85kc/QRECm6by0U3r+b1bd89q7Flmzra8erbl1TMQ9/N/T32XvvjUAVeVzkI+W3svSVPnWxde4FttL16jkc4fQgjsquWKZ8Spjnf5sKoaHsv03HYmwpSS/2p+nY7ICAAlDi9/su5drM+ruOJYTah4FJWP1GxjIB7iq+f2AdAfD/Kj9sP8RsNtM/KtfqLzOF6Lg19tuJWP1Gyd0I/KgopdtbDVVjPjc+uO+umO+lnmLuBvtryf1b6J1ywr6TWp3JU7ZXsRPclPOo7SFk5bBVyald9YeTvvrdp4hRZJEyqaonJ7yUp0afI3J59lMBGiLTLMj9sP0+AtxncVzexFBuIhBuIhKl25/PXm97Mxb2Kzs1VJn0fZFALO5ahCyQioF3FolmkFlkyH4USYtvAQkPbPe2/VRlZ6S684TiCwqkrmPjxcs/WqbWuKgkcZP+/jRmrc+ahCwaVZ5/R8zJR5Efgumt8gbU79nTW3sSGv/IrF4M7Seu4sbeALx5+hOZj2S9KlyfcuvMUdZfVTqjaFSJvrPlSzadznppT8vOs0pw71kJrHSMa3hjo46+9P9w1sL6jmj9bfTV1OwRWT8CKBZIz28AhnA/1YFQ3PVbSW91es5u7y8UJh3ND54pl9tJ8/BDDm4LqGT9Rtm7ItQdqZdCpMKTky3MUjbUeJjQl7Ts3KR2u38LHaLVQ4fVcIVe+r3sDLvc18sXEfLaFBTCRvDFzgJx0n+MW6HTMO5jg83MmTnacYTUbZkl/Jp+tuYnthFT6rc9xifNGZtjU0hFOzTuo7WOLwsKe4jkfajgJp7epTnadZ6yudtgbyjL+P86FLptNih4ebi65ucpgMIQT1hfn873tup3lwmP5wGN0wcYwJfLX5ebisl86nKtfH7926i/saVjASjSFEugzb+tJiBsIRanJ9uK1XziWHxcKv7dzOzmVVDIQiGFLislqoK5iZ32GWLEuVtsgw+wYuubM8ULGOdbnlV/3e+6s28Wj7EYYT6edi/0ArH63ZRoF98oCKt6MguKW4jvdUrl+wag52ReNz9XsmFDRmgkTSGR3hzcELGavXprwq7ipdNeV7VVMUbilawauF53iq6yQmktcHWmkPD+PNnb7rjk3R+Gzd7mndm6VC+LI6z4K0NvRGZ15ncbHDw19ueTc17rwJJ4pV1dheWM2vrtzNHx56PGMCbQ4M0hYeYUVO4RXfuRqKEFiECkLMxnd9Uo6OdGWas6kW3lu9nvqcqX1svFYH6/PKWZNbiinlVXciVlXD+rZboKBcEdlpVTVcU/i5TJeEofOf5/ZntJaaUHhP5Vp+tWEXORNo0CAtEN5Xnl40/vz4s/TFgsSMFN9tfYvbS1ZcEUhxNQ4OtmNIkx2F1fzphntZkVM04a5bCEGuzclWW9VVb+uHajbyeMcJkqaBISWHhjrojPipck+9I4a0YPl015lxzrH3lq3CO8eHXwhBrsPB9qorNRETked0ckttzRWfV+f6pgz8cFqt3Fx9dQfodxpSSiJGHFWo2JV07WJTmsSNFIY0cWk2FKFk0nzo0sCuWjObOSklKWmQMnVMKdPrjKJiEddHtPiNwvM9Z4iMvZhVofBgxfqrXn8hBD6rk9XesoywOBgPcz48OCOBL8dq596yNXgtjqsfPEs25lWyraB6zjorU0rO+HszmlCborGtoGZaplO3xcbtJQ282HuWqJEkkIrxUu9Z1uVWTHtca31l3FS4bEYm7cUm1+pCFQr6mGvYK31N3FO2GqdqvWGf8XkT+FQh+NWGXVRPIuxdRBGCu0sb+EeHh+4xE3DcSNEU6J+VwLcQSGDkskgwVQgKbK5pT4K0KnqBBjcHTvl7eGPwUlLUcqePTyzfNqmwdxFVUdhTUscd/ef5YdsRDCkZjId5rP04f7z+nhk94ro0KbS5+PWVe6jPKZrWNZ3qCCEENZ58bi5axqt9ad+I9vAIh4baqXD5rmrC6YsF01HQY2KlS7PynqobI2LVME26IgEGYxFiRgqropJnc1LuTpvir7YhuZieYCQeZSgeJZiMkzSMMXOeRq7NQYnTg1OzLLnrJZF87tC/Uecu5Q9XfQinZqct0s9fnPkhbeE+vrLt86zwpE1o/3XhOQ6NNPPHqx6mzlOGbhqcj/TxVPdBXh8+QzAVxa3Z2ZG/kvdV7KTWXYI6yzQQWaaPbpocHenMBLFVunIpnIYAA2kXnMt9o8J6PONyNF28Fgcb8yoXdG6vzS0n1zr9d8tkGKbJ8ZGuzDqWY3Ww3lc+bRP2toIanJo1E1Dw5lDbmIvU9L7f4C2hyO5ZcuvAVOTanGzOq+LgcBsAe/tb+PMTP+dD1Vto8BbPi5JlqTFvAl+lK5ebCmumNT0sispqX0lG4NOlmUmHsRQQMM5/IZ3TqIubCmuu0L5dTzzefnJcCoStBZWsuIrW8iJ2VePeilU82XU6E4H9THcjv7lqD17rzHbAWwuq2FowfwupW7Nxe8kK9g9cIGkaBFNxDg11cFdZw1XHdmS4K+P/B7CjcBkljuu/TFkomeCx86d4sr2R1sAwwWQCh2ahyu1lV2kNH6hdh12b+vFvCQzzfFczx4Z6OB8coT8aJqon0zkGLTYq3V62FVXy8PL1rPAVLKn6vQJBvaecoUQQfyqCQ7UxkgwRTEUQQtAY7MgIfM2hHvKsHvKsHqSUtIR7+KemnzCaDHNH0QbyrG6GkyFe6j/OhXA/v9PwXuo95dfVy+16ZDgRZjB+6dmM6km+0vQq1ilMlBcxpMkpf3fm56RpENWvzLIwFXm2q0cYzwWLolJsz5nW+VwNQ5o0hwYyPztUy7R95SAdAFdgczOUSL+HL4SHiKQS5ExjbdeEQrE956ouRUsNq6Ly8LKtNIcGGE1GSZo6P+s8zuHhdnYWLmd3UR2b86vItTpvmGd93u7Qal8JebZpXhjBuJ2aKeW4hIRLgU35FfzwwhEgnQvn0bbjlDt93Fu+Crt6/Zl14obO8ZFLC6BAcHtp/YzOY2NeBbk2R0bgG0lEafT3s6OoZkZjubt8ZSYz+3ygKQob8sqpcedzLphe9N4cbKMvFppSexnTkxwd7sSfTJ+PJhTuKqvHvkBJpq8FEoimknz1zJt8s+kwwWQiXYXA7sSiqLQGR2gODHNqpP+qOTBf6TnPF0/uzwh5Ds1CucubTuMQi3ByuI8zowOcGO7lK3veT75j5i/HdDoZicQkYQQYTbQQN0ZImkEMmfYzLXFsIc+2csbPXIOngubQm/iTYYrtuXRGhyh3FKAJlcZgJ+8uuwlDmrRHBrgpvwGv1UXS1Hms63V6YsP8bsMH2FmwCquqkTBS1LnL+JvGR3i+7yhVrkIc6o2nAVhKBJKxTFUCSAcHfPv8gVm1ZZjmlDnRJsK3wC96q6Lh1ObHfGgiGU5cUppYFHXaQRcXKXbkcDbYB6TfeaPJ6LQEPoui4rJcf2ZQRSjsKV5B34rdfL35NfzJKJJ0MM2P24/wUt9Zyp253FHSwLsrN1Bod6NMsyLMUmVeNXxT5VO6HEFaY3QRyfwnGJwrNxfWsNpXwhl/+gHoivr508NP8kTnST61fDsrfcXk21zjyu8sZS6MlYq5iCoEa3Nn5ihsVzVW5BTRHk5HIZrS5MhI54wEPgXBpkmiuObCipxCtuRXpANLxvLqvdbfmg6ymUDvnH6wA7w13JmJ7m7wFrEut+y68kN5O1KavNTdynfPHSWUTLC5oIzf27iHTYVlqEKhPxrm201H+F7zMWL61C/AO8qX83znOTYVlnNXRR2rcouxjGm4eyJB/v7YXp7tOMehgS5+1HqCX1u7Y0ZjNaVOKNVNb/RNLoSeZzRxbixJr+Ryh9zNBb9Jnq2BicxLMX2YhJG2FAihkGOpQoz54a3yVvLtthcZSYZJmTpnAh1Uu4oodeRyPtxH3EjSn/CjS4MaVzGKEIT0KK/0n+SmggY25i7DqmhjAVEWtuStoNyRz1ujzXxY35MV+BaYqJFEX8T3gnWBNVaqEPOWckNKxtVoVYUy44C6y9/fEnlFLt3JUIQy60oXi41TtfKp5TvYlFfJl5pe4bS/l0AyhkQynIgwnIhwyt/NN1v380DFOh6q3ECdp2jBgngWmvmptIEg1+qYMhroekIIQaHdza807ORvT76Y8f1ISYPX+s9zaLCDjfnl7CqqZVtBNat8xTOuQHGt6Y+FSBiXFs8ci33G5gohBMsuSw9jSklbaGRGbTg0CzkTRJzOFauqcVtpPU93N+Ify+33RMdJPlq7ZcJ7I6WkOThISzAdlq8Iwca8Cipd85vo8loTSiZ5sq2RkUSMfJuTP9t6J5sKL0XOVXl8/M9Ne/AnYzzSenLKtmpz8vjqbR/AZ7tyl1/jyeUPN91KW3CE06MDvNpzfkYCX9II0RF+mTP+HxBIXmCqiKup0i11RvZybPirAGjCzp3l/4zXWp2OdLb5sCoaQ4kASVOnJdzDvSVb8FpdnPC30Rkbojs6jCoUalzFCARd0SHiZpLRRJif9xzCctlLP2YkSZo6kVR4UQWRdwq6aYxzQal25bG7aMVYHrxLM+bi/0/1ryIU1k6S9mQyrrdV4PJrJZj5+N/ukjHXKhbXA0IIVAQbciv4p60Ps2+ghX39zRwabqM76gfS13U0GeU759/kpb4mPrZsO++pXD9lCb2lyrwlXrZdh2bOqUjnKKrHoVr4lzOvZjR9kE798eZgO4eHOqlw+VjjK+W+ilXcVrIC6wwLdl8rInpy3AOcY7Uzm2FebiaQQDAVQ0o57XN2adZ5y6P0drYXVFHlysOfTJuuW4KDHB/pnjDFSso0eKWvOVP302uxc1NhzZxqBqeMEO2hJxhNnJneF4Rgbd7ncWgzT/A8EVJKAskY+/s7ANhRUsWGgitfchZF5RP1m/jphTNTF+4WYkJh7/Lfrcor5vToAN2RwLTmgZSShOHn9Oh3aAn+jKQ5twSqJY4tmGaSlIyQRKE9/ALrcj+TrnmpWqhwFtITG2EoESCYilLiyGWZq4SoHqcrOkRHZABNqFS50vcgNua03hjsoDncM2Gfb881l2VhsKsW1MuUCFWufD6/6g7c00jS/05DiHT1kYupRoyxxPl2dfoaxMt9HAVi2ha7GwEhBC6LjXvLVrOzsJbW8CAHh9p4tvs0zaGBjDDdE/XzxbMv0xcL8Ln6Pdedf9+81dK9XlW6U+HQLNxaUsf6vHJ+dOEoP20/QW8sQNxICwm6NGkbK//1Uu85VvtK+I1Vt7A5vxKHurQiF6N6ctwO0DHLpMLOtwlEoVRikiMnZiYle2aKy2LjfdXrOTnanXYTkCaPth9je0E16tuCbYLJGC/1XKpyUub0sbN49rn3AGLGIO2hxwkkW6Z1vEDQ4PsMDuZH4ANoCYwQHPNJvLWsdlLRutSZQ5XbR2tw8tJtkBbqTWmS0HUSppHRulz0u704p1KmgS7NdIqkKTBkgjP+73PW/yNMLpmUFWFBE3YUYUGgEDdGkFxdw+DQ8ilwrKU3+iYSk97IQVb7Po4m7NgUKzWuYrqjQ5wOdODRHJQ78im15+LQbHREB2mL9OOzuim0pSOXvRYXAnigbDufqLkDm3LlcyKEwK3d+Dm7Fhu3xTYuoGEkGcZ8B2idZoMgvQHrj6c3UPpY8NpMksdfXqNYEWLGwXg3AkIIcqwONuZWstZXzkdqtrF/sJX/bHmDluAACVMnZqR4pO0wyz2FvL9qM9oSes9fjevTEH0NUYRCvs3Frzbs4qHKdTzb08grfS2cCwwwkohkvI1iRorDw5389oFHeV/1en5hxQ7KnTMvP7ZQaIoyTqN3eb3emfD272lCYVaqwgXinrKVfPnsPgbGor6PDnfRGhqi/m1l0l7sPUdgzEdFAPeVr5xT4k0pJTG9j1CynekmhJSX/T1fdEb8mf+v9vgmPEYIgUVVKXa6pxT4pJScD45weLCbE8O9NAeGGIhFCCcTxAydpKFnakVOZzpJKemLHuas/4cZYU8VNvJtqyhxbqHAvha3pRyr4uKpjk8RM6YWRgEUYaXIvoHe6JsAxIxhgsl28uwN2FQL1a4iGoMdnA60k2/zUOrIQxEKK9zlnA/30BcbZZW3MmPOqnAWUGzPpSOa9gXNsVxfO/gbiQKbZ9wz2RYeIWokyeGdJ4hcDVUo1HuKaQqkiwXEjBQ9Uf+08vBB2l+yJ+bP/Fxo95BrvXrlphsVMZbf12t1cG/ZGrYXLOObrfv5wYVDhPUECVPnZ50nuK9szbQCW5YK12+OkWuMEIIyl5dfqLuJv936Hv588wP8woqbKHOOr88Y0hN8//xh/v7Ui5lqFksBp2YdVyHkoulqprw9mtpjsS8pXxev1c7d5ZfK1Q3FI7w+cH4sGjRNyjR4trsx87NTs3Jfxeo59SsxGYmfxGRxo80jqUv9T2X6uljrejIM0+SFrhb+6MAz/H9vPst3zh3l7OggORYb6/JLuL2slvurV1LnnX5VD5MUZ/zfwZCJsTForPJ9lJ3Ff8b6vM9S7roZr7UKh5bPdJcmBS3tszd2fMqMENZ7gfRLsNjmI24kORfqpsJZgEu1owjBqpwKWsO9DCQCNHguBRE5VRsPlt3EuVA3321/mQuRdHBHRI/TGR3khf5jnPBfeEf4N82KeVwM3BYbdZ6ijAtIRE9wfLRr/jq4gdAUZVyVi7CeoDk4MMU3xnM20DfufbVuBjn8bnQuVvn6xbqd4wIOzwb7Mhve64Wshm+GCCEoduRQZE+X3/rIsi080XGSH7cfYyAWypgSn+9pYmNeBZ+u274kNAQ5Fvs4gW8kEZ2Vlu/yfIkCJvXxWiwsispdpQ082XGKQCpOzEhxcLCdByrWUDSWX6/R30fzWLAGwO7iWkpnUFh9IqTUGYwdnFMb88Hl9/hq5q/JZqWUksOD3fz9sb2c8w9S7PTw6YbN3F25Ao/FjkVJ17iM6kn+4fg+WgJX18QBDMcbGU1cMncvy7mPtXmfwqLMPtdZ2lfPh1XNIWH40c04Mf3Svc235aAKlZ7YMB+s3J1+FiU05FTw9fPPYkiTlTmXFnFVKDxYvp2RZJCX+o9zYLgRi9CQSAxpkjR1Plp1K6tyKlGFQlu4n5cHjjOUCDKcDNEeHSBuJPnLMz/EY3GSozm5vXh9po+wHuP53qO0RfoJ6lGaQ2l/06+2PE2JIw+Xametr5rbitZPWsJxKWNTtHHzKjHHTe9tJfU83nks82L9cfsRbi9pWPAI2usNBcEaXxnF9hz640GieoKjIx28q3ztVX0eDWmyt7+Z2NhmXiC4vaRhSW3klwI+q5N6bzGvD7ZiSklMT6GbxrR92FUxvopWShqztrTNluxTM0uEEDg1KzXuPD6/+lbuLV/FX5x4ljcH24G0FumnHSd4T9U68mwLl7xzuixz5+PULAyPudzF9BRdkVEavMXTbkNKmclzB2lz98qc6X//miAEdTmFbCmo4qXetI/e8ZFuWkJDFNrdSOC1/vMExiJ5rYrKeyrXzTkvYNIMMJo4PdfRz5n8ywTw4Xh00uMMaRJMTux/mTB0Xupuock/iEuz8nsbbuEDy9elI/8uX9guD5WcBoOxE+hj2j2b4mWV78NoYu4bBk2xY1XcJAw/hkySNC9tSkrsuWzPr6c7Osxab/Vln+exp3AdSVOnxH6pBJ8QglyLm99c8R72FK3jtcHT9MZGx6rteFnnq2FL7oqMz3JQj9IW6Sesx5BAvSetZYkaCWJGgmERZEOyNtO+bhp0xgbpig0hkRTZfRTZfQAMJQIMEyTPlk4AfT2+cfMuViQamxctoQFMac7ad3dXUR1rc8s5MpwORDo63MGP247w/upN0/ZPk1IikQvqP7zYpDMoFLCzaDmPdxwbq3neyoHB89xR2jDpuZtScmK0i5f7mjKlTtfllrMpf/5TZy01DGnOKK9eyjTSSp0xIS3X6sCiTj9I065axlXvGIyHZhz0OFeyAt8cuXijVvqK+aN1d/OLr303kxYkkIzRHh6ZscC3EPe+yOGmzOnN+HhJJEeGu2Yk8A0lInSO5eCDdB6pdXkzS3Ww0AigwO5ie0E1+wcuEDNSDCUiHBnuZFtBFYFknOOj3ZmEriu9xdR7J67nOxOGYkcx5OInD6/15mfksDOjA9xaVnvFMZJ05YHuyMSlpiJ6irZg+j67LVZur1g+4fVJGDr9selXyAnrvUiZvu4+23Js6vykwFHQUET65S8xx92HPJuH31jx7nHHCyEodeTxv9Z+bML2xFgQ2ubcOjbn1k3Z93rfMtb7ph/s47O6+Xz9Q9M+/nqjwO6mwOamN5aeW8dHuzk52s36vIpZRedrQuEXlu+kLTTESDJKzEjxXy2vYyJ5T+UGPJptwjkkpSRh6rSGBjk+0sWuouVUu6fvfnA9kmOxc3/5Wg4Mnqc3FmAwEeZrzfvSJcTyq664/lJKWkODfL35ddrCaS29x2Lj3RXrLgnuNzB7+88RN3Q25VVSZPdMuSHQTYM3Blo5PNye2eOu8ZXPSNNsVy2UObxoY/V7+2NBXuk7xypv6VWD3eaLG0Lgu7ZK0cmpdudR7y3k4GB6N5oyjXHJMKeDEIyLeDZl2p9qrrsARSjcWlLHwcH2TKDJS73n+FDNpmmVi5NScmiofVwyzhJHDvVLpP7x5ahC4eaiGn5wwUNbOJ0n8JXeZj5dt5328AitY+ZcgWB7YTXFcyylJqVkMPYmS2Emljo9VHl8tIf8PN/ZzC+v3n7lYiIlTf5B+qKhCduQUmZ2+0KICfNrSinpDgc5Mdw77bElzVAm8tah5qOKhaposvj34Z2KRVG5o6SB715IuzcMx8P81cln+HjtTewqWk6OxU5KGoRSCYbjYYaTERpyiievkStgZ2EtH6rZyn+3vEHC1OmJBfji2Zd5ubeJPcUraPAWk2t1YkiTUCpBbyxAa2iQU/5u+mJB/MkY9TnFN7zAJ4Rga0E1H6nZxr+dfQldmpzy9/C/jj3BfWVruK2kgWpXHpqi0B0N8ObgeR7tOMr50GBG27WzsI77ytcuqsk8bqRoCQ0wmogR1uOEUwnCeoJwKk57ZCRjnQF4a7idfzrzAjlWBy7Nhluz4bbYcGt2Sh05lDt9k1pv3hxs48muExTbc1iRU8S2ghpWeIoodXrxWOwoCAKpGBdCQ7zU18RLfWfpjaWjoF2qlXeVr5lR/l1FCDbnV5PbfoTBRBgTyfcvHEQ3DR6q2ki504cqBBE9iT8ZZSgeRhEKm/Or5nZBL+OGEPiWyj5EIonrl0oBaYo64wLMqlDwWMZnPB9JRkmaBrY5Zvd+qGo9/3nuAENj4fenRnt5ta+F20tXXFXDNZKI8nj7yUyuJgE8vGwTtlmmd1loGrzFbM6vpD08ggRO+XtpD49yLjhA15iWs9jhYUdhzZxrQKbMMCPxE3Mf9By5mBvv3sp6vtF4iDOj/Xyr6TAPL9+A22IFIdBNg75ImH8+/tqk/iN2TaN0LBgpqic51N/JbeXLMxuDlGnQHQ7yF4dfJJCc/oZGLFCMmC4TpMy0+VpBnRczcZbZoSD4UM0WDgxd4HxoEBPJSX83/9/Rn6KOVSW6aBKTSByqlb/b+sFJBT6BwK5a+PTym4kbKX7ScZRgKk4wFefA0HkODbehiEu6K0l6M2JKiTkm+KdTu7wzNgFWRePTdTczmozw4/YjhPUEbeFhvtq8j/9seT2j5Uv7pMpM8JFFqGwrqOEP1967oPWDp0NnZJT/cfBHDMbDyMvSrkskUo5PxH4u2E9LcGDMKnZpHgghuK9sDX+47r5Jz0eSTqg8mozSFOzj6e5TCCHSZt50K2NFHyWGaWbmk1O18oGazdxW0jDjqkzbC2q4vaSBRzuOpt1qUnH+q+UNvn3+AAoKF8/u4hOyp7g+K/AtNDEjRVtomGWe/BnlMTox0sO5wCUfN49muyKK92qoQqHYkYNFUTNJcY+PdDMYD885zUuu1cGHl23mP5peR5cmI4kI3249SI07j1pP/hQ1Z1P8uO0Yh4c7M49araeAu8qWrmOvIgTvq97Ak52nSI7ljnuxp4meaCDz4NZ68lmfVz5n00UgeZakObF59Fpj1yy8p2Y1+/s6ODXSx7+deIOWwAjr80uwKir9sTAvdrXQEfaz0lfIWf/gFW04NSvbiyt5qr2R0USMfzr+Gh1hPxVuL7pp0hYa5eftTXRHAqzPL+HkcP+0xmZTvAhUJAYxY3heTOBSSmLGMAkjbYLWFPtYlG+WxeCiL9nvrb6b/zi3l5Oj3ZikNcb6BEFEmjDGRdBP1qbX6uC3V91BtTufxzuOcTbQR8LUMaSJMcXXvRYH63LLKZhmepIbAYui8usrb6PM6eMnHUdpCvRjSklSXhlRKoASh5e7SlfxmbqdFNo9i27KlaTHmppgvBNhIsckpMsmgkznyZ1Kzl/uKcwEuUiufrwiBDWufN5btZEPVm+ZVZ5Ci6LyW6vuIGEavNR3llAqjokcC0q68nwNc36zAVwXAt9UC0LKNIkZqXHH6GOf2VXLpALJVJM6kIjxZ0eeYpknn5sLa9heWEO50zvp8QlTZ19fK//WuJf4mG+YADbnV2YiQ6eLIgSVLh8ljhw6I+mX2ImRHr7beojfXn3bVbV8U52XKhTeW72ew8OdHBhsQwKHBtv5wvFn+M1Ve9gygaNuIBXjG037+XH78Yw512Ox8bHarVQ4fYu+OEzFhrwyVnqLOTGarphwcKg9Yw7QhMLuoto5JxeVUuJPnCVlTt+XbSERQENuIb+/cQ//760XaQ0O8/3mY/zkvIYiBHFDJ9fm4Pc27mEoHuHssSsFPkUIbildxofrNvD1xoOcHu2n5egwHostbTZLJnBoFv5g061YVZW/OPzytMaWY61EERqGNPAnWkkYARxqwZzmkCmTDMSOZIRHi+LGbSm/yreyLCSaorKrqI4yp499A828MdDK+dAQ/mQUQ5q4NBteq4NqVx4N3hKqLyvXOBU21cIHqzezLb+aE6PdHBy6wGl/D/3xEBE9gYqCS7NSYPdQ485jna+cBm8JtZ4CSh2+q7bvUC3849aHMxqk4jlG7k/EzsLl/PO2h4H0y78hp2Te+4B01Y0PVW9ha341+wfP8/pA65iZNIpE4rU4qHbns72ghpsLa1nlLcWpWaf9LG7Oq8ychyZUVuTMX/L4UoeXL2x8DwlDv/rBU1Di8OKyTG5yva98LTXufBoDfZwe7aE9MsxAPJTOs2foCNKb30K7hxWeIjblV7Eht4KV3pI5lZHNtTr5n2vu5tbiFbw20MKx0U76YyHiRgqbopFjsVPk8FDrLuCW4hWz7mcirguBz5+M8Vj7cZoCAwRTaZt+MBUnlIoTN1IkDGPc7vG0v5c7nvk3NKHg1Kx4rY6MbT/HYmdPyXLuLV81aX+GNGkODnJqtJdnu8/iUDXKnF4avEVUuHLxWR1oQiGiJ2kPj3BspIuOiH9caZpyl4/Prdw1q9QKK73FbC2opDvixyTtfPyt1kMcGGzjlpLllDq8INO5lkaSUQZiIVSh8Ksrd1HrKZi0XSEEla5cfqVhFwOxEOfDw6Skyf6BC5wa7WW1r4RNeRUU2t1EjRStoUEODbbTHwuRGru+VkXlXRWreahq3ZIvIG1VND5Qs5GTo71IJMdGujKVIdyalQcq18xZQ2nIGIHEOQw5M1/NhcSiqOwuq+E7d32YH7We4I3edvpiYXKtdrYUVfCB2rWs8BXwUlcrFS4vhY4rE6x6bXZ+e/0uthRV8GjrSZoDQ6RMg0KHm00FZby3ZjX1uYWcHR1gla+Q6DTSbxQ6NqIpDgwjQcIMcC7wE7YW/DaqmF2psnQpuQu0Bp/OfOaylJJnq59Ve1nmD01RqPMUUuPO5+HqLaSkOfbsSQQiU53JoqgzenmqQqHWU0i1O597y1aTNA0MaWaimgUik/7CqmhoY2bk6WBRVO4qm/y9MFeEEFS4cqlw5V794HnAqmrU5xSz3FPIB6u3kDINzDEfWgWBpqjYFA3LDMuBCiEocXgpcUyuBJkLHoudPcUL/wznWOxsy69hc14VyWoDXRoYpuTif3BpPlkUFauiZtwS5oIQglybi7vLVrGneMW4OSxEOmpYFQoWoYyr5T0fLO039hjBVJynuxs5MdI9rePT5srJU1LYVHVKge8iJpK4kSJupBhNxjh9WT3dyVCFQoO3iD9Ye+esc7u5LTY+XXcTrcGhjHYqZRqc9vdNOoY6T8G0dkSKEOwuruVPN9zLP5x+iUZ/PxKZ9okZbOPAYNuk3/VYbDxYuZbfXXM7OdalX1pKCMHNRcuocedyITxC6jL1+G2l9ZTMww4+qvcRSrXNuZ35RhUKpa4cfnv9bn57/e4Jj7m3qp57qyZeWAVp8/BdFXXcVTF5pOq6/FJ+eO/HpzWmXGsdRfYNdEZeBaAl+AReazXLPPdiU2f28jClzmiihTcH/iajXRWo1Hrum1Nev8VGSkkyZRCOJYjFk8QTOvGkTiKpk9INdMNA101MM+2ndvEloSoCVVXSfxQFTVVw2C047VacY/867Fa0GdRWnSsXqxXMRRsyGapQcGjWbM2Nq3Ax4tw9j/dASolumETjSaLxFNFYkngyRTJlkEzpJFMGhpEW8E3z0hxVhEAZm6dWi4rVomGzaDjsFlwO69gctaR9Mq+R5eji9ZlrWq7ZoCzCHL4uBL5rjdfq4KGqdbzUey5Toms65NtcvKt8Fe+r3sAqX/GcJu1qXwl/suEevnz2NQ4MXCAxzxm9dxfX4rM6+FHbUZ7tbsykkpkIVSiszS3lA9UbuL9yDZ7rpKi2AArtbnYVL+fCWLQupM25765cOw89SGJ6P5FU5zy09c5gde7HGIgdI2EGMGWK48NfZyRxjmWeeyhybLyqtk9KSVQfpCP8MudDTzOauFQPucC+hir37Qt9CvOGlJJoPEX3gJ+egQA9gwEGhkMEwnGCkTiRaIJYIkUskSKeSL9QU3r6j2nKjNAnhEBTlcwfVVWwaApOhw23w4rLYcPttOFx2SjK81BdlkdNWR5lRV4ctqVV8zvL0sM0JX1DQboG/PQPBekZDDI4EiYcSxCOpv/E4ikSqfTGJJHSMXQTQ5qZeXpxU6IoCpoqsFk1bFYLdquG02HF40zP0Ry3g7KiHMoKvJQWeqkuy8PlmJ0FIMuVCHk1j9kJMKXJUDyS8elShKDA5p621kdKyXAikhEyLhZ+zrdNXLsvZRoZG/dcEUCO1UGh3T3l+MJ6kqF4mObgAIeHOrkQHqYnGiCUShA3UphS4tSs5NmcrMgpYmNeOTcV1lDs8OCagS/EVEgpGUlEOeXv4dW+Fo4OdzEUjxA3dZyqBa/VQakjhwZfMVvyKtlWUIVzCp+FidqP6Ek6IqO80tvMgcE2OiKjhFMJrIpKscPDKl8Jt5fWsz63jDybc8a79biRSpuExwRWTVGpcvmuWRJUKSXPdjfyf489zfCY1ndjXjn/tuNDFNndc/Qf02kNfJ+Tw//E7KIABXdVPkKOdfmsx3C9YZhJzgZ+yInhb6DLi7WMVWxqDk6tmHzbKnKslZwY+c+M5m55zrspcWwmqg8ykmhiONFEXB9Gl5c2KU6tmN0l/4ci+8YlJ8BImY4u1A2DZMqgrWeEY2e7ONncQ1vPCLF4Mv2iTKa1I+bMl+RpY9FU7DYLDltaq1JdlsfOjcvYuqaKfK8LTVVQlGunYcmydJBSYhgmumkSCMU5eraL0y29nL3Qz5A/TDyhkxwT6nRj4UoL2qxpzZ/NquFyWFleVcC6ujI2r6qksjQ3s6m5IhF8lqsyK4HvncLll2b8Rbr406XJdnk4+MKPQU7Y92z7v5Qm4e09iczf1+uDZUrJk52n+MLxZwkkY6hC8Nurb+MzK3bM2QcxZYZ5q//P6I2+MssW3nkCn5SSlBmh0f8DmgI/JmH4p/nNyct6eCyVbMr/VSrdtyGYu4/NfGFKSSAUo3coyPnOIQ6d7uDwmQ6G/RGW2qrrsFlYuayYnRtrWVFdgDqN3JxLHSEE1aV5FOZNvrl/pyOlJJ7UGRoN0z0Q4EhjJ0fPdnHuQj/JlLGkktkoiqCqJJcta6rYsrqS2vJ8ivI8OOxZLfV0yZp0p+DySTR+Ol27yTXxGOa3/4t9LFT7i0koFef1gUul1EodXjbmV8xZ2JNSopsxRhOn5mOY7xiEEFhVN6tzP4bbUkaj//uMJpqn8c2JXj2CYsdG1uR+klLndpRrlK3+auiGSUvHIMebujnZ3M3J5l4GRsJXTT+ymMQSKY6e7eLo2a7FHsq8oakK//MX7+Sh29cv9lCWHFLCsD/C0bOdnDzXw9m2fs61DRBPzi0ydiExTUlbzwhtPSP89MUT1FUVsKaulLV1pWxZXUVx/jsn9c5syQp8UyDHosrkuJeNuJSW8W27iksL+vgoHyY4fqJjLz9+snJBF79xuRbuorg28Xgub3/ysZvSuGysV37netxBSSnpjgbY29ea+Wylr5hVMygnNxXBZCtxY2he2nqnYVGc1HruI89WT1dkH63BnxNOdb9tbk+MQMFtqaAu591UuW/DY6lY1Pl58blM6QanWnp54pWTnGnpY2AktKRfoFneWVxMSN3V5+eZ1xs5dKqdrn4/gVBsSWnypoNhmjS1DXCubYDn9zdRWezj5g3LuHfXSsqLfFm3hEnICnyTYEqDkUQbjYFn6YgcJKr7sSg2PJYialw3U++9C49lfO4hXcZpDx+iMfA0Q4kWAApt9azxPUilazOaSAc7SCmJGiO0BF+lLXKA4fh5DFI4VC8Vzs2sy32IXGv1OD83KSUhvZ+mwHOcD79BKNWPgopbK6DMuZ7VvgfIs10qDq+bSQbj5zjpf5ye6EkMmSTHUsJK7z0s99yKQ72UQ09KyfcvfJYiez2b8j/KqdHHaY+8ScqM4bGUsMb7APU5d2BVJ/axXKqkpMn3zx9meKyyiFuzcl/5KnIs8xNh3B99bV7aeacihILPuhyvdRkrfQ8zEDvJYPwkI/FGovogJilMaSIARWjY1XxybXWUOXdQYF+DpjgW3YRrmpJAOMbJ5l4eee4IJ5t7SSRTS85km+Wdi5SSUCRBW88wP3v1FC++eY54IoVpXv+TVAKhSJwz5/s429bPj549wu031fP+OzdQUezD5Zgff/obhazANwHpYIYhXu77R6L6CGXO9djVHHSZIJwapD1ykArX5nECn2GmODbyKMdGHiHftoxazy1IaTIQb+LF3r9hR+FnWeN7ADEmxA3GmjntfxKPpZhazy0oQiGQ7KEx8DSjyQ5uL/ldfNaKS+3LFPv6v0hv7DRljnWUOdZhyBRRfZiu6FEqXJszAp8hU7SG9rJ/8GvYVA/V7u1owkow1c+bQ/9Nf+wsNxf+Ek7tUnUN3UzQGztDoO8fsAgHy9w7McwkPbFTvD74FXQzzrq896GK62PKSCl5ra+VJzsvmVwbvMXcWlI3PwE16AzGDs25nXc6QggEKopwUe7aQblrBwBSmugyjmEmQAgsinPW+foWgosv0UOn23nujbO8fvT8gjqyZ8kyGyKxJEcaO3lh/1n2H28jGFk6+ULnG9OUhKIJnnj5JPveauXWrXXcvn0Fm1ZVYLVcH++thSZ7FSbBn+yiP36W7QWfZmPuB7EoDkwMYrqfuBEg13qpKoVE0h09zsnRxyl1rGFX8a/htZQBksF4My/3/SNHRx6hzLmePFs1QghKnWu5q+yPcKl5OLRcBIKoMcLLvf9Ed+w4Q4nz4wS+qDFCR+Qtat07uaX4N3GoPiQmcSNEWB8g11qVGU1EH+boyI+wKE5uK/4dihwNKEIjpo9yYvSnHB99lCJ7PWtzH0Jwye8plOql1LGGbQWfwmspxUSnN3qKp7r+jI7oIepybsVtmb+M6nNlMp8oXZrs62/lH0+/TGQsGbYmFD5Tf/OcK2tcJJxsJ6ZPr6RYlpkjhIJFOJdkTj0pJU1tA3z7yYMcOdPFaHDynJ9Zslxr5Fj+u9MtvfzkpRO8dbqDwdGlUQnoWjEaivL4Kyd481QbuzbW8v67NrCsfPLyoYuNOZaYfKrEzhffd3M5h6zANwk2xY0qLAwnzhM3/ChCRRVW3JYC3Jbx1SyklJwP7yMlY6z2PYDvMp+iInsD5c5NNAaepjt6LKOFs6luitTxSW+daj7LPDtpi+wnYYQyCSsBrMKJRbER0gcIpfqwKHY0YcOp+XBqvsvGAn3R0wwnWrm58JcpcqzMaOUcai4rcm6nLfwGjYFnWO17YJyju1PLZ0XO7XgtZem8SVgpc24gx1pKVPcTN0JLSuBLmDo/vnCMiJEkx2JDEQoj8QhvDXVwfLSH0FjaIFUIPliziV1Fy+at76H4EQyZmLf2six9pJT4QzF+9sopHnnuKEP+yJIOxMjyzsMwTPyhGN9/+i2efPU0wXB8QdP8LGWkhN7BID958Tj7j1/gQ/ds4l27V5Pjti85we+F/mM80rGPv934WXKtV0aVSylpCffwz00/5ddXPMgab/UErVydrMA3Aeli3RVsyH0/jYFneazjd6nz3Eq5ayMFtjrc2vj6nwkjSDDVj5QGoVQ/LaFXx7WXMIIYMkUwdalKhpSSpBkhmOonbvjRZQJTGviT6SS+kvHmIZvqZlv+Jzk2+mN+1vUn1Lh3UOPaQYF9OTmW0ssEN8lgogVFWMi1VaNeJtAJIXCoXnIsZbSFD6DLBBqXkig7VR8eS9HbIoMFdjWHmO7HnKC482KSMg2e7znL/imqg2hC4daSOn6pfgdObX5MgqZMMRI/mRX43kGYpuTEuW6+/eQhDpxow8iab7MsIaRMmzNfP3Ke7/38LZo7rqyR/U7FMCXdAwH++TuvcOBEGx9/YCvrVpRht1kWe2gZEkYSfzKMKSdfV+yKldZwL0OJwKz7yQp8k2BTnWzO/wgljtVcCO+nOfQyZwPPUuRYyRrfAyxz78wIWYZMYcoUukywf/BrTJTWRBEaF6MPpTTpjzdxyv8zhuLN6GYCi+pEQSVhhCYcjxCCNb4HybPV0B45SFv4AK2hvRTY6liRcxtrfO/OaPJ0M4YqNBTUK8YiSGsqJSa6meAyiy6KsKCKpfMQzBWrovJg5Vo+W38zlfNYvzKmDxBOdTK7ZMtZLhLTRwgkLxAzhkkaIQyZwJT626LiZ4ZTK2R5zv3zOEqIJ1K8dPAc33riIG09I1f/QpYs15jOPj/ffvIg+w634g9NXjXpnc6BE220947wwJ61fPDujXiXoLZvUoRAlwZJc/aR/1mBb1LSmq1l7l2UOzcS1j9IW/gAx0ceZf/g17AoTqpcWwBQhRVVWLEqTu4v/wJOLW/CFu1qOk9QwozySt8/ETVG2Jz3Eapc6aAKIRTawvt5tf9fJhyPptiocG6mxLGatb730B09yvGRxzg49E0swsEq330A2NQcdJnEkMlxZmFIV4dImTEUoWFRJvJnu04mP+li5zcXLSM2Vs0joifRFIUiu4f1eWXcV76atbmleK2OeTsriSSc6iBmZP33ZkO6Bm4zTYFHGYyfImWEMGRyTNAzYU7iHhTa18ybwHdRa/LDZ47w6PPHsi/SLEsKKSWGKXnzRBtfeeQ1zncOYdwAkbcLTe9gkO/87CDHm7r4/U/fSWVJLopy7d97F/32JGCM/atLM1OV6nIkksZABwoKFmX2YltW4LsKQghsqhur4iIvrwanmsvL/f9If+w0Va7NpAVDDz5rJb2xU8SNIOXOqcs7jSTOM5RoYa3vIVZ778eiOBBCpLOe61Ora9MFyR14LWV4vWV4LCU83/OXXAi/zirfvYCg1LEGgaAv1pgRJuFS9PFosoNi+8olFfU4G2yKxq807OJXGnZeISRcyjg4zyKsNAklzxPXsyaTmSKlwYXgs7w19C8kzeCC9GHI+ct7N+SP8NUfv85Te0/fECksstw4SCnxB2M8/soJvv/0EQLZzciMiCd1Dp3q4Pf/4Sd87oO72bW5FrtVu6bavnOhbl7sO0bMSNIe7SekR/la69PYlfHvZYkkpEd5c7iJalcRFY6CSVq8OlmBbwKklAwmmkkaUfJs1ThULyCIGwH8qW4UxmvHhFBYkXMb58OvcXz0MSyKk2LHSjTFRtKIEtEH8Se7qXHfhEVxoCk2QBDTR0jJGBYcY2lRTnMu9NKEYxpNdhJM9pJvW4ZTy0OgkDSjBJLdmNLANqY9FEJQYK+jzLmBc8EXKXaspNq1HVWxEkr1ccr/M2KGny35HxszM1+/pFN6wLXUSqbMKP5kE3KJ+TNeD/iT5zk+8rUJhb2LrgZCqJeJ6jNnvqJ6u/v9fO2xN3j29cZsTr0sS46ewQD/9ZMDPPvGWVJ6di2aLZ19fv75Oy/T3jvCR+/fgtN+7ZQgNsWCpqh0hAZpi/QTN1LsH2q8cv0TYBEqDZ4KHiq/mWrX7AMnr+83/gLSGTnCaf8TOFQfVsWNEIKEEcaf7KLAXke1eweXCxpF9gZ2FHyG1we+zCt9/4hLy0cRGoZMkTQjCKFS5lyHRXHgtZRT7lxPZ/Qwz/Z8AbdWREwfJawPUuvZxdHh7ivGMxy/wBuDX8Gm5mQiiBNmhGCqF4vqYK3v3ZnxOFQfW/I+yr7+f2df/79zwlqOKizEdD/BVB8rc+5mmXvnnF6s70TS5dRC+BNnF3so1yVdkdeJGcOZn22qj2We+yiwrcKu5aMKy7jKNLNBm6PAJ6VkYCTEf/z4dV4+2JwV9rIsGS5GhLd2DvGVH73G/uMXsibceWDIH+E7Tx5iNBTllz+wkxzXtfHrq3EX8+lldzGaDPN071s82X2Q/7nqA+RYrlzDFKHgtTgpsvnQlNmXkMwKfJOw3HMLKTPKYPwcUX0UicSl5bEl/6Os8r0Lu5Iz7nhFqKzIuZ1Cex3ngi/SGztN0ozgUL2UOtdQ674Fp5oOHLAqLu4u/RPOBJ6mJ3qcQLILr7WCLfkfJ9dWwVD8PDZlfF3AcucG1vreTW/sDBF9CEPqONQcVnvvY5X3XeRYSseNpdy5gXdX/jWn/U/RHT1G3AzgtZaxrfBTVDm3jmlTLk1qn7UCu+qdMGjDYynBqrgypuF3MlG9n1Dy/GIP47oklOrEHDO5OrVi9pT8Bfn2lQgUJisneK3xh2J86Yf7eGF/0zs2nUWWpYmUcOJcN//wzZdo6RzMbkbmkVgixU9fPMGwP8qvPbyLypLcBV+P0hkwrJQ4clmZU8GBobPUe8rJt+Vc/cuz7VNmE0llyTItpDQ5O/p1Gke/PE8tCu6qfIQc6/J5am9p80b/X9AafBKQVLvv4KaiP8Cm+hZ7WBkisQRf/fEb/PCZI4s9lCzzgKYq/M9fvJOHbl+/2EOZM6ZpcvhMJ3/33y/S0Tu62MO5YRECbt6wjM9//FZqyvKvWb/tkQFe6j/GByt345lAwzdfZDV8WbLMgMHYwcUewnVLvm0lbeI5DJkgaUYw5dLxPUrpBj975RQ/e+XU1Q++RiiKoDDXTVmRlwKfizyvi1yPA7vNgtWiYrFoCCCZMkjpBomUTiAUYyQQZTgQoW8wSO9Q8B3r46UqCpo6e/PXUsE0JftPtPHF7+/LCnsLjJTwxrG0qfx3P3U71aUTZ9yYbyqc+TxctQeHurBWtKzAtwSQUiIxMWUKUyYxZYK4MUQ41Uk41UFcHyRhjJIwRkiZ4bHj0jnLhFBRhAVFWNEUJzbFi1XNxabm4tBKcGnlOLVSrKpv7DgLitAQXNuIpBuBhDGCP9G42MO4blnmuYe28PMMxI4zGDtOX/QIVe5bUYRlUeeiaUoOHG/j+z8/TDSeXJQxqKqC3aqRm+Nk08oKNq2qpL66iDyvA01TURUFVRWoSrr0khBpkxBizLdLgjlWUsswTQzDRDdMQpEEF7qHON7UzaFTHfQNB4kn9OtaCFRVBVURaKqCqipoqoLX7aCyJJfKEh/lxT6qSnIpK/SS73Mt9nDnhGlKjjR28K/feSUr7F1DDp5s5x/++yX+xydvp6Y8b8HXJwUFp2q7aj9zLa+WNekuGhLDTBAzBommegil2ggmm/EnmgglL6DLyDz2JbAqObgslXisNXgsy3BbanBohdjUfOxqPsrbfPqypMPhDTNO0vCTNP30R/dzZuTLSOYr9cc7y6QrpSSs9/DW4D/TH0ubTVd6P0SxcwtOtRCr6kFT7ChoCHFl0vDpIGDsu9MfU1e/n//zpZ9zurXv6l+YZxw2C9VleWxcWc7uTctZVVv8tkjBtHA3Wy5f3lO6yYWuIfafaOPAiTbauoeXdG5Bm1XD5bDidtpwO2y4HFZy3HaK83MoKfBQUpBDaYGXkgIPbqdtwjau5zVNSjjV0sMXvvIMHX1LX9jTNAW7dUz7rKmoikAo6SAsaUpMKUnpBqlUWhudSM5fCqWFYtfGWn7nk7dRUexb0Lk0lAhiSpNCm3fSfgxpciHch0uzU+qYnebxuhf44voQbaGfEteHr37wJPhsK6lw34M2YSLi+Sem9zMQO8hI/ATB5HnCyQskzGv7QCvCikMrxqmV4tIq8NrqybWtIse6fCzS8fpdKGeLlAZxY4RIqpNwqpOo3k1U7yOmDxDXB4kZ/ejmfAriUOl+FxbFO69tXmuKnTsodu6aVpofKSUxY4jO8F7OjH6PsN6DXfXh0kpxaHlYFBeKsKKgAMqMx+KxlLMm7xPTPt4wTf7+v1/kJy+emHFfc0EI2LK6krtvXsWG+jIqS3JR1Zmf72yQUjI4GuZUcy97j7Tw8sHmRX35Wi0q+T4XhbluCnxuCnJdFOV58HkceD2O9L9uB163HY/LvihJcheDc+0D/O1/vcCp5t7FHsoVOO0WKop9lBZ4KS3MIc/rIsdtx+WwYbdqWK0qmqqgKOk5bZoS0zRJpgwSSZ1oPEkokmA0FKV/OETPQIDuAT+jweiSCkYRQnDbtjr+4BfvIjdn4Xzrnu87wsv9J/j0sruo95RfIfSZ0uTVgZP8oONVPlR5C3eVbJpVP9e9STdpBOgMPU0oNfvIyWLnTkqcuxZM4JNSYpIinGqnPfg4/dH9xI1BUmaYxSrPZcokkVQnkVQngxxECzuxKB7sWiGFjq2UuW4nx1qX1vyhXtc7Zbhc02EikUhpYsg4kVQH/mQz/kQjwWQrCWMY3YxhyCi6GZ9Hbd7EdIafXtD2rwUWxUmR8+ZpHSsxCKW66Im+SdwYASRxY5S4MQrzUJq4wL5u2gKflJLXj57n+f1Nc+94mggBZYVePnzfZm7duoLCXFfmpXjtxiAoyvNw+3Y3W9ZUcsf2Br79s4OcOd93TWoEe1w29myuo2FZMRXFXgpy3ThsFmwWDatVw2ZRsVq0ayYALzWklPQNBfnGY/s5swha57cjRNp8nu9zsWV1JVvXVFFXVYjbYcVus2S0eooy/Uh7KdPnmdLTAmAskSKWSNE7GODo2S4OnmynvWeEZEpf1NQzUkr2HW7F53Hwmx/dg9O+MJYwTWicDFzgC6e/x2dq7+WWwjVoY5aKkB7jx52v8bPuAzhUGwW22SsIrnuBbz5I6COYcv59d6SUpMwQgeQ5LgQepTf6KoaMsxRrsOoyim5EiRn9jCZO0+z/Ni5LJaWuWyl17sFtqcamLrwvw3xiyhQpM4JuhkmZERLGCMFkC8FkK8FkC6HkeXSZIH0/lt49udEwpU5z4HGODP07ulx8U2LfUJDvPHmIcHQeJM1pYLdZ2LVxGZ/7UDrtAyyuyVEIQY7Lzi2ba1lfX8YPnjnMz14+xXBgfrXYbycaS1Fbmc/771qPOibsXk/rykIipSQUifPfj7/JviOti1rhxeWwUlroZd2KMu7cUc/aulKs2qXN/1zumRBjVaysGjarRo7bjpRQXZrLTetq+JUP7qJ3MMArh5rZf/wCHX1+RvyRRUmVpBsmz7zWSF6Oi48/uBWHzTonN4uJ2FO0Fqui8c0Lz/OPZx+jMdjBe8t34k+F+daFFzkZaGNz7nJ+afl9VDuziZfnRML0Y8jUvLYppclg7BBd4WfpjbxyzU22c0MiMQin2mj2t9EWfIyVub9CnfdjLFVTr5QmKTNMTO8nqvcS0/uJ6X1E9G6iqV5ieh8xYwhYeA1GlokZjjdyYuQbVwh7irBiv5jgfI7BRF5L1bSOS+kGrxxqprnj2pTIy/M6ef9dG/jwvZvxuOzXpM/pcPFa+zwOfun9N7OsLJ9vPXGQ1q6hBevTME2++9RbrKkrY2ND+YL1MxFpa4uJQEFZokLmE6+c4uf7ziyasOdyWNm0qpJbNtWyZU0VZYU510QLnb4daZ9VBUFlSS6feHAb771jAyebe3jzRBuvHT1Pz4D/mm/PY4kUj714jLIiL+/avQoh5vd6qEJhV+FqKpwF/KD9FZ7pPUxzqIeRZJCEqfPR6lt5qPzmCZMyz4SswAckjVFMmUJKOaeXjSQdLZc0A5wP/JD20M+I6r1c70KGRGJVPPM+yWdLOqpZH0uC3Eog0Uww1UpM7yNphEiZQVJmaEybmmWp0BV5jaRxqayaTfVRn/M+Ch0bsKk5qMKGQJnTM6iKiZ33L0dKycBwiOfeOEssPr8bvYnIzXHymffdzAO3rMFuW7pLrqaq3LmjgdwcJ//2vVcXVBgeCUT5xqNv8H9+/X7yvK5515hMhkTyt2e/wc78TdxatG3CY5JGkh90Pk2BLZf7S/dcm4GRnpdvnmzn+z8/vChR1Koi2LyqkvfftZG1K0op8LkWXfMqhMDjsrFz4zI2r6rgnp0refnQOZ54+RTByLVd30eDMb726OvU1xRRV1mwINemylnIx2vuYDAR5NBIExZF4/0Vu3hfxU5c6tw3ikt39bmGpPOC+efcjpQ6Q/GjNI58mZH4qQX3/7pWWBUv+Y7ZOYkuBO2hn9I4+lWSRgCJgZQGEpOsWXZpE9F7MceeCYdawC2lX6DQvu6a+4hKCXuPtHK2rX/B+8px2fntT9zGXTsaxlKqLHiXc0JTFbauqeL/+9y9/J8v/ZwL3SML1tfJ5h6e3HuKj9+/FU27dvnyzgRaWe6eXBOsKRqt4U6aQ+3XTOCTUnKha5ivPvL6gpvU346mKpQWevnEg1u5Z+cqbBZtSQbG2G0WVi8vob6miHftXsNXH3mdt850EIldu1RKfUMh/v6/XuQLv/UAhbmeeX2eddOgPTLAl1ue4kywg6159QwlAvy85xASycOVeyiw5cxprcwKfGPE9Lkt/kkjQGf4GZpGv0HcuDZmomuFx1qDS6tY7GFkiKR6x+5XVsC7nrAqPgQqEoNCxzq81mXTiuydb4KROI+9cHzBowEdNgufePc27t25ctE1JTNBUQQNNcX8j0/ewV989Vn6R0IL0k88qfP8G2e5aV0NDTVFS+YaCSHQhMZQ6tq54YSjCR55/ihN12ATcjkuh5U7dzTw4Xs3sayiYMmauS8ihMCiqSyvLOB//9q7eOaNRh574Tit17DU3JnzfXz3qbf45Q/snDQd0EwJpCLsGzjFd9tfxpAmH6u+jYfKd+BPRvhu+8s82XOQ1nAvH6++nbXeGmzqlSVQp8PSsNEtAWL6ALMVIGL6AI2jX+X08L/dcMIeCIodO5eMOTfL9UuF61IkvG5GkYtUaeONY+fpHvAvaB+KIrh31yree8f1W9Zr8+pKPvnu7bgdC5f9/3z3MM/vP7ukEkEHkiFCegSrMruX6kyRUnLgRBsvHGi6phGpvhwHv/GRW/j1D9/C8srCJS/svR2nw8p7blvLn/zSPezcWHvN+k3pBs/vP8uhU+0Y5vy4ax0bPc9XWn5OjsXJ76/8QKbEWoWzgM/V3c/nlt/PhXAff3/2UU4F2mfdT1bDN0ZMn3n4u5SSqN7DieF/oD/yGiYL7w90rRFolLhuWexhZLkBKHFuYU3uxzk58k0GYifojR6kyn172nfvGr1s4okUT+09veAO8atrS/jQPRvxOK/duc03qiK4e2cDZy/0pYMIFkCFYpqSn71yivffuYHyYt+8tw9gSIN9g4cZSQaQSBJmijOBVh4Tz19xbMrUORNs5UKkiwdKb12Q8bydwdEwX/7Ra4Qi1yZaXAioKc/ntz9+G1tWV2K5hub0+UZTVVbVFvPHv3Q33/zpmzzx6qlrklNyJBDl64/tZ/XyUory3HN+xhNGiluK1vALy+6m0ObLCN9CCHKtbh4s284KTxlfbP4Z/mR41v1kBb4xZmoilFISTLZwdOjPGYlf26St15Jc22ocauFiDyPLDYAiNFbnfgKXVkpL8AkODf4jQ/EzlDq3YlfTSZdVYU2X/ptlpQ1FaNhV36S/P97UTXvPwvmlQdpM9oG7NlJbsTCO3deKi2lbPnjPJk619NK2QNctGInz6AvH+a2P7VmQ6yUltEd7OOlvZjjpJ2EmORk4R2PwytytQoBdtbHWu4J3l90272N5O4mkzn8//ia9g4EF7wvS57ehvpzf/Oge1tSVXpM+FxohBPleF597eDe5Xhff+/lb1yTVUmvnEP/1k/387qfvxGqZm9C8u3A1txStwa5MnOdPU1RW51Txf9Z+IuvDNx/EjAEk03vFSCnxJ85wcvhfGImfXOihLSrFzh2IRfCzynLjIaVkJNGEKZM4tSKG42doCjxCS/AJ7GoeNtWLRXGMVdpIC3xihkJfjrWaLYW/NeHvdMPkeFP3gpcT21Bfzm3bVlzXwt5FhBDU1xRxz86VfO3R/SxUYaZXDjXz/rs2ULEAWj5VUfh41YMMFI/SFevjX859m3XeerbnrbviWCEEbs1BrauSPOvCVsCREg6f6WDv4dZr5n+2uraU3/nE7TQsK17yAUQzQQiB22njI/dtRtMUvv7YGySTC+8m8NLBZm7ZUseuTXMzKTu1q0fgCiEosvvm1E/2TT7GdH34pJSEUuc5MfwPY5q9GzdwQBV28u0bEVy/Kv8sS4uDA39HKNWNbsaQpBdkQyaI6L1E9LmXkCowJ9eUDPvDnDnfh76A1SQURfCx+7fisF8b/69rgSIED92+np++dIKBkdmbk6ZiOBBh3+FWPvKuzfMuKAsEmqJR5iikxJ5PpbOUWncFdxTfNK/9zAQpJcOBCE++epph/7WJyq2tyOd3P307DcuKbihh73KcDisfvHsjiaTOt544uOC+oaFInB8/f4wV1YUU5s7dtCulxJAmJhLG0sRZFO2KjdZs+8l64o+RMsNjpc6mJqr3cHTgCwzHj2ZeWDcqXusKnJayG3ZxyHLtienDpMzwNX92pJT0DARpWeBEy7dsWs7qupIF7WOh6B0Kcrq1l9Fg9Irf5eY4ePjeTQuWdj2R1Dl0up1AeGFzqwkEm3wr8Vo8C9rP1ZBScvh0J28cv7BgWtPLqSzJ5Xc+cRuraq/PuTkTHDYLH75vMx+4e8OcTa1XQwJHGjt56c1zc95I6qbB2VAn/3rucT536F/50Bt/yZ+f/kHm9wdHmjjhv4A+h2C3rIYvgySuD2Kbwv8nkurh5PA/MZw4fu2GtYh4bfXY1HyWanWNLNcfZa4d45Ivzzc51uoJPzdNSWvX0ILmOLNaVG7bvgK79frU7v30pRP85OUT/M7Hb+P+3avH/U4IwfZ1Nfzo2aMLpuW70D1Ma+cgW1ZPr1rKbHnwGvjmXY1wNMmjLxwjnlj4QD+Xw8onHtzG5tWV110k7my46Hv64fs209Xn5/Wj5xfUDpdI6jz92hl2b15OeZF3Vto3U5q8MXSGL7U8yXAiRJHdS1RPENEvuZ8813eU3tgwf7T6w1Q5Z+dXnxX4xpBSEjMG8LJiwt+lzCDN/m/TF923CKO79mjCidfagCbmVsolS5aLCCHYlP/rLGTlGUVMLGyldIOT53oW1FequiyPFVWFSzJp7VwRQlCU52FDQwXP7z+7IH0MDIc41zbIhoYKNHVhjE9CCFyaY0Hani5SSl470srplrm7MEyHd+1ezT07V6Kp7yzXnNICL7/68G6a2gYYHF2YTcpFmjsGefFAE596z/ZZfb87NsyPO19DFSp/uuajlDny+MKp7407ZmveCr7a0kx/bDQr8M0dc8yPb4LfyBQXgj+hLfQTTLnQWb0FChqKsCCEli41hQChZBzYJRIwMeXFKhP6WC3g+XuR2rUCcm2rl6TjuSB9leQ1L1m3ENLC0ru+M2YGc8Sh5S3gQCYnmTI42dKzYO0LAWvrSqko8S1YH4uN121n08oK9h1pIZ6Y/9QXhik51dLDA3vWkONemHrDF32khABVTCwAGdLEkAaaUFEWIP9oOJrg+88cviY599bUlfKL79uBw3Z9ap3nSm1FAb/x0T389TeeW5A5exHTlPzgmSPct3s1xfkzdxdoDffSEu7lT1d/mJsLVqMIgfVtyZXLHfmE9BhhffZuD1mBL4OcpNqGpC+6l3P+b2DK+Q/1VoUdh1aEXS3CNhapaFPzsav5WNVcVMWeTlWBFVWxjhX/TmHKJCkjTNIMkDT9xPQB4vowSTNAXB8kbgyO+STOblFxamV4rNcumeVMyLWvZZn3gyCvrcAXTLYyFD/KfAp+Fa57sKo589beYpBnW4tY4u7AAyOhBU194bRbWbms+Lo1504HIQS1lfkU+Nx09fsXpI/GC/1E4kk8roXLX3hk9AxBPcz2vPXkWFxX/L4n1s+B4RNs8q2izjO/5mUpJS8faqZ7ga7f5eT7XPzCQzeR63nnWmkURbBz4zLu3bmKJ189taBCdiAc4ycvHueXP7gTVZnZehjVE6TMFHWeyX3mHaoVw0xvRmZLVuAbQ4758L0df+IcZ0a+PK2AjumiKW4K7JvJs6/HbakaE/gKsKm5qMIxq4UuvXONkTSDJPRh4sYQUb2X0UQjo/GThFOd067tK1DJt2/MVEVYapS69lDqunZFzS9yPvAIw/ET81gjWbAy75fJsS6fp/ayTEZT28CCmnM9LjsrqiY2s0TjSQ6eauf4uR78odgVCYy3r6nirpsasFnTy7GUko6+UfYeaaWr348iBMsrC9i9sZbifM8V60MsnuLI2U4ON3YRCsfxeuxsbCjn5vXLUCcwjRqGyZGzXbx5sp1AJEZ5oZfbtq6Ylim6ujSPfJ9rwQS+vqEg3f1+SmahJZkOEniu/3WCqQgrPbUTCnwJM8UrAwcJpELzLvCNBKK8dqSVWHxhffdUVWHPluVsXFl+Q7oYzASP08YDe9ZwbIFzcJqm5PWj57l31yqWlefP6LtWxYIqVEaTYYpsvgkNP13RIVyafVopXCYjK/BlSPvwybFQaCklCWOYs6NfI5Rqm2PbChbFic+2inLXXRQ5d2BVfGiKA4E2LzvZdP1HJ5rixKmVABJTmlTJOIYZI6YPMBB7k57Iy4RTbRgyjiknXnSE0Ch27przmLJkmS5SSiQmpkxhSh2JOWayl2PaQ4FARRHa2J+Z+SMtdI3SXI+D2oqCKz6PJ1N88Yf7ePHgOYpyPRTmuenoHaV7wI/NauGWTbW4HLbMS9kwTfYeaeVfvvsqsUQKi6ZijmmFnnj1FL/3ydtZv6Iss0aNhmJ85ZHX2XekFQlYNAVdN3lq3xlu376CX/3ArnHaMsM0+fELx/jPx9/ENCV2mwUpJXuPtFKY6+FqLga+sfM82dyzINVKTFNyuqWXLasr573tNJLOaB/L3ZXkWifWrBfZ8nBrTtoi3fPbs5Q0nu/jVEvvgifzKsn38NDt63E75qfW6/WMEILVy0u5a0cD33z8zQVNy9TeO8JrR1qpKsmdcLM1GRXOfIrtuXyv/RV+f+X7cag2kGnnLd00COtxHut6nSpXIeWOmQmTl5MV+C4jZQQwZQJV2DFkgvPBH48Facxuggg03JZK8uwbqPI8SIF9ExcX1IX3jRMoQkURLiyKC5uaj8+2ihW+TxJOtdMf3U9/dD/hVDsxvX+c1sqpleCzrVzg8WXJcjEgKkIw1c5QvJGR+BlGky3E9GGSRgiDFJqwY1XcOLRCcm115NtXk2drIMdShUVxTutZOte+sOlYllcVZjR0l3OquZefvnySB/es4Tc+fAsep43B0TB/8Y3nOdfWzy+8Z3tGGyAlnGzu5d++vxeP08affPZuNjZUALD3cAtf+8l+/uIbz/Pvf/gBivI8SOD7Tx/muf1neXDPGj797u0U+FwMjIT57tOH+dmrJ8n1OPjkg9sypuaTzb381+NvUpzv4bc/disb6ssJRxP86Lmj/Oi5o1ctnyaEoK6yAFVRMM2FSa1zdoGF84gew6HasSkT1wh2qHYsikZIvzI9zVyIJ1IcONHGSGB+2307QsC9u1bRUFM07tmQwFsdXShCsKG8FE1RSOo6Z/oHGY5E2VpZjteR1h51B4K0DY+ysriQfFfaJJwyDHoCIXqCQRIpHbtFoyTHQ1XupVJgsVSKY9291BXkE4zH6Q6EKPK4qM3PYzQao2VwGFVRWFNShMd+SRg1TJPhSJSeYIhgPI5hSmyaRrHHTVWuF8tlASetQ8N0+YPsWlbNcDRKx6ifcCKJTdMozXFTmetDe5tJVVMVPnDXBl480LRgFWMg7Su8/3gbd+5ooKxw+om769xl3F2yie+1v8zvHv06O/IbGE2F0aXBDzpeZd/gaXpiw3y29l4qnVduLKdLVuC7DEMmSJoB7MLGSPw4bcFHZx2kYVPzqfa8hzLXHXitK1CVxd1pXXzwBRo51uV4LLXUeB7Cn2hkJHGageh+hhPHMWWSYueuJe+TleX6R0qTvthh2kLP0x87QijVNeFxuoyhGzGixiDDiTO0Bp/EbSmn2LGJ2px3UWTfOKXQl0jqDI6EFuo0EEKwrDxvwjGcbOnBYbewob6cHFf6ZVqU52F9XSmN5/to7hjMaAYTSZ3Xj52nfzjE//7cfWxfeynFzG3bVtA9GOCbPzvIc/ub+MQDWxkJRHhq32lWLSvmo/dtpjDXDUBxvofPvncHRxo72XvkPHfd1MCy8nyklLx6uIV4Suf+3avZvLICIQQ+j4MP3LmBt8500tp5dcG4uiwPVVUWLKlta+cQUs4oFmhGOFUHMSNO3EzgVq70b4sZcVKmjn0SgXA2SCkZCUZ57eiV5dzmm6I8Dw/dvm7C+fjVNw4xGovx5Q89RKHbxXA0xheefZmTvf38+wce5O6GOoQQ/OzUWR49fpq/fc+95LucxFIpnjzdxE9PnqFpYIikbmC3aKwoyOfDm9dx38p6rJrKUDjKnz75PO/bsJo327o42dtHTV4uf3TXHn509CR7W9tQFYVPbtvEb+y+CUUITCk53tPHV984xLnBIYbCUUyZFviWF+Tx4U3reHBNAzYtLa789GQj3zx4lC996D18/8gJjnX3EozFsWoqdQX5fGbHFu4ZO4/Lyc1x8oG7N/IP33xpQa9/44U+mtsHKCnImXYaHE1ReW/5zVgUlad6DvKdtpcwkQwlgny99RmqXEX84rK7uadk85wCiRZN4DOlScJMZmzXEyGlRJcGqlAWJFrq7RgySdIIoCkuzox8kbgxNOM2VGGj2LmLOt8n8FlXLlk/OCEEFtVDoXM7+Y7NVHnuJ5BooSv8DOWuO7khokezLEnS/qZxmgKPcdb/A6L6EDOqY41JKNVJKNVFX/QtVvo+TJ333WiT+L8O+cPEF7CguhCwvGJi/z1NU5EyrcG43F0kZZjpUo6XjTcYiXO+exhNU7hpXc34dlSFtXWlOGwWDjd28rF3beFs2wDhWJJlFfmU5I83T7ocVrauruTHLxxnyB+hpiyPaDxFV78fVShsbCgf13ee10lViY/z3Vdf86rL8hYsbQrAsD+CPxQlz3ulf93cESz3VHIh3E1ntI+VnmWZ63AxAfK5UBuDiVG2519Zem0uHDzZTv/QwuWgvMiDt66hwOe+4nMBrC0t5ueN5+gNhihwOQnGEwxForitVo509XJ3Q13a9Nw/QI7dRoXPi5SSl86d5+9e2kdtfh5/9eA9lHk9dPmDfH3/W/zDy6+jCMH9qxsASBoGPz1xht+65Wbetbqef311P//vmZfZXFnGv37g3fzLq2/wxMlGPrRhLSU57sybxq5pfHrbZtaVFaMKhaNdPfzr3v1848BhlhfksbH8Uu3fpGHw/559mVXFBfzNu+/FY7Oxr7WNb791jL97cR9bK8szmsnL2bOljp+8eILzXTN/t0+XWDzFC/ubuHnDMqyW6YtYbouD91fsYlfBGnpiw/TFR5FAid1HuaOAYrsPizI3kW3RBL72SBd/dfZL/PaKz7DGWz/hMWE9wh+f/FveV34vdxYvvE+ZbkYJJs/THvoZo4kzM/6+SyunPvcXqXI/gCJs143MlC44X4TdWUSRc0dWu5dlwZBSEjdGOT7yNc4Hn8J4mwZdERYswomqWBGoCAQSiSl1DJlAN2OYGfcDSVjv4ejwlwinelif/xmsSs4VQt/gaBh9AUssCQQ15ROnm7l5XQ3fevIQLx9sprokl9wcJz2DQd44dp4Cr4sN9WWZY5MpnXA0QY7Ljm2CCgE+jwOLphKOJkikdEYCEZSxJLPK20xYQkCBz0VKNwhF0mkc4okU8WQKRRFXRG4KIfB6phcwlu9z4bRbF6xAvWGY9A4GF0TgE8DdxTv5u9Fv8J8XHuPDle+i1F6AqqjopkF7pIdHup4lbia4o2j+Sq8ZhsnTr51ZcN+98iIft2+rnzRQY0N5CT88epKeQJB1pcWc6Rug3JuDJS8tYEkgqeucHx6lJs9HgctJLKXzL3vfoMTj5s/uuY3VJUUArC4uYm1pMQ//9w945NgpNpZfmsvrSku4s345oUSSF8+18lZHN1/7yHsp9+bwVkcVPz5+mu5AIC3wCcGm8lI2vLcEIS5Vz15XWkRvKMS3Dx2jY9TPhrKSccJ5sdvF/7nvTnxjZuj6ony6A0F+3tjE4c4e7llZN+7chRDkeZ08sGcNX/rBPgxz4Xz59h5pZXA0THmRb0bfsyga5Y58yh35mbly8XrMhxvYogl8EjBMYyyn3MQ4VDtRPcpAYviajClhjNA4+hXi+tCMSj8JLBQ6tlDv+0UKHduWZO66q3HJ5PvOSs6Z5dpiyCRN/h9xPvj0ZcKeIMdSSYF9DV7rMlyWYuxqLqqwI1AxSaGbMeLGKBG9n9HEOYbjjUT0fkBiyATNwZ9i13JZm/sp3r7T8gdjC5qOwWJR8bon1uTXlOfz2Yd28K0nD/KnX3yKXI+TWDJFYa6bj71rC8WXaeYURUFTFZJJY8JVMZUyMKVEVQSqIrBZ0jU2JzStSkik0p9bNHWsfYEiFCQS3bjyO9MNwhCkhb6BBTKTm2N1ZhcCIQSrcpbxUPkdPNXzKn/d+DVK7AXYVRsxI05ffAi35uKDFfdQ65q/wJHWriFaOxZOqwRpIX/7umpKCq7c9FxkZVEhCV2nNxhCSsmRrh6KPW5WFObzyLFTDIejBOJx4imdVUVpH8DTff30BcM8sKaB5QX549oucrvYs7yG58620BcMUexJaxZLczxYVBWnVcNjs+G2WSnxpIW7tJ+gJK5f0roLIVAnGPOakiJ00ySeGq+hV4RgT10Nuc5Lz53DYqEy14uqKAxHJ/aTtGgqG1eWU1HiW9CI3URS56U3z/HJd08vEbMpJRKZzrqbeRfPP0vbh0+k06UkjIXZSb4diU441T6j7wg0yt13sCr313BbKq9LYS9LlmuBlJKh+CmaAo9iyLTWyaK4qct5kBrP3ekgDNWNmGKpS0fP+wkk22gNPcWF0LOYMoUhE5z1/5BS500U2FeN+04gFMNYwMg8n8eBqk48ZiEgx23D63bw/js3UFHkxW6zUJzvmdAMW5Tn4VhTNwPDIarLLmkNpZT0DAVJJnVKC71YNJXqsrQWYGg0QiyRxGm/5HNmSsmF7mG8bntGGHU5bXhcNkxD0jMYpKzwUhko05QMjoanLfQV+BYut5uUkmH/wpXAs6s2Hiy7jTp3FQeGT3Ah0kXMiGNXbdxdvJNteWtZ7V2OOk9uRFJK9h1pJZFaOLcCAK/bwZbVlbgck/seeu12itxueoNh4rrByZ4+dtVWs6milB8dPcnZgUFSpklC11lVknZT6PIHEQLyXU5sbzNRKkJQnesjlEgwGotR5ElrZe1WC4pI/14VApfVyuUBi1Je2mBcNKV3+gPsv9BB89Aw/micuK7TE0ibwN8+K4UQVOX6rjg/q5q2CkylvVtWns+a5SV09I4saKqmV99q4YP3bJpW0uuDw0280H+Mz9e/hxzLlc+WlJLO6CA/6tjHByp3scw9u5rI11TgM6RJwkhgIokZ8XTuOyNBeIJoKClNmkKt6KaBW1sIX465o2ChwnMf6/N/D8sEpqQsWbJcQmJwcuQ/SZppzZAmnGwp+Dy1OfehYJnW8yOEwK7lYlN9FNhX47FUcGL4G5ikiBt+Gke/z66S/4UiLi1twWh8Qc03BT7XpGNPpgx+8OxRGmqKuHtHA163fdJjPU4bm1dWsO9oKz98/ii/8fBuHHYrAhgORNl7uIWkbnDXTQ2ZaNk1tSWcbO7hWFM329ZUoakKumHS3D7I/hNtbFlVQWlhzpjPrsL6+jLeOH6BF988x+raEpx2C6YpOdvWz/muoczL96rnnHulj9h8YZosqMAnELg1J1ty17De14AhjUyQiCZUNDE/qbIuEo4mONrYtaDpQAAqS3ysry+bcuyqIlhTWkRvMMj54RGGIzHqCvJZXVyEogjO9A9gVVVShsGaMdNtek6kaz5NxMXAhMsjvNOi8qXjp7qcumnyg6Mn+cb+txBCUOb1UJrjocDtJKFPLiRfDOKYKQ6bhZvW17D3cOuCuSUA9AwGOHmuh+3rJq7vfTmDCT/HR1tJmZOfrwReGjjGTfkN14fAN5QY4cmeF/GnAkT0KDEjwc96nufVwQNXHBs3ErSE2/FY3KzKqZugtcVFFTaqPA+yNu9/YFGXpkCaJctSYiTRxEjiXObn5TkPUJfzIGIWmpS0CcjGKt+H8SdaaQs/D0hGEo0Eku3k2i4ls47FU9MWZGaD2zl5BL4AnDYLp1v7eOzF4+lIWgGaopDrdVJfXURejjNzTnu2LOdUay/PvnGWeCLFhvpyJGmH/7fOdHDPzSvZvi6dDFhVBJ/74E7+8hvP86/f38u7dq6kMM/DwGiYn+87Q77XxUO3raPA58q0f+e2el59q4UX3mxCIllXV0okluTAyXYQYtoVAhz2+YtgfTsSSSS20CUs09fDKizAwlZHaekcom9o4aLEIT0XNqysoChv6oTVqqKwuqSIZxqbOdzZk460Lcwnx26jyuelaWAIr91OnsuZCXoo9+Wkta7RKCndwKpdcvuRUtLlD+C0WPA57FNq5yejNxjiX155g5r8XP7k7lvZVF6aCW567MQZXm1tm3GbUyGEYOvqKgpyXQsq8IUiCY43dbF1TeUVPrazQRUKKdMgbs4+afc1FficqoNaVyWng3EuxDsxpEFHtAdNXDkMTWhUOsu4q3g39Z5l13KYV0WgUuq6lZW5v4w2QVh/lixZrmQwdhJjrDyhVfGyPOdB5uqpogo7NZ576I7uJ2WGSRhB/Mnz4wS+eCK1IEmCL2K1qJOeRVI3qCzJ5URLL//x6BuXxq0IcnOc7N5Uyy+85yZKC9LmXa/bwS+972aK8zy8ePAcLx1qTgeFlOXyyQe3cf/u1ZkcY0II1iwv5Q8+fSdP7D3FD587SjiWxOO0sX5FGe+/c8MV0bj5Phef/+itfO/pw+w7cp5nXm+ktCCH+3atIt/r4suPvDatc54oqGTekOkAloVESkl3rJ/j/ib6E8Mg4b0Vd5Jn9RI3EkSNOD6LZ87ZIaSUnO8cYsg/f5WaJkLTVHZvunopTEUI6gryCMbjHOvpxW2zsiwvF4D1ZaW8fqEdl83K6uJLOfxWFxdR5HFztn+Q9lE/KwovJf4djcV5o62DFUX5Gf+9mdLlDxJMJNhcUcqq4sJx8/WtzvlNfn2RPK+LDQ3ltHUvnB9fSjc41zGIPxQnzzt3OaErOoREzsnV4JoKfG6Lkz1FN3FT/iZawm38e8s3+XTNB2nwXDlRBQJN0XBrzknTtiwWufY1rMr9dexqUdaM+zZO+t/g+b7vcFfJx1jn3ZW9PlkyBFMdmDL9Is+z1eHQ8uc8P4QQeCxleCzljCSaSMko0bfVxE7qxoL66kyWeiEQjvF//+NZRgMR/tev3MuKqkIsarpyRiga57EXT/D0642srSvlwVvWZK5Fgc/FJx7YyntuW5cRfOxWDbfThkVTx10zi6ayeVUlK5cVE44lMAyJpgocdise58T1aOurC/mfn76DSCyJYZhYLOpYjkDJ1jVVeN1XL900k3QTM0VyKeBk3tuWkpTUeXngID/tfhF/MphO/YXCXcU3k2f1cmT0DD/oeJpfWf4wa71zsy5FYkma2gZILGBaIEjn3ltdW3rV44QQFLhcaIrK8e5etlSU4xxLyr25sowfHD2BpijcXb88s4lx26x8budW/vL5V/mnV17nN2/ZQZk3h55AkH/fdwB/LM7Ht2yg3JtDX3Dmgm1JjhurqnKsu4/zwyNU+tI+gT85cYbXz8/Mp366CAG3b6vniZdPLujacKFrmO4BP7k5V0bAd0QGODLaStJIcTrYTsRI8ET3m7jU8RYDCQT0CC/0HaXI5qPQNv2Ezm/nmgp8AoEqVByanUJbPsW2ArwWDwW2iVMaLEXsahEbC/4Yt6UqK8xMQMKMMpLsJ2HEFnsoWZYYSSM0Vi6NsbrR82NK0xQHViVtyjKlTsoc7xNsGFPlApg7Vos6oZPSgRNtnDnfyyfu38a9N19ZuUbXTX7+2hmC4TimKTOBH0IIrBaNAt/0lmdFEbidtilNy5cjxOTHlxZM755YtIXchMsF1fCd8Dfx7bYnKLD5uLt4J2E9ymtDRzIZI0rshZiYHBg+NmeBLxCK0dw+MB/DnpLdm2uxaNPT/HgddvJdDprbhviVm7dlzKcriwpIGSahRCLjv3eRB1evJJxI8uPjp/nYt3+Unq+KoNjj5pd2bOHDm9ZfUd1iupR7c/ilm7fy+MlGPvWdH+OyWjGlpDrPx/++7w7+4IlnZ9Xu1VhXV0phrpuBkYXTvvYOBunoHWXN8tIrlgh/KsLB4Sbao/0MJYLEjCTfb395QrlCQSHP5uHBsu3Ue8pnPZ5FidIVCDwWN7cW7SDP6luMIcwKBQv1vk/itdZnhb0s88pgIMxP9p5CVQR3bllBTcn4CM0T53t541Qb92ytZ3n57EvrLC4L88zIsf8mwzTTNXkXisk0BEIITBM6+0cJhOOZgA3dMOkeCPCzvafwuu2UFuRcdwXudX0BAxAkC3a7JPBs3+sU2fP41eUfps5dzZvDx3lt6EjmmHybD6fqoD3SM7e+xmodt/cunNnwIlvXVE372Dyng09t28QttTXsrk0HFAgh8Dns/PFde4ilUtTmX6ocI4TAYbXw8S0b2FpVQWPfAJFkCrfVSl1hHuvLSjK+n16HnV/ffRMriwrTqYM0jQfXrmTHssrMHN9SUYZl900sy0+bkm2axi/fvJXtVRW0j4ySMAwKXE42VZThs9v5o7v2sK60ODP+Pctr8Dkc1I59/3K2V1dg1VQ2VZRd8bu3Y7GobGyo4Ln9Z6d97WaKYZqcvdDHnTfVY39btO46Xw3LXMW0RQZ4tu8wrw6c5BPVt+PS3qZhHwsmKnPk0+CpwKbOfqO8aGlZXKqDPYU3LTlz7VSUuG6hwn0f101G5SzXDaOhGD96+RjheAJVVfj4Xd5xWpSzHQN878WjrKwqum4FPpuag0BBYhI3RjDk7J2PLyHRzRhJI52+QREaFmV8EFXaYVqwUFJEUtcnlPq2rq6kvrqQF988x7mOQQp9LjRVxR+OMRKIMDQa4V27V7Nl1fWXzmlBU4wIZlR4fmZIWsOdbM1bQ62rcsLSV86xWrrB1NwihaWEc20DROPzMc8npzDXTXXp9K1kDouFO+uXX/G53WLh4U2TVxexahrrSovHCV9vJ8du42NbNmR+VhWFO1aMd9laW1rM2re14bJa2bmsip3LrhRcP7Rx7bift1VVsK2qYsL+15eVsL5sehGsqqqwadXCCnwAp1r6SCT1KwS+tOLLyVpfNSPJEGcCHdxVsol8W84kLc2dRRP4LkZISSkJpsKEUmFSMoUiVCod6SiddIiyRFO0WUX/zCcurYLl3o9gU+fud/ROIWHGCKZGSJkJFKHgUN14LLmoEwTpGFInnPITNUKY0kRTLLg1L071UrqbhBFjNDlAnq2YcCpA3Izg0rx4tFyiepCgPoomNPKsJWjK+IfLlCah1OhY+8ZY+z6cqmfp3E+R/uu5Q+e4c/MKKi7Lk3YjkGOtRhEWDJlgJNFEVB/AMcfnSUpJMNlOMNUJgEVx4dbG+zJZNAUhJtfEzZVkcmJ/s9wcJ3/z+XfzzBtnOXy2k6HR/5+9t46T67zv/d/PoWFaZq1oxcyyZZIxZju2w03SQNsk7U3b23vT2/6awi2k9xZuIW2YkzpxzCCzJVkWM/NKWmYYPPD8/pjVSistzMLsSva+X9HL2ZlznueZM2fO+Z4vfL5RJJKgz80Ni6axbuk0Fswoue68e0CWc9IEejaLQkiHyAY675JOCsux8Wmja4vpSMm+Y9kpOric2VML8Q+QrznJwChCMK0sj5DfTUd3ImvznKhupL0zTnAASSaBoNgToSpQOmbajwMxocLLpmNxsOMY7zRu5WS0mi6zi7AR4p8W/xkAO1v30ZhsYX3hDROqxSdQKfCuJsfVf0PqSa4mbkd5tf4nHO/aQ7fZhiI0ij2VrMq5m/nhNSiXeXYTdoxDHVvZ2/4OtfHT2I6JW/Ux1T+PlTl3UeGbjSpUauOn+eX5f2Z94RNsb3mVxuR5KrxV3Fn0CTY1Pcvxrt141AB3FH2MReF1vd9VyklwtHMnO1tfpy5+BtNJ4Va9TPMvYGXuXVR4q/qsZ6JQFYUZpXnUt3ax7cg5SvMXvK98yfnuBajChS2TmE6U4x2/ZlXBH6EycomPpNPFyc4XeoWc3WqEiGtmn20M7aKuWnYsvkTS7HdkIQQ+r4tHb1/Eo7cv6meL65dYIntyFkLQR0R6jEdnqq+Us7Ea6uJNlHr65qpJKTnRVU1rqp11+ctGNZPjSI6eqR/VGJkwvTwvI3HfSfoihCAS9FBWGKajO3vfk2U7HDlTT0XJ1SHoi0z1FfGFGfcQ6Ed0eSyZMIPPkQ572w/x47O/pjnVRrmnmJSTImmn0k3FgTazg5fr3mKKt4zFkbkTtVQ0xcfU4COoytDVa5Ok2dX2Ol41wM35j+DXw9TGTrGtdQOv1P2Qcl8VESN9obWlzYH2d3mt/qfku0u5r+RzeFQfLck6tjS/QHOylvtKPk+FN91v2XSSbG15iZU5d9GYPM/O1jd4qe4H5LvKuL/kc7zW8HN2t71JVWAJXi2AI22OdO7glbofEdJzuaf4N/BqQZqSF3i36XlaUvV8uOwr5LkGFywdDwQwrTiH/LCPX769j3tXz8bjGvjGJ6WkvTvOpv1nOFxdT0tHDE1VmFIU4eZFM6gqz+vNrfnRhp2YtsNNC6fx6437EYrgsZsXEvS5efKtfdQ0d3DL4hnctHBqn0pQx5FU17fy+u4TnK5rRVUEVWX53LVyFgVh/7COWdg1nRxXFfXxnQBUd71ByKhkdugxFGGAICNP/kVNPUvG2d/yXepjO3qPYKFnKX69b/6Ox62jCDGMZonDo707ns0UwWuSlvb+W1eNBQKBf5BuEaMbG+4oWsu/nPgp3zvza+4sWktrqgOQtJtd1LQ08Hzt26Qck1sKMmuLNRDtXTHqmzvHZN0DYegq5UWRdOHQdcjl+pgTcf0N+T2UFoY5dCq7hvmh0/XcdcOcAd/XFY0cY3ANxcuJ2yl+evZNbipYMKwijgkz+DrMLl6t34giFP583lcp9RTx/TO/5EDHpXj63GAVT557gerYhQk1+Mr9dxMyZk3Y/NcjlmPyWOXvETYKEAim+xdgSYvNTc9wqns/y3NuByBmdfF246+IGIU8WPrb5LtKAIETcCj2TOUnZ/+WHa2vUui+1NeyxDODJZFbaUrWcLr7IK2pBh4r/z2Cei4nu/dTlzhLl9WGR/XTabaytfklNKHxeMVXCetpnacZziI8qp/nar7Fnva3ub3wIxPeR9hB4nUbLJ9dzv97ahOv7TzO/WvnDbh9LGnyp997hRMXmtE1BZeukTQtth6u5qmNB/jzT9/FmnlTEEJw9FwD+0/Xc7KmiSNnG2jujHG+sZ2w38Ohs/V0RRPsOHqeokiAeVPT+TWOI3lzzwn+4cl3sB2Jz52untt6uJrn3j3EX/3m3cyqyFyaSEFjfs5v0Fx7EEsmeg22lsRR5kY+RkAvRRMeFKH1I8YskVJiSxPLidKWPMGh9p/QENuLQzq86NUKmBf5+FXe2nDQg6oq/fecHQOaWrv7dBn4IJCtPrqQ9vCFA6MLpw7G4vBsHi5dz4t1G/mn4z/CkZKkY/I3R77V04XDx2emPkypZ+BctUw4dqYRM8vdNXKCXgpyhvfgdS2xrfUltjS/wM35H2ZZzvpxnz/gc/W0GMxeygfAgeO1vd1cxoKUbfJczVYqfYXXh8HXZUU51V3NExUPMM0/BVUoV8WvI0YISzp0jTJ5djRowktl8CEmCzWGx6zAUiJGYe+FyBBu8lwl6IqbjlRL73bnY8doN5tZErmFHKOw90avolLknsIU32xOdO0hYV86B/JdpShCxasFMBQPIAgb6b6Pfj2ME7cwnbRSf2uqkQvxk6zJvZegltMrpKopOiWeaYT0PE527eO2gscnPqwrwbJt1i2YyjObDvLclsOsWziNsL//m5/PbfDIugUIRbBgajE5AS/RZIpfvrWXH23YxQ9f2cGaeZfa+nRGE8ydUsiffPIO/uanb7BhxzFuWTyDb/3BYxw8U8/Xv7+Bg2frmFtZiBBw4kIT//e/3qEwJ8CXH76BxTNKMS2bN3ad4F+f3sz/efIdvvHF+3o7RQyFEIJ890JmhR/naPuT2D1GX3X369RE36XAs4hc91z8ejGGEkQVOgIFBxvbSZF0Oug2a2iI76UteQxbXurG4FZzWJr7O/i0q7XIIkEvWhbz5LpjSeJJE5dxbbcmHytsJ7u9bhVFZK11mxACt+riwdL1zAxM4b3mdNqQ6djoikapp4Ab8pYy018x6nyqE+cas2pEAERCvqy2ucs2ppMibndhyex3VukPRVEozg/idRtZ7e5S39xJW2eM3PDYpKZJ0q1qhys4NWFXKFvaJB2TXCPcb6UU0PODG1xyIdvkepbg1Uqv2yeoiSLPdfVThyY0VKFiy0sJ383JdKeVgJ6DqmhXbK8TMQo43rW7j8HnUjwIQCEdenSplwwOBdGj6pB+sm5L1eNIm7PRwzxb8x99QoZxO0rc7sZ0EhN6jl2O40giAS/3rp7DN5/bwrbD57hr5cDe5duW9s1XC3hc3LpkJhv3neZ0XSuOlKg9527I72bxjFK8Lp3Vc6ewYfsxVs4uJyfgoSQ3SF7YR2N7N1JKpIQX3jtCPGXy8Lr5LKsqQwiBpircuaKKTQdOs+v4BfacrGH9FWsYDFUxmB1+jJTdwamul3F6LvSWjFMb20ptbCsCBU3x9PTXVZDSxpYpLJmgv9ipW81hQc6nKfff1O/vNCfkzWLVZzosVdvYkVWv1LVEU2s38WT2Kk8VIcjPya4Roysai8KzWRCqosuK9hp8Ac076u4aF6mubc1qSz+ASMAzJl0cPsgU5wXxebJr8Fm2w/n6tjEz+EbKhBl8utDwqR7qE0040rlKnkVKyZnu8+iKRp5r4GTHbCLQKPbegqZM9sodLrqSmQisLW0EAoV+LrJCoPSEWW1pX/Zy322vzvu6dJG1eqQ/WlMNRK2Oq6ZwKR486rX3hHzHiln87I3dvLP/NCvnVAzoX5ZSYtoOlm3jOGlDTRHpBuFmz2sXbR1D0wj50kZJyOfG0FVCPjeKoqCqCrqmkurpcNAZTXKythlNVZhekkdXvG+SfmlemHcPnOFcQ9uwPpdA4FHzWJr3ZYJGJQdav0fKiQKXQl8SB9MZ2oMkUAkaFSzP/28UuBejDXDOleSFslr1KSWcqG5i7vSRNTS/3jhT04ydxVCloiqU5o+8m8Cw5hIKIT3z3KlMMS2bCw3tYz7u5QggEvIS8E7mlo+G/JxAFouE0piWTXVdK4tn9y8nM15MmMEX1APMDc1kQ/07lHqKqPSVYUkbkMTtOE3JVp6tfZWQHmRuMHMPwlgS0CuJuOYi+jNGJhkTIkY+ljSJ2V1I6SAuM/xtadFttWEoLjyqj5STrsQcjq81qOUAgpvzH2Zt/n29BuS1jt+t8/iti/nui9s4cq6h3+bbKcvm+PlGXt1xnENnG+iMJkhZNqZl0d4d72l/dcn4VQRo2qU+rGqPoXcRwaU8lmgyRSJl0tYV5ze/8V/9mtSqIkiMQJ5DCIGh+pkTfoICz0KOtf+a5sQholZ9b7XtYBhKkIBeRrFvJbNDj+FWcwb1wOdF/IR8HprbshOGlFJy7GwDMLCG2fuJU+ebsZzsGXy5IR/BAdIYrheaWrvpjmU3TKlpKsVjJN1kOSadZgvdVjspmURIcKkeQno+Pi3Ux+tpOSZno4fIc5Xi00I0J2uI211IJB7VT45RhFvt6ySRUtJltdGWasCSKQzFTY5RNGCRVtTqoDFxngJ3OS7FS4fZTKfZgoPdu+/lkl1SShJOlLZUA3E7ikDgVQPkuIrQxeCSNQU5frxZKhK6iGU7nKsd3sNxNpgwg8+veVlfeCPnYrX8+8kfMcNfSU28nqgV5/tnfkl19AJNyVaeqLifcu/QqtlZWaNRgU+fDOdmk3JvFW7Vx7nYMaJWFwE9DPRcIMw2zsdOUOapSodtzZbBB+uHXFcJESOfk937WJ5zOx7t2vPm9YcQgtVzK3hm80Fe2X6MJTP6/gaklGw/Us0/PLkRIQS3L5tJaV4Iv8cgljT5+Rt7qGm+2qOZ6ZmsqemcWr/H4JN3Lsfnvlr2QQjBnCkjTWwX6b6e7nlECmbSnjpFS/IInakLdJs1pJxOLCeOIy1U4UJTvLjVCAGjjJBRSZ57Hn6tuJ/ijqtRFMHUslxOXWge4VoHR5I2gpIp632fx2fZDifONWXVwze9PG/MktsnipaOaHbFqUnrSxblBkZ9rCzHZHfb6xzo2ExTsoakHUfi4NNClHuqWJf/CCWe6b33wYQd5Sdn/zc35j+MqqgcaN9Mh9mMLW1Cei7zQ2tZnXsfAf1SZK4mfpK3G3/J+dgxTCeJR/UxI7AEQ3H1a/RdiB3n2Zr/4M6iTyKEYHvLBhoSZzFlCq8a5P6SLzAnuApIXwubU7VsbnqaM9FDRK12AEJ6PrMCy1iX/whebWAvrtdtEMkwD3mk2LZDfUsntu1kNb1kKCbs6qQIhTmB6fzOjE/xbM0G9rQd6hFahnebd1DuLeEz0x5ndc6SMcupGNb60AkaM9CVsXf3T3KJkJ7Hssht7Gh9jU1NT7Mu/yG8WoCWZB2v1P2YpBNnUWTdVU+MmSBEuphjUfgm3mt+iZfqvs/q3HvIMYoxZZLWVAOnuw8w3b+QCu+sa8qwF0JQnBPkpoXTePKtvZTk9lVfjydN3t57itrmDv7mC/dyw4KpGJqKlFDT3M4zmw+Oav6w30Mk4EHXVNbOm8KcKYVZOz6qYpDrnkOOaza2TGE63dgyhZQ2EgeBiiI0VMWFofgRqMNey/wZxby+9VhW1g/Q1NbNubpWZk4pGHrj65jG1i4u1LdntRhhztTRVcdejpQSByedNiKU3r8zTtkVF/+TfkDJtAFAW2csy+LU6U4R+WNQsKEIlZjdTVgvYHnkTsJGAZZMsbv1TQ52vAtC8OGy/4Z2We9riWR32+sYqocbch+k0F1Bt9XOW41PsrX5RXKMYpZEbkURKp1mK6/W/4i6+BlW5N5FVWAZKTvB3vY3Od65E8sZOB/0cOdWusxWpgcWc3PBhzGdJHXx0+S7LoVGk06MF2q/RWPiHEsjtzMzsATLSbG3/S12tr6Kg8NdRb8xoB0hhKAwN9DbUzhbdEYTROPJCfVeT+jjqKZoTPdV8HszP0vUiqWrpaRJWA+R58pBE+qEddjQFD857oUZeRAmGTmq0Lgx/0EsaXKgYws7W99I38wleLUAN+U/zMLwjf3n+GWALgxuyLsfW9ocbH+Xwx3bsKWVDmkKHZfipcRzdZuhawFdU7l50TTe3H2C57cc7vOeZTvEkxaStDSDrqZvZomUxa7jNZytH13/Tl1VWL9sJruOX+BX7xzgC/f7yA16URSBZTnEkiaxZIrCSABtjJ5YhRBowjVgLt5oWDIn3UYrW/IpHd1xDp2sZ0ZF/jX14DCWSJn2ZGZTkkURgvkzxy6is611Py/VbWRN7mLuKV6HRPIHe/+epJ1ZuFUIQUDzsSJnHrcXriFsZNb2qqU9mnWDT1PVMSluUYTCTfmPIJF9Ul7Cej4dZhMnu/ZgSwuNvl7+pBPn4bKvMN2/qPc+7dNC/ODMn3Emeoj5oRswFDdHO7dRGz/N/NBa1hd+tHeOXFcxT1v/Sk3sxAArk5yLHuWhsi9RFVjam1o1J7gS0dMpRUrJztbXqYmdZG3e/dxc8OHe8Us802k3mzjUsYW5wVVM8Q0s7VaSH0IRYGfxQSYaT9HenfjgGnxw8SKvETKChDL8MY0HuuIj7Jo90cu47ih0V7A2734K3Vf3RMxzlfV0trhUdSqEIKBHuKv4k8wKLuNC7CQpJ4FPDVLhm025t6r3ySyo57Iy9y4K3OWAwFBcLAjd0OehYIpvLm7Vj1+L9I7v1QLcWfQxZgeXcSF2gqjViSo0/FqYYk8lJZ5p16TqjhCCqvJ8ls8u51fv7MdtXLrg+twGsyry2bjvFN96fiu3LJ6OogjO1rdx/Hwjfo+Lju74qOa+ZfF09p2sZcOOY9S3drJgWjEuQ6MrlqS2uYPOaIL//bkPZSzLMpEU5wUpygtS23R1mHssiCVSHDlTz53J2VlPAJ8oTMvm2JlG2rpGfl4NRWFegJKCsWspWBdvojpaS7E7v/e1hkQzfs1Lris85P5SSjqtbn5x7mUak618qvJB/NrQ53tbZ4xUlkO6mqqMWdVnf5JUHjVA2CjgXOxon6K5i5R4plPorujjOQvqufi1CDGrIy2nJC0aEuewZIo5oVV92mpGjEIKXRXUxk4NuK48VykzA0v7rO9yvVRTpjgTPYAmdGYFlvUZ36sFKPXMpD5+lrrEmUENvoKciy02s2fxxeIpurLYwi0TJtzg68+FenkiZvqFzBT4xxKPVoBLmZjq4Ey48rhdK16Fcm8V5T1dMa6k1DuNUu+0ft8zFDdVgaVUBZYOOHauq4g7ij7W+7dL9bAm70N9tpkdXM7s4PKr9lWESqVvLpWD/OivRTRV5eEb5/Pie0f6vK6qCveumoNtS57bcoh/f+ZddE1j3tRCfvPeVWw9VM0L713uFRz++eHSNb74wBpmlOXx+s7jPPnWPuIpk5DPTWVRhPVLq/BlOdl5rDB0lcWzS7Nm8EkJh07WcaGhnZnvQy+flJK2zii7j5zPav7e7MpCvP3ki46Um/NXMMNfQb47p/c1TWjcmLeUO4rWDrm/RBKzEjx14TV2tx3hhtwlLIoM7ghwHElXNImVZdFlQ1fxe0fvDZcyLX12IXac6tgROswmEnaMpBOnPn7m4lZX7RfUctBE39+/QKApem/Y3JRJ4nY3ABG9b6heEQp+LTKI/qkgx1V0lYLH5cTtLuJ2N0knxmsNP0UXfY9Hc6omXRRoDe6Vzgl5s543GkuYdMey15IwEybU4HOkQ5cVZUvzLna3HaQ52UpA9/Pn876KEIKaeD0JJ0mltwxNGd+lhlyzrvFwroOZ2k0q9S5CBPD6Pvu+u8l8kJhWnMuTX/8Uunb1xW1GaT7P/fVngb49RnNDPj5xx1IevXkBjpO+IBuaituls3BaMZ+6azmamh7vf31ifbpbRo+BtmpOBc/99Wfx9vTgrCyM8B+//2E0VUHpESkWQhDyuXnohvncvXI2pmWnZV+UtB6fS1d7W7dd6xi6xsoFU9jw7hFsJztP8adrWjhwopbpZXmo6vvvt3j6QgsHT9ZmbXxFESycVYrPM3Yh/RxXiBxXX4kXVSjkuSKUeDLPt/xIxT384d6/pz7ZzFBdkVOmlVVNt4uEg95R//4k6erZNxp+xvGuXbgVLyEjn4AWwasGBpXXUoU25D1HXqaj259hpw6RtnVlGPlKHOmk8zKlQ6fZelXqj4pGgascnzZ49DA35Mv6/TORMokmJkZg+iITZvBJKTkXq+VHZ5/icOcJgpqfhJMkbid6e+lubt7BxqbtfLXqN5kZmDqu67vWw7lSxojFfkwi9isUtQiv7zNck3HJSTJCU5UBO2ooihjwPV1T+zUS3YbeNwR8xU1U19Q+Y6qqQtB3tZ6XEAJVFfjUsfHkJe1OBArGGGkfpj3dlxtwot8Lt6IIppbmUl4c4WzN6PIbB8JxJC9tPMxtK6uyXvU33qRMm1+/vrdXpzEbFOYGqJpSMGY5oQOhCIFLGd75HDGCIERvYeFgJFMWsXG4seeOgeCylA6HO99jf/tGFoVvYn3hJ3qVEmJWJy/WfofmZM0Aew99v9EVA5eSvs50ma3kuS7lZ0opidldOKPocu1WfbhUDz4tyMenfI1c19WddjIhJ+TNehQxmbKIjdGDgK6oLIvMJHeYaXAT9nges+O8Wv8O1bEaPlz2IX57xieZc4Xe3vzQbBJ2gtPR8+O8OkHQmDHOcw4PKeOYyd0TvYxJJskYKSWnOl9ke9P/4WTHC8StllFXxXWZ59na+LdsbfxbtjV+g5bkkQG3LckPMXsMK0D748jpejbtGjgn6Xpl37Eath88l9U5KotzmFqam9U5APJcOQT04eW+XTT09AwiTUlzfAy+oG/0yf+WNHu08UwWhm/Cr6W9oZK0MdaSqhvV+JowyHOVoAqNE917+vzeY3YnzckaHDny0Ldb8VLmmYnppDjVvXfEY3ndBkqWvfKpnvOiv2ueIyWWY2d8PfSoLv5g9iPMD1cOaw0TZvC1m53sbT/M+oIbuK9kPUsi84jofa3VIncepmPRlmof59UJvP305LxWkFJiW+ew7bMTvZRJJskYic3pzhc507WBnc3/yOs1v0fKGV3Fp6Z4uRDdzMnO5zjR+SwnO54b8KLp97pYPreCwBjkPQ2EIyU/f3knTW3dWW+rNV50RRP87MWdWa06dekay+ZVEAlmt4JRIPij2b/JovDA7Qr7oz7RTFgPENaH9qiYpk0imd2CDYCAf/TnsSo0fFoYgcKRzm3pfDg7TmPiPK/X/4ymAb17mSGEoCqwnJCex/72d9jb/hZRq5MOs4X3ml/kQnygCt3Mx1+ecycBPYfNTc/wbvOzNCVr6DRbqI2fZnfbG7xc+70hc/iEIrKejyxlulLX7ke0/O3G/fz+nm/RYfYvDi+l5FRXLf9973c42nkeRQhChg9jmKluExbSTTkmHWY3MwOVA7rXvaoHiSQ5iE5PNnCpYVSRvZvCWJBMvsXl7agmmeRapyN1lqjVCEhMJ4pbDWEoowvtGoqPYu9yznS9CkiaEwdJ2C14tLyrthVCsHLBFIoLQnSdbRzVvINxvr6d7z+zlS89sQ5fFo3L8SBlWjz9xn72HR/djX8ockJeblk+M+t5VEII8jKozr2Scm8R/2vOFyh0X31eXYlpO1mv0AUIjkFLNQWV2YHl1MROsL99EwfaN6MIDUUozAosZ2XO3WxteXFUc+S7yriz6FO8Vv8TXqj9NlJ+G13RKfZMZ2XO3exo3TCq8UN6Ho+Xf5VX63/Ce80v8GbDz3GkjarouBUfFd7ZQ55XAgj63FnrxnORRNLEtiVXZuFErTh18VbsQTyUhqJxsP0sDYl2ZgfLRzT/hBl8KgqGohG14khkv/Hz5mQrqlAJauPby9at5nFt58NJUslNE72ISSYZFm3JUzjy0sNbqe9GRvs7U4ROrmtuj8EHSaeLjlR1vwYfQH4kwLql0zlR3ZQ1D5xlO7y94wQLZ5Zw+5rZWc9JyxaOlBw8UceLGw8ST2b3ofuGpdMoLQxndY7RENIDGffctW07q7mOF/GMQTWzEIICdwX3lnyOM9GDdJvtCAQRVxHT/QtoTTbg10LolzllDNXN+sKPUuCuQL+iStet+liTez9u1YPWs48Qglk9Xr4L8eMk7Cg+LcwU7xw0oeNVA5R5+io75LlKWZf/MLmuoTUZhRAUuit5pPx3uRA73huidikegnouJZ5pGQn3e8ZBTimRsnoL7IaNUDClTWoUDrAJM/i8modSTzGbmrazNDIffx+jTmI6Nm81vYdbdTHVNzJrdqS41bxh9c9N3zgcHKeOZGIjlnkU265BOun+gkLxoCg5aFolmlaFbixHUXK5GFEf7Onj0k1J9v6zrJNY1snLtwIspBxqzQJ6BCuH99lSmOYRUsl3scwjOHYTYCOUAJo2A8O1Bt1YgRC+jCub0+NeflFUED1K+CBxnCaSiddJpXbh2LVILBSRg67PxuW+DU2fDyPouDDJxNFt1uKQ9nwIVPI9C0c9pkDFr5eiCgNbprCcGDFrYO+dEPDALQt46rW9tGdRT661I8Z3n95KeXGEudOKrrvzVEpJc1s3//7kJs7VZ7cHqNet8/Bti8atndpFGZKaeCO72w5zPlaP6Zh4VDdT/WUsCc8mz5WDYGRyV5blYFrZ9/BdXpQ1WoJ6LovCN1/1epGnkiJPZZ/XDMXNTQWP9r8m1cvK3Luuel0IQbFnKsWeq4svV+fde9Vrua4S1mRg7F0+vl8LMTu4IuN9rsSlZ98cSiSt3pDuxfMQLpWdSWS/eYgSONVVm5a9ESNf54QZfBEjxK0Fq/lZ9bP85aF/Zl3+ShqSzZiOxZaWXexsPcCetoOszF3MvNDw8i1Gi6GGyeTqkzZOLExzP7HuH5BMbEDKBOlQ69XVg2kDT0EIHd1Yjsf7KC73PQjRf1hLShvLOo5j12Cah7FSBzDNI9hOHchLNyvHbqChbuiqYo/3CYKh/01mXhWJ40QxUzvp7voXzNRuwLrss6VJ8hrR7m+hquX4Al/C7bkLISJDXigt6xid7X+EaR5E4CIQ+mM83o/jOC3EY78k1v1dHCdtWF6aT5BMvEx317/gdt+JL/BlNH02QozdhW+S7BG3m5A9Aq4+rQC3Ehq1I10IgUsN4lLDxKxGLJkkbg9ehZsX9vHQbQv54XPbstoi7Hx9G3/+zZf52//2IJUlEZTrRMJGSklLe5S/+farHDwxuqT9oRBCcP/N8ykbJ+9eujI0wXO1b/JS3SZSdgpD0RFCwZEObzZuw695+XDZndxetAZjBNcWy3FImdlPt3G5JlxG9/2DAPc4HM+kafZ6+E5217Kx8SAJO8Wp7jq6rDg/PP067n4UETqsKO82HabMm0eJJ+eq9zNl4kK6QmVN7nJSjsXrDZv5afUzabFG4J+Pf4+IHmJN3lKeKL8/o8qosV1bpq5dSTz2FNGuf8S2h6okvujRspHSJJXciG3XoutLUJT+K4KljNLa9DBSdmawlAwUvGVmrmApJY7TTKz728SiP0HK9kG2dgAH2z5NZ/sfk0ptwe//Cqo2Ywhvn0TKJMgEkgSWdQbHrqGr6/+QiD0D9LfWS8cwkXgByzpJIPQ1DNetiEHEOSe5NrCcWO8TrUsNowh9TKQQVGGgiXSyv5QWtjP4b0FRBHesmc3bO05wtjY7Ei0XOV/Xxl9/ewO/9fiNLJ5d2quLeK3iSEl1TSvffupdth/KblUuQHlhmDvWzMHQx++4vNu8m2cuvMlUfylLI3MpduejKxoJO8n5WD272g7xo+rnKHDnsjxn3rDHdxyJ009i/lgznsfsg8B4HE/bdvqkknRaMY51XuB8rIm4neL1hr0o/ThLVKFS7s3ngdLVTPUXjXj+CdXh86gu7ii8kdmB6ZyP19KUbMVyTEJ6kDJvMZW+Mnzq+OtZKcIY8kYkpcRMvkd35zdwnPre14Xwoulz0dSpCMWPlBZStmNZp7Gs0308cy7XOhR1sC9PImX2+lYOjEl31/8lEfsVUsZ6XxXCj24sRVVLAQ3HacE09+DYF70ASRKx53DsNkKR/4uiFGQcErHMI3R1/i2J+POkPYk6ur4ATZ8BwoN02kil9uD0GtYSyzpCV8dfEs6pTG83yTWNLS0uemvTBvrYxPCEUHtFXSUOjhw8nCaEoKwwzJ1rZ/ODZ7dlNd9KAodO1fMPP3qTzz26tqcw4drpjHORizehE9VN/OvP3mHP0QtZ7agB6RvsLStnMqMib9yOh0TyesN7lPuK+OzUR5jh79sazHJsFoRm8h+nnuSNhvdGZPClhYCzX6F9vYieXy+Mx/F0HNkbr5oRKOG3pn+IxmQ7r9Tt4uW6nXxl5gME9attHlUoRIwAZd7cUTnAJszga02183bTVqb7p1DmKWKxay6KUNCEhq5oKMPMNRtLlAw8fFLGiEb/8zJjT8Fw3Uog9MeoaikCDYRC2mhzABPHacdM7SQRfxHbOovhuhkhBk4mFcJPbsEGrmxrY5kn6Gz/o15jTCi55OT9lKFuoIrIGXIbKW3isV8Qj/4CSPWsw4fb8wA+/xdQ1JL0ZyN9c5Wyi0T8BaLd38KxLwAmqeTbdHd+g2D4b4DMvKWp5Ls9n1NguG7GH/gqmj4LgQ5CIKWDlJ3EY08S7f4O0mlJHwvrBN1df08o8i+IjD2zk0wEqtBJn3/pKl3J2OQ5OdLElhdbFomM8kgNXeX21bPZsvcMB09mN2wppeT0hRb+6j83cOhkHR+5Zxk5QS+Kooxb3tpQ64smUryz4wTffHIzLe3RrIa6LzK1LJeHb1uIawxz0TKhPt7M2vzFVxl7AJqisiBcRZE7j7pE04jGl5KRJ+YPg+slReB6YTyOp+1c8vAJBB7NRYVWwLzQFHa2nmBxZBq5ruGJKQ+HCTP44naCTU3bebH2TWxpU+opotxbTLm3hCJ3PiE9SFgPEDKCGMr4XhDSId2hc9As60zv35pWRSjydyhK8VWG6sU/FSWMplXi9jyC47QghHdQo1YIFV2ff/Ub0obLGkgLoaNp88ekFZxlHiTa9e9cNPbAwOf/bXyBL19lUKVX7sPn/xyaNovO9j/sCW07xOPPYLhW4/Z8OEPD3SJt7N1GKPy3qFpp37lEei5/4CsIEaar48+BdOgumXiHZOJ13J4PXTnoJNcQLjWt9yWxSVgtmE4cKeWoHuyklKScKEk77QlXhI6uDB0VEEJQURzhsTsXc/pCM7FE9qWfYokUP395F/uP1/LQrQtZsaCCgpzMKj+zRTyRYu+xGl7adIhNu0+Ni34cgM9j8PlH1lKcHxp64zEm1xXBdtJeOKWfU8+WDg4OecbIeqlLKcdFg7G/tU8yMgT0tpTMJv09CAgEpZ5clkVmZD19bcIMvnxXLr8z41O0pzpoTbVTn2iiPtHEsYbNdFlRApqXHCNMrpHDytxFrMgZqoPh2CEyOCyO3YJ0Lmn26MYihAhmdPMSQkFV80e1xmwgZYp4/Hls+5LHw3Ctw+v/3JDeM8N1I17/b9PV8aeADTJOPPYrDNdNqGqG3Q2EC3/gd68y9vqi4PU+Tir5BsnE6z3r7iaZeB2X+1aEyK5w6yQjx6+XoAgNW9oknU7akscJG9NGNabEoSN1tlfAWRNu3GrmSc23rKjivf1neWXzwB06xhLHkRw4Ucup880snl3KzctnsGpBJQW5gX5zd7KBlGnjc++xC2zaeZIt+87Q2No9LnNDurXZA7csYNXCynGb8yICwa0FK9jcvJvz8ToqvaV9rtmOdDjccZKmRBufrLx/ZHOkY/ZjteQBeX/Iel8b9K2VzSIDnBfl3nw+XnkbPi27up0TZvC5VIOqwNTe0uSkkyJup3vpdppdHO48wc7W/Wxs2opf846rwZc5l04Qx+kmXZAxOo/FRGJbZzGT73GxYEIIHz7/pxEiMy+E23MnifivMVM7ATDNQ5jJHSieezM6Joa+BN3I4HsWbry+T5FMvEW6iMPBNA9hWWfQ9bkZrXWS8SfXNatHPiUdfj3e8WumBG5DZeQXOdOJcrZHdBnAUPwE9cxlnAxd5dMPrubIqXqq67IrP3I5sUSKLXvPsPdoDbnhnaxeOIX1q2cxvSwPl6GhqgqK6L8v8HCQskfqwXawbIfm9ijv7TvDq1uOcr6+jc5oYlzCjxcRwOpFU3nsriXjok94NlpLY+JSYY4i0goRHtXDPx77EStzF1DhLcZQdOJ2ghNd1exsPcSKnPnMD80cZOSBEWJ8vG/j+b2NFVKCZVooioKqDf79p52kEtO00TQ16x442x6HvEvRf3WApqgElOw7KybM4HOkQ8yO023G6LS6aEy0cDp6jlPd1dQnmlCFgl/zsTgyn6rg6LwA2UBVCxBKEJwGAFLJd0gl38Xlvg0YvQL6eCOlxLLOYFnHe1/T9Pk91bZD7y+EQFFyMVw3Y6Z2ARLptJIyd+Fyr4cMPG+Gez2ZnpKqNh1Nq8Ky0p4Z2z6PbZ2fNPiuYXJcc/DrJbQmjwHQnDjM0fZfMSv0CNoILnaWk+BExzM0Jw72vhbQywi7hlPAIygvCvOFx27gH370Fi3t2VXav5JYIkWsPsX5+jaeem0f+RE/i2aXsmBmCRVFEUIBDz6PgcvQ0v/0HmNQET0ewXROpONIbMfBtBySKYukaRFPpOiOpWhs7eT42UZ2HT7PyfPNWW2RNhQzKwv4zEOrKM7LLBoyWjbUb+bluo1XvX7x1l4dqwUuHsVLvFi3kfPxev5i/leGPWf6WjgeBQDXX6cly7L59jffZO68Um65faiCGEnNhTb+68fv8tFP3UBJ2cjlSDJhPAxoVe2/NsGWDinHwqXo/Xr6pZQk7BQIcCnGiKMBE1q08Ytzz1GfaKYt1Y5bdZHvymWar4Ib8pZT6M6nyJ1HnpGDqlx75edpg2MmtnWSdGFGN53tf4LH9zHcnrvRtNmIUQgkjj8WlnUGKS/d8DRteo9AdGYnlxAGujYDIXxImQ4RWeYJHNmFytA3dE2vymguIQSKCKBq03oNPul04jj1SGlPSrRcoyhCY2bwIbY1fYO038nmcNtPkTjMCN6PSwllaARIElYbp7pe4lDbj3tfFahUBu9EUzJ/4BIiXQG3ZuFUHry1mZ++sJPkOLTF6g9HShpau3h1y1Fe3XIUXVPIDfvJj/gI+jz4fS78XhcuXUNTFTQt7QW0e7x3pmUTT5p0xZJ0RRO0dcZobOmmK5YYlyKMocgJefn8I2uZN+PqPOdssTwyj5A+svZ9wRHupwgxLuF5K8tV1NmgrraN/burKSoOZ7T9/t3VnDrROC65pZad/e4oiiL6vcU1JNrZULeT2cFyVuf23wru9YY9tKW6ubdk5YgLOybMIuk0u3mnaRsRPcTK3EXMD81mqq+csB7AuKyNy7UaHlUUP17/b5JKbu7VyXOceqJd/0Yi/iyGsQaP76M9RRfpw3ytfhYAKU3sy7x7oKCoxQgxHFkcgaLmoSgRbDtt8Nl2XyNyYAxUZRh5jcKD2kfSxsG2akmHoycNvmsRIQTl/nWc7nqZpsR+ABJ2Kwdbf0hDbBfTg/dR4l09aNGFJRNciG7mTOfLNCb2Y16WR5vnnkeF7+puAZng9Rg8ftdSzta28ua240PvMA6YlkN9cyf1zRnocF7j+NwGv/PEOtYunjpuuYoAy3LmsWwE0iqjQVHEuISrB/LUpnVU06lFQvSE9S9Whva81t+9KO3hupSSlC4+YcD9Lr5/eYHKUNudOdVEa0s30pF9ZH/628dxYMe2U9CTknD59hfDu0KItNSJlOkUiCvCvhfXdvnxGOg+PB6eb01V+z3/z8caea5mG25VZ3Vu/00U4naKF2q3szA89foz+HKNMA+X3s3J7rMc6jjOrraDKAjKvcXMDsxgRqCSXCOCV3PjUT3jXqmbCYaximD4b+nu/OueQgcbSGJbp4hbZ0jEf42mz8fjfRzDdQOqWogQLq7NPr02jnMp10UIA0UJD7vyN124cunJ2HHakDI1yB4X9/OBMDI2ioVwoSjhPq85srPHwzesJU8yjrjVXBblfp5tjX9Hl3kBANPppja2lfrYTnTVT9iYStCoxKUEUIULW6ZI2p10mtW0J09jOt29LdouEtBLWZ73e+jKyLwyACG/h//+6fVEYyl2HqrGvg5zpK5FIkEPX/jwDdy5dva4VEIOh3QOebr4R8mg1WUmaKqKMS5tuvqvLLdth48++M/cec8iblo/h1/+bCsH951DCMGCxRU88Ym1VE7LR73MKJVS8q//92UunG/ly79/NxfOtfDrJ7dTfaYZTVNYtKySz/32beTlB3rnqK9rZ8ML+3j3naN0dMQIhrysu2U29zywhILCYG9Yu7srwa9+sY29O89w7mwL3d0Jvv+tt/npDzb3zr985TT+x589iKIIjhyq4Vc/38qZk43U1bYjpeQPv/zjPmHyv/o/TzBnXrq476lfbOWpX2zjo79xIw88suyq72/H1lP87//vaZ74+Boe+/ga9P4ElmW6z222cRtav+H+jlSMLivGvGDlgPvODJTQnuqmwxx52smEGXwhI8jHpjyY7tmYbOVcrJbz8Vrq4o0c6DjK5uYdgCDXFebm/FWszVs+UUsdECEU3J77UNVS4rGfkUy8geM097zrIGUMM7UdM7UdTZuF23Mvhns9ur7gGgz3OkjncpFnrcc4HSbCgMvaEaUrmU0uauwNuJtwIYblmVPgivVJJ0bf/ryTXGsIISj0LGFx7m+xr+XbdJrVve85WCTtdhrie2iI78l0REJGJYtzv0iOe9aobtZCQDjg4fc+cTP/9OO32XX4fG/fy0lGRk7Iy+ceXcs9N84dFyMoU6SUtKTaOdF9jqZEKynHxK0aFLnzmO6vIKwHRnwuaZqCYWQ/yjCYgRKPpdix7RSHD14gryDIzevn0tEeY9e201Sfbearf/QhZs0t6fMZTdOmuamL557ayZFDNZSURSgpixDtSpJKmni96chb2lPXyL/9wwbq69tZvLSSYMhDe1uMF5/dw7EjdfzOV++kvCK3x6smyC8IsvrGKsI5NWzfcpLFyyqZt6Csd+6SskvtOF0unZmzipk5q5hnfrkDIQQ33TqHSO4lzdr8/EserrXrZvHLn21l59ZT3HzbHMKRS9s5juTN1w7iduvMW1iGNkihSCKVfWkml0vr96HHlBaWYxM0Bo5u+DUPKcfCdEZ+j5vQX+BFd2ueK4c8Vw5Vgamci9VwtOs0p7vPcTZ6gd1tByl05V2TBh+AEBqGazmaPgO3537isadJJt64qh2ZZR2ju+s0avwFPJ6H8QU+Bwyuwze+SGSf1muCkYRGRU+/4EtYZJZAdKmRdEbzCNGPgXipk8Mk1y6K0Kjw34JHzeVA2/epj+1CjtBQL/GuZkHOp8l1z0UZg4coIQSVJbl85eM3888/eZud49Be7P1KJOjhKx+7mfWrqq4pY8+RDoc6TvJMzRsc76qm00qnnwgEYSPILH8lj5XfyXR/xYiuz5qqjEubrmh88MhJzYVWPvnZddz70DL8fjexWJLXXtrPf/7La7z12iGmTM3H4+0rt9VQ18Hxo3V86jdvYt6iclwunUQ8RVdXAq8v/YCdTFo8//Quqs828du/dyc33jwbt8cgFk3w0vN7+f5/vMXbrx/mI59ci2Fo+ANu7ntoKQAvPL2L3dvPsHTFVB55fGW/654+s5DpMwuRUrLxjcMIReHuBxYzbXpBv9sXl0ZYumIa+3af5dSJBpatvFTk2dEeY+fW08ydX0b5lME7usRi2Tf43LqG2o/B51J0DEWnIdHGFG//n7Ml2YWuaGijqGmYsF9hyklxqvsc56I1nI6eozpaQ7vZCUgEAkPRKfMWcUvBapZG+hEfvqYQKEoEw3UrurEKx75APP48idhTOE4TUsZJGyLpPLnurn/Gso4RCP4pilp0jRh9CkK5vOuHAxmEYq9EYsJl4TYh3JBBEYUklZ4z03mk07PPJYRw09fYnORaRREaBZ7F3Oj6C+pjuzjZ8QytyRPYMokjTRxs+hrvAgUVRWioipuIMYOZoYco9q7AUMa24lNRBDPK8/iz376Hv/jmy+w5euG6TJCfKBQhmFqWy5c/ehMr5ldcU/2DpZRciDfwH6eepNuKsip3IbODU/EoLrqsGAc6jrO//Rj/cqKJr8//MhFj+LlSuqbiHofuIZ3RwXtGl5XnsGL1dPx+F0KAz+fi9rsX8NQvtnH4YA2trd2UevtWvtqOw023zWHZqmloWvp703UPgeCloruuzjhvv36YJcsrWbF6Om6PjhDg9bm48aZZPP/rnWzfcpIHH12OYWTfxBAC7nt4KZveOsKenWeZv7Acl1tHSnh34zEs02bR0il9PH9XIoGuWAb96EeJ26X3G9ItcIfJcwV5vmYbC8NTcSuX0puklCScFC/V7SDfFSJvBOfkRSbM4LsQq+evD/8rQd1PWA+S64owL1RFubeESl8pRe4CXMr11Sor7b72IUQV/sAf4PN/jkR8A8nEBszU9sty5BIk4i+iKPn4g3+Ysc5ddlFQlEuq91Kalxmqmd9MpUwge9tcpdvDpYWsh2rplujpIJLpfFZPCPcS6TZ1187NZZLBEULgVsNM8d/GFP9tdKaqaUkeodM8T9xqIuVEAQeBgqZ48ah5BIwy8l3zCBgViCy2XxRCkBf28fXf+RDff2YrG949QlcsOfSOH3A0VeHGpdP4zIOrqarMvJf2ePJS7UYsafF7VZ9kcXh2n77ptxeuYXPzLr5/5mlerd/CExV3D3t8l6HhcWf/3tXVPbiBEsnxEwh6+nwHhqExZWoep040EIte/UAfDHooLc/pNfb643x1C7FoEtt22LntdJ+cuO6uBKqqUF/XhpnFHtWXI4SgojKPRcumsGXjMe57aCmFxSEScZNNbx0lkutj+erpg+aPWj0V7tlEEQKf19Wvh2+6v5ilOTPYULeLfzr2DDcXLCCs+xECOlJRNjUd4r3mI9xZtJRKX4aNDPphwgy+PFcOn5/+UXKMMHlGhIgRxqVeXwbeQFz8gQkRxut7Arf7DpLJjcSi3+8RJU57+xLxZ3B7H0TXl0z4hVEIDUUtueyVFI7TjJQWQmT+tCqdDqRzqapQUfOuyrXrf8dET9FFZiL1UiZxevrp9s6l5FyDuZGTDMXFcz/kqiTkqux9PZ1Q7/QYdjDexU5CCHLDPj7/6FqmlOTwg2e20dIxvjp91xORoJcHbpnPh+9cQn5k5MUz2UQi2d9xjNmBqcwNTr+6l65QWZmzgFfrt3Cg4zhPMDKDz+fJvoevvTs+6PtpvcYrvEkCXG4dy7L71fHTNKX/oobLiPU8+Ozcepq9O8/2u82VoeJs4/O5WHtjFf/5L6+zf+857ihewPFjddReaGXhkimUlQ+u4dcVTWS9HZ6hq3hcer/3ep/m5vHydbQlu9hQt4vNTYcIG34E0J6K0m3FWZ03mw+X34hfH7lA84TdHQOaj3V56Rj+RBs72UZRc3B77kfTptLZ/r8wzd0AOE4TZmoHur6Yia/cNdD0OaRDoukLgW3XImUXQmQmeCmlxHYacZz23tc0bTpKRh5MiW2dBWM1mRwLKWN9WsCB0dOS7dqr5p5kZPSfpzn+hAIeHrx1AVWVBXzzvzZx4HjtZAXvZaiKQlVlPp9/dC1L5pTjHocw3mjotmL4NO+AESSP6satumhJtY9ofJeu4R0HD19rR2zQzk6ppIl5haaklJJodwLDpQ9QwDD0tdfnT+tc3n3fIu57eFm/BqJQBOHIcCS9RoeqKsxdUEZZRS4vP7+HW++Yx4E91bS3x7jjngV9KpL7I30ss7tGl6HhdQ98fyr35vP7sx/h1rZFbG05Sm28FZBUBcpYmTuL5TkzyTVGFw2csF9m3E5wJnqOKb4y/Fr/sXXLsTgdPU+BK5fwKOLW1wJCqGj6QlyeezDNw0DaHW+Zp0gbWMPJPbtiWzkW+UUCTZ2Copbg2D1yGeYBbKseoUcyMsql7MZM7gIuhr4UNG0OIkOpjFRqKx7vExnMI3HsFizzcO9ripqPooyfoOskHyx0TWXhzBL+5vce4Ok39rHh3SOcr2/HuRYUjScIVVUoyg1w1w1z+Og9y/B7XdfF7y/PFaEl1UaXFe1XXLkl1U6H2UWhK3dE4yuKIOBzoypKVqu8u6IJUpaNa4CCmMbGTtpaohQVh3u/l2h3ktMnG6mYktdruA2XKZV5RHJ8tDR3EcnxEcnxZS6npaSrds0MJVAUVcGyHZwMcmgrKvNYuKSCDS/uY8umYxw6cIHyKbnMXzh0q8XWjtiwigZHgtul4/UM/CAghCDHCLC+cDG3FS7mUg7zpaSD0f6+JizDvT7RxD8c+w5noxcG3CblmPz90f9kS/OucVxZ9ki33Ilc0Qli+F9gWgz5cpHKBJeMrJGvTdWmoeuXetnaVjVmajuZFFNIKbHtOlLJTb2vKWoRurEEITJ72k0lt+A4mfQzlaRSO3Ccxt5XNHUKmlaZ0TyTTDJcLspLRIJePv3gav70i3fz4G0LyBskEfz9TF7ExyPrF/H//dY9fPbhNQR87uvC2BMI1uYu4UjnGV6p20xLsv2SOK+U1MQaeLbmTeoTzazLXzayOYQgEvRkXZrFth06OgcO6zbUdfDGqwdobupCSmhvi/LML3fQ3Z1g/qJyIjkjO3d9/nTxx8H953n+6V3U1bSTTFrEYknq69rZtuUkp0409BsyDoa8uD06B/aeo6012isSnRwgf66wOERLUxcnj9djmele9amU1a8BqGkqa9fNwu0xeOX5fZw51cjtdy8YsmcvQHN7NOsePo9Lx+8dPL3p4nUm3a1F6fknel8fLde0791QDGxp02q2T/RS+nBlrD/TL0JKB9s606eoId0tYnhfpKLmpitfe5YhMbHMY+jGomGP1WdcJQeX+xZSyY1I2QVYRKPfxeW5C0UZqppYEo/+CNu+JGOha/PQjSUZz+/YDSRiv8Lr/+LAc0mJlB3Eoz/k0hOQhmYsRunTeWOSSbKDogjmzSimsjSXO9bM5vWtx3h582HiiezLOkw0QZ+bm5bN4IFb5zOtLA+fx3XdCZ2vy1/G/vZjPFPzBtta95Pbkz8es+M0JdpoTLayOncRyyIj78udE/Th0rWsnhOW7dDcHqUgt/8wX0VlHkcO1vDnf/wrgkEP0e4kZ880MWt2Cevvmj/iClrD0Lj/kWU01HfwzC938N6m43h9rrThljDpaI/x2MdWM2VqHlemEM6eW0LltHz27q7mz/7HkwSCbkzLYe78Uj79+Vuumuv2uxawY+spfvy9Tbz56kE0TcWybb781bupqMy7avs580qZUpnHgb3VRHL8LFw8JaP7c2NrZ9Zz+Lxug4BvcK/qxTXIy7x7ihAjtjmu5Jo2+FIyhS1tbHmtiemaJBIbQJroxvKejhS+AXu4pr+sJMnEZhKJV7goWyKEF8O1muE6WoUIo2lVmKltPRMkiUV/SED7ek+ni5GdDGkh6YdIJt4kmXgZANs6RUfbVwmG/wZVLespirjcu+ggZQex6E+JRX/KRSNMUfLwBr6AEMMJxdtEu7+Nohbjdt8Bom+FmZQO0mmms+N/Y1knel9X1GI83kcmCzYmGTeEEPi9LpbMLmP21EKWzCnnH3/0Jq0dsaF3vo4QAjxug9yQl5uXz+Tem+ZRVhhGG6AJ/LWOEIICVw5fmvkxnqt9i12th2hOtiORKAiCup/Hy+/i9sK1eNSRhTwBcsM+XFnOZbRsh6a2LqD/B93CohCf+Mw6Nr51hAP7zqEoggc/vJyHH1tJOHK1BmxufoCyihw8g4QdIX0Mi4rD/OH/up8d751k41tHqa9tQ1UVyspzuPfBpaxdN7PfvLm8/AD//U8e4Oknt3No/wVaW6OEw14Ki0L9zAQr1szgT/7iEV59aT+1NW0YhkpJWQ6uAXLhDJfG7XcvYM/OMyxeNoXiknBG52ldU/YNPp/XIDRIGN2WNudiTbxSu4t97adpTXWyIDyNP533UQD2t5/BrRpM9xejjbBf/LjeIZN2isZkM5ZjURuvx5YO9YlGfOrVVSemtNjXfhiJJMcIj+cyM8DGTO0k1v1tVK0Kw1iGps9DVUtR1DyE8CIwAAdHRnHsRszUHuLxX+PY53vGELjct6FqM0Z04XR7HuwJt0rAIRF/EYQLt/suFLUEgQ5YSBnHkVGk04WmTUXVZg46n6L48Af/J5Z1HNs6BUAquZn21t/G43kY3ViAUCIIVKSMYVmnSCZeJ5l4jUthZQOv/7MYxtphtEoLIGUKx6mjq+PrmOY+XMbaHp1CV+9cifhzJBNvcynMrOL1fRJdH/nT+CQTj5QSWyaIWy2YMo7tJHq0+CCgl+BR8685A0NKSUNLF29sO86TG3a/r4w9XVMoK4wwa2oBi6pKWbN4KoU5I+8+cS0hhKDQncvnpj3KAyW3UhdvJOVYeFQX5d5iwqNMjIdxMvgsm8bW7gHfl1KSVxDg819aP+RYQoh+PWyDbe/xGNx021xuui3za+/Frhtf+PLtGW2r6yqrbpjJqhtmZjxHc2MXfr+bRUun4PMPrRBhOw4NrV1ZD+n6vS58nv7X40iHHS0n+JcTz9GQaCPXCNCa6qYjden7fbpmC02JDr429wnKvFd7NzNhXA2+pmQrP61+huZkupVN3E7wzIVXcatXHwRTWrQk28h357IoNGc8lzksbOs4ces4oCGUUE+OngeBjsRGyjjSae2RELl0RmnaLLy+30RRRpYY7PbcRSL+6x6Zl3TBRDz6U5KJ11GUPARaunuBTCJlDCmj+Pxfxusf+oejadMJBP8XXR1/hW2fBhwscz9d5hFUtRihBAEVZBzbrusJ/17Ehcf3BF7vp4b1eTRtOrqxlFj0hzhOA7Hu/ySh/DptQGMgZaJnro7L9hK43Pfg8X50WHNNcu3gSIu25AlqoltoTR4nYbdiOQlsmertvjE/8immB++f4JX2xXEk+45d4Ccv7GTX4XPj0ocz2wgBFUU5LJlTxoKZJUwry6W8KHJdhm0zQZA2/ArdI7sGD0Z+xJf1Sl3Tdqhr7hx6ww8QLc1dvPPmYUrKc5i/KLNOKZ3dCTqH0DQcLaoiKMwJoA1QLVwXb+O/zr2DIx1+f9YjlHnz+Lsjv+yzzYqcKr57egP1ibbrw+ArcufxsSkPcbD9KNta99KYbEZTNHSlr3tWAF7Fy7xgFXcX3UKZ91rLzRII4QHhBnnxRLGQTgv2FdpwV+6HcKHrCwiG/hJNn4cQw6+bSRd/FBII/i86O/6sp1rVAmwcuxbHru1/R5lZPokQCi737ShKhK7Ov8FM7SPtvTPTOXr9RtiVdBjX9xm8/t9AiNCwvAESG6/vkyhqMdGuf0fKdhynsU9hRt81enG578Yf/CMUJTPZmEmuHRxpE7Xq2dvyH9TFdmDaURz6Pz+TThcDCXIfa3+KM10bANAUDzcV/RWGmj0hcykl8aTJC+8c4ntPv0dHd/b1u8YSIQSaqqBpCpqq4vMYzKosYNGsUpbMLqMoL4jbpePStZ5E8Yle8fWJoWuUFoQ4eqYha3PYtkNjSxemZaMPIpT8fqe7O4GZsujoiPPkT96jvq6dz3zxVgoK+w8TX0lTWzexLOffappKeVFkwPdPdddyoquWP5j9CDcVLEAVCu4rdIlLPXl0mnG6zcH1Fwddx4j3HAGqolLuKabcU8y8UBX/59i3+Ny0jzAvWDXoftdeGMGF1/dpVLWYZOKdtF6d04bjdPV0p7B7/ikgDBThQ1FyUbVKDPfNeDyPpjtQjKrRu4JurCQc+Tdi0R+SSm3DsRtwZBfIJGmj1ADhRhFpz6OqDV2efml8Dd1YSST3h8SjPyOZeAPbvoDjtFzWgcNAUcIoaiG6Pg+P7xM9moLD/86k7AY0fP4voOvzicd+jmkewrGbkLKn44JwI5QIqlqBx/sQbs8jPbmT19r5MclgWE6CmugW9rb8B53m6HrV5rhmsrPpn3AwEahUR99iZvCBMVppXxxHcq6+lZ88v4MNW45iWmObW1yYG2BaWS62LemKJYglUiSSFqmURcqysWwH23ZwHNlHDkaInip7RaCqKpqqoGsqLkPDpWu4XWldOJ/HIBLyUloQpqI4kv5XFOljLEz+lsYGIQTTy/N4c/uJrD4QtHXGaOuMUZBzLXRrmhie/eUOfvWLbSQSJsGgh/V3zudDDywetLPG5TS0dBFLDL+N6HDQVIWKkoENvm4rQdJJMTdUgTLAb9CnubAcG2sUNQ3javAJRO9Dult1k9+jc3S9XWSEEKhqER7vp/B4H8e2LmDbjTiyDemkq1vTHSpUBG6EEkJVi1G1ShRl7PQEhRBo+nQCof8PyzqNbZ9Lt29z4iBEz9xeFCUfRS3sqQge3vhChPD6v4jb+wi2dSodVnW6AZk2JtU8NHUKqjYlY/mV/pBOErARQsflvhndWIZlHsO2zyNlJ1I6KMKLohai6VUZVA1Pkikb3zrC/r3VvRkHefkBHv3IKvR+9L0S8RQb3zrCyeMNfO53bht2pZ8jLS5EN7G7+V+JWqP3foSMqYRclbQlTyCxqenezPTAvSgjTGoeCCklh0/X8c0nN7PvaM2Y9tbVVIUbFk/j4dsXsWBmMbYtaeuMpY2+uEk8mSKZskhZDpZlp40+KXu70qRlHNK6eLqmomsqhqHhdel43AZet07Q5ybgc2Po6uTvZpyYVpaHEGQ1N6y9K05rR1+DT1EUvviVO8grCOD1ZdDl6DpnzboqcvMDWJZNfn6Q+YsqBm0NdyX1zZ1E49ltm6ipCuWFAxt8hqKhCpWOVJQCV7hfsY3aeAs+zYW3nxS4jNcx4j1HSVgP8lj5hyh2j7wv3ESTvnB60PSZaHrmSaVjvw4NXa9C1wf3lI58fAVVLURVs/ld9b0qKoofw7UMGJkW1vsNKUE66Ru9OsYVkqmkRUNdBy0t3VSfbqK0PIcHP7wCvZ9CuFTKZuf202x88wif/sLNwzL4pJR0m3Xsaf5mH2NPFQYRYyZF3uUEjUpcapAt9X9B0ukYZLQ0ijAocC+mLZmu2u40LxA16wkYpRmvaygcR7L32AX+7nuvc662dUzlWQty/HzsQ8u5ffUscsOXvNXBEYriTnLtMHtqIYoQOFkU9G3rjNHSHu3TcUNRBPc/8sG5bk6bUci0GSO7N1mWTX1zJ4lkdnNwI0HvoO0Giz055LlC/PL8Zn5/9iMYitb7pOBIh7ht8lzNVkq9eRR7Rp7CNGEGn6HozA7MmKjpJ5nkukJKyZbNxzl1soHHP7ZmSOmE4bD+zvncdsc86ura+bP/8eSYjXs1Dgdav0e3dTHHVFDoWcKCnE9T4F6Mcpnkj5Kht1gVOrnuOdAhAEnK7qTTPDdmBp9p2WzadZJ/+flG6prGLkFe1xQWzyrjdz6yjllTCxFcf5GOSQYnN+SjtDBMdW1r1uZo74pT35x5D/JJ+tIZTVDTOPSD5WiZN7140BBzVaCUWwsX8qvzm6nZ08KN+XPpNGNI4JkL7/FW437OROv5VOV6KnwFI17HhBl8kxe3SSbJnGTCZPeOM3R2xDNqMzQchCIQiPQFKYs/yy6zhtrYtt6/89zzWFPwNQJG5rmlVyKEgkfNRVc8mE4MS8aJW01jsVyklLy75zTffHLzmBp7Po/BnWvn8JkHVw0omjvJ9Y9QBHOmFWbV4HMcyZmaFhIpc1z6977faO+KU9PQnvV55kwfPJ1KVzQeK1+HKhRerdvNt06+jIOkIdnO/zv+LCWeXD465RbuLVmJOoJCz4tMKtVOMsk1Sq/quoRoNMnRw7UUl4RxetoRXeRiHld/+13OxU2y8bB15ZxXrgmgMb4Py0lr1SnozI/8Bn69bNRz64oXQwliOjFsmSLpjN44k1Jy+FQ9//Kzd8bUA+DzGHzsQ8t49I4lg4qwTnL9owjB/OklvLL5SFbnOXW+mURy0uAbLlLKtME3Dh6+udOGzp8P6l4+WnELN+TN5XysicZEBxJJgTtMhTefKb4CDKV/welMmTT4xhApHbqsZhSh4VXDWE6CuN2FLU0UoWAoPtyqv09CuZQSR1rE7Q5MmURKia64cKtBNGFcdSM3ZYKkHcWSSaR0EELFUDx41GC/iepSSlJOjITdjd0jy6IKDV1x41L9qFd0p3CkTcLuIunEkNJBFRpuNYChXK3M3pGqRwgFv5ZH0u4m4XQPuc8kmWOZNps3HuPNVw9y6kQDLc1dnD3dyN7dZ3uPq66rfO/nv90b4pVS0tzUxaa3jrB1ywnOnW3BsmwiOT5W3zCTu+9bTHFJJOMKtkyQUmKmbF59eR//9ZP3mDWnmN//2n14r+gb2Z463XsOhl3TyXGNTd6rIjRUkZ7LkRaWM3LZAkh/nlMXWvi7778+pjcDr9vg84+u5dE7Fl+3nSomyRwhYO70QrxuPauyH8erG+nsThAJTl5vh4PjSI6dach6hW5pQYiivMxEy12qzgx/CdP9Jb3t1dLxl7F5UJ80+MYQ00nwUu3fE9QLWBZ5mIMdGzjVvY2o1YIuPMwJ3cYN+Z/EfZlOWMLu4kD7Kxzr2kR7qgZH2oSMYqoCN7Aw8iF8ag6ip5dep9nAztanqIkfpj1Viy1NdMVDvmsqi8L3MiOwBk259JQnpaQpeZrdrc9wPnaAmNWKROBRA+S6prA85xEq/ZeSe5N2lFPdWznU8Tr18ePY0sSjBqn0L2Vh+EMUumf2MSqfq/nfKEJlbd4n2N/+EhdiB0g5cTxqiGn+lazI/TCRMUye/8AhwOs1mDWnhNLyHF58djdFRWHWrKvqLZZQeiozLyKlZO/us7z03B4Ki8OsXjsDhKD2Qiu/+vlWzp1t5su/fzf5BWNXLW5ZDq++vI8ff28T8xeW88Wv3NFvjmHCbusVU/brJaiKe0wuYgLlsvNSIuXIQ95SQkt7lB88s5WT58YmNAxpz97H713OY3cu6bfl1CTvP4QQhINeppXlcfBkXdbmicZTHDpVz5SS4SXzSymJ2S00J44TtzsAiaF4yXfPwq+NvwqCLS1qoulGAqXeZaij9GYNhWU77D5yIatzAMydXozbGPyzpGyThGPi19woQunJrBn74z9p8GWB9lQNm5q+h0BhaeRBdMVNh1mPVw2jK5fayFlOiu0t/8X+9leY4lvKksh9CKFytnsnu9ueodtq5faiLyNI38xSTozmZDWlnrksCT+Apug0Jc+yr+0ltjT/CL+eS5l3fu/4DjYbG79LU/IMc4PrKXBPw8amI1VHbbxvmMGWFsc6N7G56ftEjBJuKvgMhuKj3axlX9tLtCTPs77oSxS4pve5ELQmz7Gx8bvku6ZyS8EXsaXJia53OdTxOgLBLYVfRFfe/9IA2UDXNVatncmqtTOpr2vnzVcPMmVqPk98fA2+AcKBiqKwfNV0yityKSgIEY54QUBDfQd//1fPcWDfOWoutI6JwSeEwDRtXn1pHz/9wWYWLqngM1+4lbz8/p9m5WX6UarQEcPsIT0QDha2TD+lp42/kd8obNtmw5ajvLvndJ+w+WjQNIU7187h0Tsy1wZ7P9DUEeWtgyc5WddCPGUScLsozQuxdFopM4pyrxILjqdMdp+qYfuJ87R1xwh53SyeVspN86aiq3233XnyAhv2HOOTtywj6HWx6dAZ9lfXYdoOxZEA9yydTXneJfH3xvZufr5pL4unlrB6VgV7Ttey9Xg1rV1xIn4Pa2dPYem0Upq7ovz47d3kB3184ualV60xZdn854atpEybj9+8hKLI4DmYQZ+b6eXZNfgAth04y4fWDa+9ZNxuZVP9P9CYOEzSiSIQuBQ/awu+gj8w/s0OYmYT25u/A0juKCknlGVnQTxpcuDEAE0KxpC50wqHVDM4Ha3nV+c3syZ3DrcVLsqasT1p8GWB+vhxZodu5daCL+JSfYDAkRYS2RtClUjORndxpPMtKryLuLP4d3Ep6W0rfcuw6lIc7XyHWcGbmOJbghCCXNcUHiz7U1ShowkDEMyUJiDZ1fprGhLHKfXM6z1ZYlY7DYkTFHtmsyrvCVxKuizckRamTFxmfEridgfbWn5OQC/gjuL/Ro5RjhDpdee7pvFi7d9xoO1lbi78PLq4ZGyknDglnjnckP8pPGoIkFT6l/GL6j+kNn6E9lQt+e6p43XoJwEiER+RiK/Pa4VFYVaumcmBfeeJdif7yDiMBJdLw7Ic3thwkJ/+IO3Z+/Lv300w6BlwXF3xkn5qlZh2FClHL4UgpSRld5Gw2wFQhQuXmpnCfn+crW3lx89vJ54cuxDcvOnFfOK+5QR9Y+PRvNaRUnK8tpm//fVbnGloRVMVFCGwbAcpJYumlvC1R2+lMBzo3b4zluBfX9rC6/tOIgQYmoppOTy/8wg3zpnKHzy4jrDv0rl1oaWd1/edYFZpPvvP1rH1+Lm0MLUjAckNsyuBS+dBdyLJpsNnSFkWZxpb+cWmvZi2g+2k1xTwuFgyrQSXptHU0c2z2w5x95JZFOf0fTA6dK6BF3YeYUZRLhH/1T3gr8TnMaiqLMBlaCSz2H5v56FzROMp/N7MH66PdrxITWwn0wK3sijnCQzFR8qJ4VHDE3KeGmqAkF6KEApudewiEAOx9+gFOrpHl/4xFOGAh6mleahDPOhdiDWzsfEAN+bNy+p6Jg2+LKApbpZGHsCtXvJ0XCkz4UibC7EDxKwO5ofvxKVc6rzhVcOUeudTHdvD2ehupviW9Iyh9gkHA2jCoMy7gO0tT5K0Y1zegsqjBgnpxTQnz3Kk402m+JYSMopRFR2VS14QKaE2dpgOs5754buIGCUoPZVAqtAp9symxDObk93vsSb/42jC1bNWiVcLMdW/HI968WlaENDyyTHKaE/VknAGbu49SXaQUtLdlaCxoZOurjiplIVtOTT1VJo6zuirfN0eg01vHeH733qLKVPz+Mof3EMgOLhB49dLUISGI03aU6dJOd24ZGRUNxeJRUvyKGbPeaYrPvx6yYjGiidNvv3UFtq7xu4m4PO6+PSDqyjJH16rwesZy3F4++Ap9pyu4U8eW8+9y+fg1jU6Ygn2nalD11Qifm+ffX6+aR/P7TjMfcvm8Lk7VlIUCdDUEeXnm/byX5v3kRPw8Ft3rcHrunTdsmyHX767n2lFufz9b9zLzJI8uuMpjtU2MaM4r9/jvfnwWUI+N3/w4E2smFmOIgSnG1oJ+zzoqtrj7atky9Fqntt+mC/evbrPfFuPV9MRTfCh5bMxMhD3FUIwq7KQwtwA5+raRnFUB6c7lmT7wWpuW5m5FmtD/DCG4mdW6G4iRvqh3DfEPtnEUHzcXvL1cZlLSsnbO05kVRQboLIkh7LCoX/7KcfClDYVvvysrmfS4MsCfi0Xlzp46zTTidNtteJgc7TzHaqje/u835KsxpYm3WZz72vpnIt26uMnaDdrSNhd2I5Jh1l/cYs+Y6hCZ13BZ9jS9GM2N/2QI51vUeqZT6V/GSWeuX1CrS2p86jCwK/lXVXIoQmDoF5IdXQvSTuGV72oGC7QhQe/ltvnswoh0BUPcpB8KlUpxOf/LRynuWcfH4qa3ZP9g4BtOxw6cIENL+7l5PEGzJSFy62jqgod7bExmycWS/HTH2zCcSRtLVFqzrcwZ/7gFbc57jmowsCRJlGrnrrYDgKhkUuyACTsDs52vdb7t1uNEDamj2isHQer2XPk/KjWcyVrF1ayYn5mTdzfL0hJjzcPcgM+3LqOEBD2ebh5/rSrtm/rjvPMtkPMLM7jk7cu7fWqFYT9fO6Olew4eZ7Nh89yz9LZzCm7pEF2UYT8S/esoSwvDIDXZVAQHljgtqa1gz9+7DZWVVX0vrZ4at8HhOUzyijPC/PmwVM8fuOiXk9ec2eUA2frCfvc3DC7MuPvtLIkh+L8UFYNPtNy2LL3DDcvm5FRjqiUDqYTQxEahjK6Np9jxXiuoaGli0NZDrMLIZhamkt+Bm3vgroXv+am20pkdU2TBl8WUIXWU1czMI50cKQFPaHd/vKZ3Iq/1yiTUnI+to/NTT+k02xEV9z4tVwMxUPSifY7hxBQ4V1EpLSUC7GDHOp4nb1tz3Ok8y2m+JZwa+EXez2GtjTTWmz9rEMIBVXogOytskwjUXrfGx6KmoPH+/Cw95tIxBi36wJ6zoGxQUpJW0s3//YPr9DZEeNjn17HgkUVGIaKUARvvHqQH377nTGZK5kw+ciX1uPxGvzgW2/z7//8Kn/yl49QMMjTbIF7AT6tkPbUaSQOB9t+SJ57HjmuKsQwtaWklNgyxf6Wb9OeOt3zqkKRdzleLW/Yn6c7luSNrcfoio1diyWXoaWLNJQPVpGGriosnlpCaW6Qv/v1W2w9Xs39K+YyozgPQ1Ov6hV6rLaJzliCZdNLKcsN93nPY+isrqrgB2/upK6tk9ml+ZdFTQTzygspzc08hF+eF2bBlMHz00pygqysquC5bYfYevwcdy9Je83ONrVx+EID9y2fQ9CTeejU5zFYPKuUXYfOjWlLvsuRMl1xer6+jcrS3P63QbK7+Ue0JE8Ss1poSZ7GkSZv1P0lWk+Ve757FivyfhOPFrlsbIdOs5ajHS/SmDiKI01yXNOoCt5NvrsKQbpd366WHxI1m5kbvp+9rT/HlikW53wMn5bPvtZf0JI8xbTALcwK3YWmeHrvkYfan+FY+0tpBwGSkFHGuoKv4tZGnpox1LHaeegcrZ1j9wDcH163ztzpxRj9tKi8khn+EmYGSnmjYS/zQlNQZHYM4EmDL2sM/mVpioFL9aGg8ljF35DnmjLoOCknxit1/4gAbin4PDMCa3srE8907+RC7EC/+wqRDrHOCd7KrOBNNCXPsKP5SY51bsStBri18IsABLUCbGmSdLqvyu+ypUnMakcTbtyqv8/4mXzW9wsXpT/GEkdmJgkgRLplkmnZg4YhTp6o5/SpRj76qRu480MLMQwNIQS27dDdNXZPj4oiuO3O+Xg8Bqmkxff+4y2++c+v8aWv3jVg0YYq3MyLfJL3Gv8GR6aIWY1srv9TFuT8JkXeZbjVnCF74KYNvQQdqWqOdjzZ491LHxCvmses8GMjMh6Pnmlg//HaMQ3xLJ9XQcUwKyffDwghWDN7Cn/98bv53ps7eefgaZ7ddpjZZQU8ccNCVs+aQviyfMa2njyqkM99tXEsID/kx7QdOmOJPh0lhBDkBnzDujHmBrxDGuCqovDQyrk8s/UgGw+dZt3cSgxVZcuRs1i2w91LZw1rTiEEt6yYyc9f2kVnNHsenJrGDvYcvUBFcc6AxUGWTKIrHoJGGZ1mLaYjCemlGD0P/gG9qKfjTRpH2lyI7uSd+m+gCBW/XoBA4UJ0B2e6NrIi7/PMDt0DCLrMBqq73yXlROk2G2hPnaPbbCRklNFlNpByutjR/B2CejHlvlW9t40cYxrlvlXErBbOdG9EShsHu5/Vjw3ReIptB6qJxrMrxxIJelk6tyyjDig5rgAfnXIL/3biBb57egPr8ufjVV393llzXUF82sg0PCcNvglCF27yXVPRFBdnuneQ55ramzfXHx1mPd1WM1WBdVT6l18mvyJpTJ4adK6LFycVjSL3TFbkfpjG5ClqYoe4eLMs8cxBVzzUxA4xJ3gbHi0dVkn3P22hIXGcEs9sdOXypPwsJ0BcY6jCQCDG9FNbA3hnr0TTVCI5fs6ebqTmQitVs4uBdB9cw6Vd0uXrqQZrbekmlbIwDI1EwmT/nmo2v3NsDFd+yQi980MLaW7s5Ne/3M4vf7aV3/jczXh9rn4vdOW+ddT63+Ns1+tIHDrN82xv+gb57kUUeBYT1Mtxazk4XPIkJ+122pInSDndRK16WhLHqItto9M8D6Q9JprwMj/nN/Brw68utGyHw6fqaWjpGumhuAohBIuqSvF5jGsiXDbeKEKwaGoJ3/jUvew7W8uuUzW8d6yav3jydR5ds4DP37mKkDd907qYC5ey+r/JJ02rd7srD+WwD22mYdjCHFbMLOPguXpO1bVQkR/hnYOnWTa9jJJIcNjf6ZTiHOZMK2TbgephLjhzYokUOw+d45YVM4kEvVe9LxCsyv9C79/Pnftdusx6VuT/Jrmu/tucdqTOs6P5uxiqlxsKfpcizyIUodIQP8jWpm+ys+W7FHsWEHalQ+S2TJHnmsnNRf+d7U3f4VD7UwT1Yu4s/Qs6Uhd4rfbPaE4ep8y3HNFjfhR7F1LsXUjC7qQxkV2RainTQtVHTtcPvfEomT+jmJL8zLyUhzqqeaFmO7Zj89Ozb/FCzTbChq9fm+AL0+9hbd7wKrIvMmnwTRBCCKb7V3Ok8232tb+EpriZGViDRw0RtztpS16gJn6IxZEH8GqhdAEICh2pOrrMRlyKF0umONW9lcMdr/c7R2PiFDWxw5R55xMxSlCFTtKJci62n7jdSYF7Ru9aQkYRc4K3cKTzbXa3PcvSyEO4VR9tqVrebf4RCbub1Xm3YSiXV6Z9sG5kyph7+CRJO7O8Hn/Azaq1M3jyp+/xD3/7AgWFoV5P7J/99YfRem6aU6bkMWtOMe9uPEZLcxeRHD9trVEaGzpYu66K557a2Wfcc2eb2b3zDB3tMZqbumht6UYIwff+8y38fjehsJflq6ZRVt5/mAhAVRUeemwFTY2dvPryPoqKQzz8+EquPD+EEGiKj/mRT5Ow26mL7QAkphOjNvYedbHtuNQguuIlZV8yvk53vsKF6GZsJ0nS6ewt0OidXxjMDD3A1MCdV82ZCbFEir3HLuCMoXsv4HVRURxB+wBr7gkhcBsaq6oqWDqtlDsXz+T/PruRF3ce6QmLuhECKgvSQuDNHVG6E0kCl4VLpZScqm8h6HVfVeiR1bUDD6+ez+9/73n2V9fRHk3Q0NHF4zcuIuQbvndFCLjrhjlZNfgAdh05z4WGdsKBgavlM0VKSU1sN+2papbkfpJS7/LeMQs986nwrWFv6885272Zxa6PAelK/CLPfHTFQ4l3MQfbn6LAMxevmoOlJfBpucSstl5R4fHGsmz2Hr1AXVN2u2sIAbevztwTnLBTdJhRcl1Bcl2DVyjrysjNtkmDbwIJ6oXcVfz7vFr3j2xr/jnvNf0EidMrJOtRgyyMfAhIF4IsidzHoY7X+eW5r+FVw6RkHE0YrM79CG80fPOq8RN2N7taf827zT/syc5T07l6QhDSC7kh71NcvEFqwsXKvCcwnQT72l5kb9vzCBQkNrpwszz3w8wKrLsi1/CD5uEb+1ZYMSuzJ03D0Hj0I6vIyfWz8a0j1NW04fW5mDazsPeiIoQgNz/A1/7sYV56bg8H95+jvS3GlMo8Pv7pGwiFfZw+2dBHFPn8uRbe2HCAWCyFlJJgKH1T3bX9NEIIvF6DopJwr8GnKIKcHD8lZZE+8waCHj726RtJpSxe33CAuQvKmT336mrZ9MPFVFYX/DH7Wr7F+eg7mD1eTolNwm4jcYURHLebiNv9iyC71DBVoYeZG/44ujK88B6kb2rRWIqDJ8Y2gTsc8JAT+mB2PrAdh654ElVR8Bg6mqqgqQqF4QAV+WF2nbyAaV3KZZtWmMuiqSUcvtDItuPnuGneNHRVwXIcTtW18PbB0yyoKGJK/ugquofL7NICFlaW8O6Rs+wyaijLDbF0eumIczKXza2gvCjC+frsFW+0d8Z5/u2DzJ5aeJWG4HCxZIK2VDWWTBLSS+gw+4oUa4oLRag0J0/2vqai4e6RRXKpATRh4FIDCKH0amQ6MpV2tY3zT0NKSUtHlJc2He6R78keZYVhlszJvCBtRU4VSyKZFZtNGnzXCIrQmOZfgeUkr/CE9Y8QglyjnIfL/5yz3btoSp4maUcxVB8hvZBSzzx8ak7P2Co35P8GJZ751CeOkrJj+PU8pvpXkGOU02E29HjsLv2Kij2zuLXwt2hInCRmt+NIE0PxkuuqYKp/Re/YF9cS0gu5vegrnI3uojZ+GMtJ4tXCVPiWUOKZe5V7eUZgLbaTuiKvL02FbzERowS/9v7JYXJpkfSj2xheK7rNcxltJ4QgEPDwwCPLeeCR5YNuV1qew+e/tL7f9//Pv3yyz9833DSLG26alfF6/QE3v/W7d/Bbv3vHVfMWl0T42teHLsQRQuDXi1hd+DUKOhdytvsNWhPHSA2jB66hBMlzz2VG8H4q/LeMqqDmfH3bmOdWedw6vmEk9r+f6Igl+Par2+iIJphdVkDY58ZyHE7Xt/LKrmOsmFlOfth3WS4e/M7dq/nTn73K/3vxXU7WtVCcE6C5M8qLO48S8Bg8unbBkCLHY4kQgrDPza3zp/G9N3aSNE1uWzCD6UUDe7qHHC/g4dYVM/nxCzt6e09ngze2HeOJu5YwvWJ0qge2NDGdtNTXm/V/PYB9JnpFz9N/ij45gAKlt3HARSbSTfDW9uNU17VmfZ4PrZuHawix5cvRFBWNsS8KvGqerM/wAUJTDFbmPj6sfYQQeNQgc0K3ModbB91WV9xUBW+gKnjDVe+tzf9kv9tPD6xiemBVxusxVA9VwRupCt445LZr8j424HtLIvdnPOf1glvNH7PuEBfpTJ3s6Yn8wQv9qUJnRvB+SryraU0epyG+h7bkCTpSp0nY7Ugur2gUGEqAoFFBgXsh+Z5F5Lrm4NXyRn3sTl1oHnqjYaKqygeuOvcibl2nIj/C82cOs/HwGRKmhSIgP+jnzqVVPLJqPvnBS4pvQghmlRbwJ4+t5+ltB3nqvQN0RBP4PQYLK4t5bO1CVvZo5o0nmqqyeGoJIa+b2tYUtyyYnpH23kAYusqyeeVsePcIDa1jly96JdF4il9s2M3/+Owdo0opUFB7FBgEq/K+gE/r34D0aiMzgseb5rYoz7y5P+vzFOYGWDG/Ykix5Ylg0uC7Dkh3E0hXZ2qKQFOz/yQwydXoih9N8WHbY+cNStotxKxafPrgGnbvV4RQ8elFeLVCir0rsWUSWyZxpEnK6ca04wghMNQguvChKjqa8KD2in+PnprGsc/nsWwHy85epeG1jMfQeHj1fO5aXEXKsnGkRJAuPPK5dDyGftV3p6kKi6eVMKs0n2gyhWU7PSFhDb/HdZWxd+fiKlZXTcHnvrpnc3+U54f59996GEWIYRltXpeB16VTnBNg7ayBlBQyQwjBnKlFzJtRRMP27Bl8AFv3nWXX4XOsnD9lxL8TTfEQ0ItRUPFp+UwL3HLdpijYtsMzb+7Pym/9SpbOKaeiKGdYx8qRaUkapUdZI1tMGnzXAe2xBD/esoemzm7WzZrKnfNnTvSSPpAIBB6tkKTdMmZjmk43rYkDH1iD7yJCCDThRiOdJymlvEr1P1sXwtaOzCqlh0NXNJH1tk3XKkII3LqGOwP9sctRhMDnNjIy4tKGWGbGHoCuqhSEBhZk7g/bcdh/to6zjW188a5VuIb5efoj4HNxx5rZ7Dh4bkw1H6+kua2bZ97Yz4zyfHLDI+ufIRCUepdy0nid/W3/RVAvJmRUoCkubJkiaXcTs5rJcU1FU8Y+v3mskFJy4EQtr713NGs6iBeJBD3cuHQaAd/w0jnq4q3saTvF3FAFU32FWbvWTRp81wHH65t5ZvdhGju7yfV7Jw2+CUPg18ppTx4esxEtJ0Zr8gCl/ttRRiBg/X5lPD0JiTHsm3uR1vYYNQ0dLJntoHxAQ7vXI1LK3uaUx2qaeHrbIXL9Xm6ZP7LuLVcihGDlgkpmTilg9xh3dbkcCew4dI53957m3nXzMuq+cSVCCPLcVSyMPM725u/wVv3fku+ehaF4MZ04MbuNLrOWe0q/QdAoHtE6o1YzjfHDJJ1uElYHCTvtgTvW8RIeNQdD9ZLvmkVghOMDdEWTvLjxEBca20c8RqbMnFLAsrnD76xzsruWb558gc9Pv4epvsIsrW7S4LvmkVJyrL6J9tgH01twbSEIu2ZzIbphzEaU2LQlDhI1L+DXM2/XNMnYkY38+aRpseNgNbesmEnAN3bh50myy/nmDv7p+U00dURpi8aIJlJ8+d4bKB6B9t5A+DwGj9+9hD1Hz2e1l2t3LMmPn9/OsrnllBaEr3pfERqq0AftCqUKnZnBOwgapRzreIm6+H4SdjsuJUDYqGBu+EG8Wk6f8S4WDgoEqmL0yXtWhY5yWXFCS+IU25u/Q9LuxJE2lkx7Pfe1/heKUDEUH8vyPj1ig8+Rkvf2neH1bcdwslyZq2sKH7pxLiH/8L2dUStB1E4wK5DdSM+kwXeNE02mOFbf1JP4PHnTmGjCrrmkL2hjd/HoSB2nObEXn15xVUXbJNlnONV0w+GdXSdZv3oWNy/vX9R2kmsPQ1PJ8Xtp644zp6yQ+5bPYe3sKWOegL9y/hTWLprKu3vPjOm4V3K+vp1//unb/OkX7yHg7Rtm/FDZN5DQxwDrD0XoFHsWUeRZ0KOfl/aBCugx5tLH5saC3+vJQ0uPV+RZwCemP9X7d0Av5v7yf+rZN20ElvtWUOr77uDzj/CaKCVU17Tyrz/fSDwx9l78K6mqLOS2VVUjejBwqTouRUfLcjRg0uC7xmnqinK6Mftl5JMMjRDpHD6XGiFpj913Yssk1Z3PUuy9CZc6vGTf9xu2NEnaHVhOrKd4w0YRGppwoys+DDU4ZPu14RIcwRN5JqRMm28+uZmCnABzphUNvyvEJONOUSTAnzzev6TRWOI2dB5ev4hDp+pp78pu9Gbrvmp+9eoePnL3MjzuS2kjl8unDEav3uaQhmHf94VQUC/z7gkhertrDLTNWNLQ0sm//WIjzW3dQ288SjwunU/ct3zE2odTvAWUefPZ1XqCGf6r9UvHikmD7xpGSklTV4zTTdkT6sxkDZnwQTFSNMVLQJ82pgYfQFvyIOe7X2JG6BNjOu61zMVzy3SiNMb3UB/fTZd5nqTdgS1TONK6TIhcRxUu3GqEsGs6xZ5l5Lrnjkm1bl5keMn8w+FcXSv/+OO3+J2PrGNRVSlCfHB+K5MMjKIIFswsYfXCSja8eySr2nQp0+Kp1/dSVhjmtpVVKEp2K0EnGikl3bEkT27YzY6D58ZF92/lgiksnjXycOwUXwGPld/Ir86/S6W/iOWRmaiDyE2NuPJ6pAucZOyRUpKybBKWRdK0iKZM3jl2mq7EpWqujniScy3tg46jCEGO34PXGLyKzXYc2qJxYqm0u9vnMsjtaV8kpSRhWdS2dfLG4VNsO32emtYOupMpXLpGQcDHzMI8Vk0vZ+mUUgqCvqt0x0zbpjUa7+2FKYC8gA+3rg37hHWkpLkrSuLiWEIQ9rj7tGEaDwwlSK57Ic2JXYxlWFdic6zt+0RcC8h1L3zf6/I50iZht3Ki41nOdL1CzGrqMfCGljK5EN3EEfFT/Hops0KPUhG4DZcSHPExqyzJnji4lHDwZC1/9m8v8tEPLeeutbMJ+j0f6JZrk6QJ+t08eOsCDpyozbpcSHNblH/52TuEA16WzS1/X3ubkymLp9/Yz1Ov7eu992STvLCf+26aP6p2dg2JdrqtOH7NxdcP/IRSbx7F7ki/Rt8jZTewKDJtRPMImU3J73GgM3mKbQ1/RJd5eszGnB3+ArNzPp+xy3ssONvcxu6zNVS3tHO2uY3q5nbOtbb3GjjDIeL18PWH1nPHENW8HbEEf/Xcm7y4/xgCuG/xbP7msbsRQENnN09uP8Cvdh6kuWtw2Yr7F8/ha/fdTNjbt7tIU1eUP3/2Dd48fAoAVVH4+kPreWjp3GGL0nbGE3zyW09yoiEtiRLyuPnj+2/h/sVzhjXOWHCh+zX2NP0V5jA6Q2RKjmshi/O/Rsioet8afaYTpza6hUNtP6VllBXPAoVi70rmhj9GgXdJT9J45kgpOXmuic/+fz/DtLKvm7d0Thm3r57FvOnFVJbm4DImK7M/yDiO5HtPv8d3n96a1e4bFykrDPM/f/MOlswpe18Kg8eTJs+9fYB//8UmkqnsG3uqovDQbQv40kdvwpuhJmR/vNGwl2+fejmjbb80437WFcwf0TyTHr5rhM3Hz/J3L72T9R5/AyGBzniSRMokadl846V3eOvIaZJD3AQ1RaEiJ4TfdbWnLdfnZUVlKe+dOEfcNLEdh1cPnuDeRbOGfbE5WtfE6aZLYdSikJ+V0zLvVTiWBPRKvFoxHamxN/jakoc42PLPLMz7QwL6tPdd6MWRJme7XmV/y3eIDdAfdzhIHGpj2+g261iW/7uUetcO65gJIYgEvZQVhjhTk/1c2d1HLnDoVD3lhWGmV+Qzb3oRsyoLmVqaO1nN+wFEUQQPr1/Ext2nOH62MevzXWho559+8ja/88SNrFpQOSK5lmuVaDzFs2/u54fPbRsXYw8gP8fPh+9cMipjD2BxeBpfm/tERttWeEfeMm/S4LtGEELgveJpXwIpyyZ1mdFlqCouffDEUL/bGFHIKJYyaeyK8p2NO3jt0EkcKXHrGhGvhxmFueT4PFiOQ217J+daOogmUwQ9LuaUFvQ7n6IIbqyq5Bfb9lPdE4bedvo851raqSrK/KSVUvLi3qO9xrAQcOPMKRQERiYoOlr8RiVh12w6UieAsRXylNg0xrezveFrLMn/EyKuOQiGHwK/FpFS0pw4wp7mb5J02ntfV9DQFB/5ngUUuhcRMCrwavnowoOiaFhOCtOJErXq6Uydoz6+k7bkSSwn3hMClnSa1exo+r+ESqYQMIaXS+P1GCysKh0Xgw/SIaeT55s5eb6Zd3aewG3ouF06JfkhyovDlOaHKcj1kxvyEfC68HpceFw6qir63KCHqhW//P3h1pULBD3/S//Vc/opQiAUgSJEby7YxQrW98M5OhHkhLx88cM38OfffInOaPbEmC9y6nwT3/j+G3z5ozdx07IZGEPcT651pJR0RRP89MWd/Oq1vUTjqaF3GgNURfCp+1eOSUpIritIris4BqsanEmD7xrhkWXzuOuKEKzlOPzkvb18b+NOIH2xfXzlQr5wy4pBxxJC4B/BE0dbNM533tnBhoMncGkaq6eX8+EVC1gzowLjinZuHbEEu6prOFLbxLzSgYUip+XnsHJaOeda2nsN2Kd2HuJ/3ntzxjeIxs4o756s7v3brWs8sGTuhN1gFDTK/XdTG30D08lGBZhDZ+oE79X9HjNCH6PUfzt+fcp1H+K1ZZK9Lf/Rx9jz62VMC9zNjOB9eLV+zqPLLJV8FgCwkM/SYZ7lRMdzVHe9Rryn80m3Wcf+1u+yuuBrqErm57/bpbN0Tjmvvnd0XOQbLieRtEgkLeiKU9/cmVUx3uGgKOkWZLqupf+rqRiGSsDnJhzwEAl6yQl6CQc9FOQEyAl58Xtd+D0uAn4XXrfxvgwZZoulc8p45PbF/OylnaTM7KYWSAn1zZ385X++wmcfWs29N80jN+y7Lg1223Y4V9/Gd379Hm9sPTZu8ypCcNuqWdx1w5ysHDcpJZZMOxM0oYzZHJMG3zWCx0j3mLwcy7bx6n1f8xoaeVnybJ1vbaemrYOUbfO5m1bwsTWLyR9grrDPw/q5M7htzuAaY0IIHl42l2d2H8LsaWuz+UQ1TV1RCoKZVUe+d7KajvilJ9/F5SVU5kcy/FRjjxCCXPdiAsYMWhN7szZPymnnaNu3qY9tosS/nkLvWgL61HHNLb0c20mSctpI2m0k7DaSdguacJPvWYWhDv102pI4TGvyeO/fPq2QVfl/SJF3+eCf6aprnSBsTGNp3pfIdc1iZ9M/9xiRkqbEATpSZ8hxz8r4cylCMHtqIdPL8jh4si7j/d7POI4kkbJIZBgaC/rc5IS95Ib85Of4KM4LMqUkl5nleZQVRbKmdfh+QAiBx21w303zOHCilt2Hz49LZWkyZfG9p7dy4lwTj9+5hHkzi68rIz2eNNm46yS/3LCHQ6fqx3XuytIcnrhrCV732ObgphyLvW2nONp5nrZU2pkQMQLMDpaxJDIdXRnd72jyVzhJLxfz9e6YN4PP3rScgHvoCthMHjxmF+ezoKyI3dW1ADR1drPlRDUPLh3aSxdPmWw7c55YKu2mF8D9S2ZP+IVJES6mBh/NqsEH4GDSmjxAR+oEZzufJmRUUehdS753FR41j3TwLS2Bmmag4ymv+v+yz+sSR1qk7A6SdisJu4mE3ULCaiRuNxK3GknZ7dgyge0ksWX6X8Q1j7BrTkYGX2NiH7a8aLgLFuR8lmLvyhF7LlWhM8W/ni6zhv2t3wUkCbudttTJYRl8AKWFYVYtqOTY2cZxKd54v9EZTdAZTXC2JyyuKgKf10XI7yYv7GfOtEJuXDKd+TNL0NRLsiDXo1cpW5QWhvn8o2v5H+efoyPL2nwXSZoWb20/zuFT9TxyxyIevm1hbz7atfjdSCmREhpbu/jur99j0+5TWdcxvBK/18Wjty9m1tSx63krpSRmJ/jWqVfY3HSIDjOGLdPXIU2oBHUvN+bP43PT7sKvjbwaeNLgm6QPIY+bL9yyEv8wGpMPhaFpPLp8PvvO12E7ku5kineOn2X93BlDyqqcamzlcE1jbwuimYV5LK4oGaQZ0PgghKDYexMFntU0xrdmfT5bJug2q+k2q6mNvoEQGm41j6AxA79ejlvLx1BCqIobFQMQSByktHFkClsmsGQCy4lhOVFMp5uU04HpdPYYeW2YTrq9UZq0or687P/3hyNTvVsNRZdZgyPTHqOwMY1i7woGNlAzQxE6pd7VnOl6mS6zBsuJE7Mahj2Opio8cOsC3tl5kpPnR19M8kHHdiSd3Qk6uxOcr29n77ELPLlhD2WFYW5ZMZPViyopL4wQDnom/OHtWkEIwaJZpXz5IzfxDz96k3gWejz3h+1Iaps6+OYvNvHG1mN89J5lLJpVRn7EjzLGHUZGg2nZ1DR0sGn3SZ7csIfm9u6stqbrD0UR3HPjHB64dcGIRZb7I+mYfPfUq7xev4eF4amsyZtDqScXKSU18RbebT7Ma/W70YTK56ffjVsd2f150uCbpA/Lp5ZSHA6M6dOdIgSLK4qZlpfDicZ0vtWRmgZONDSztLJ0wP1sx+FIXWOv7qAAVk0vpyBwbeSb6IqfqcFHaU8dJWW3j9u8aUMuRcyqJWbVjtu8o8V2Elw0HINGOZriHfX3KITApYbxagV0mTVIHGw5shtlYW6ATz2wkr/+9oaMQ5mTZIaUYNkOZ2tb+cGz2/ivV3azbF45Ny6ZzrK5FZQWhK4p42KiEEKwfnUVJ8418uyb+0lmOZ/vcmxHcuR0A3/1rQ0snlXGLStnsnhWKRVFEbQxNG6GSzxpcqK6kZ2HzvHmthOcvtCMM0FqckvnlPGZh1aPqbEHcKKrlm0tR7m1cBFfmnEfHu2SI2Q5cEfREv7f8efY1nKM9YWLmRuqGNE8kwbfJH2oKsrvV2JltBSGAqyaXs7JxhYkUNPeyb7zdSwoL0JX+//xxFIm20+f7w01R3welk4puSrXcaIQQiHPs5xCzxrOd29grCt232+owsXFKgwFY9Cm7cNBCLW37ZNAQWHk3ul1S6dzz7q5PPPm/nH3HnyQiCdNNu8+ze4jF5hSHOGmZTO496Z55Pd0PbkWHugmCo9L56MfWk59cxebd58ad+MmZdpsP1jN/hO1lBeFmTO1iFtWzGDRrLI+OWvZKla4SFtnjHf3nmHL3tOcPNdMbWMHtjNx19gZFXl84cM3EAl6x3zs+kQbzalOHixd3a/3zqO6eKB0NW817qcp2Q5MGnyTjBJVCAoCPvQsaDN5dI01Myp49eAJGrui2I7k9UMneWDJXHJ8V+ckSClp6Y6x5cSl6txp+TksmVJyTd0MDCVEVfgztCePjan49/sRv16CgoaDScrpuix8PDosmcB0YgBoigevljfisdwujU/ct5Lm9ijv7jmNM0G6mB8UYvEUR043cKK6iQ3vHuHj9y7nxqXTR9W14HpHCEFRboDf/fjNNLd1c/j0+BYkXCSRNDlR3cSpc828+t5RwgEPC6tKWLNwKnOmFRLwuTF0FV1X0VV12C3bpJTYjoNpOqQsi5Rp09oeZc+xGrbtP8uxsw10x5KYpj0uRSyDUZwf5AsfvoH5M4qzcl6ajoUjJX7NM+A2fs2DIx1MZ+TXzUmDb5JedE0dUduzTBBCsLiihBmFuTT2dO7Yf6GeY/XNrJnev4DypmNnaYslgLTA8+rpFRlX9o4XQghCrpnMzfltdjV+HUsO3pXkg0y+ZyGq4sJxTDpSZ0g5XbhlZFTnm5SSmNlAt1kDgFsNEXEN3mFmMIQQlBaE+K3HbsQ0bbbuPzvisSbJnIvh3r/97mus2XmSx+9cwoKqUjxjXAV5vSCEoKwwzB999nb+8j9f4dT55glbiyMliaRJfdKkvrmTV7ccxdBVygrDlBdFKCsMU5ATIBTw4PMYuHQNQ1fRVKXXCHQciSMllmWTMm0SKZPuWIr2rhh1TZ1caGjnXH0bDc2dE9Z8YCCCfjeffnAVNy6ZnrW0g6Duxa0aHO48R5G7fwWKQ53VeDUXAX3kHsZJg2+SXtTLRFSzQcTnYd2sqew4cwHTdrAdyXO7D/dr8DlS8vKBS7pKHkPnziFaxU0kxb6bmBZ6nJPtP8FhfLXcrhfy3PMIG9NoSuwnajVQE32XYHhkoYmL2DLJue63SDodgCDXNY+QMXXUa51ensfvfvxmFEWwZe+ZUY83SWbYjmTzntOcONfE/bcs4MN3LCbkd39gvX1VUwr48kdv4v/99B3O1LRM9HJ6SZk2py+0cPrCpTWpqoLXreMyNFy6hqoqqIqCEGmZH8eRmHaPwZc0iSfMCcvFyxSPW+fTD6zkQ+vmZTXHdKq/iCm+An589g1cis7SyPTePL6olWBn6wl+dvYtZvhLqPQNrHs7FJMG3yTjyj0LZvHtt7fTGk2X0m8+UU1teyelkVCf7Q7XNHKy4dLFZGllKVMnUHtvKAQ6M8OfxHJinO389aTR1w+a8LAw53O8U/8/sZwYB9t+TMSYTqF3GQJ1+OEgmeJ4x9Oc7noFALcaZn7Op9CUsclBnVqayx995nZ+9Px2Xt58eNxFmT/INLR08ePnt3P4VB1/+BvrKcoLoHwAq3kVRbBi/hR++4kb+acfv01tU8dEL2lAbNuhK5qkaxy6hYwHXrfOJ+5bwUPrF42oc9VwKHZHeKLiZv7x6NP83ZEnCeo+wroPiaQ9FaXTiuHXPHxsyi3ku0JDDzgAH7xf0CQTSn7Ay10Lqnr/7kokeHn/8T7Juo6UbDh0griZrpRUFcGjy+ahXMNP+UIIDCXMnJwvUhG4D2XyWeoqhBAUepewNO9LeNQ8knYbmxu+zoHWH9CcOEjUasRyEgM0kb+oE9hNZ+o8tbH32Nr41+xp+XdsmcSrFbAi/w8IG9PGdr25AX7347fw+5+6jRkVeVn1gE/Sl2TKYsveM3z1759i64GzWe9Aca2iqQrrlk7nDz+9ntKCkd/sJ8kcv8fFJ+5d8f+z99bxddxnvv/7OzOHWcySJVuWmSG24zAnbZqklDLDdrm3y124d+92b7f7W+hu2912y2mShpkTJ3FiZpJli5mOjg7DzPf3x5FlyxZZ1pHlRO/XS4ajOQMHZj7zwOfhY7euwWYxZTzCrAiFLTmL+btln2SVbz5mRaM/EcSfCGFTzWzMXsT/Xf4ZVvvmX9J1cO6qNMeMc8fyGp7cd4xIIklSN9hxupkPrVlCtjNdm9ATDHOgqX24I6syN4tlJQWXc5cnRdoixMfirK+jCDNNwSfRZexy79aMcCrwFKkxjzV9glJQUYQJBZVc2zLawtuJ6X4O9f+E04NP4zFX4jDlY1G8mBQHqmICBIZMocs4ST1ETPcTTLYSSDSSMIJA2h6n2vMhih2bp338nBACq1njzq1LqC7P5bm3jvH6rpN092dipN4co9HU7udff7WNL9+3iWvWLsh4tGU2IoTgqhUV/MGnruMHD701IpU6x/Rit5r41AfW8ZGbV89oDakQgiXecv7CVUxnzE8gGUYg8JodFFh9lzxlA+YE3xwzjqAi18eq8iK2D3Xg1vf0c7Sti6urKwA41tZFS//Z1MU1Cyvx2K+cOh6Lms3irK9h03KpG/glCWP2pmGmi8P9PyOm+ydYSiCEgoKKHIrYpZGEU12Ehw2TBYrQhq1WwMCQOpLRIzy6EeP04LP0x2spd95IhevGaTiis0iZtpauKs3lo7euxm418dAL+4jMpXhnjKb2fv7lV2+gCMG16xZcMeeC6UQIwVXLK7CYNP7tgW2cap4zCJ9u3E4rn/3ABu6+YfllaRgSCCyqiXJHXkbWPyf4ZjvvsfOaEOCxWbhx8Xx2N7SSSOl0BULsbWxjQ2W6eWN/Uwe9Q528eW4nG6pKsVxG48+LRQiBSXGzwPsZnKYKTvj/i8FEPZL3rplvSsZIyUmMOJpUjbbEkEmYZB2kQYpgspVgspVoyj9tgk/XDQKhKD39IQ6f6uCdA/UcrmsnEkui63OeizNNT3+I7/zkZYQQbFldiTaGf+d7GU1TWbe0jL//vTv5hx+/xOGT7bOuq/VKpSTfy5fu28T166tnPIqsSwPd0DEpo7tkSClJGOnrh3mMZSbDnOCb1YgRY4ckzPqupsmgKgrLSwuYl5tFbUcPEtjT2EZfOO2ldqC5fVgX1BTmUl2Qc8Xd0QshEGgUO2/AY17A6cADtIVfJaZfPnuF9wPyEs2vpZRE40lONnZzrL6T/cdbOXKqHf/gzM7rnGN0AqEY//3oO3icNlYsLH5fTucQQlBW4OOvvnIr//XIdt7ce3quoegSEAIWVxbwpfs2s2FZ+WW51vTEA7zedZBqVwmrfVWj7sPr3QcJJCPcXLAKn9k1pe3MCb5ZjBDgOGeqhJSSSCJJSjeu+DqWytwslhXnU9eZHpNzor2bjoEgqqJwvCOdqrBoKmsqiodr+65UHKZSFmd/g3zHZhoHn6Qj/MaY6ckrlQrnjSSNy+9B6DKXXPRzzjSJRONJdhxs4OV3a6lr7qGzd5DUXCRv1tHQ2sd/P7qdv/rqbRRkT+8YyCsFIQRFuR5+9/5rKS/M4tfP7iEcTVzu3briMGkKGHu/twABAABJREFU16xZwKc+sI7q8rzL9llqDnfzSMvb3FOyidW+qlGX8SdCPNH6LjWukjnB915EEYJctxMhxPBFqalvgJ5giALPlX2iM2saNy6Zz0tH6xiMxokmU+w43YxF0wjH0ycur93G9YsqZ3V37mQQQmASTvJtm8mxrqE/dpi6wK/wx46QNIJXrPhThBlNsSFQWJXzO0wyX5tRxEUaD6R0g4HBCG/tO82jrxygtStAPJ6cBUcyx1gYUrL/RBs/fOgt/uLLt2A2vT8vY0IIsj12PnnnehaU5/Evv3ydzlloXDxb8bpsfPjmVXz4llW47JbLej0NJMMMJiMs8ZSPuUy1q5iBZIiB5NRvrN+f35QrBCEERV4XhR4X7QODABxs6eDlo6f46PrlWK7gE50QsL6yhHk5Pg62pEcH7WloGyHuVpUXUZmbfbl2cdoRQkETdvLsG8i2rsQfP0p7+HX644cJJRpnfXOHKmxY1RysWg42LQ+PeSHZ1hVY1RzUafK+mykMw6CzN8iuI408+fphjtd3TfykOWYNUkpe21XHxhXzuGXTovdlaheG7KBMKltWVVKc5+GXT+/mzb2n5qJ942A2qSypKuQTd6xl86rKWRE4SRgpkkYKr3nsSVIek524niRpTL0W/MpVDENYtVwWZX2VpDE4bev0mhdddKQgU5T4PKwoKxgWfKFYgh9v201Lf4D1lSXkOB0IAdFEilA8zkA4RjyV4vrFVRR53Zd578fHajJx16pFw4LvREf3iIH1d69ezCz4LmYEVbGQY1tNlnUFkVQ7g/E6BhK1+GOHGUjUEtf9XN6ImYJF9eLUynCYSnGay3Boxdi0fGxaHlY1D0Vk3p8qE6RSOq/uPMkzbx7h8Ml2Yon3bjPNe5lkSufhF/dRXZ5HVenU5ye/FxBCUFmSng6zYmExDzy3h+aOibrm3394nDY+dMNybt+6hJI876w5f5kVEyZFoycWoNw+eodufyKESdHQxNSbla54wWdW3ZQ4b7rcu5ExvHYrd69ewsHmzmHR1xuK8ODOgzxz4AQmVYGh0TW6IUkZOlkOO8tKCma94AO4YdF8fvjaLnpDYQLRsw7tC/JzWFFaeBn3bGZQhIrTVIrTVEK+sZmUDJM0Qgwm6hmIHSWQOMVg4hRxvR+JkW5KkHLo35KzonAscSiG/hRD/z4z4FxBIBAoqMKK3VSAXSvBaSrDZa7AaSrHonpRhRVVWFAVK4LMzFmeCaSUSClp6Rrgp4/vYPuB+vfMRID3Myebenj2zSN86d5N2Kzmy707lx2f286d1yxlRXVa9L2+u45QZO5zbtZUVtaU8OX7NjG/LBeL2TSrggm5FjfZFhfPd+xmpa8S7ZzJQ1JKklLnpc59ZJtdZFmmVr8H7wHB915HCMGWBeX80S2b+Y/XdtDcN4A+JO4C0dGNbp0WfYxpBbMPr8PK7Suq+cX2/cOPCQF3rFiI3fJ+GpwuUBULKhbMig+HVkqh/Zqh30lieh+RVDtxvZ+Y3kcs1UtCH0CXMQwZR5cJDJnEkKm0kBMqAg1VMaMJO6piw6Q4MStuzKoHs+LDqmVj1XIxK95zBOE5eyS44LErlWg8yVt7T/OzJ3fQ0NZ/uXdnTGaqXlUO/XmFnCbGRNcNXttVx/XrF7JkfsEVe0MynWiqQkVxFt/6/I1cv6GaB5/fx7H6jvflDY7VYqKmIo87r1nKdeursVtnZ1ZivquYld4qXu06gKvuKa7LW4Hb5AAgmIqwrfsw27oPc33+CubNzdJ9byOE4LblCynyeXj9+GkOtXTS2OsnEI2RTOmYNBW72YTHZqXQ66KmMI8899i1AGewmDRuXV7N/Px0nZxJVVlYmJvpwxmBWVXZsqCCp/efwB9JW1/kuZysrShGex/OzgRGOSEJbFouNm1m35v3Cv2BML95fh9PvnaIwfDlmXyiqQpet428LBc+lw2H3YLLbsFuM2NSVTRNQVUVFKFkPvIgwUCm/5YSwzBI6emfZFInnkwRT6SIxpJEYgnC0QTBSJxAMEowHJt1ncudvYO8uquWmsp8NHX2XcwvB0IITJrKxuUVLKosYNueOl7fVce+4y3vixF1Jk1lcWU+166v5rp1CyjImd3ZLqdm5SNlV9OXGOTJ1h281nWILLMLIaA/HmQwGWF11nzuK92CyzR11wohpzkUJKXEMCSI9N3qbFTTVypSSuIpHX84QiAaJ55KYRgSRRGYFBWLScVhMeOyWrCZTVdEd6uUksOtXXzroedoHpqucfOS+fzVB2+44u1YLhV/PMIPj+5gX0/bmMs4TWb++9r70JT3nwntREgp6egd5L8feYdXd9bO2IVOiLTXZF6Wi2XVRaxcWExpgQ+304rdasZi1jBrKiaTiklTUYQYbjqY6fPlmdO/MXTeTpeGGOhnBGBKT/8MCcFoLEmPP0Rzh5/6tl5ON/fS1h1A143L6hHqcVn56d99kqK5WbOjousGfYEwR0918NCL+zlS1z7rhPt0oCiCxVUF3HfjSpZXF5OX5UJVZ+AmahqQUtIV87Oz/yS7+07SGetHSkm+zcfarGo2Zi+k0Jp1SeeIaY/wtXYN8Of/+jSFuW7+9uu3z9VVTCNCCKwmjUKvm0Lv5d6b6UE3JAdb2mn1p8We3WxiQ1UZWQ7bZd6zy09CN6gL9LKnp3XMZbxm6xWflssEUkoa2/r53s9fZe/x1oyXOAgh8Dit5Ge72LRiHtetr6a00IemKqhK+oIzG29+z+yTKgSTsfY8M2ZOGnJYJAZCUfafaGXv0WaOne6kxx8iGI7PqAAcDMZ48o3DfPXDm2fl63y5UdX0DUjOOicblldwuK6DZ944zOFT7fQHIld01M9i0sj22llcVcgdW5ewYmExVrPpiuvcFkKQb/VxV9F6bi9cO1Sjna6/VsVQzfUlfranXfAZUhJPpkik9DkvK0BKOFbfgcdpoyTfe7l356KRUrL3WAuVJdlkeRzTvv5wPMFT+45zxjqq0OtiQ1Xp3El7jkuiqb2ff/r5q+w91pLxbRXkuFm/tIwtq6pYtagE52X29Mok6QkygHp20nFelotbNi3ilk2L8A9G2He8hV2Hm9hztJn27sCMXAcksONgA5+4fS1up3UGtnhlogiB3Wpmw7Jy1i0p40RjFzsPNXLsdCe1jV1094cu9y5OCiGgOM/L/LJcFlcVsHFZBfPLclCu8DKg9PdLoIjMHMdcDV+GCUXj/Orp3axfVn5FCr5ef5gfPPQ2X//YlmkXfFJKdpxu5kRnerKGELB+Xinl2d5p3c4c7x/OdOL+x4Nvse/42JHR6cBmMXH9hmpu27KYRZX5OGxXlhdhJvC57Vy/vpqNy+dR39LLY68e5MV3jqfLfDJMd3+Iw3XtbFo57z0ruKcTRREsrixgYUUe/sEIzR1+TtR3se9EK4dq2y5bvetYCKAw182yBcWsrClmQXkexXkePE7bFRfNu1zMCb4MImU60nC6tZfl1cWXe3cuGilh34kWevwhksnprfeQUtITDPPD13cNO8M7zGY+tnHFiPnBc8wxWaSUDASj/OLJnbxzoD5jaVxVEZQXZfM7H7+a1YtKsZqvXLuaTCCEwGEzs3RBIfNKsllUlc8vntxF70BmR+8NhqLsPdrMhuUVc80bF4GqKOR4nWR7HCyvLubu65cTjSc5dLKNA7VtHK5rp7N3kERSH67pzJSAFwI0VcWkKZg0FZvVxPyyXJZUFbJ6USkVRVmYTRpmszrXIzAFLknwhSJxTrf00hcIo6kKhTluTCZ1zDfBMCS9AyGa2vsJhuOoqkKuz8n8spxRx+NIKekPRGjq6GcwFEM3DKxmEx6XjbJC3wXjUJJJndbuAdq6B4gnUljNJoryPJQXZo24A2jtGuBEQxebV1USjiZoaO1lMBzDpKrk57ipKMrCYr5wf6KxJM0d/XT1B0kkdcyaitNhoSjXQ47XgaalkxzJlE5zh5/u/iA7DjbS6w9R29jFS++cGF5Xjs/BqpqS4f3v8Yc4Xt/JonkFeFxWWjoHaO8OkEjpOG1mKktyyPE5hsesvbn3NDariaXzC7GfUycppWTP0WZSusHS+YW4HNYRv+v1h2juHGAwHMMYej19bjtlhT6c9nSEIhZPcqqlB/9glJfeOUE0lmDf8ZYRd3wLK/IoK/RN6QtnSEm7f5D/eG0Hp7v7gPQX/d61S6nM9V30+uaYA9Jj0h575SAvvHM8Y+OlHDYzV6+u4sv3baYw1z13wRkHIQROu4V7bliJy2blPx96ix5/5lKGuiE51dJLrz8067syZyNCCDRVoNnM2G1mrltfzXXrq9PNBH1BGtv7aO0coLkzfW0LR9Id3OFYgng8SWKoseeMIDxT4ykAoaQbk1RFQVMVLCYNk0nFYtawW9Pbs1tNeF12SvI9FOd5Kc73Mq8oa64PYBqZsuDr8Yd48Pm9vL6rjt6BEGZNozjfw+ZVlZi0CzsGDUOyv7aV3zy3h+P1XYQjcRRFIS/LyQ0bF3L/7Wtx2M4TLseaefiF/Zxs6sY/GCGlG9itZrI8dv7k8zeyelHp8PLRWJJn3zzC89uP09TeTzKlYzaplBdmcff1y7l5U82wqNxztJnv/uxV/uH37+LZN49y9FQHwUgcIaAkz8vdN6zg7uuXo51TxRwIRnn0lQO8uvMkHT0BUikDVVVwO62sXlTK5z+0kdKCtFgJhmM8+MJeTtR30d0fJBJL8va+0+w7p55o9eJSVlQXow7diZ5s6ua7P32Vr3x4M1LCY68coLGjn0RSx2W38K3P38i16xYMu6J992evUJTr4dtfvW2E4DMMyU8ee5dQJM63v3bbsOCTUrL9QD2PvnyA0y29DASj6IaBzWImx+vg21+7jUXz8hFC0NUX5IcPb6dvIERHb5BEIsVTrx8aIcq/cM9VlBWOL85SusHRti4C0RhOqxlVKIQTCU519fFmbQP7mtpJGenI4eKiPO5du+SK6CyeY3ay52gzD76wl1QqM92HFrPGfTet5CO3rCbLY58Te5NEUxVuumohoWic/++Xr2c0vdvRG6BvIDwn+KYRIQQFOe70a7o8fS1JJHVCkTjBSJxQOEY0niSeSBFLpEgkdQzDQDfSlj9CiOFOdFVNR+6sZg2zWcNqNuG0m3HaLThsFmzWK8Nd4kplSoIvkUzx3JtHefTlA6xZUsbffeN2bBYzh0628dPHdxAIxcjxjaz36ugJ8J0fvwQIvnzfJpZXFxMIRnnohX08/MI+TJrCp+5cj6oqSCk5UNvGv/zyDXr6Q9yyeRFXr67EabfS2uWntrGb4jzv8LqllLy2s5Yf/XY71RV5/P3v3Ul+lov2ngA/f2oXP/rtdlRV4ZZNNcNFnYYh+eefv8b8slz++mu3ke11cqi2jZ89uZMf/fZt1i8tHxY0UkoOnmzjV8/u4arlFfzpF27CZbcQjMQ5cKKNWDyJy342kuZ22vjiPZtI6TqvvFvLT5/YwX03r+Kua5cOLzNWF9ErO08yGIpy/YZqVtaUEIunONHQyYKy3Clb4Eop2XmkiX/55RuEowluv3oxV62Yh81iorkz/XoW5pyNVhTmuvnzL96MRPLvD7zJgROt/O7917Cy5mxa2uOcuIs2qes8feAEzx+uHfbU0w2DaDJFNJEcXi7f4+TzV69lXu6ltZzP8f5ESkmPP8xPHt+RMXNZVRF84o61fPKOddhtcxGHi0XTVG7fspgjde28eE6mY7rp6g3S3R9isZRz55IMIYTAYtawmDWyvWev81JKfvrAdt54uxYAu93CX33zDoonCAyMhn8gzCNP7WXvwWaqKnL52D3rKCmaWkZpjrNctOA7UyfzzJtHKch1863P3UBeVnrUx7ziLOKJFP/yqzcueM4vntnFYCjGH3zqOm7ZtGjYF2decTaf/atf8dquOrasqmJ+WS7haILn3jpKU3s/f/yZG7j7+mXD61pUmc9NV9UAZy0FwtEEP378XYrzvfzhp64bnqtYXpRFVVkuX/z2Azz9xhFWLCymKPesT5PNauYvvnwLXldavJQWeOkNhPjZEzvZc7R5WPAZhqS7P0QkmuCmq2pYOv/syK9z/z38oqoK+dnp18Trtg1ZNthGiNSxONHQyd9+/XbWLy0ffmztktIRx3uxDIZjPPX6YXr8If78izdz86aa4d8trirg1s2LRixvNmnDflZ2S1qYZnsck9r/84klk/jD0VF/pwhBWbaXr163npuXLpir3ZtjSiSSOo++vJ/ahq6MrN+kqdx9/XI+84H1WMzvp+kv04vdZubDt6zm4Ml0TVgmSKR06pq62bxq3qhlQnNklj5/mKbW9CQbp8NCMnXxdi9SSra9c5LfPrWXeDzF8ZMdeNw2PvPxTaOWWs0xeaZ0he0bCNPaNcCqmhJcDmu6lXjoZ8XCkhGpWUgLsv3HW8nPdrOkqgBFObu822mlpiKf7r4gHT1pL7begRB1TT3kZbu46aqFI9Z/7s8Zahu76BsIs7Aij9IC34hlstx2Niwvp7api57+0IhC7o3LK/C6bMPLmjSVgmw3VosJ/2Dk7IukCCqKssj1OfnlM7t56o0jtHUHMIbuIs/fn0uhoiibtYvLxj3ei6WjJ0BjWx/FeV6uXb9gwtdzulAUQZHPTYnPg91sQlUEmqLgtVtZWpLPxzes4G/vvpG7Vi6aE3tzTAkpJadbenhjz6kpXVwmQhGCdUvL+Nhtq+cExCUihGBecRabVszLaNquob2PZIbS+nNkHsOQDASixOOp4cd6+kKkMvD9fr8xpTNYjz8tnHJ9Lkzq2Xo9IQRWi4bbMdIHqXcgRDSepHcgzN/98IULavyaOvqJxpOEYwkgXY/nH4xQWZKDZRIn2Y6eQRQhyPLYLzgpK0JQnOclHEkQCI2MNI1mk6KpCooiRriQCyFYUlXI1z56NT9/cgff/802CrLdLF1QyN3XL2dBeV66MHUaTmLFeR7UyTigXgTBcILBUIwVC4tHvF+ZxqSqfGTdMq5fVEUsmRwupDerKm6bhRyXA7t5ds42nOPKIJnSeWP3KVo6/RlZf47PwUdvXU1hjmfuczoN2K1mVi8u5bVdJxkIjh75v1S6eoPo78EpEu8XFEXg89qxWkzE4sn0NbzAO2pvwMVi6Ab7Xj/Ki798i/u/9QEqFhdPy/d6zyuHeeq/XiMajoFMNyH++c++jjfXdcnrnk6mJPjOOKiLC+etowhxgWCRBukX4czzzyvaLc33oWnKcGpVyvSdu6KISc1uPxu0G3/h810azKYxPkBy+I9hrBYTt26uYevqKl7fc5JX3q3l7X31vLrzJB+7dQ0fvXX1BZHNqaBNg9hLnneyk6Q7phRFmdTrOV0oQpDjcpDjmn7D5jnmgPTN5xOvH8pII4AQglu3LGbdkvI5n69pQgjByoXpkVeZEnydfYPvybFh7xeEEFyzqZq+vhB7DzWzpKaI229aimms6/VFkErqHNt5ih3PHWDdzcupWDw9dmlZBV4WrCyno7GHYzvq6GrpI3lOnfpsYUqCL8frRIh0ajeVMoaVd7p7J3VB4XSWx47FrJGb5eTvf++u4fq2sbBaNNxOG62dAyRT+oTKvijPgyEl/kCEZCo1IspnSElHTwC71YTnEhzY06ORFJwOC3dds4ybr1rEobo2fvTwdh579QBLFxSOqLs7HznNfvOKoqAPzb08F90w6BsI4zxHfDqsZlx2K80d/ei6gXIxd0rD17m5uSlzzD5efreWwVBmDGILsl189JbVc2JvmsnxOZlXkk1dU3dGzir+wSiRWALfUP30HFceXo+dz39yC5+f5vVqZpX1t6xAKIIVV9dM/IRJUrm0lMqlpYQGwvzozx+k6zfvTNu6p5MphZNyfU4KctwcrG0jHI2n5ysOzVisbey+wKHb7bSyvLqIzt5Bjpxqxziz/Cg/ANleB1Ul2bT3DPDOgYZxl4W0J1xulovapi5auwaGfyelJBCMsvtIM/PLcsnxOad8Ajh/u2aTytrFZVy/oRp/IIJ/MDLqTFNNVVEUwWAoNub+TwWfy0YgGMUfiIw43qOnO+kPjDQ4LchxU1rgpbnDz64jTRO+nudiNmkYhiQcS4zYTqZnk84xx0SEo3Fe3VGbsfXffvUSfO65mc6ZYHFlASJDQlpKSU9/MCPrnuPKRlEUatZW8qk/u5v8spz33Q3BRUf4hBB4XVZu2bSIB57bw7/9ehuf/9BG7DYzx0538vOndmLSlAue8+m71rP/RCs/fOhtuvtCbFhWjqIK+gYiHD7ZTjyZ4pN3rsVhs+B2WLnxqhoO17XzL796g+ZOP5tXzsNmMdPdH+TIqXbWLC5j6fzCYVf3z9+9kX/+xWt8/zdv8vkPbaQg20177yD/89i7RGJJbtm0aPLeTOd9BhLJFE+8doh4IsXqxaXkZ7kwpKSpvZ/n3zpGfrabXK9z1FUV5Ljxumy8urOWDcsrKM33DvsTFZ7TMXyxXLViHr96ZjcPvbhv2LDyZFM3//PEjgvSwj6PnVs2L+JEQxf/9LNXuffGlWxYVo7ZpNHVF+RQXRtbV89nQXnuBV+A6oo8Xnj7GC+9c4Kywix8LhuJpI7DZsbjmrsYznH52HushY4MdXsW5Li4Zt38990FYaZYWJGHIgRGhjIHg5HM2PPMMTuQUpKIJYmF4+gp/YJgi2ZScXrtqGeGISRShAMR9HOaeVw+BybLhVNypJSEA1EM3cDhtSN1g0goRiqpIwCT1YTNaZ32WvuZYEopXYvZxAevW85AMMr2/fV86s9/idmkkpfl4tbNizl6umO4zu8MZYVZ/NVXbuPXz+7mgef28B8PvYk0JBaziWxvev7iGY88IQSbV1aSTOk8/MI+fvviPv7nsXcxpMRmNuHz2FlUWTC8biEE12+oJhyN88y2I/zePzyCbkg0VaEgx81nP7iBO7YumXx93CjnoEgsyeOvHuQnQ/sBabuGknwvn7xzLUvmFzLatWHJ/ALu2LqEp984wu9/55EhN3OFGzcu5M++ePPk9mcU7r1pJY3t/RysbeNz334Ai0nD67Jy7bpqaublc6i2bXhZRQhu2LCQZErnsVcO8qtndvODh98GKbFaTGR5HGxYVjHqdm7auJC9R5vZd7yVz//Vr9Mu6WaN3//Etdx29eIp7/8cc1wKhmGw71gL0aFGr+lmVU0J+dmuOcGXIQpzM9sEE4tNrn4qMBilq2eQwWCUWDyFntIRioJJU3A4LLidVrKznDgdloveX1036POH8PsjDIZixONJdD1t2G82a7hdNrKzHGR5HbNaPEgpiUQTtHUM4B8IE4unECJts5OT5aS40DdcXzdT35fOxh6e+MEr7Hv9KNFwjMhgjEgwmg5I5bpYtGE+X/3Ox8kryQag/nALP/n2w7Sc7CQSjBKPJvi7h/+AdTcvG3X9P/qz39Be381Xv/Nxju6o44VfvEV7QzeaprD86hq+8c+fImcK/oKXmyn7DBTmuvnaR7awdc18uvuDmDSV8kIfVWW5HD7ZTiKZwnxOrZiiCFbVFFNa4OVUcw89/hCGIbFZTeRnu5hXnI31HI8dRRFct24BNRX5nGrpYWAwiiEldquJ3CwX1eV5I/bHZjHxoetXsLKmhPrWPqKxBHarmfLCLKorcofFJMDy6iK++ZnrWbag6ILjWlxVwDfu30pVSc7wYyZN5a5rlrK4soDegdDwB95pt1BRlM28kuwxxaTVbOL+29eybEERHb2D6LqBzWJi3tAH8QyVJTl89SNbJhWFFEKQ43Xwzc9ez/H6tCWNqioU5bhZVFVAU3s/q2pKhv0Rz7yet25ZzLIFRdS3pidtSJmu78vLdjG/LHfUbTntFv74Mzdw5FQ7/YG0VY3LYWFJ1YX+g3PMMVP0D0apb+3LyAg1i1ljUWXB8KjBOaYfr8uGxaxlxEoHIBofX/ANBCK8taOOPfsbaW7tp38gTCSaIJk0UFWB2aThclnJ8jooyHMzvzKP9avnMa88Z9yacikhGk1w6FgrBw63cKqhm57eIP5AhEg0MSz4rBYTWT47BXkeFi8s5LYbl5GfO/G5v98f5vFn9zEYTJdNLVxQwG03LJ2U0Dp+soPX364lPvTa3HTtYpbUFI37XMMwOHysjedeOczJU1109waJRBMoQuB0WinM97ByWSm3Xr+EspLsKfnkPfLUXlra+sdd5vqra1i+JD2KNBKM8ct/eJI9rxzmzs9fx4LVFYT8EV745Zsc23mKe75xC2tuWIrvnNezZEE+n/vrexnoCfLOs/t4+dfbJ9yvgd5BHvm3F+hp97PxthU4vXYGeoJEQzGcHvtFH+ds4JKMpTwuG5tWzrvg8fXLRm9eEEKQ63OS6xs9/Tna8kV5nmET4IkwmVSqy/MuEIPnU1mSQ+U5gu5cygqzKCvMumA/sr2OEa7iF4PVYmLdOA0dAIU5bu7YumTS60yLPidXr77wtVxUWTAiAnoGRQhKC3zDI+Amu50sj52ta+ZP+jlzzJFp2roG6OgNZGTd2V4HVaW5c96QGURV06U4oQylXmNjCD4pJe0dA/z7j1/n4JEWItELI8SplCSVShCJJujqHuT4yQ627zrNoaOt/MFXb6SowDvmdptb+/jef7xEU2s/wVBsVHsYw9BJJnWCoRhNLf3sO9TM7n2NfPVz17B00fg2IaFwjBdfO0pXT7pG8YatNdx6/dJRs0vn09LWz7MvHSI01FRZXZXP4oVFoz5XSkkypfPyG8f49W930t45MCJtaiAZCEQYCESoq+9i38Fmvv75a3BNoTFy+85T7DvUPO4y88pyWLa4BCGg4WgLR3fUsXj9fD76x3dgsZkxDAOTVaPpWBvJRIp5S0pGvI4Ot51F6+ejp3Q6m3uBiQVfZ2MPOYU+fue7n6C0uhDVpJJKpEjEEliv0JvBOSfROeaY44oiPcx9kF5/eOKFp0CW2z6qR+cc04nAZs3c1JKxIoeDwSj/55+f41hte3ovhCAn24nPk/Z9U5T0DPBYLEkwHCcQiBCLp0ildArzPRTkjR+Fc7tsdPcGGRjKhpjNGj6PHaczPSdWVRRSukEwFKOze5BEIkUyqXPkRDs/+vmbfOt3b6W0+PKPEJMS3nq3jh/+dNtwNFFVFbKzHGT7nJhMKqmUQTAUpasnSO2pTv7+n59jw9rKi95WUYGXPn+YZFInldJJJHVi8eSYafnB/jDJeIrc0iwsQ24UiqLgy3Vjc1npaemb+oGfg6qpXPvhDcxbWjrcqa/azMPbvBKZE3xzzDHHFYWuG3T0Dk6YtpsquT4n2VdoyuZKYjKm+lNlrJq4l14/Ru2pTiBttXXjNTXcct1SKsqz8brtaJpCPJ5iIBChvStAQ1MPdfXd1Df2cN2WmhGlQaPhdFq47YalPPXiQZbWFLN0URGVFbkU5nvI8jowm1Xi8RRtnQNse+ckz718mN6+EADHazvYta+BokIvmnp5BV9ff4hfPPjusNgzmzWu3VTNzdcvYeH8fBx2C7F4krZ2P+/sPs3zrxyhs3uQF189ctHb+vwnNhMYjBKNJojEkoQjcQ4cbuGFV48QHUX05ZVkYbWbaT7RTqA3iCfHRSqp03qqk2B/mNKFF5ZqTQWn10F2oe89Zct0RQq+YXuQkY8O/19c8OfQ47OsAPtijuPcf8224xiLc61bxjpGGO0Ir9xjvZjP5JVybLONWCJFa+dARtatKoLifC/aNLj6zzE+mTDLPsNodXbJpM6ufY3DadYFVfl8/hNbKMwf2UBitZoosHooyPewalkpoXCcPn9o3FTuGTRV4c5bl7NudQWF+R68HvsF33ObzUxVRR4lhT5MmsoDj+wkGkuS0g1272vkjpuXoamXL4okpeTpFw/R1Ho2UrZxzTy+9vlr8XnPHo/DbmFBVT7lpdnkZDn58S/fxh+IjLXaMcnOcpKdNbI0ydAlr755fFTBV7qwkKvuWMVzP93GP//O/7BgVQWDvUF2vnSI8sVFbLxtxUXvw2iomvKeOw9kXPDF9RSdkSBxPXXB71ShUOhwYdcm/nBLKUkaBgOJKD3REEf6uzjW38WpwT56oiGCyTjRVBJVKDhMJjwmK0VODxUuHwu9uSz05uKz2HGZLDhM5ozOcpyIaCqJPx6lLxbmSH8Xx/1dNAX9dESCw8cBYNNMuE1WCh0uSh1elucUstiXT7bVjtdsxarNvkHu6fdJJ5iME0om6IoEqQv0UhfopSUUoDsaoj8WIaonSRoGqhCYFRW7yYzPYiPP6qDE6WWeK4tFWXnk2Zw4TRbcJgtKhmb+XgqGNAgmE/jjEU74e9jf28bpQB9NoQGCiRjRVBKTquLUzOTZnFR6slmWVcCKnCLyrE58VhsmZfSTihBc1s/pbCWZ0unuD2Vk3YqiTN6+6T1AIpWiNxwhlkhhINEUBY/Nitdmzfh3LZ688JowXVhHaR4IR+IEzzHpnl+RO0LAjIYQApfTOunaNCEEWd505+34600Ly1tvWMobb9dyurEHgNrTnaQu8xxg/0CEN7bXDtfsOR0WvvLZa/B5HRfU+wkhsFhM3HzdEvYfbuHVN4+P6kc7nZgtJj72x3fScrKD+sPN9Lb7cbht3PTxzdx4/6b3pb/eZMm44Ds92Mf/eudZjvm7Lvidx2zl+1ffzZbCCxs/ziWh69QFetnWfpq3Oxs50tdJMDl2sW9/HFoIcOScbdpUjQp3FsuzC1mVU8xCby6LfHmYFXVGPhxSSvpiEQ71dbCru4XtnY2cCvQSG0UInyGQiNFJkJOB9MmAOrCqGjW+PDYVlLM+r4wV2YV4zJk/OU+Ebhg0Bv3UBXqoHejlUF87x/09dEWDF1j0jEosTFNw5DxURQhKHV6WZhewNreE1bnFVHtyZoXQlVLSFQ3xTmcjb3c08m5XE52RMcxek9BHhKbQALt7WnmIgzg0M0uy8rmxZAFXFZRT7cnFfN6cY1UoWJQrMgifUZIpHf9gZur3FEWQlzW5prIrnUgiyaP7jvDIviO0+APohoHTYuEzV63mi5vXTqoRYKpIKTM2IQUYVaCpqoJ6TnqurXOAeCKF1TK987wvZl15OS5Ki7OGBd9gcPRGj5nk0LFW/ANnv1+bN8wnP9c97ufBbNa4YWsNb75zkkQyM53X5/Luc/tpPNbG7/5/n2btTcsmTLXPkeayXk1CyTiRVBIp5ahfEikl3dEQvzi5l9fbTnNyoBddTu3LENVTHPd3c9zfzZMNR6lwZfHT6z9Cvi3zJ/ekofNicy2PNxzhcF8nvbHwlO1GY3qKA73tHOxt5zHbEVbkFPLhquVcVzx/xqNBEoimErzb2cTrbac50p+OVAYS0WmxUzWkpCnkpynk58XmWirdWazPL+P+Bauo8V5oEj1TxPUUr7ed5oG6/RzobR/35mMswqkEu7pb2NfTxnxPDreWLeRT1avxWc6OgzIpyqSi3+83UikD/2Bm5rAqQuB1vT/q9/Y0tfLjt/fgslr45k1Xk+WwEUumKMvyZrxuKRpLEsmQhyKAx3mhKbzDbqawwMvR2nakTNuU/PaJvXz83nU4HVMfu3mp5OW6ECLdKKHrRsasaiZLY3Mf0ejZVOrq5WWT8glcuqgYs0mbEcF38M3jCAEWmxlpyCnODHv/cVkFny4lfbEwBhL1vPEWSUPnUF8Hf7nzRU4P9pE0pu9DFNNTmBQFyxiptOlASokuJacCvXz/yDu82V4/JWEw5vqBzmiQrpYgO7qaua2shq8u2UiJ04MqMvfpP5Na98cjvNxax2/qDtASGiCcSkwukjdFUtLgZKCX04P9vNhcyzeWbea+ymXYtOm9Ox+PMzcg/3VsJ4/VH2YgcekRipQ0ODHQTf1gH2+0nebv1t/MIl8emqJiUlScpjnBdz66YWTMzkOI9Czv9wOHWjsJRGN87Zr1fHjNMhQh0jdqMzA1sa1rIKM1fL5RpgApisKtNyxh+65TRCIJEgmdh57YzZ4DjXzojlWsW12B22lD05QZvZm0WEykK3vPjq68XMTjKTq7A8Oi02YzUVTgnVS01+mwkpvjItSc2Skn0pAs31LDm4/t5v98+j8xD3V7ayaNvNJsrv/IBq7/6KbhbtrwYJTXHn6Xun0NBAcitJzsAOAXf/8YL/3qbexuK9Wr53HbZ7YOT+a4GHpa+3n5gbdpO93FYF+I+iMtSEPy3S//GG+uC7vbxoZbV7DxtpWXPRN32c9s3dEwhpSc25QUSSV4tukE3zu4ja5IZmp1NhVUYDOZM/YGxA2dZxuP8+9Htl+QqpxOJOnU70OnDnB8oIvfW7aFa4oqMyb6UtLgqcaj/OeRd2kM9s/EtWEEujToiYX5h32vcSrQyzeWbibXNn69zHQgpaR+sJ+/2/Myb3Y0TPv6E4bOgb52fuetx/njFddwa9lCTIqKyzw9fk8n67vo6A7MyMVcKIKFVfnkZ6gWzjBkxqIIQoiMdo/OFqSUBGNxdGlQmuUd9hwUw39kltOtvRkTNg6bGZdj9DKXNSvKuffO1Tzx3H6CoTjJpM6Juk7+4V+ep6wki+uvrmHl0lIqynPwum2XfF4xDINgOM7gYJRIJEE8mbZh0XUj/WNIWlr7mZEv5iSIxhKEQmcFm9dtx2ab3E21EFCQ76ahuffsY9O8f4ZucOpgE8d3n2bBqgqcXjuaSQUEqaROb1s/P/yzBwkPxrj3d29BCIGhGwz2hQgPRlEUQXlNEeU16U5eKQ3CgQiD/aERtYcLVpajmTW8kzDDTiZSBPpCxMJxzFYTNedY0+gpnWB/iNDAxTezZILLfmbrjYbQpeRMVVbKMHis/gjfP7ydrmhmxJ5dM7E8uwBzhiJ8oWScX9Tu5cfHd+GPZyb1dD4SONjbwV/veolvrryGOysWZUz09UbDNIX8l/UUFdNTPHL6MIoQ/Onq67Gqmf0oH/d38539r/N2BsTeubSEAnz3wDZ0aXD3vKU4hxqMLjV6+uSLh3j65YMZL6iGdIfkn/7uLdy8dfpH70kphy6UmatzutxjrqSU1Pf2s6O+hY5AEF1KvDYrZVleVpYWUuB2jrgAx1Mpajt7OdjaQedgCN0w8NqtrCgpZFVpEdYhASul5N36Fo62d9EfibKjoQXdkPxm10FeP1EPgMtm4ZPrV5LtHJnWjiaSbKtr5GRXD9Fkilynnasqy6jOz5mSQfWJhq6MZQTyslzjvocfv2c9udkunnzhAPWNPcPfiebWfn7+4Ds843NSU13ApvXz2by+Cu8ULHoikQRHT7Sx/3ALrR1++vpDDAZjxGJJ4om0r18qZZAaEn6zhWRKJ3FOM43FoqGpk79O2s/zqJvud7i/K8CD33uGzsZevvmjL1IyPx9tqEEnlUhx+lAL//tT32ff60f5wJdvwGw14fI5+MSffGDS2xBC8IGv3Djp5Ysq8/jaP95/0cdyObjsgq8nFsYwDFDTNVsvt57kewe2TUu6bCzKnT4qXFnTXvMmpSSSSvI/x3fz4+O7LiqFK0jXD4lz7okkaWOPizkxtoYD/OP+NzCk5APzFk+76NOEwubCCh5vOMLJQO/ETzgPBYEQnHecafuSi70ARPUkD506SI0vj49WrchIlE9KSXtkkH87vJ13Opsu6gQmECijHKsh5bjraQsH+M6+1ymyu3FoFiyqNty5PQckMljjJCUjLngzTVqUNfN/nnudvnAUKc98OwQWTeVDq5bwhzdsHv5EpQyDpw+d4Edv7hqO2EmZPne4LGY+vm4Fn964CpvZhAT2Nbfx5qnGdKdzMJ1dOdHVS4s/PbUk22nn3tVLRuxP12CI7778FjsbWkjoOgKBlJLH9h/jK1vXc+uSBWjK5NOg4Wic2saujN185Ge7xhx1KYTA4bBw+03LWLuqgpffOMrTLx7CPxBB19OvXW9/iLd3nGL/4RZefO0IH/vQOtauqsCkTdzgp+sGJ+o6+fUjOzhxspOBweiwoBMivX0xFEZN/z/dKJTJ9PYwk9jE+TWEmqZeVD1nOj2dOQK9QVrruihfVERpdSGaKf2eSCnRzBo2lxVFUdBMKsosnk98ubjsgq8rko7w6dJgZ1czf7v75XHFnkXV8JqtuEwWbJoJs6oNR+rieoqkoRNOJQgl4wwm4qN2wS7w5lDq9E77sSQMnZ/X7uGHR3cQ1Se+QDs0M7k2B/k2J/Pc2ZQ6PWRbHVhUFV1KQsk4HeFBGgb9tIYDdEWD9MeijC8XoCMyyP936C08ZivXFE9velcIQbU3l61FldQP9pMap4lGQeA0mfFabHjMVnKsDkqdXgrsLnwWGxZNI6nrDCbj+GMR6gK9tA5Zt/jjUYxJnKFieorvH97O+txSKj3ZEy5/scT0FD848i4vtdROSuxpQiHX5qDI4WGhN5dylw+f2YqmqMT0JL3RCI3BfhqC/fREw3RFgyRHiVb1xMJ8e/dLbMwvQ52zGBiBmsGGAokkMobD/0wQS6b44Zu7CMYS/L97bmXDvPSIqDb/IDsaWlhZWjgiTaYKQU1BLh9bt5x1FSVU56VHRu5oaOavnnqF3+47wpb5FSwpykMAX79mI1+7ZgMA33lhG7/ZfYi/+8CNbKgoGV7nuTfCwVic/9i2g20nG/jC5rV8ZO0yPFYrB1rb+c4Lb/KdF7dRmeNjceH44yzP5URDV8ZsdQDmFWePO+8W0mM4iwo8fPqjm/jAbSvZtv0k27bX0tTaz0AggmFIwuE4B4+0cqy2g499aD0fu2cdTsfYJRaGIdm+6xTf+4+XhydtKEp6kkdOlpPiAi/FhT48HhsuhwWrzYTNYuK5V46MsEHJFLohJ0yjK4oyQiwbunFZawrPx53lpKgyj/1vHOOFn7/JgpXlQyPP0sbLz/9sG3pK55p7N6Bqc4LvfC674OuJhdClQeOgn387vJ3uMdK4hXYX6/JKWZZVSJUnixKHlxybA5fJkk4pDPm/hVMJuiIhWsMBmoN+agd6OObv4nSgn6iexKpqLM7KxzlNtVHn8mrrKf7r2M4JxZ5F1bi6cB5bCitYnVNCtTcHyzgpSUNKuiJB9ve281ZHPa+1nR7zdTpDS2iAfzn0FvM9OZS5vFM5nHH3/5bShTzTdHxUKxKfxcaSrHwW+/JZ4Mmh0p3NPLcPj9k2blTVkJKOyCAHe9vZ1t7Ay60nJ5US746G+O3pQ/zRyq1jetpNlZdaTvJI/eFJib1Cu4vbymq4triKldlFY9bfSSkJJuOc8HezvbOJV1pPUjvQg37eifWMf+EcI7mYFNPFIg3JYGhmyjBGI6nrxFM6Fk2lLMuLRTMhBFTmZlGZm3XB8kIIlhbls7Qof8TjW6oquGXxAn6z+yCBaGzYCUGcU6R35v+KEKOmZaWUnOzu482TjayrKOELm9diHhJSq0qLuH/9Cv73s6/zzKETkxZ8Kd3g0Mn2KRn0TpayQh/aJC72Z44/y+vgQ3es4qZrF3PwSAt7DjSxc289bR0DQNqw+aHHd2G3m/jwB9ZiMo3++atv6uGHP9s2LPY0TeHm65Zw7eZqFi0oxOUava5wz4GmqR/sRZBIpCaMJJo0BdM5NayJoXrDyRLOUDPVGbKLvNzzjVswW008/C/PEY8mUFQFKSVWu4Wy6kI+/RcfYuuH1l32BonZyGUXfL2xCMFkgl/V7WNfT9sFF1anycyHq1Zwe1kNVZ4svOYxCmmFSEf7VA2fxU6NLw8pZdr8Nxrk9GAfr7aeYl9PG6tyiqe1mFRKycmBXv7l0FsEJkhFlzg8/O6yzVxTVEmuzYEyieibIgSFDjcFdhdbCiu4s2Ix/7jvdQ73d477vCP9nfzn0Xf4+/W3Tvsg+OXZBazLLeXppmNA+hKy0JvLnRWLWJNbSqnTQ67VgfkiausUISh2eCiyu9lcOI9riyv5f/vfoHGCppekYbCzu5nm4ABV0xTlk1LSGg7wX8d2jmoafj6LfHl8e+2NLMsqxDFBZ60QArfZyrq8UlblFHNLWTW/PrmfR04fIjGN3ejvRYQQqKrAbFIz0rihG5L27sC0r3eyOC0Wtswv53+27+Evn3yZW5cu4LYl1WQ70nVkY9lXDf/7nMfLsjzohiSpT+11MoZqCbuDIb4yfz2qcraWVAhBkcdNlsPG/paOSa1PSkmvP8T+4y0ZS8s77Rbys91TKtdxOixsWl/FquVl3HrDUh55ei+vvHFsuEno1W0nWL9qHvMrLxS3hiF5ddsJuroGhx+75bolfOWz1+BxX9gxfC4zYcMipSQUiU8o3iwWE3bb2bTsYDBGLJ4a0zpt5DYgkCG7pDMoisKyTdWULiigp62faDiOoRuomorNacGX5yYr3zsinSvPaz2/3ELwcu7PZRd8cT3Fb+r288DJ/SOsVzRFYbEvj79ZdzNLfQUXVSNyBiEELrMFl9lCpTub64qqiOkpbNNs3BtMxvnRsR2cHhx7aLOCYG1eCX++5gaWZuUP1bJd/PG4zVY25Zfzo2vv5S92vMCbHQ1jehNK4PnmE1xXVMXNpdXT+sEyqxpfWLSO/b1tLMnK56PzV7A+rwyLqqFe4kQMIQRuk4VbSheSa3PyN7te4ugoxt3ncirQx4mBbirdWdNynCnD4LenD3FqggibKgTr88v4vxtuo9zpvahtCyEwqSqLvHn89dobKXF4+P6R7UTm6vXGRVUVXHYLfRmIEumGQVN7/6QucJlAUQRfvno9XpuV3+47wg/e2MkPtu3i5kXzuWfVYmoK8jCpZ8+FUkoGojF2N7byem09Db1+QokEiVSKQPRMtGVqKTlDSnqCac/Q7770Jv/y6vYRv9cNg3hKxzTJWikp4UhdOwdr26a0P5OhOM9DXpZzyu+dEAK7zUx1VR6/+8XrsFk0nnrhEFJK2jr8nGroHlXw+QNh6uq7SA0JKo/bxt13rMLtGt/fT0qJfyA66XRu+obnbITRMCSGYaBMkNkwDElXz+CEN0k2q4m8HBeqKtB1STAYpd8/OZNz3TBoaeuf1LKXglAEvnwPvnzPpJaXUvLagVN09A3y0WtXYL7sXfiS2pYeXtlXx8evX0m22zFjW77cRw7AD46+O+L/FlXj5tJqvrliK6UXeREdC+WcCOB0okuDbe31bGuvH7fpYGlWPt9eeyNLsgoueZtCCApsLv5s9fWEdr3Anu6WMU/pwUSc354+xOrcEnJt0/vBWpZdwH9fex9VnuxpT6UKkW51WJ1TzNeXbuLPdz4/bvQ0mIxzzN/FDSULpqVjt26wl1dbT00YcVvky+dPV1530WLvXMTQZ/Pzi9YRTMb52Yk9k6oBfb+iqQoupzUjgs8wJE0dfsLRBE779Jd9TAaLpvLJDSu5ZfEC3q1v5u3TTbxxsp43Ttbzv266mtuXLQTOir3vvLCNbScbWFVWxMZ5pWQ57Vg1jd2NLTx9uPaS9kUbygxcVVlGaZZnRAPSGby2yZkWByNxHn7pAPEMGvMW53nJnYZJKUII3C4bG9ZUsm37SQYGo0RjSYKh2Kg3A5FIgkj0rJF0Yb4Hl3PiCUiBwSit7ZMXSaqqYLWePb9FY0ki0QTuUXwHz6XPH6J9KEU9HkIIykqysVnNhMJxJLD/cDMb11VOWBfZ0NRLKJzZlO5UCMcTvHO0kURSz6hX7GQxpGTn8WYO1Xdwz5alM7rtWSH4zkUguLpwHv9rxTWUOD2XPfw6EYOJOE81HqU/PvbFx2Wy8M2V106L2DuDEIIqTxafXbiGuoGeMRtdJHCgr50DvW3cWLJgWl9PRSjU+CZfrD21bQhuLJnPM00VPN98YtxlTw30EkslL1nwpQyDvT2tE0b37JqJzyxcw5Ks/Gl5Xc2KyieqV3HM38W29vpLXt97FU1TyfY4aMxQNKG7P0hzRz+Lqwozsv7JIIQgz+3kgysXc31NFW+crOf7r+/gx9v3cOvS6uFGnhOdPTx/5CS3LFnAH9+0hXxXOrqlGwZ94UsTxKqiUORNp0c3V5Xz8fUrLsnZ4KV3jnP0VPsl7dN4mDSVeSXZuKZRqCuKMjy2S1XE2HYvU3hZpIR9B5vp7h1jJOMomE0qPo8DSJ+bevtCdPcExxV8UkrqG3s53dAzqW0sqSnC7bIOi7ftO0/xyQ9vJMs3dsBASslb79aRusxTQs5HShgMxzjR0k1lwfQ39U0FXZfsrm2+LNuedYKvwuXlb9beRJHDPevFnpRyqMFg7IuzQPCJ6lWszy+d9u0rQuHGkmoebzjCK62nxlyuLxZhW3s9VxWU4zRdnqjFpWBWNT5Xs46XWmovaGw4l4Zg/7iziSeDHOqOfr7pxITRvXV5pXygYvG01UcKISi0u/lw1XIO93XQP0MejlcaZk2dlijOWHT1BznZ1ENNZcGMjytM6QbxVAqTqqKpCooQOC1mlhUXkO92UtfdNyJD2x+OktB1KnOyyLKn6/wMKQlE42w7eWmekQJYkJdNdX4Oj+w7wk2L5uNz2NAUBUPK4ZSu1aSNW3IjpeREQxcPPLcHPYP2Iy6HheXVRWPOVY1EEySTOjarCZNpfIsVKSXxeIoTdR3DTRgup5WcMdLFTrt1RAdve2eAgUCEgrzRr2NSSk439vD4s/svqu7NbrdQXprF3oPpRo/m1j72HmyirCRr1GOSUtLXH+KxZ/bRPzC51GxxoY8VS0to70zXsnb1DPLAo7v48qevHnUbhiE5frKDN989ia5f/ggaQDyZYtuhel7bX8eJpm7a+gI0dfnZf6pteGqI3WLm13/28eEmFSkl/cEIbx1q4M3D9TR2+dF1gzyvk2tWVHHb+oVkuewjyin+9bG3aO0N8If3bqV7IMQDr+2nvr0PTVVYs6CEz922nlyPA90wOHCqnafePcrJlh7qO/oQiuAL33t4xPXjv/7oPgqzMqd9ZpXgs2smvrXquitC7AEYSH55ct+othpnmO/J5q6KxRkzeTarKp9euJbX2k6PG65+u6MBf2wjDi1z00UyySJfLlWebE4OjB1164qGpqXpoT08yN6e8euMzIrKlxatn/ZUtiIE1xZVUe3NY0fXzHTvXWlYzBoled6MrT8aS7LjYANb11SR5Zm5+hqA2q4efrJ9D2VZXubnZuOwmIkkkrxZ18Dxjm7uXF6DOMeWpio3i2yHnWcPn6DI4yLH6aA3HOb5IyeHPPOmjhCCqtws7l+3nO+/sYOvPfAkty1dSIHbSTiRoG1gkL1NbfzRjVtYXVY06jqklHT0DvLfj7xDZ+/gqMtMF/nZLpaME5Xde6CRBx7dxdJFxaxYUkJ+rhuv147TYcVsSvvNpXSDSCRBnz/Ejt31PPL03uHz6rzyHBZU5Y+6bq/HRlVFLnsPNJHSDQaDUR58bBdf/NTVFBZ4h61OdN0gMBil9lQXv3joHY7VdmCzmohO0grIZjWxfHEJr755gsBglERS5zeP7cJmM7N+9Tx8Xjsmk0oyqTMYjNLS5ufhJ3azc28DZrNGMqlPwppF8PF7NrBzbyP9/jBSwjMvHsRiVrnxmsUU5LuxmE2kUvrQsXTym8d20djch9WiEYufveke7/OXTOqEwnESyRSppE5yyIw6mdJpaesf0WDS1jnA8ZMdmE0qmqZiMinpvzUVu82M1TpyGoiUklRKJ8ftYFllIV0DIfJ9LjbUlA4LLLNJQ5wjtgxD8sq+On71yj5yPQ7mFaS74tv7AvzbY29xsrWbP7zvGnznzGkOhGM0dfl5/O3DvH24AbfTSnGOh0g8SVO3H+s5Hd1JXcdls7ByfjGtvQGcNjMbF5XjsJ5t8rOZM+tjOKsE3zVFlWzML7tiBElTcIB9Pa1j/l5BsCG/jAqnL6PHtDyrkGKHm5bQ2N2FLeEApwK9lDgnV+g629CEyvKswnEFXyiRIKFPrqNsPN5oPz2hcFyWXTCtKfpzcZjM3FJaza6u5kl5Eb7fMGkqhbmejHXqAuw73kp9ax8+t31Gz0c+uw2nxcLTh07QH46iSwNVCEqzvHxk7TLuX79y+CIqhKA828vv37CJR/Ye4R9e2IaqKPjsNm6oqeL+9Sv4k8devKT9Makqdy1fhNNq4ckDx/jZu/sYiESxmDTyXA4WF+aR6xpdFEspicQS/PrZPew93pJRnzkBXLVi3rh1lxLo6ApwrLaDp54/QGG+l7xcN1k+O1aLCVVVSCZTBIIx2jsGON3QMzzRxemwcNetK8gfY9SWEILrrq7h1TdP0NWTFrbb3qmjfyBCzYICsn0ODAmBQISWdj9HT7SnI4D5Hm65fgm/fOjdSZkvCyFYvrSUlUtLefPduqGmjwj/+ZPX2ba9loI8DxaLRjyeorc/RF19N339IZwOC1s3VfPOzlMMTCKiWFLk4yMfXMvPfvMOsXiSaCzJw0/uYff+JuaV52C3mUkkU/T0Bqk91cVAIEJejourr1rAo0/vG/Gaj0VdfTePPr03LVwTKeKJ1PDfoVB8RE3kc68c5u0ddVjMJsxmFbNZw2LWMJs0rt2ykBu21qCdU2NoNZu4fcMibt+wiNPtfbxztJHFZfn8/j1XYx1DVKmqwtZllcwrzKY8z0vO0M3eqbY+/uYXL/LO0SY+dt3gCMEH0N4bYMfxZj5981quWlyO3WomGI3jH4zgsqfrW1VFYeOicjYuKieeTPH24XoKsz186fYNFOXM3DV51gg+11BXpts8uQLgy42Uktda6winEmMu4zZbWZtbMu1dwedj1TTW5JaMK/gMKdnZ3cw1xVUzMSpz2tEUhfmenHGXMZDT0uzwZvvEqbDriudnNFp6c+kC/mHfa3M2LaMghCA/20WWx5GxqNFgOMZvnt/L8upizGP4rmWCAreLP7xxM5/ftIZ4KoUhJYoQ2C1msh02bKaRkQybycTdKxazpaqcUDyBISU2s4k8Z3q+9C8+92EK3KOnvz+/eQ0fWrmYsizvuPtkM5u4dXE168pLGIzFSeg6qhBYTRpuqwW39cJzdnoEnuTnT+7i2W1HiCcyO73EZNK4dfP4o/zO9RuMxVM0NPeOmPs6GkKA22Xjq5+9hqs3Lhh36kRVRS5f/NQW/vk/XyYaSyKl5NDRVo4cbxsWI6mUPizsCvM9fPkzW1m/uoKXXztKe9fk7ICyvHY+94nNtHcOcKqhBykl0VhyTD8/q8XEB25bwX13reF4bcekBJ+iCO64eRmBYJQnnztAJJogkdCpPdVJ7akL7cDy89x8/XPXUlzk4+kXDk7qRqyvP8TOPfUEJ9HoEQrFR8z4PZeykiyuu3rhhOuYDIXZbgqzR4r6qqIsNi+p4Kcv7CYcS1wQUEikdK5dUcWNa6qHfSotJo2cGey+nSyzRvBVe3NYkVM04zUzUyVh6Ozoah43nZtttbM8uzDjEQJVKCzJKuCJhqPjLjdRmnI2owjIsozfiQYQS13ahaUvHqEuMH5xs9dsY3lW4XAHYybIsTpYkpXP/t7MFblfyRTneSjIcWc0TbjjYAMvvH2MO7YumbH5uooi8Nlt+OwTf9bPYNZUiryjR54W5I1dqF7gdlHgdk16v3JdjjGjeecipWQgGOWBZ/fw4Av7ZsRnbuuaKgpzxh90v3RRMffft57X3qql3x8mEk0QiydJJtMiTEqJqgpMmorNZsbrtrO4ppB77lxNZXnOmLWBZ1BVhRu2LsLrsfPQ47tpaulnMBQlmdRJJlKoqoLdZsbltFJdlc9nPnYVlRW5SCm59cal7NqXvtGcqBtWCEFFaTbf+et7+dXDO9h/qJn+gQjRaGLIFkZiNmk4nRbyc93cc+dqrr+6BkURbNpQhcNhASQ+79jvpRACl9PKFz6xhfnz8njkqb10dQ8SisRJJlMIBGaLhsdlY+GCAu6/Zz0LFxQwEIiw5aoFdPcMYrOax4ymAbhdVhYtLBwRyZsKBfmeadMNUkoi8ST9wQiRWPr1TKYMYokUEkb1MfQ4rMwvzpm0PdHlZFYIPgXBfE8OxY7xv7CziabgAG3h8S82eTbnjKRQVSEom8SouPrBPhJ6CmuGI46ZQCAmNR3lUtvuj/u7J4yqlTq95Nun7vU1GRShsDKnaE7wjUGOz0lZoY9DtW0Zs1rQDcmvn9tDWZGPFdXFV0ypyeVESklbd4BfPL2Ll985MSNiz2m3cNuWxRNO1/B67Nxz52puu3EZza39dHYH8A9ECIXjadEnJWaTisNuITfHybyyHIoLfRc1S1ZVFdavnkfNggJqT3XR1NJHMBTDMCQWi0aWz0F5STYLKvOGGyCEEHzmY5v4zMc2TXo7Qghyspx844vX0doxwOn6brp7g8O1gG6XleJCHzULCvB6zg4r+PKnt17UNkwmlRu21rBmRRlHT3TQ1uknFI6jCoHHY6eiNJvFC4uwWNJSIsvn4K//112TWv+KpaWsWDr9zYxTRdcNjjZ18vyuWo40dhCJJdFUBQH4w2NHRU2ainmCJqDZwqwQfBZVY4kvf9oL4DNJS8iPfxwrFkG6YWOmjsllsmBRVOLjiJVoKkVPLJyROcIzgUXJ/Me1YbB/3KgtQIHdSbbVntH9UISg2pNZy5srGZOmsqK6mJffPTHpgvep0NLp52dP7OSbn72B4rzZbxN1uTjTCHCioYt///U2Dp/qmBGxB7ByYTHVFXmTem/OGCvXLCigZkFmanAhnQZet6qCdasqMrYNSFsUVZRmU1GaOcsRIQQ+r4MtG+dnbBuXGyklnf4g3334DTr7Q3zqptUsrSjAajahCMFzu47zq1f2jfFsMao/5Wxk1gi+am/u5d6NSSOlpC08OK4RsBCCea4LZ19mAiEEmqJg1UzEE2OfZA0knZHgFSn4hBBT8rq6WJqCflITRPgK7C485smn3KaCACrdWShCzAqz0NnIhmXleJy2jAo+w5DsOtzEP/3sVf7k8zdRkOOaE33nIaWkLxDmpXdO8MBze+n1jz/nezrxuGzctKmGnHHSk3O8vxEiPZ1DN4xxG4eONXVyrLGLL92xkY9csxKrOS2PkufUXU7bPikCQxpk0KVoVGaF4DOryhUlQpKGQUdkcHzPNwknA708dOrgjOzTZISKlJKB+Pizft/P6EPv63hef2ZFJdfmyGj9HqQFrsNkwmOy4k/M+fGNRo7PyaYV83js1cx+xwwp2XGokX/48Yt8/WNbWVCWO2M1fbOdwVCM/SdaeeyVg+w91jw8WmwmECId3du0Yt6cCH8PI6VkINlNW6QegxT51nJyLcUoYnLZM5Om4nVYOd3eR/dAiLIhS6dESsesnU3FCqEgYbgxAyCWSHHwdDtvHDw9bccjgFyPg46+IM3dfoqy3QgByZSBSbv4EbIXw6wQfJqiZjxFNp3E9CR9sfFd7A0kD546wIOnDszMTk2S+GUe2RXTk/THovjjEQYTcaKpJJFUgpieImHoxPUUCV0nYaSI6zoJXSdupEjoKZpDAxndt6ienHCOrUlRybbMTDTBrGp4LHOCbzzu2LqEZ948kjF7lnPZc6yF7/zkZe6/fS3Xrlswo927s41kUmfXkSZeevcEuw830T84/WPuJsJhtXD/7WtwOa4MZ4c5pkYw5ef1rkc4EngXQ6YotS/k7pKvkWWe3IQjn9PGuoWlPPrWYf7+169QnOPBkBJNUfjLT944vNz8omwqC7N5fvcJBkJRvE4bfYNhGjr7Wb2gmE7/5CeijIeqKty4egH/+tjbfP+J7by4uxZFESRTOt/8yLV4nZnLHs0KwWdTTRkzJs4EcV1n4AqcgiBh3Bq/admGlKSkQULXCacSNAz2c7C3g9qBbuqD/fRGwyQMHd0w0KXEQGLIdKhdIjGkRA6tJ/3/9ONy6PFMEk4miE0o+BTclpm5wJgUFYfJPPGC72PmlWSzeVUlr++qy/i2DCM9MeL//fRlDtS28um71pPjdaCqmb0rnw1IKdOmxLEEh2rb+e1L+zle30k4mrgsJQeKENx380qWzh/d8HmO9w49sVZOhQ4SN9I3FQ3hI7RHT5NlHt0E+3wcVjOfu3U9XqeNV/fV0dTlx2mzsKTi7POFEJTmefnbz9zMw9sOcrihA12XVBZm8Qf3bMVhM3OipQfTeY1BdosJt90ybKw9GRQhuHNjekLTszuPs+N4EzaLifJ836TXMVVmheCzatoVdcJMGKlx6/dmM5k6ORtS0h0NUT/Yx6G+Tt7tbGR/bzvB5Owbpj0WkVRywtFsqqLg1GZGhGlCwT5D27pSsVlM3Ll1KfuOtxIIzsxNWCiS4LFXDrLjYCP33rSSDcvKKS/KmtBO40okpRv0B8K0dQfYe6yFN3bXUd/aO+01TReDELBqUQn33bzyojpo57gySco4SePsdUQiiRtR0iGMyTXq5HocfPmOjXz5jo0X/O4MqqKwuDyfv/n0zaOu56G//OQFz/3mR66d9HGc+zynzcKHr1nBh69ZcdHPvxRmheAzTTIXP1vQDYP4Jc5sfa9gSElbOMCrrad4q6OeQ32d9MYmN7NxtqFLY9z6PUh7HlrVmfnaqEJcUZHvy4EQgsVVBWxYVs7L757I6DSH82nvCfCDh97ipXeOs3F5BVetmMfCeflYzSauoPvXCzAMgx5/mNqGLo7Wd1LX1M3Jpm56/bPje12Y6+GTd64ja4anoMxxeXBqXpyal4ieTqlaFQfZ5iIupotvsp+Ti/08TfXzd7k+t7NC8F1pGFKSfJ9PQJBSkjB0Hjl9iAfq9tMY9E9Y/zbb0Q05YQRUQMYbNoa3JQTq3AVtQrwuG3dsXcL+4630zGCHKKQjYLWN3Zxu6eX5t49TnOdh65r5XL2mkrwsF6qiDEehZos4OVOQLmX634aUxBMpGtv7OXCilYO1bbR2+RkIxhgMx0Y1m71cWC0m7rtpJWsWl05ohDzHe4N8azlXZd/O9t6n0dFZn3ULRbZ5M+La8F5jTvBNAQNJagKvtvcySUOnbqCX7x3cxrb2+gmjYpeKKgSKUIbrAzNFupZwAsE3tC8zgYAZ29aVjBCCdUvKuf3qxfzymd2XJd2Y0g26+4N09wc5WNvGD3/7NqUFPlYvKmHVolKKct3YrWYcNgs2qwnLOaa7mcQwJMmUTjyRIp5MzymNxZMEQjFaOv3Ut/ZS29hNfWsfkWhiWADORjRV4QPXLOUjt6xCU+ci3+8XNGFiXfZNrMm+AQCBMuR8N6f4LpY5wTcFBGLCUS4CWJVbPCL9J8/53fmcqUY4tyrh/OXPXWa09Yz2+LnPMQmFPNvoczUnS8oweLujge8dfJNj/V1TaqRQhMBjsuK12HCZLbhMFqyqhkXTsCgaZlXFpKhYFBWzevb/J/zdPNN0/JL2f9z9UiYuvp/ZC6K4olODM4miCD566xoOnmznwInWy7ovZyJmp5p7ONXcw29f3I/TYaEgx01xnpe8LBc+tw2P04bHZU2LQIsJm8WEZWgovKooKKpAVc7cYMihxqZ0yjWlG+h6+u9EUieRTJFI6kTjyfSw+3iCUCRBOJpgMBTDPxhhIBihPxChxx9iYDA6a4XdaGiqwrXrFvCFe66aE3vvM9LnZIHK3M3vpTIn+KaAIsSEEzRUofDHK7bOKn9BgcA3iXm0YyGl5EBvO3+7+xWaQv6L2C4U2t2syi1msS+P+Z4cvGYrdpMZq2rCqmqYFAWToqIpCqpQ0BQFTShpEUY6+vbo6SMZFXzqJFKoknSt38wgJ4w4znEWn9vGF++5iv/zXy/Q2Ts9FgrTgQSC4TjBcA91TWfnNFtMWjraZ9bS45k0Fc2koqkKihAoihiKKIuh9cizaVgj/aMbQ8LPMEilDJIpnURSJ5lKEU/oMzbtIpMoQnDVinl85cObcTvnLFjmmGOqzAm+KaAKgXkShfsuk3VWCb5LpSk0wJ/vfH5SYk8VCvk2J1cVlPPBeUtYkV2I+RxBN1vqmc7FpKioE9QFGdIgOkNehsZQneQck0MIwcqFxXz2gxv54cNvMzBDXbtTJZ5Mp1nnGBtVEaxfVsEfffo6CnLcF33e0GWKaCpEwogjBJiEBZvmQj2nUVBKSVLGiephdCOJIlRMigWb6rzokoq0fZRB3IiRNOLoMjl00yZQh9ZrVqyo4tKcKSTpcG/SiJOUCVJGAgMDKQ0gHRVWhYammDArthHHe6noUieuR0jKBLpMgZQIoaAIFfM5x3elkS4ZShI3ounXU6bPvUKoaELDrFgxKZZLKrM581lL6DFSMomBAZLhz4ZVtadT1hm6Pl5578oswKSouEyWCZcbb9bulUYwGedHR9+lfrBvwmV9Fhu3ldXwqerVVHtzJ0x/zxZsqmnCeb0pwyCcTMzI/qTkXDf4xaJpKrduXkTfQJhfPLWT+AwYMs+RGcwmla1r5vOHn7qO7AlGpw0m+zkVOoiUBjmWYkrsC0gaMY4GdrCn/2Xaow2oQiPPWsa6rJtY6rkKi2pDSklvop09fS9zbHAXgUQvFtVOkW0ea7JupMa9BrMyuaiilJLeeBv1oSM0Ro7RGW0kkOwlYSRQhIpL85JrLaHcXkOlcykl9gVTEkYJI0ZvvJ2uWDOtkVP0xFvpT3QSSQVJDm3LotpwaT5yLIWU2Wsodywi31qGSZnY5imUGqA+dJSkEUMIhQXOlThNXqQ06I23cyp4kNOhQ3THWwgmB9BlEpNixaG5KbTNo8KxmPnO5eRYii9KHCWNBHXB/UT18RuvTIqZ+c5V2LWLK0+SUtITb6UlcnJoPRaWeTYjhCBlJGkKH+d06BBNkRP0xtuH98Oi2PGacyiyVVHpWEqVazlOzXPR247oQZojtdSHDtMaOYU/0UVMjyAxcGgeCq0VVDmXY1HHzsI5NA8VjkVY1amZ/88JvilgUbUJU6MSSWdkZjsGM4UEDvS2s629YcIGjUK7i68tuYp7Kpdh10yzMpI3Fg6TCas2geCTBoMz5MGYMgwiySu78/lyYLWY+OitqxkMx3j4xf1zafErELvVxB1bl6btVzwTT2HqjrXwROsP0GWKRe713FPyOxwJvMsrnQ8Q1gcBSMkkLZFaeuNtJIwY67NvJpoK81z7zzgVPIBB+uYgog9yKnSQzlgTCSPKat91E47xShpxjgZ2sKvvJVqjdenI1zno0mAg2cNAsoe64AFyBgpZ5buOdVk34dDck3pNpJScDh3icGA7rZFT9MbbSckLbz4NqZNKJQinAnTGGjka2EmetYSV3mvYkH3ruIICoC/eyfPtP2Uw1Y9A8LHyb1LjWkttcC/be56mJXpyOPp1hrgRIZ6I0J/opHZwDwdtFVybdy81rnWTvgbEjSgvd/6G7njzuMs5NA+fm/fXFy34AE6FDvJs+/8AYFMdVDmXowiFHb3Psbf/NfzJ7gueE9EHiUQHaY/Wc2TgHRa6V3Nt3ofJs5ZMerv9iU5e63qYutABwqnABb8PJHsJJHs5Edwz7npK7dXcU/KNOcE3k1hVjawJRsFJCY2h/hnao8wSTSZ4o+00nZHBcZdzmSx8ZfFGPjp/xaRS3heDBFIys9Eam2bGMYHRcULX6Y2FkVJmXMwmDJ3B5JVp8H25cdjMfO6DGzAMyZOvH5qR0WtzTA9Ou4Uv3buJO69Zgt1qvujvWVesib5EB290/5aoHsYkzBhIdJm+eYrqIfb2v0KZfSFHAtupC+5HIDAJM5J0Wg/Ska49/a9SZl9InrV01G1JKUkacd7te5a3e54a9ooDUFCHUqnptjld6kOiUtIbb+eNrt8ykOjmxvyP49A8EzeMITkZ3Mfe/teQnK0jTjcRqigonGnZM9DRpT70LIOuWDOvdT2Mgc7W3HsmHXmTSDqijaioPN323wRT/qFtKqhCRZBuKDIwhkVuSiZpjdTxVNt/YyqxUuVcNun3UFO0tLgemrSUyflKSSNJc/gEzZGT7Oh7joSRPtcqQkUl/b6lpz2l0qlXIGaEOTSwnbgR447Cz+Mz5417bFJKBlN9PNLyb7RE6obfN02Ysap2nJoXVaiEUgNE9BBJIwHnHXO6H1lBEQqaMF9SxmxO8E0Bi6pR7HBjVtQxa6wMJCf83RjSuKKtNSTgT0R5u7Nxwq/etUWV3F+9asKGlinthyTjPn8CKHZ60IQypv1LwtDpiobQpYGWQcNwKSWRZIL+CWY2zzE6Qgg8LhtfuncTNouJR185QDg6M6n4OaaGSVOprsjji/dcxcblFcDUvAv9iW7e6H4UXepclXMb8xxLGUz1s6vvJTpjTYCkM9bEnv5XOBzYjlPzsNy7hXmOJYRSAXb3v0R7tB6JpD16mrZoPbmWkjH3ZZ//NV7temhY8JgVK4XWeVQ4FlFkq8Si2kkacTpjTdSHDtMerSduREnKBLv7X8aq2rkx/340YRr3uASCpZ5N7Pe/QUQP4tS8eM255JgLybeWkWUuxKLaMGSK3kQHDaGjNIWPD4vQpIyzrftRqhzLKXVUT/r1PDm4l33+1wim/KhCo8BaTrljMUW2eTg1L0kjMZTKPkxj+BjJoajjYLKP17t/S7alEJ85d8LtWBQbV+fePZSeDhHV0z/h1CBdsaah6RrThyFTvNnzOF2xFhJGDJvqpMQ+n3L7YnItxVhUG1E9THv0FCeD++mJtabrJDGoHdxLoW0e1+beO+77FjeivNzxmxFir8Bawdbcu1noXoNFSQeOUjJBU7iWt3ueSJcmDF1tbaqTha7VZFsKyTLnk2spxWOa+LUciznBNwWEEBQ7PHgsVnqiY7vPt4cH6YmGybe7ZnDvppmhkWkNE9TumRSVzy1alxGxB+kGhv4M10QKIShzelAVhdQ4ZrPd0TCBRIxs69TC6pOlOxoiOlfDN2WEELidVj79gfV4XDZ+8dROAqG5iOlsxGEzc/vVS7jnhhWUF2VdckPDqeABrsm7hy25d2NWLBjSwKa6eLb9J4RSA0gk+/yvIxBcU3APG7Nvw6RYkNLAotp4pv0nhFMBdJmiM9ZISl6FSVwY/W+NnmJb9+MjxN7VuXez2ncdHlPOiONY5F7P2qwb2dP/Cm/1PDEcUdrV9xIVjsXUuNeNe1xCCHIsRazPvpmYHqXKuYxC2zw8puwLUs7VSFb7ruPwwDu82PFLYkb6OpU0Euz1v0qJfcGkX+P2WP3wsa3yXctVOXeQYy664Pmrs67nnZ5neLv3yeHXozPWSGP4GF7T1gm3Z1LMLPduGfGYlJLOWCOPt/4nbdHTk9rfyWJg0BypBcCl+bix4OMsdq/Hfl6KfZlnE8s8W3il6wHqggeG4o4GB/1vsj7rZlzCN+axtUbqqA8fHhZ72eZC7iz6AhWOxSOeYxIW5ruWk2XO57ct/0pz5ASQniqyLutmKpyLp+WYr9zQ02WmzOklyzJ+Wtcfj3Lc333F1xCdDvSRnMBoutqbQ7Vn6nceE2FIg9bQhbUP002lOxvTBJ26HeFBejMceTOkpHagZ+IF55gQp93CfTet5JufvYGywswPKJ9j8ggBlaU5fPurt/Hl+zZRUZw9LfNxrYqdNb4bMCvp5jpFKFQ5l+Ez5w0vk5IJnCYva3w3YhpaTgiFEtsCPFr28HL98c7hdPC5xPUob/c8yWDqbOnOhuxb2ZL7Abzm3AtEgBACtymLzTl3sdxzVtjEjSjv9D5L3Jj4ZsSmOtiS+0FuLvgEi9zr8ZnzRq0vFAhsqpPVvutYnXXd8ONyKLo5Wh3ZeAgUlng2ckP+R0cVewAO1c1VObdT7Vo1/FhMD9MWOTViFu5FbVeIoY7mzEkVs2Ll5oJPsMp33QVi78w+FNnmsSX37hHRtf5EFx3RxjHXq0ud9mgDg8mzwZIlno2U2OePKRC95lzWZd803MwTSPZwPLh7KNV76cwJvilS5c6mwuUb1+u7LxZhV3dLRqdDzASNwYltWJZnF2YsugfpVOrhvs6Mrf8MS7LysU9Qx9cU9NMaCmRUyBtSsq+3LWPrf79hNqncsHEh//D7H2DrmvnYLOOnz+bILIoQlBb4+OwHN/Kvf3IvW9dU4XJYp81oPM9aituUPeIxu+oix1I0YkLDfOcKbOcVwHvM2Vi1s48NJvuG6uHOIqWkMXyclkgtZ2quCq3z2JxzFyYxvoODRbVxbf59WJWzzROdsSZOBw9OeFxCKNhUJxbVNqkInSo01mfdPCI6GdVDBJITuy2ci9eUw+acD2BXx7bGEULg1Lws9mxEO2d73fEWYsbsLU1Z4t5IjXvdUA3k6AihUDGUxj6LHI7EjUbCiNEVaxpOz1pVB4W2eSNemwu2gyDXUoLXlAOko5Ad0UZCqYGLOqaxmBN8U8SkqlyVX4E2jsjRpcHu7hbawuM3O8xmJBBKTnx3VmBzMQ035mPSGPTTfBFmz1PFbbJS7ckZd5lgMs7h/o6MzlMeTMY42NeRsfW/3zhjYFxVmsNffeUWPvvBDZQX+uYmmcwwQkBBjpsPXreMv/nabXzp3k3k+pzT3gCVYykeZdtiSASe3VahteKC5VShYTlHjMWN2JC/3VlSMklj+BiDybPnpCWeDdjUyR2LQ3NT7jibpoumQrRH6zGmOTgghMCuucgyFww/phupi66HK3MspMBWPuGxCSHwmnJwat7hx8KpACljdroNWFUHVa7l2LSJ3zdVqBTa5o0Qhv7EhV29ZzBkaoTFjEWxYVdd425HCIFFsWJTz3Ygh1OB4fT/pTIn+C6BG0rm4zSNHw060t/Jnu6WGZzOMP1MlM4FhqJ7mbl6Sil5uvFYxmf2nuGaosoJl3mt9VTGmkgksKOrecbsX95vOO1WPn77Gv7yy7dw+9VL0NS50+BM4LCZ+fDNq/jrr93GN+6/hsVVBdOSvh0Nt2n01L1FsY2I8HnPSfGeS9qvLr2cLpMXdItG9fBQ9CZ9brSpDgqsFZP21VPRKLBVDP/fQKcv0UlMn/5ImII6wvol3cF7cbXB1a7Vk55da1FsWM7xLkwYsWHLm9mGS/ORby2f9LG5tSzOvc7F9LFr+M8YOZ9h8vN/BSOvpdPXrTx3prsEihxubi1dOO4yMT3Fj47uHLe5Y7Zjm8CbDtIRqUy10DcG/TzXPHbofLq5vmQ+NnX8lN/R/i7e7WrKSFo3qes8Wn/4ipp1eiUhBJhNGksXFPG/PncD//TNu1lVU4LdOrEp7RwXh9WsUVrg5f7b1/A///sTfOPjW1m5sBiH7eLtVi4GmzZ6o9z5gmwsA12Fs5mb8z3nAGJ6iJ742ZILp+bDaRq7eP98hBBD4uEs4VSAeCZSn0KgKiPPZxdzrhYIimxVk15eEdqIukJdpmZtHbtddeK7iK5XTRn5uU2NU1unCHWEX17SiBMzIhO+FkkjNiIFblHsozYMTYW5Lt1LQAAfmb+CF5pr8SfGDpGfGuzl3w9v509XXYfLPPGEjtmEALItE3ejtocHMyJQQsk4P6/dQ090ZkyshRDkWB1sKijn1bZTYy5nIPnJ8d1szC+/pPnE5yOl5O2OhhmpV3y/I4TAajaxcfk8llQV8vb+el7dUcvhUx0EZvlYttmMogjyslxUleawYVk5W9fMJz/bPaPp84nq6M6gKRdfyymRxI0ogWTv8GMpmaQ+dIje+OTqbqWUdEQbRjyWMGIjIkKTW096jFsoNUBUD5MaGrWmGykMdAxpENMjDCan7gmrCg3PefWQ7xUsqn1EveZEnB+hG++KZ1Ys5FlKOcYOJJKIHqI71sJC15oxrVwMadAb7yCQONuwl2XJxz7GDczFMif4LgEhBAs8OdxeXsMDdfvHffOfbDhKhcvHJ6pXTdgUMNsocU48RuZAbzspw8AyjX0bKcPgtdZTPN98YlJp5enCoZm5qbSa7Z2NxMaxRTnS38kjpw/xuZq149ZyXgw9sTCPNxzJuAXNHCNxOazctmUxG5aVc6C2jZ2HGnl7Xz19gSs3Mj/T2CwmFlXms2FZBUvmF1JVmoPXNbnmgulmsrNjpzTzdWiG7blpUX+ii5c6f33x6zqHlJEcNZo4GgkjTlP4BA2hw/Qm2gklzxj3ni/40unbS8m+mBXrpFOeVxqZPDZVmCixz8epeQmm/EgMDge2U+NeR4F19HrIiD7Inv5Xhr0MLYqNUns1VmXiaTOTYU7wXSJ2zcQH5y1hR1czp8fxqgunEvznkXfQpcEnFqzGacpcSkNKiS4lCSNF3UAvcV1nff7oTvGTYYEnB6uqjSt+WsMBtnc2clPJ5P2dxkM3DHZ3N/OP+9+ge4bT4YqisCa3mMW+/HE7ZeN6il+e3EeVO5triitREJd07LFUkkdPH+aV1rq5dO5lIsvj4Np1C9iwrIJP3rmO13ed5JWdJ2np8JNIptCNufcF0mlxTVUxm1TmFWezdc181i8rJz/bhdNuwaRlrmN/cvs32e/h1L6v0QzU2oEcN92XPq+naAwf462eJ2iPNhAzwqOKRIEydGQCIZShppOpfXY1YcpUefZlRozbMXvJaxeCCsciqpzLODjw9tDEkxYeaflXbin4FKWOhcM3Juk5v2280vUbGsJHh9dRZKtiiXvjtNnSzAm+S0QIwercYj5ZvZrvHnhj3EL+gUSM/7d/G3UDvXxh0Xoq3dkTzm69GFKGTn88SmsowMG+Dl5qqeVQXwdfWbLxkgSf12KjxpfHgd72MZcxpOQHR95laVYBhQ73lM8PUkqCyTivt53m/+x9JeN+d6MhSPvx3VFew/GBbqLjvKctoQH+ft9rCAFXF1aiTVHwDcSjPFp/mH899BbxDHb/zjExihA4bGbsVhOfums9H7t1Dccbunhr32mO1LXT3R+ibyBMPPn+MsW2W8343DZ8bjulhT5WLSxh9aJSCnPdw80XV9Ls7EvhfF8+s2LFY8qZdGRxNHIsRUPNIqOTkgl29D7P692/HdFlqwkTLs2HQ/NgVe3YVCd21YVZtWJSzAgE+/3b6E9MtUzkvfment8akQksip3r8j+CP9lNU/gEZ6a8/KLx/+IxZQ/7KA4m++hPdA1HjQUKhbZy7ir+Eo4x6kynwpzgmwZUoXBv5TIO9XfweP2RcZeVSB5vOMKhvg5uLF3A1sJKVuYUYdOm5gsWSSVoDg5wMtDLyYEeagd6ONrfRcfQ3Fuzok71xg4YGlFltrIhr4yDve3jruqov4t/OrCNP1h+NaXOiWdDno+UcihNepinm47hj1++OipFCO4oX8xzzSfY2zN+XU79YB/f3vUSX1i0ntvLa8izTX6od9LQOdzXwSOnD/Nk49E5sTeLOPP5NZs1ViwsZnl1EQOhKA2tfTS09lHX3ENDWx9N7f0MvAdr/px2CyV5XorzPZTkeynJ91FS4KU030u21/G+EXejccbQ+Qx5lhJuKvgEblPWGM+YGE2Yx3y+RHJoYDuvdj80bGIsUCi2VQ2Z+S4g21yAQ/NcUJcYSQU5HTp8CYJvjqlyZjrKXUVf5q2eJ6gd3EvMCCMxGEj2MJC80FzfpjpZ5F7HxuzbyRtnpN9UmBN804TLbOGPlm+lMxLk3c6mcZeVwKnBPpqO+3mq4RhlLi+rc4pZmlVApSebfJsLu2YaLnKWEqJ6koF4hN5ohPbI4JDI66ElFGAgHmUgESWYiGfE5NmqamzML+OpxqN0RIJjLpc0dJ5rPkFLaICvLbmKLYXzUJWzyQVIfwHOpC0k6RNZyjA4OdDDEw1Hea3tFG3hwKg1e0X2dOH3TPka5tmd/MHyrXz5jUeI6uMXU7eGA3zv4Daebz7BHeU13FK6kGyrI33kIzvskUA4GedAbzvPNB1nZ1czHZHgBe+dQzOTZbXRFhrEyOAQ8TkmhxACn8uOb5GdVTUlRGIJBkMxBsNxWjr9nGjo4nRLD3VNPfgHo2kzBcnQIPjZw5nPpEj/MRzRLMz1UFGURWVJNhXF2eT6nDjtlvSPzYKmKe9rkXcuNtWFgjpsNyJQcJuyybOWZGR7/fEudva9MGJiRaVzKXcVfYksS/4kahFn0yfw/UeetZSFrjXUhw4TM8KoQsOsWEnJBAIFq+ogy5xPmX0hC11ryLOWTtrT8WKYE3zTSLHDzbfX3sTf7X6ZXZPw3ksaBu2RQdojg+zqakER6RowQTpqaFZVdClJGfpwTdeZi4gxVO8xE19jIQTr8kq5unAej9YfHtcPL66n2NPTylfffIwqdxabCypYml1IscONTTUhhECXBv3xCG2hAMf83ezubqEp6CdlGGMKmwWeHP5p05389vQhfn1y38wcN7Ahv5SvL93Efx7ZPuFc21Aywa7uFvb2tPKP+9+g0p3NPFcWWVYbJkUlruv44xGaQwM0DvYTSSXR5ehHrAmFjy9YSbU3l/+791UG5jz5ZhVCCBw2Cw6bhYIcSXV5LtetW4AhJYYh6Q+Eae7009TeT0vnAF19g/T6Q0TjKZIpnZSuk0wZ6Hr6J2UYGLpMP19KpCHPCsZzt5veeDodJQSKkjaUFkN/q6pAVZT0jyrQVBVNU9BUFYtZxeuykZflIj/bRa7PRWGui5J8Hz63HUUZOv8MicAzxznHSIQQWFQbblPWcIQmrAeI6GPfDF8qTeFj9CXOGrHbVCd3FX0pPTlkgvdIIonp770I9JWCIQ2OBt7lybYfETciODUvtxR8kqXeTYghZ7yhb3T6u0zmbqzmBN80IoRgoSeHv1p7I/988E1eba2btDAxSJ/ozz5BnzCqNJM4TGY+W7OOfb3tnAr0Trh80tA5MdDDiXPmwSoiHe272CjkfHc2f7PuJpZlFbC/pw2bZsqY6fH5mBSVjy9YQVs4wOP1hyeVctWlJJJKcqS/kyP9F59GEcC1xVV8felVnBzoxW22zgm+WcyZk7OqimH3tsJcD4W5HjYsqxheTtcNBsMxguEYwXCcYCROJJogGk8SjSeJJ1IkkimSKYNUSj9P/IEizk4MURSBqiqYNHX4x2xSsZpNWC0aVosJm8WUFqV2My67BbvVjDpnMj0t2BQnOZaiYcE3mPTjT3RRbl847XNfpZT0J7qIn9MoUuFYjMeUPbHYGzL/DV6CLcscl0ZPvJUXO35B3IigCJXr8j/MKt91l+Vmak7wTTNCCBb58virNTeQbbHzeMMREu+Ruqwaby5/vGIrf7rjOQJTECCGlBedmlzoyeVPVl/L+rzStA2ONweP2Tpjgg8gy2Lnd5ZuIpyK82zjiYymVwVwTVEVf7LqWrxmGwV2F26zdaKnzTFLkFLyT3/6W3ILPNz96c14s8/Wc6qqgs9tx+eeHouFOS4fDs1Fka2S06FD6bIUmaA+dJjF7g1Y1Onz5YT0ZIy4ER1hreI15UxaWHbFWghnMPo4x/icHNxHKBUAwKV5qXIuv2z7Mne7lyFKnV7+Ys0N/PXam5jn8qFO813fZNEUBYs6PbpeCMENJfP5m3U3U2h3ZbTDSRMKK7IL+cdNt7O1sHLY567ak4vPMrMXTCEExQ43f7/+Nu6tWjblBpuJMCsqt5XV8Ndrb6TSnb57L7C78Fren4JPSkk0HCcajs9ap/7R2PPWSY7uayQemz0R+jmmF1WYqHQuw2M6O3f7SGAHLZG6af+sCpQLavQma9Cckkne7X2auRq+y8dgyj9snRPTIwwkekjKBIY0Zvy8NhfhyxBCCFxmC/dXr2Jdfik/O7GHtzoaaA8HZmQmrNtkodKTzab8cm4qXTBt6zUpKneWL8JlMvPfx3ayu6d12j3jcq0ObixZwO8v30K+faTDeI7NQZU7i+P+rhk9hZ15P/9m7U0s9uXz4KkD1A30Tku0T5Ae03dXxWK+vuQqXOdE9CyqRrnTxzui6X3nzZdK6Tzxi+1YrCbu/syWGZ3UMMcc4yGEoNxRQ5VzOfv8ryMxSBhRnuv4KR8q+TrFtsoR48XGQiKJpILE9DDZlsJRl1GEglPzognTsNBrjZ4mYcTGtXGJ61H29L9CfejomMvMkXlyzIWoQsOQCeJGlMdavs9S7yZyLMVDM4dHntjSDR0WHJobnzk9ZWO6zKHnBN8MMN+dzV+uuYEDve1s72zkpZaT1E2iDu5iMSkKVe5sNuSXsTavlMW+PMozEF3UFIXri+dT7vLxRMNRnmo8Rkto4JLXa1ZUri2u4kPzlrKpoByXafTxSGtyS3i2+cRlifrYTWbuX7CSlTlFPNV4lKcbj12SV6BDM3NjyQLunreEqwrK0zY65zHfk4MqlEm78L9XGOgNcWRvIxUL8i/3rswxxwWYFStbcj9IU+Q4vfG0R2lXrJknWn/AGt/1LPZswGPKGbVWK5oK0RFrpC1yipZoHW4tizuLvzDmtvKtZdg1N4PJtLl/V7SJff2vsSnnTlRl5GVcSkkoNcCu/pfY1fciKTn2vNfZjBxqTEwaiSHj6DO/kEOTTvRL8j2cKWrc6zg48BZNkeMADKb6eaf3mTGXP9PB69S85FlKWORZz2L3eizqpWe2Mi74VCEwo6Ak4GxYWWCzm4fv2O0ZSpHNFoQQ2DQTG/PLWJVTxP0LVnHc383LLSfZ2d1MdzSEPtShqsvRu2/TPTxiqGg7fdenCoHLZGGRL4+NBeWsySmm2OHBY7Zi00wZLQoVQlDlzuYbSzdxz7ylbOuo58mGo5wK9JE0zhacnx8BG+4uHOpI0hSFfLuLawsrub18EVWebDxm63CX4Giszy/DbbKSGkUAzUTq3KxqrMwpYoEnh49UreDV1jqebTpBUyjdaaxLmQ7Xn/McwVDTilDQhub1bimax0eqVjDPlYXLbBnzmBd6c/GYrcRGaeJxmCxXhC+qNCTJpI4+1IwgGGo8MKkj7D6klKSSOqmUQUtDD60NPRRXZBMJxYaXURSB1X52Uo2uGyRiSTSTimZS089P6kgpEYrAZNJQz9uGYaS3o+vptIog3eFqMmuIIRPheDSJRGK1mYfthOKxJHrKwGozoajpdaaSOolECrNFG26KOLOt9PLpz6mqqZjPWf+I12eoOSOZSKHr6YuboiqYzNpw9+wZDMMgHkuiaUPHm9JJJYaOVwg0s4qmqSOONxFLIgGzxZS+iMZTGIYBCFQtvR0hho5ZSsxW0wUNHlKm38NkPIXFakIzzf6LbabJtRRzZ9EXebT1+0ONEZLOWCMvdz3A9t5nyLOW4DPnYVGsJI0kUT2EP9FNMOUnbkSJ61FSMskS94Zxt1PuqKHIOm9Y8BnovNH9CG3R0yz2bCDHUgTAYLKPlshJjgV24U90kZQJ3KZsyuzVHAm8m+mXY0oYUud06DB1wQPE9TBRI0xMjxDTIySMKAkjPlwDBxDRQzzY/D1MihmzsKTn4aoOrKodi2LHrfnYmnfPrOgwl1LiNHm4veizPN76AzpjjRM+R5cponqIqB6iJ97K6dAhGsPHub3ws5dcH5pxwVftyeV3zWv5+ctvMjgQJRpN3238+tEv48uavEHtewEhBFbNRKGqUWh3cX1xFQaS5uAAtQM9tIUDtIUD9MejRFNJ4np6BqImVKyqhsdiI8tiI8/mpMThYZ47iyKHG5Oijrjmz9QH/czxzHNnMc+dxaeq19AeHuRIfyenAr10RIIMJKLEUumLjUXVsKgaPrONIoebYoeHxVl5lDt9I8TORPtf481l74d/f/R9ms4DnACHycxCby4Lvbl8delVNAz2c6Svk4agn7ZwgFAyTlxPoSkqTs1Mts1BhcvHkqx8arx5WIdqKyc63o35Zey893fH/P3lP62NTyqpc/xgMy89spsDO+sJDkQwW03k5LtZf00Nt9y3jsLStOFsNBznmd/sYMdrx2k53U0oGOP5h3fz6pP7h9dXVJ7D//fg19CGxnfVn2jnu996mNs/uoEVG6t47sEd7HyjlkB/iOw8Nx/50jXccPcaTEMCJRFP8fLje9nx+nHqT3QQHoxitZkpr87n1nvXseWWpZjMGt/55m/o6Qjwf//nC3h8DoKBKP/4xw+y/906/vLfPslVNywG4OXH9/LgD1/n9/7uQ6zenC6fMAzJsX2NvPnCYY7sbUQakgVLirnvC1tZvr4Sk3nkqTcSivH2S0d45Yl9NJ7sQkpJxYJ8bvrQGrbcsgyH62yav7Whl+9880Guvnkpm29eyvMP7+TdV4/j7w3iy3Hxoc9s5rYPr8dsHbqRlvC9v3iE8GCML33rdo7saeD53+6mvakPk0Vj7dXVfOlbt+PNdvKv336Mo3sb+YO/v5dVV80f8dlMxFP88t9f5qlfvcPf/uAzrNo0faUiVzJVzuXcW/INXu16kLbIKQwMEkaMhBFjINk9qXVM1IBhEhZuKvgEfYkOeuJpI/iYEeFwYDuHA9tHXyeCXEsxHyz+KnEjyqnQIWL67JsNbUiD+tBhtvc+NanlJQaB5NgZMofqYWvePdO1e1PGkAZ98Q4ODbzFHv8rDA51SlsUG2bFiiLOv6FKH1tKJojrsWGPx5gRYU//y9hUJzcV3H9JUc2MCz4hBMtWlPH137uZ3p4gLz57kJMnOobtBd6PnHsSVRHDgulK5Uz047kdxwlF49ywegG3l9dcsFwypfP6gVMEI3HuWLEIq2Vqkd0zXoUAz+88QUf/ILdvWERBlmvc52WCYUsOBPM9Ocz35EzwjKlt40r9pkgp6Wr385//+ylSSZ2tty3H47MTiybpaO6jvraDWOSsmayqqcxbWIjb66DpdBfPP7SLJavL2XLLsuHX2uGyoijnnCxl+mR58kgr+96pAwnX3rECpKSzzY/L60A9J6qWTKR45cl9eLMc3HT3ahwuG72dAXa+fpwf/P3TOFxWNly3iMqaQppP99Dd7sfttROPJmhr6sVkMXHiYPOw4Gs42YnZaqKoLHt4G+1NvTz+8+3MX1zEh79wDYH+ENtfPsq//80TfOOvP8iaLdXDx5OIp3j0p2/x9K93ULOilA99ZjMAh/c08pN/ep6+niAf+8q1I45ZGpL62k5OHm4lkUhx9a3LUISgq92P02NHPX+WrYT+niCP/M+btDX2sWzdPNZfU0PAH05nIBzp8okb717NO68e4/CuBpauqcB8zne0vyfI4d0NlFbmUb00MwbDVxrp76ZgvnMFLs3HPv/rHAvswD9JoWdXXZTYq1nq2TThdvKtZdxZ/CXe6n6cxvCxcRs3NGGm2rWKzTl3UeaooSfeSra5kLboqYs6vplieotzLn+ts5SS9mg9z3f8jOZwLQY6Li2LRe51FNkqcWoe1PMmoiAlutSJGxEGk/00hY9TG9w73J19aOAtVni3UGibN+X9mpEavtw8N7l5bgYHoxza38TJEx0TP2mOKwoJvLD7BJ39IZZXFpHvu1B89QbCPPjaAboHQqyoKmJ+8aWLo1f31bH/dBvrFpZeFsGXSdI1ijpDCeFZkaKYCm0NvTTWdfKlb93OHR/biNmiYegG4WCMaCRBdp57eFmL1cS6rQsB2Le9jpcf30tFdQG33LdueF7rWOzeVsut963jg5/ehCfLARLCoRhWqxnlnPSkw2XlW//4Eax2My6vHU1TiUeTFJT4+NV/vMr2l4+y/toa5i8u5sVH9tDVNsD8xcW0N/dhtZupyMqn9lALAIZu0HyqG5fXRm7h2ZmXoWCMD3xyM3fdvxG700IinmLRqnK++62HeO2pA1QvK8XttSOl5NCu07z06F6WrCnnd/7qg8Ovx9W39vKv336c5x7cyfqtC5m/pHjE8e57+yQ3fHA1H/7SVrxZThCCSCiGyZxOYV/wPjT24Pba+fpf3kVpVR4mk0o8liQeS2K1mZFSUllTyMJlJbzzylHu+sRV+HK04Ru65tNdNNR28InfuQGLPXND56dCsX0+X6j8u+GLY+4YhsTLvZsptVcPL+cxZV+wDMB1+R9mffbNSNKzau3q+OcWIQQFtnJuMH+Mlb6ttERO0hA6SkeskVDST1Im0IQJq2rHbcoh11JEmb2GAls5HlMOTs074TEKIah0LCWnpIim8DGOD+6mPXqaUCqALlOYFRtecw5F1koWuddRbJ+PU/MghEK2uYB7S79BVA+jCW3MBhFI1wt+ouJPSA3NddWEhiYm/35nWwq4p/QbJIzY8PO95rHP9apQ2ZB9CzXutZPexniMFwFb6tlEka0KSJ9VL3ZO7XzX8hGfM5tqH/VzljDiPN/xMxrDxwCwq24+WPIVKh1LMSvWCc/lhjRY4b2aZ9p/zLHBXUB6RF5D6OjsF3xzzAHgddpYUVWEPxR9z4mzTKCnTjPo/wr/P3tnHR/Heef/98wsk1bSilmyJMvMTLEd5jRtmqRpCile4a7Xu+th73495t5dMU2bpknDjI5jZmaQLckCi2GlZZzn98dKsmXJthhsvftqX5V35plnZ2ee+cwXFU0etvj/BYa3vtdoEe+wYDLpObq3nFmL8knLSsBoNmCLN2OLNw/bcbQ6hUe+tgaL7dJ5svcRNiJJEuk5PR9ABpOOWYvzMTyzHWeLG6EKpkzPIBQMU18Ti5s6ceACjhQbBdMy2PzOETzuAH5vEFe7lxnzc3tY1VIz4pmzJB+TRR/rzGDQsuSWEjLzkqg4W0dTbcxqqEZVDmwrxePyc8enF+FIvdSDOjMviTlLCnjzbD2Hdp3vJfhkRebRb9xCvOPSvRR3jfMpSRK3fWoBBdMyusWzyaJgshi6P7fZzay4bSa/+rcPOLqnjFvunQPE4iS3vHeMhCQrsxcXjLsCzkbFTI65t1fhSmzaRGxXEXmX49Cnd8fFDQS9YiDNkEeqIZcFCetRhQpXRPN2xWLHIpmlAb3IyZKMXecgTruCGfZlvcaPjScjo/QYVyPrSDFk9+sYBsVEpmnw7nqdbCB9AKJEkmTidcnE65IHfcz+HUfCpk0YUr9jsyauXyLxZMduanznuv9emngXU63z+107UZZirfrmJaztFnwREaIt1IhADDprd8CCb/eOUvz+MKtuKaGyopmKskaCoQiJiRamz8wkzt634h0IqqrS2NDB+dIG2p0+tFqZ1DQ7JTMyMRh6uwH9/hAVZU3U1znxeoLIskR8gpmCwhRSUuN6un+AQCBMZUUT1VWt+H0htFoFi9VAdo6DtAw7+itcjUIInE4vpWfqaW2OFbBMTrFRPC0dm804YS0vo41Rr+W7n1o51tOYQKgggggRvP6m4xRJksjIdfCpL63kw1cP8LffeI75KwqZsSCP6fNySctOGLb7J6sgGaOp78zuyxFCEApGqC5voqmuHa/bTygYoa3ZTTAYjsXSCEhwWLHZzTTVtRMJRzl9pIqk1DhmzM9l63tHKT9di6Io+L1BCmdk9ugTbbEZscb1XAtlWSI7P4mj+yrwemLWD687QEuji2hE5cyRahpqenZEqDrfSCQSpbmhvdf3yMxzdIu1/mCLN+NIsV3TUqpoZKbNyyYz18GG1w6w8s6ZaLUanM1uDu86z4IVhaTn9J15Ot4pdVdxzl3N7alLaAm2c95TgyvkRa9oyTKlMMWShVbu/UiMqFHKPBep8TUQUEOYFAMFlgyyTKndSWIN/laOtJeSakhkjr2oMz5LRpG6xoiwsXE/Vo2JufFTMWsu/W4hNcxZVxX1gRZCahibxswUSxZpxsQecV6qEOxvO4WExGx7Ie6wl7PuKjrCHjSSQoYxiUJrNoY+vsMko0u55zhR0dVnWWJa3CIGGm0tSRJmJQ4ZmVhKp+i2mg6WAV8Z7719hOrKFsKhCG+9fpCG+nZCwQhmi4HpMzP59h/fQUKCedALgqqqHD5wgRef301lRTPBQBhJkrDHm1i6vIjPP7UKs1nfPX4gEObZp7exf285ba1uop39Kc0WA7l5SXz1W+soLErt3t7vD/HOGwf5+MMTNDe6ujPiDEYtBYUpfOGp1Uy7LD5FCEFVZQtP/3QTZeca8XqDIARWm5FpMzL5+rfX40iyTsgFcLAMtBzK1ba/2jm73vgD2e9m+l3GK0aznvs/v5wZC/LYvekUez45za6Np8guSOaeR5ew+q5ZvWPOBoHeoL3umiqEoK3ZzXM//pjSExcJ+EJY7Sb0Bi2RSJRQ8FK/ZEmWyJ+aRluzm6b6DuqrW5m7rJC84jQ0WoXy03XYEy34faHe1jdZ7uFG7kKr18YylTvXnUgkSjgcIRKJ8s4Lu/ucvkar9Hkd6wzaAT1CNBqlX+c5Kz+Z4tlZ7Np4irJTtUydnc3eLWcRqmD6gjystolpaT7iLOWFqo9I0Np4q24bVd4GAtEgsiSRpI/nvoxV3JO2okd2sy8a4P36XWxuPEBT0ElUqGgkhSxTMvdlrGalYw5aWYM74uOd2u3oFC3/MfsP0VzhVizzXOSZirdZlDiD+fEl3eO7I15erdnErpbjOMNuVKGik7XkmdP5dNY65sVP7RaVAsGG+j1ERBRFknm7dhvn3NV4In40ksyc+GK+V/QYBmV8udtvNlQRxR120mV51Ug6TBrbgJ9FQghCqh+V2FohIV2z7mJ/GNSrQHOTizdfO8iDDy9gweICfL4Qb76yn08+PsFvfrGFP/yTuwadsl9T08Z//PP7WG0Gvvv9O5kxKwtXh5/XX97Hhg+OoTNoefLLq7oz7vQ6DYlJFtaun8aCxQUkp9jw+YK88fJ+NnxwnBee3ckP/+FhJCl2AmuqWnnh2Z3MnpfLD/76PhxJVny+EOfO1lNZ0Uxqmr3HfJxOL//+j+/ibPPy6BPLWLayiGhEsOGDY7zz5iH+77828Bd/+0Avq+CNihCCi80dvLHzBLtOXCAUUZlVkMYja+Z0d8O4kjd3nuTZjw4QiaqEo1GS7Rb++1sPkBTX2/2kqirVTe28t/c0u09V0e7xY9LryHDYWD27gFvmFBBv7V2PqMMb4IVNh9lwoJQ2lw9HnJn18wt5cMVMLMbrW30mGTkkScJsMTBzYR5TZ2Xx8BdXsX97Ka/+ahvP/c9GLHFGFq2+vjvuusfph/xRoypP/8sHHNxRyh2fXsjdn12MpdNKX1PRxP/71vOXzRuKZmaye9NpTh+uRFUFU0rSSEiy4kixUXa6jsz8JDRaDelZPd1EoVCYULBnUL0AXO1e9AZtd5auTq/FYNShN2j552efIiU9vq8vhk7Xe30ZzKtMf/bRG7SsuG0GezedZst7x8gtSmPHR8dxpNiYt2xKn2VlJgpRofLTstdYlDidbxY8jFVr4oizlOerPuK5yg9YmDCNVEPM5RsRUTY1HuCV6k+YG1/En0z9PAk6K9W+Rn5Z/ia/ufAuCTobs+MKyTGnUmjNZnfLcc64LjDTPqX7mKpQ2dF8BFmSWRBf0i3IgmqI1y5u4YP63dySPJ9701dh05o45brAsxfe5Wdlr/O3M75CljGlh1io8Tfx6wvvUGLL4/GcO7BqTdT7W+kIe7BqJ9v2jTUScg/LbFSEiYhwd9mk/qIS5Zz7UnUCjaQlXpcypCLMgxJ8ikZm1Zqp3HbX7G73wJNPraKivJFjR6o4f76BkmkZ1xmlN0IIXn1hL+FwlEefWM7KNVORJImERAtf+9Z6Th6vYf+eMlbfMpXC4ljQqSRLfObRpT3GScTKg59eRNn5Rk4cq0FVRfc8XS4ffn+YaTMyyM1PRqNRiE+AjMzefn0hBBs/PMHF6jY+/dgS7ntoQfc4j3xuKZUXmjh5rIYjhypZcpOUKGhoc/N3z33M+YstTM9LxWEz0eby8vfPb7xqJ4RZBWk8vn4erR1e3tt3BqfH32fXCCEEF1s6+OGzG2hs9zAtO4WC9EQCoTAtHT4+3H+WkuzkXoIvGIrwwieHaPP4yU1JINNhp6K+lf97cxcNbR6++6mV6AZpQQoH94KkRVYyiYRPIKFFo5uFhI5w+DBC9aBoi1CUXKTOt3ohBEK4iEYuoKrNCOFHQossJ6Joi5Gk3m97quoiGj6DqraApEFRsol1Ppy4D9crkSQpVo4lNY67PrMIrVbhx3/zBhVn6lm4qrjXOZFkCVmWO1uUCYbjXLQ0uag4W4cjJY77PreM5M4XPCEE7a1eIuFLtR0lSaJgWgYbXj/I6cNV6PQa8orTkGWJqXNyOLzrPNGoSl5RSi/LWVuTm6badrILkru/l6fDT/mZepLS7N09ds1WAzlTUji44xwXShsonJ553eSUHozQ5TFrUT5Z+cmcPVrNtveP0ljrZMktJaRlXT/+bbyTaUrmqfz7MWtilspbkudT4a3jg/pdnOqoINWQGAvjCbn5oH43qcZEvlHwMPG6mCfHrrXy5bz7+NGZZ9jUeIBptjx0spbFidPZ13qSnS3HmBaX15080Bxs56SrArvWyrz44m7Xf5W3gR3NR5hiyeSr+Q+iU2KifmniTDxhHz8rf51NjQf4Qu49PebfFGjj3vSVfDn/PnSdmZ4ZxpGNf5uk/0iSRLwuGQkJgUBF5XTHPpY77u33GFERocxznMPOLd3/ZuhnnOq1GJTgMxh0FJWk9ViY7PFmiqams+njE1RfaBmU4PO4A5w6eRFHkpWiqWk9HgBmi54pRakcPnCBxvqObsF3Naw2A/HxZi5UNBONqmg6s9bSM+LJyXXw0XvHCAYiLF9VRG5+crfF8HICgTClZ+pAgoWL83t8X6NRR0FhKocPVFJxvvGmEXzv7jnNycoGHlkzhydvX0C8xUi7x88r247xzAf7yUyy99pnSrqDKekO3L4gh8tqqWt1XXX88rpWTlY28K0HVvDImtkY9VrCkSiN7R46PAHy03s/cPzBML5gmD975BZm5seui9NVjfztbz9m54kKHlo5k4I+9usPPs/PUEUHWu1cAr6XQdJgNH8JCQ1+37OoqhOtbjFW+7+jKGmAhBAePB1/RSR8AjVaj+jMdpOVZLS6pVhsf4WkXHrBiEbr8Xt+STDwIWq0CUnSo2hy0enXwgCy48YjQghOHqzE5w0wZVoG8Q4rkhQr8VF2qhatToPZ1nccmsmsxxZn5OShShpqnKRlJ4CAQCDUr1i9vtAbtCgaBZ8nQENNG46UOIQQlJ2q5cNX9+PzXoqXlCSJxCQrikam9EQNSWn2WPYvMHVWFhvfOEjAF2TFbTN7Wb2cLW4+fvMQKZnxZOUn0dHm5c3f7sTl9LLqjpkkpcZ1H2PZrdPZ9sEx3nl+N0aTjlmLCzBb9HhcfhovOqkobWDN3bN71OIbabQ6Dbc9vIBf/esHbHzrMF5PkLX3zR21448UEjAvfmq32APQyBqS9HY0koI7fKlOXWOglRpfAw9m3oJZcylWW5IkkgzxJOsTOOuqIqpGQdYyK24K8Torpe4qGgNO0o2xxKBz7ioaA22sTV6AXRdLsBEILvqbaAy0cV/6qh7eEUWSSTc6sGstnOwo7/UdLBojixKno5UmY/XGK1Osczjs3EK0c+3f2/IB8dokimzzr+mWFULQEW7hRPsuDrRtxB/1dH+Wb5lJmmHwGbowWAufIhMX1zuOIznFRiSs4nb5BzUZp9NLMBCiqaGDv/yTl3tlgrW1egiFIvj8l1rFCCEI+MPs23Oe40eraWzowOsJ4veHaKzvqs4dsyZJkkRKqp1v//EdPP/sTt554yAbPzpOXkEyd907lwWL8tHqLsXLeD3BWCaeL8Q//PCtXm5qt8tPKBzBNcjvO9GIqiobDpaSnhjH+vmFxFtii2C81cRnb5nDS5uPDvkYRp0WWZKpbekgHFHRaQVajUJWkp2spL730Ws1rJtbyJwp6d0JOjPzUinKdHCkrI76VtegBR8IouEzaHULiEv8He6OP8fvfRqNZjpW+/8SDu7G5/kJkfAxZDkNSQJJMiChRW+4F61+GbLsIBqtxuf5CUH/m2g0BZisfxAbXQQI+F7B730OnX41pvifIkkmwsF9+Dz/g6o6kZWBZwuOGwScOlLFu8/vRm/UYTRqQZLw+0K4233MWpjHkltK+nR1ZOYlMXvpFDa9fZi/fOrXmK0GoqpKenYif/0/nxvUdGx2M6vvmsUrT2/lP//iNVIz4wn6w7hdfpaum0b1+Z7100wWPfYEC6cOV/aYZ+GMDLzuAC6nj4Jp6T1eBiWgeHYWkXCEv/uD5zCYdIQCYdqaPRTOyODuR5dcKooM5ExJ5ht/dR//+8M3+fk/vofJrEdWJKJRQSQcQW/QsWRtyagKPoAFK4p46edbKD1eQ8nsbPKu85J9JV0dg8JqBF8kxHl3A7X+dlwhP75oCFUIcsyJrEmZikU7et+ty2V7ORpJQULq0RmoKehERfBJ4372t57q4cGIqFFaQh3oZW33PhatiaWOWbxft5NSdxVphkQCaohTHRX4IgHWpyzs3l8VgpagE4HgtYub+ahhd4/5BKNh2kKuPkuMWDQmLMpksuB4psg6l1xTCeXeEwA4w028VfsLspyFFFnnkmLIwaixICERUoP4Ii7aQg1U+0q56CvDHXYS7k7Wk0jSp7Mu5bNorqzdN0AG+YogiEZ7u+SiUbWrh9SQJqU3aMnMSui2ynWRlZ2AolFI7qxTJYSgsqKZ//uvDVRdaCavIIX0zHgKi8wIIdi1vZSGho4eY8iyzKw52fzTf3yW40eq2fzJKc6equUf/vZNVq8t4amvryUh0XLFPhIZWQnodL1vPkmSyM27ihK5wWhyeujw+MlLSyQtoadb0moykOGIwxe8ejHQ/lCYmcR9y6ax8dA5Dp27yN2LS5hfnEluagJ2c9/1i/Q6DUVZST2ysWVZJsFqRhWCYDjSa5+BIMkO9Ibb0WjnYjA+hNf19+iNd6PVLUJCQ8D/KpFwGTp9l9tRg8X+71zub1M0sZged/sfEwrtxCS+CRKo0WaCvldRNNlY7f+IJKd0bl+IwI/X9aMhzX3MkeCWe2aj0ypUlNbT0eZFAPmJFmbMz2P1XbPQG/texEwWPV/63h3kF6dxdG8ZAW8Is83AjPm5PbYzWvSUzMkmMdl2XQ+nLEt85qnV5BSksHfLadpbvSSl2Vm6bhrzVxRhMOpisXedA5ltRhasLEKWJeavLOoexxpnYvVds3E5vb16/c5enM/cZVNYfusMNr17hBP7KhASrLt/Hnc9shhrXM+HtSzLzFlSwL8+91V2fnyS0uM1eFwBbHYjGblJLFxVRMJlpVcMRi1TZ2dhsly/nhcAEuQWpqDVKgMSjSaLgYWrinnn+d3c+uD8Pr0gV0MVKo0BF0faqnj34lFOtNfgjcQeYJc/OVYkFbEwMa9PwdcR8nHR5yQiokhIZJsTidMOXehcLdb4asRrraQZHb1ip3LN6egVXbcok5BYl7yAt2u3cbz9PIsSpuEMuTnafo7Z9imkG3s+J0TneEl6O4k6G1f65wvIJE7bu6yQLElXDZ+ZZHyglfTcnf5l3q79BRf954iKKL6oi1L3IUrdh+g7FqO3ptJKOnLM07gt9XESdEPvKT4owReJqDjberdoaWzoQKtViIsbXOBofIIFg0FHfLyFb3/vDlJSr13vJhKOsuWTU5w+eZEnvrSK+x6aj6WzTEFLs4vzpQ29BF/sRpHQaBTmLcxj1txsKi+08PLzu9m94xwzZmVx170x14XZosdqM2Iw6PjKN9eSl39zx0kEQxFUARpF7jMmzmzQDUnwSZJEgtXEN+5bxsz8NHYcr+DFLUd4ZdsxFhZn8cCKGcwrzEC5osyOLEmYrpY0MwxF1yXJhCw7AAlZTgb0yEpaLGZP0iFJBhDey7aX6OuGVpRsJMmIUP0IVBAyqtpINFqF0fT5HrF9QsgxQSlN7PaDkiSRkh7PQ1+8djkeIQRvnD2NNxTi9oJCUiyWWLKH1cDdn13M3Z+9eq/RzNwkvvePD/d7TrIis3T9NJaun9brs8f/YF2Pv01mPZ9+ajWffmp1j3/XG7R9HlOSJP78vx7r/vuBJ5bzwBPLrzsnSZJwpMbxwOevv21yejzf/X/9bx0lSRKPfXPd9Te8gmhUpaGmjfTsRErm5fQ7XjCkRtjfUsFLlXvZ11JBuI+e1/2h1ufk70+8Q53fiSxJfGXKGj6Ts6hXBuxwcvlykWJIQEZmSeJMHs25rTte7lok6u3MthdyoqOMtpCLKm899YFW7s9Yjfay/WOZwXZkJG5NWcydactu2s5TNyKSJJFsyOT+jK9ysO0TTrn20tHZBznGtR9MWklPmjGPabZFTLcvJV6bPCwW3UEJvoA/xKkTNSxaeqkAZ2uLh3Nn6rFYDOTlD87iZbHomT03hx3bznLiWDWOpOk9XCVdcf4xt5lEMBShtdVDVBUsXFKAubM9kBCCxgYXdbU9a1qJWLO6WPh357CKIlMwJZmVa6ayY+tZWpo9CBH73GDQMn1GJocOVLBj61myshP7bCguSQMrnjlR0ek0yBJEoiqhSO9FPBQZmiUNYufdEWfmvmXTWTEjj+omJ9uOVfDmzhNUN7XzZ5+9hRl5qVfsNLLlVyRJA+i7/78k6ZDoWrxj4k50ps5DV9KGm1BgK5HwUdRoA6pwI1Q3arSpUzTGLmY12gCoyEoqSNrLjikhSSYkeWCV4CcqAnjr7GkavR7mpKaRYrH0+pxOF6HEZLmdkeDKskYXztZzdF85tz+0AEdK/8pKqELlw9rj/Oz8Zhr9ru6OBIMh35pMgt7MGVcdABvrT3Jv5lysA7TQDZYUQyJ5lnT2t53irvRlOHT2Hp9fXgC369zoZS1LE2dxyPkKZe4aDreXkmJIoNCajXyZYpaQyDalkGZ0sLX5ELekzMco6687/iQTB0mSSTHmsC71UebEr6HaV0q1r5SmQDXusJOQCKCKKIqkwSCbMGvsJOrTSDfmk2EsIEGXQpzOgTKMsZqDGklVBbt3nsNk0rN42RT8/jBvv3GQ6qoW7r5/LvkFlyxh4XAUt9tPOBTF5fLj84UQCBrrOwgFI8iyjMWix9RZW++RJ5Zy8kQNv/7FFmqqW5m3IA9FkXG2eTlzqpZoNMoTX1qFxWLAYNCSmhqHosi89+Yh7n94IRpFpqqqhbdfO9hnbN377xyhqrKZOfNzSUuzI0kS9XXtvPbSPuzxZvILLolVSZK49a6ZHDxQwTuvH6St1cPylcWYLQbanV4uVDRRfq6Bb//xncQnDF/HgPFKst1CnNlIm8tHQ5ubRNulwrK+QIiapg5s5uGJxZElCUecmUSbiVn56TjizPzfmzs5WdnA9NzU0Xdp9PuAgkj4KO727yHUdmQlE0WTi0bJQ4gA0UjpFVt3CcW+KrDH3MOTxMTI26VncPr9PDFrDlpldB76Nxv11a2EghEa65z85j82kJIRz8o7Z2EwXj95SBWC7U2l/POp9/FHL8VZayQZi9aASdGhkRU6Qj46wtePe9YrGpY4CtjbUk5UqBxvv0hL0I11FOL9JEkiQWflgYzV/ObCu/y/U89wX/pKMk3JBNUwjf5WjrSfY2XSbJYmzrokzJAosmaRbUplR8sxTrvKWZY4m3RDz2LVkiSRY07jttQlvF6zmR+deobbU5eQakjEGw1Q72/msLOUhzPXUmIbWqD+JGOLQTGRbswnzZjHwoRbEZ3/ubJDSlcXFlmSY11YRuAhN6inidVm5Pa7ZrNvdxmvv7yPYDCCPd7ELbdO59EnlvcoOFpb08bzz+6gproVny+Es82LGhX8/V+/gdGkw2DUctd9c7vdqMnJcfzxD+7hrdcOsOWTU7z24l5UVWAw6khOtrF6bQmaTneiRqOwet00Ghs62Lu7jJ3bS1EUGXu8mdvvmkX+lGQ+/vB4j7mbTDqOHKxk40cnCAUjsVIROoX0jAQeeWwJCxbl93i2W61Gvvv9O3jp+T2cOFrNpo9PEg7FAqkTEszMnJ2NTndzPJQ1isxtC4t49qMDbDx4jrREGwlWIy5vgDd2nsTtDw5J8AkhKKttIRSJkpVkx9qZienxB2n3+lEUedw/6IXqw+f+b9RoE2bbX2AwPogkx0IcIuEzhILbe2wvyymAhKo2ARHothwKhAgi1KtnNN9MdAQDbK+qxKBoxkFr9BuXZ/7jIw7tPIdQBZl5SXzqSyuZOjurXw+fam8rPz+3pYfYK7alsjypiBn2DHLMDuK0Rn5TvoMXKvdcdzwJifkJuSiSRFTEaugdbqskzzI6MdOKpLDCMQcJiY2N+3jmwjt4Ij4UScaiMZFucGBWTFzu65YkiVRDItNsuWxsOIBWVphpL8Ck6b0u6mQt96StQC9r2dp0mJ+WvYY3EkArK9i0ZtKNSX3uN8nEI9ZKT+pRn28sGJRSkWWJufNzWb6qmLpaJ5FwFFuckdz8ZCyWnmbphEQzt981G/9lmbVXkpVzKWtKliWKS9L4xndupfZiG+3tPoQq0Os12BPMpKXZ0esvTTs7x8FT31jL+ttn4vUFkWUZR5KV3FwHjY0u5s7P7RaIAEtWFJKVk0i700ewM95Mb9DiSLKSlZ3YY9suklPi+Mo31nKxpg1nm4dwOIpOr8VmM5CWHo/JPLFLZwyEe5dOY9+Zat7adZLSi00k2sy0e/y4fQHmTkmnqb1nbGej082+M9U43X7aPX5qW1x4/EGe23CQxDgTVqOeuVMymJLhQBWCTUfK2HToPMnxlm7x2O7xc7a6iem5qSwoyhjXAcuq2o6qNiLJNnSGNd1iTwhBJHwGobqhMzFDAhQlDVnJIBzci1A9IBuQiLlzIuGTCNFx9YNNYPrbraVruzafn7MtzcxJSetz/8vbmnX9fa1jXt5N4Vpcb5z+bD+ReOSra1h//zwkCZLS7OQWpvarb25UqGxuOM0FT3P3v61JmcpXp6yhyJbaI1FCr/T/sZNnSUIvawmpsRCSUlfDAL5NT5Y7ZpNpTKbYmtPrswUJJSTp48ky9QyMNyg6bkmezzRbHg2BVvydnTlMigGH3k6SPr7XemRQ9NybvorZ9iK0sqbP43Vh0hi4J30lc+On0hJ04o8G0UgKZo2xc3x7t56Ukfh01jp80SBphpsjUXCS4WXQpilZkcjKTiQr+9rlLmxxJhYuKRjQ2JIkEWc3EWfvX/KHPd7MnPm9XaqZWQlkXlYBX5IkTCb9dWv49TUfk1lP0dSB7XcjkpZg4++evJ03d55k58kLNLV7mJ2fznceWsHxigY2HDiL5nILb3MHr28/Tpvbh6oKVKFi0mvZcrQMWZLQazXoNApTMhzIksTq2QW0uXycqW6iqtEJQJLdzKNr5/DgipkkXtGdw2bWk2gz9zhmFxajjkSbCd0gu74MBkm2I8kJiEgVocBGdIY7AUE4uBu/9zeIy5I7kCRk2YHeeD9+z6/wuP4fJst3kSQzkfAhfJ6f9IjruxFQhaCmo4NXTp9gy4ULhNUo89LS+fysOWiviM0KRMJ8WHaej8vPc6qpiXqPmxpXB9urK7sfsnaDgTcfeRytpPAfe3byyYVyvrdkObfmT+khvlQh+PD8Of5x5za+s2gJn54+E1mS+N7HH9Lk9fBft9/FW2fP8MH5UjpCQUoSk3hy9lzmp2egkXv2M232enn9zEk2VpTTHvCTaDRzT1Ex9xeXYDf0M3N2HCJJEkUzMmHGwPdtCbg53FZJUI3F8c60Z/LNonUUWlOGdD50soZ0UzylrnoAKj0tgx4ry5TSS9B1kW5M6pVF24UsyaQZHaR11tUb6rGuRJFksk0pZF9ne0mSmBaX3+85TDLJldwcvshJhg1JkshKtvPtB5fz7Qd7ZhQWZSbx8KqZPRb4uYUZPPtnn+332FOzkvjzx9Zec5vL+esnbr3qtt+8fxnfvH9Zv449XEiSCZP563jVf8Pr+le87v8GQJFTMFq+TMD3EkJcSvCQZBNG0+cQqpNQYBNO/3tIkh5ZScdg+jTh0P5Rnf9IU+d282efbOBsazMzk1NwmMyxf9u0oVfZCyFi1rTsODsmjZYPys6TZYtjeVYOSmcyl0mj7Q6GvzV/Cs8eO8K2qkqWZeVg0V2yvAciEd47fxZVCGanpnUfqT0Q4FRzE3+/Yyu1Lhc59niC0Qgnmxv5+vtv86+33sH6vIJuC2JpSzN/t30LF5xOZiankGuPp83v48f7dnOgrpa/WLGadOvN1VsboCXoodIby0LUyRpWJU+lwDoMmYUSJOmtlBITfG0hz3V2mGSSSa7GpOAbJVQh6HD5qalro6nFTavTi9sTIBiKEA5HkWUJrVZBp9NgNRuw24zEx5nISLWTlGgdUA2s0aC/C/nVtgtHojS3uKltaKelzUNbhw+fL0QwFCYSUZEkCY1GRq/TYDLqsJgNJMabSYg3k5pkw97Z//Ra8xiOh67B/PlYazQpVvtRo52J2fbXKJpYTTZFScdk/S6KkgXE5qPVr8SqpBEJn0IID5JkRKMtRtEUIyvpnXF5l6xGiiYbs+3P0RnuQI02IEk6FM0UNNpiwsE5iB6xfRMXIQRvnDnFscZ6npg1h6/OX0Si0Uib389zx4/ws4P7ybXbu7c3arU8VDIdgBONDWytqmROShp/unwluj5iOac6kpibmsb+2otUd7QzLelS8liT18OeizWszcsn1dJTkHlCIfyRCP+y/nby4+MJRVU2XyjnR9u38vThg8xJSSPJbMYXDvP8iWOUtjTzgxWrubuwCLNOj9Pv41eHD/Hs0cPMS0vj87PmjvtY0+HGGwl0izGr1kCRLQVlmOKVjJpLwv3y+MBJRg9VFbg8flqdXjpcfjzeIF5fEI8viM8XIhyJEomqRCIqkaiKEAJFkdF0/VcjY9BrMZt0GI16zEZd7DkXZyTBbsZs0t10L0ljwYAFn06nQW/QTtYMug6qKohEojS1uDlwrJLdhyqorW/HHwgTDEUIhSNEI2qnm1N0l5qRZQmNIqPVKGi1Cnq9ljirkYLcJJbMy2NWSQYWsx6NRpkwv4EQgqgqCAbDlF1oZvv+85wqrcfZ7sUfDBMORQlFokSjsfPRFSMld54PRZFRFBmdNnZODHotSYkWphWmMWtaJjOK0zHotSiK3H0ehwu9YX2PvxVNHkbNpaw5WXFgMD7QYxtJktBoC9Foe7fb0+lX9HkcWU5Ab+hdK01nWDPwSY9TVCF499xZsmxx3FVYTKIxJtoTTSaenD2X544dHdL4WkXh09Nm8ieffMTBulqKEx0osowANlaUoQrB0sxsbPqeccZGjZbb86dQEJ+AJEkYNDK35k/hndKzHG2s53hTA2tz82kL+Png/DkWZ2RxW/4UzFodEhBvMHJ/8VTeLj3NJxXlPDJ95k0n+EJqlECkMyZa1hCvG76qBT1iJsXEWPMmGkLEnkNqVBBVVTrcAc6WNVBe2czFeicX6514vEFC4SiRSJRIRCUajYm7aKfAi41x6ffqWoulzkLRihxbx5XONV2jUdBoZHRaDRaTnmSHlcw0O/nZDnKyHKQl22KlwGQJRe56uZ8sOj0UBiz4/ubvHwJBr96Rk8SIRFSaW92cLW/g/U0nOHryIqFwhOvFqHe5r2JCUSUQvFTTrr6xg7NlDXyw6QQWk545M7K4bVUJhfkpJCVa0GnHp6FWCIHbE+BiQzvb955ny+5SGppcqGr/Ava7FqBINOYC9V1WyaGmzsnhEzVIb+7HZjWyeE4uyxYWUJiXTGqybdyek5uZBo8HZ8BPcaKDdGvPum52g5EsWxyB6BAKdwNzUlOZnpTMG2dO8+DUaVj1evzhMG+fPUtBfAIL0jN6vSjpNQp59vge89EqCtOSktl9sZqLrlimdFlbKx3BACadlpNNjT1EXYvPi1GrpdzZRkRVudmQJQlZklA7ayWqw5hL3Rq85MaN0/Vu6TnJ4BBCEAiGcXb4aGv3UVrewPHTtZy/0ER9U0enkBvK+F3iLzZIhGvfF6fPx9z2Xc0R9DoNWenxFOUnU5SfQl62A7vNiM1qwGY1olFGpnTJjcyAn4qyPLppxf5AiJ37y6mpcw7LeDargbvXzcBoGP7M2pY2D1t2n2P73nOcOldPODy4CvNXQwhwe4Ps2FfGnkMVTC1IZcn8fFYvKSQnM2FcXfyhUIQDx6rYvvc8+45coNXZuzPLcCAEdLj8fLz9DJt3lVKQk8SS+XksmZ9PcX7KuHOF38z4I2FUIdDKCvo+LGAWvY6Ab2idWlLMFlZk5fCrwwc53tTA8qwcDtZdpNHr5r7iErJtvQtZy0h9uojNWm2sNV809vLlDsZag713rpSPzp/vcw4WnW7IUicUjrJh6ymaW8c2Xk2WJaYXpTFvZvZ1M3X1sgazRk9H2E8wGqY1MDxz90WCVHkvJWpkmwfbE7tv3t5wbETWJkWRuGf9TBLjx1+nnGhUpa6xnVOl9Zw+X095VTMXqltxewJjPTWgq8FCTIyev9DE+QtNvL/pJHqdhrSUODLT7ORkJpKf7SA3K5GstHgMBu24ev6NV8a9GcQfCPPx9jPsPVQxLOMlO6zMm5lNfnb/M66uRZdV7vDJap5/fT9nyxrwXaMEzXARiaicLK3j/IUmtu4u5e51M7lj7XTMnQVSx+Li7zLlX6x38txr+zh4rIpWp7ffJTiGSiSqUlrRSHl1M5/sPMuy+fl89oGFJCXEFt3xsiBcr3zIUMYbznGHG4NGg4xERFW7y2xcTnAYOrXoNRqWZGbxVulpXj19kiUZWWyrqiSiqtxRUNirLR/ErFH+Po7tCYeQJQlDZxkRszZ2b3162nTuKZza51iKLGPVDe5lUoiYdf/Vdw/y/Ov78fiC199pBJlRnM6apUX9upasWiNJBhsdYT/ucIBz7gbWpE4dUhyfEIL9rRdwXVakeaY9c9Dj9cXbG45y/kLz9TccIJIEc2dkk2A3j/m92LU+hEJRjp6uYfPOUkorGmlqduH2ju01NhCCoQiVNa1U1rSy60B5ZwygicR4MzOnZrB0fh5T8pLRd9bFHevzPh4Z94JvuAkEw9TUOYdF8AkhaG7z8Pp7h3n3kxNj8oYUDEUoq2zmp7/dxq4D5XzhkaVML0rrs57gSNLlvt28+xwvvrmf+qaOIbkDhkIkolJb387rHxxh5/5yPv/wElYumYKtv83mRxivO8DxQ5U4UmykpsdjsRmGZDkXQtDW4sHV7gPAYNTiSIkbdwXBUy1W7EYDzT4vdW43DuOlTi3eUIiqjnYSjH277CRJirX1E1Gu14dyXlo6M5NTOVhXy+bKCo43NlCY6GBeWnqf2wciEcqdbSxMz+ieTyga5XRzMyatlsxOq2BhYiI2vR5fOMy0pGRsev2wXU9CCHz+EK+9f5gX3zqA1zd2yQkaRWbuzGz+9Ju3keLoX8ZxssFGoTWFMncjYRFlW+NZViUXMy0ufVDnSAhBc9DNCxW7iXRmtZsUHSuTiwc81lggBLS0usd6GoRCEVqcHg4eq+Kdj49zoaaVcD9CjMY7QoDLE8DlCVBd28ax0xd56Z0DJCVaWTwnl+WLppCTkYDNasSg14yLdX88ML6eCKNAMBihtqF9yOMIIThX0cSzr+xh14GyMb+BwpEoB49XUXmxlS8+spRblhdjHaY2Z9dDCEFNnZOX3jrAR1tPE+6jz+5YoKqC+qYOfvzMJo6evsijDyygIGdsC5YKIWisb+fn//oBPk+QeUsLWH/vXOYvnYKiGZzoi0ZUPnz9IC/+ajtqVCUr18H3/t+DlMzKGubZDw1Fkri7sJhfHjrAh2XnyLTaSDAa6QgGePnUCdzB0FUFn17RYDcYOd3cTIPHQ1anCAtGo+gVpceCbtBouLdoKvtqa3jp5Akq29v5s+Urr5rk5A+H2VB2nnmpaUxJSCSsqmy5EBOKOXF2ZqbEasklGE3cNaWIDeVlvF16htsKppBgNBFRVVzBAFUdHaSYzWTH2QecUBUMRXjtvcO89M7BMRd7yxYW8LXPrey32AOI0xpZ7MhnZ9M53JEAZ131PF22jW8Vr2OKtX/16LoQQlDnb+dXZds42VHb/e9rU6eRpLcOaKyxpKn1Ul/20SYSVamsbmH3oQo27yqlvHL4rZjjCVUVhEJRauvbeaP+KO98fJzcrETmzcxm1rQMpuQmk+KwjrohZLxx0wm+UDhCQ2MsILU/FeT7QlVVjpys4ekXdnL6fP2Yi73LaWnz8PPntnOxvp1H719AvH1ke/yqQnDybC2/eXkPh49Xo46nk9FJIBjh422nqGts56lHlzN3Rv9aRY0IAi5WtdDSGEte2bX5DMnp8cxfNmXQQ2p1GqaUpGOPN9HW4qG+1smFcw0UT8/o0eZwrJEkiYdLZrCrupqXTh7ndHMTSSYzbX4/7QE/C9LTafb1HU+VbDazKCOT106f5M8+2UCa1YoqBEaNln9c27sW44rsHJJMZvbV1uAwmViceXXxa9JqUYXKDzZ9TE6cnbCqcrKpkUAkwlfmLcBhjBWAN2u1PDl7LrVuNz/et4ePys4TZzAQVVXcoRD1Hhdfn78oJkYHcH2Fw1FeeecQL749tpY9gGULCvjG51eRkWof0D0iSRKrkqeysf4Uu5pj8Y3bGs/iDHq4O3MOt6RMxaG/voD0RoLsbi7jteoDHGurJtRZyDndaOfujNnolYlTnqilzd3ZM3V015q2di/vfHyMbXvLqKppHTcv4KNJJKpSVtlMWWUzG7aeJj/HwTefXE1xwRj0YR9H3HSCTwhobvPg9gSwx/Wvk8flqKrK/qNV/PfTm6hrbB9XYq8LtzfIa+8dpsPl5xufXzWo79kfolGVQyeq+Z9nNlNd2zYuz0UXQsDJM7X8288+5mtPrGLFwoLOMi6je/erqkrp8Yvdmcpmi4GZ83IG/fLRRXZ+EglJNtpaPETCUc6frmPNnbMwmfXX33kUybDZ+Lfb7uClk8fZWnmBWpeL+Wnp/MnSFRxqqOP9c2fR9uHetun1fHvREpJMZj4uL6PG1YFVp2d+WkafxzFrtdxXPJV/272TW3LzSbzMfXwlRq2Wr8xfyMmmRj44fw53KESJI4kvzJnHgsvcvJIkUZjo4D9vu5MPy87xYdk5TjU3oVNkMq1xPDZjNqtycvtt3RNC4A+EefXdsRd7GkVmxaIp/NFX1xMfZxzUfRGvM/FHU2+nwt1EfaADgeBYew2l7gaePr+VIlsqhdYUTl1mtWsJuvm4/iQRoXLe1cCpjjpagm68kUuxZWaNnodzFjI/sf/ndjzQ1OK+XvTBsNEVErDrQDkvvLGfmnrnsCcNTlQ63H6cHb4Jde2MFDed4ANodXpwunwDFkKqKjh8ooZ/+ckGWtrGd8X3cCTKB5tPEolE+YMvriFhmC190ajKnkMV/OvPPsbZGTs23hHAxfp2fvyrzahRlTXLikf9bU9VBRfON3b/bbEaKJret2gZCMlpdhIclzICq8qbCQXD407wyZJEbpydHyxfxQ+Wr+rxWUlSEp+bObvP/boycL+7eCnfXby012d90eUiXpWdi1Fz7aUuwWDk6/MX8fX5i645tixJJBiNPD5zNo9fZa79oUvsvfz2QV565+CoJHpdDb1Ow/pVJTz16HLi40yDvickSaLAmszfzX6I/zzzEefdjUSFSiAaJhAN09zs7rb+dXHWVc/ZzrZpfWHR6HkkZzGP5S5FK00sd1xTq2dU9F4kEuX8hWZee/8wW3eXEpoUer3Iz3GQkmy7qa17cNMKvli18IEghODY6Yv832+2jHuxdzlbdp/DHmfi8w8vIc42PDWsusTeT57dOmHE3uW0tHn46XPbMZl0LJ6bP6qLgBCCpoaO7r+T0uKwJwxdjGu1CslpdmRZQlUFrU0uIuHxWQ9usFbVgezX6PXwQVkp05OSmepIuu6+YgDjD4dVOByJjguxJ0sSd66dzhOfWoIjYeglRCRJYl5CLn8z835eqdrP+3XHCPeRkd0fcsyJPJKzmAey5mOYQK7cLlpa3Yy028PjDbBx+xne/OgYF6oH32f4RkanVZiSkzRqMe3jmZtS8DnbfbS7/Agh+rV4CyGorm3j2Vf2UFHdOgozHD7CkSjvfXKCBLuZh++Zh06rDOmBJYTg5Nk6fvH8jmFJfhkrGptd/OqFXdgsRkoKU0fNtSsE3dm0AOlZicN27IQka7fgc3f4iUbHp+AbKQKRCEIIWnw+frxvD65AkDvmF5FiGT+10IQQBEMRXnr7IC+/O7ZiT5El7r1tFk89toI46/AVNNbIMiVx6fxRyR3cklrCa9UHONxWRTAaJipEZ1xbb2RixZutWgP3ZMzhnsw55FmSJpxlr4t2l59QODoiiQJCCJwdPn71+51s3lU65rGf4xmrxcDUwjTkyWYRN6fgC0eiXKxzEomqaPtxM7rcAX790m4On6gehdkNPz5/iOff2EduVgLLFhQMaazq2jZ+/MxmKmsmlvDti9KKRn776h7+6KvrB5SROFSCgUvFhc3W4XO5Gi/rRxkMhvvd0eRG4V92befNM6cJqVHMWh33Ty3hUyXTx03sjhACry/Ey+8e5JV3Do2p2DMZdTxw+2w+96nFWEbA7S9JEjatgVXJxSxPKuSiz8kxZzUn2mu46HPij4aIqCoCgSLJWDQG8q1JzLJnsSgxnzidCYmJXUstqqq0tHnIzkgY1nFD4Qil5Y38+FebKS1vvP4ONzmOBAtTCwaWKX6jclMKPoCaujYikeh1BZ+qCt7deJyte86N0sxGBo83yC+f30l2RiJZ6fGDGqOt3csvfreD8xeahnl2Y8e+I5W8s+EYX350OYoyOg+Xyx9iQf/gO0tcSTQS7badXN7S6GbhtvwpJJnMqAjy4uK5JS+/zw4al3NvUTGLMzJJMo1sNjvEaqK9/M5BXnl3bMWeXqfh4Xvm8el75mG1jJybq+s610gKuRYHuRYH92fNQyAIR6ME1FjnFZ2swajceJ0ShIDm1uEVfMFgmK17zvHbV/cOW/epGxlJihUQH8nrfCJx0wq+6rpYFpPxGteBEIJDx6t4/YMjN4S1pLKmlZfeOsB3nlrbXY28PwgB4XCE198/wt7DF0ZwhqNPNKry1oZjLJidM2rlWswWfbeVz9ni6XdowbUQQuBq9yE6r1OdQXvTuTCWZmWzNCt7QPs8VDJ9hGZzCSEEoXCUF946MOZiT5FlHntwEZ+5d/6IWPb6g4SETtGgU27wx48QwxbvLYRAFYK3NhzjxbcOjFiryhsNSZJYPC9vrKcxbhg/RbpGmeqLbQRD0au2/RJC0NDs4oU390+oJI1roQrBjv1lbN97HnUADd5VVWXHvjLe++T4DVnTye0J8MyLu3C5R75TiiRLpGRcsrBeKGvE4xr6ccOhCJVlTd1xewkOK8pNXmR0PBBz4wb53Wt7efntsY3Zs5j1PPXYCh59YCFm0/D3Ep+kJwJoanENfRwhcHuD/OL5Hfzy+R2TYm8A2G0mZk8b3nZ8E5mbVvC5PAGar9H6JhSO8sn2M5w8WzeKsxp5nB0+Pth0ot+N2YUQ1Da08+LbB2ibgBm5/eX8hSY+3naayAgnOsiyxJSpad1/u5w+ju6vGHK/4YpzjdTVtHX/nZmTiE5/g1tQJgD+QJgXx4Flz2Y18OSnl/DQXXMwTjaaHxWEEP1eZ681hrPdx69f2sWbHxyZLLkyQBbMykGnnXzx7eKmFXwA5ZV9x6IJIbhY5+TdjScIhobe0H28ceJsHQePV/Xbyvf6B0c4V3FjBwf7A2G27z1PQ1PH9TceAoosM2N+LlKnu9XjCbD1o+O0tQz+wRDwh9iz5QyNtZdieoqmZ2A0TlpxxpJgKMLv3zrAq+8dxh8YvljNgWLQa/nyo8u5//bZmCaviVGjq8j/UAgEw/z65d18sOkkgeCN9ywaaRbNzRlSn/IbjZv6TJReJfkgqgpeeucg9SP88B8rgqEIL751EO91LA5CCPYevsBHW06N6y4aw8XJc3UcPFY1suVMJCgoTqWgOBUAoQr2bz/HG7/bHYvBG8CJFkIQDITZ+tEJ3nvlQHdlfUeKjWmzs9BMvtmOCV1u3Ode28ur7x4aU7EXZzXynS+t4Z51MzEaJp7YE0Lgj4Rwhf24wv5x2brxWjjbvYPyGnRdQ//zzBbe33RiTK+hiUqyw0pBbtJNX2z5cm5qwXe+vG/Bd/z0RbbuKh3l2Ywu1bWtbNx25prbtLR5eOGN/WPqihpNIhGVDzadxOMNXn/jQSJJEilpdlbdOgO9IVZMNhyO8sbvdvHjH73DiUNVtLd5r5kkJITA5w1Sdqae3/1sMz/95/fxemJxgLIsMXdJAUXTMybddmOAEAKPL8Tzb+wf89IryQ4r33hyNbffMgPtBBX/AsGvyrbx5T3P8OU9z+AKD6xg/lgTCEZwuQc+Z5c7wNMv7GTDttNEIjdXPc3hYuqUVBLs5sl18DJu6iCfxhYXHl+wRwVujzfIGx8eJRi+sc3nQsDG7WdYt3Jqn0VXI5Eo2/acv6FKsPSHcxWNnDhbx4pFQ6tXeC20Og2rbp/B0QMVHNlbjhCx32PX5tOUnrhI8YwMcqakkJGTiD3ehN6gQ5YlgoEwHref+otOqiuaKT1ZS111aw+LZEpGPPd8eiGWYeqqMsnACIUi/P7N/bz23mECwbGzysTHmfj6E6tYvbRwQscwCaDc08R5dyykJComlvgJhSO43IEBtbYMBMO8/sFhNmw9PdkPd5AoskxhXjK2yXIsPbipBV8wFOFinZOSwlgQvRCCo6dqOHm29qZwYVbVtnHgaCXrVkzt8RYkhKCusYOPt5++aax7XURVwXubjrN8Yf6IvhmmpNv5yvfu4O+//xK1VZ1FrAW0NLlo2exi7/ZSjCYdWp0GRZGROucWCUcJ+EOE+ojnsVgNfO37d1A4LX3E5j1J33T1xn3hjf28/v7Yir3EeDPffWotKxdNGZEuD6ONJzxyFveRJhSODsjCp6oqH2w+yctjbB2e6NjjjEzJTbohrv/h5KZ26UYiUS5c1irN7Q2ybc+5mybt3e0JsPtgRa+FRVUFW3aVcuZ8wxjNbGw5dbaO8qrmET2GJEnkTknmh//1KAuWF2K4okxGNKLicQVwtnhoaXTR3OiirdmNq93XS+xpNAqF09L5s396mIUriiaDlEcZIQRuT4DfvrqXV8Y4Zi87I4E//vqtrFpciKLcANeBAE9k5MsljRShUIT2fvZtj0SibN5Vys+f2z4p9oZIisNGYV7yWE9j3HFTW/jCEZXq2lgpCyEElTUt7D9aNeRxJcBqNZCUYMVg0KDXadFqFELhCP5AiJY2L61Oz7iwIp6raKSmzsnUKand/9bS5uHdjceH/ViKIhNnNZIQb8Js1KPTaVBkiVAoQiAYoa3dS3ObZ8x7wHr9IfYcvEBBTvKIBvxKkkRWXhJ/+MP72bHxFLs2nebcqdo+rXd9oSgymbkOFq8uZu2ds8guSL7pii2PBwKdlr03PjwyppmUWenx/MGTq1k8L+/GEHvEXLqe8AQWfOEIHf2w8Kmq4PiZWn7z8p7JBI0hIkkSuVmJJCWOnx7a44WbWvBFoyq1De1EIlGQJHbuL6OtffDWveyMBJYvLKAwL4lkhw2rWY9Wq6BRFBRFJhKJEo5E8XiD1Dd1cOh4NTv3l/X7DXAkqK1v51xFI4V5ySiKjBCCDzefpLHl6jUKB4JGE4ulWDw3j8K8ZBLsZkwmHXqdBo0iI0kSkahKJBLF6wvR2u7h+Oladu4v42K9c0xEcTgc5dS5OtweP7ZhbCrfF5Ik4Ui2cd8ji1m8qoiq8ibOHL9I2ek6Lla20N7mJRyOIAQoGhmLzUhqup2CqWlMm51NflEKGbkO9HrtiM5zkt4IIQgEIzz3+r4xF3sZqXH80VfXMX9mzg0m+gWe6AR36XoC1+ymEyvy38FvXt4z4dqldX2l8WC86EKrkZk3M3vS09EHN7XgA2h1emlqcaPVKHy4+fSA94+zGZkzLZN7b53FtOI0DHotiiwjSVdv/C2EoKQwjVVLCvnyo8t5/YMjbNhyitb2a2dnjgSRqMruAxWsWzEVs0lPbX07G66TvXs9FEUmwW5m+cIC7lo3g5yMBHTamOi9VlxcrCRJCovn5vHkp5fwyc6zvPbeYS7WO0c9U63qYisXalpHrUq7opFJy0wgLTOBhcuLiESiqKpAqIJIJNYRRqNRkGQJWZbRaGQUTex8TmahjT5dbtyYZe/omIk9SYKC3CS+86VbmD0t8wYTe7EkjUBk4lq8wuEoHS4/QnBVb4HXF+Inz27j2OmaMRNOWo2CXq9Br9Og02qIsxnITEsgNclKYrwFR4IFm9WA2aTHYtbFnnOKjCLLCGKu61A4QjAUweMN0ub00uqMebIamt3U1LXR3uEnFI4QCkcJBsMjVkTaoNeyYE7OiIw90bnpBV9tg5Pfv3UAry9Ih6v/nSSMBi2zpmVy/+2zWTI3b0BlD2IPadDJGhwJFp56dDnL5ufz4tsH2H2gnOgoi77jZ2vpcPsx6LVs23eelrbBW/cS4s2sWFjAfbfNpig/eUBipGtbrUZBq1G479ZZzJ+ZzSvvHGLDttFNIGlqcVNZ08rMqRmj9hDtbjavVSZr6I1zvL4Qz7+xjzfHUOxBrPTEN59czexpmSMm/Gt9TpoCQ28RNhg8kSBRJlZm7pW4PQGCoXCfdRCDwQivvHuInfvKRlXsybJEgt1EWrKd1GQbmWnx5GQmkJUeT1pyHBazflivJyEELk+AphY39Y0dXKhp4WJ9Oy2tbppbPTS2uIbtPppWlEZCnGlYxrrRuOkFX1u7j7c3HBvQPhaznofvnse9t84iKdEy5BtDUWRmlmTgSLTgiLfw9oZjo1pg1O0JcOJMHdI0iYPHqgZ94+XnOPjCZ5aycHYuZpNuyOdFkiQy0+J56rHlJCdZeeb3u0a89VkXoXCU8xVNBILhye4Ek/TAHwjxu9f38sYHR8e0E09RfgrffWod0wpTR9TKu6HuBG/VHB6x8a9FVKhE1IldmsTjDRIIRnoJPlUV7DlUwTsfj956Hx9nYv6sbKYXpZOTlUBaUhyJCRYMes2IXkOSJBFnNRJnNVKYl8zKxVMIR6K0d/hoafNS19hBRVUzZ8oaOFvWMKRaqEsX5A/jzG8sbnrBN1DirEa+//X1LJmfj143vDdJapKNL312GVFV5f1NJ0c1eeHdjccpq2ziVOnAewfLssSskgz+9Ju3kZ5iH/aAcZvVyKfumks4HOX51/eNWj/JM2X1eH3BScE3CdBZVNkb66Dx1kfHxkzsSZLEjOJ0vvvULRTlp4y4S98Z8lHta73+hpP0idsT6FWmRwhBRVUzv39z/4hWhVBkCaNRR3FBCutXlDBvVhZxViMGvRZZHrtwEEmS0Gk1JDtsJDtslBSmsmrxFPzBMB5PkFPn6ti5v4yjpy7i84cIh6P9EsUmg5Z5M7JH4RtMTCYF3wBISrTwnS+tZfXSwhG5USRJIs5m5MnPLMXtCbBt7/lRi+k7dvoix05fHPB+Go3M8gUF/MEX15CaZBuxBcSg1/LAHXOob+zg4+1nRkUMV9a04ezw4UgYuhV3kolNl0uqS+yFxkzswcLZOXzj86s620ZNXpfjHZcnQOCKzFuPN8jv3tjHmbKRKX2l1ShkZ8QzZ3oWt64qoaQwrTuGcDxeM5IkodNp0Ok02CwG0lPjuHVVCe0uP4eOV3HoeDXnLzRxsb4dr+/q1r/pxenYbcZx+R3HA5OCr5/Ex5n4/MNLWLpgZAvySpJEcqKVRx9Y2H2Bj1ckYM70LJ56fMWIij2InZf4OBOfunsep87Vd5fTGUlC4Qil5Y2T9ZwmwR8I87vX9vH2GIo9gAWzcvjWF9eQl+0Yk+PHaY0k6a2j9kCNCJVKTzPjKAl0wHS5dLsQAj7ccopte84P+7EkYkk861dOZdHcPHKzEtFOsOLDl19b8XEm1q8s4ZZlxVysd3LqXD0nz9Zx7FQN1X1kNM+Ymo7JNOmRuRqTgq8fKIrM2uXF3L5mGnrd6Jyy4oJUPvepJfzLTzZ0Zq+OP5IcVr79xVvIyUgYtQdAYV4Sd94ynad/v3NUrJ8nz9Zx9/qZTIT3xWhUjVk+O0u43Ci12MaSWBP7EL99ZQ9vbRi7mD1JgiXz8vjmF9aQk5EwJnMAWJ0ylS8VrEKRRufacof9fGHP04QmcByf2xtz6caWccGpc/W8+t6hYfVSSMQS5h64Yw63LCsiI9V+Q3WZUBSZnMxEsjISWL2kkLZ2L8dO1/Lh5pOUljcSCkewWgxMyU2ecAJ3NJkUfP2gKD+ZLz6yFMMo1jqTZYm1y4vYvPMs+49Wjtpx+4vFrOe7T60lLztxVM3nsizzwB1z+HDzKarrRt7Kd/p8HUIVoIx/ybfhzcP85n83Eg5F+fZf3cu6u2eP9ZQmNEIIOlz+mGXv47GL2VMUmVWLp/D1J1aRlhI3dnFXSCTrbeSYR++eD6mRTnE5cQWf1xfsrDAgaHV6ef71fTQ2D1/Ws81iYP6sbL782Aqy0uw3dKkmWZIwm/SYjDoy0uK5bXUJ58qbeH/TCXz+ELlZo/s8mmhMCr7rYDJq+fKjy7FZRz8uQK/T8uCdczhb3oDLPX6qzSuKzO1rpjF/ZvaY3Fwmo457b5vFT57dOuLHamx2d8fxjXfcLj9+X4hIOEp0lOsW3oh4fSGee20vb398fExj9tYsLeLrT6wiNdk2JnPoQiPLmLVDz74fCDISRkWHPzpxa/EJAW3tXoKhCBu3n+HwiephKcEiSxJT8pJ58M45rFtRjEGvvWnEjiRJSIBOq2HG1HRKilLxeIKT7tzrMCn4rsOyBVOYUTw2zehlWaKkMJVZJZns3F82JnPoi+yMeO5YM33MslclCebPyiYp0Upz6/B0BLka0ajKheqWCSH4/N5gzBo5yZAQQuDzh3n2ld1jKvZkWWL9iql85XMrSU0aW7EHoJUUTBr9KB9VwqI10Baa2P3NDxytwucP8foHR4atddoty4t54uHF5GQk3FDu28GgyDJxtpHtinQjMBnkcw0cCRbuXBsTNmP15pRgN7NkXt64KQ2i1SisWzF1wEWVh5OuxJbZ0zJG/FiqKrhQ3TLixxkOfN7guI33nCgIIWh3+fnV73eOaTauTqtw97oZfOPJ1aQ4rGMyhyvRygpWjWFUjylJjPoxR4Lte8/xi9/tGBZXrs1q4EufXcb3v3Er+dmOm17sTdJ/JgXfVZAkmDcji5IRLmp6/XlILJyTQ1py3JjN4XJSk23ctXbGmPcptFr0lBSmjXiAblQVVF6cGDXIYoJvrGcxsXF5Ajz7yp4xjdnTahTuXj+Tr35u5bgoCZRhsjM7PpvZ8dmkGkd/HbJoJ77gi6qCcGTocYjpqXF86wtreOzBRVhMw9sNY5Ibn0mX7lUwG/UsnJOLxTT2i01qUhxTp6RQUd085g/0W1eVjAv3pizL5GYmEm830dQycm5dIQQNTS4iERWNZny/H/l9oUkL3xDw+oI8+/Ie3t14nPAoFfe+Eq1W4f7bZvOFzywdNy6q29NnsjSpEEWSSNSN/r1vGXU38vgkPSWOP3xqHQtn50xa9SYZFJOC7yrE200smpt71YbXo4ksS6xcXMiGradHrbVYX8TZjNy2etqYHf9KMtPjSYy3jKjgg1gdLZfbT0K8+brbCiEQQqCqAlmWkaTRKXQajaoER7HX8I2EEAKXO8BvXtnDe2Mo9mLFxWfz+EOLsFnH/kWzi3idmXjd9a/9kUBCYlVKMXZtrDeqXr75HlkSkJWRwPe+up65MzIH5F0RQtDm8rHlaBkLirPITR27kj7DRTAcYdvRcgw6DatmF4z1dCYUN9/d008WzM4hfhw1YJ43Iwt7nJGWtrELXl65aAoJdtO4cSOkOKykJFk5c75+RI/j84dodXqvK/iiUZX6mjbOHK+hvc1LamY802Znk+Do6ZbzugNUnBveCvuhUIT2EWzRdKPSFbP3m5d3897GE8PidhsMRoOOz9w7n8ceXIjRcPNkW14PCbgvYy73Zcwd66mMGbnZDr7zpVuYOyNrUAaIzUfK+M9Xt/EXj6+7IQRfeW0LP3lrF5nJ9knBN0AmBV8fSMCyBQXjatHV6TTMnJrBlt3nxuT4Br2W+bOy0etGrxbh9VCUmFtXo8gjavkMBMO0u3zX3a6lycUv//MjDu0qIxpV0Ru03Hb/PL703VsxXlYuoPpCMz/645eGdY5CCHxDaDh+sxJz446t2DMZdTxy3wIefSAm9ia5xHhag8eCBLuZrz6+gnkzs5DlwZ2LfWeqmdCtSq7g/MUWOjwBMpPGeiYTj0nB1wc2m5GSKaljPY0eSJLEnOlZYyb4stLjyc1KHPSiM1LkZSWijLjgi+DyXL8OYmuTi+MHK7sr6AcDYbZ+dJxHv7Kqh+CLRlRc7dcXkJOMHEII3N4gv35xF+9tGjuxZzbpefSBhTx891wM+snleJJL6HUavvbESpbOzx90kpw3EOJU5cj06x0LwpEoZbUteAOT4SuDYXKF6YNZJRkYxtmbtiTBtOI0DHpNj76Mo8WU3CQyUuNH/bjXIzcrZuEbSdtWIBimw+W/7nYajYLJpCPgu7QYGc36cSeSR4Px/I2FELS1+3j2ld28/8nJMRN7cTYjn394MQ/cPgetVrnprVmTXEKv0/DYgwtZu6x4QOtHVFXxBkJ4/SF8gRCHz9fi9gZQhaC2xcWpC73FX7zVRFri1fsjCyHwBkI43X78wTARVUWryJgNOhJsJvRazTWv3aiqcqG+jUhUJTXBit1iRAiBxx+krXNMIQQ6rYLFqCfeYkSn1XQfOxCK4PEH8QZC1DZ3cOJCA2rn/n19H1mWKM5ORr5sTkIIapracfuCmAxaMhxx3ce4EqfbT32bCwlId9iIM/dMnhJC0NLhpcnpIc5iIDPJDsR6r7d0ePEEQkSjKhpFxqjXYrcYMRuuXtpNCIE/GKbN7cMXiJ1fjXzp/BqHscPXpODrgxnF6WjGWR9SSZKwmQ1kpNoprxrdunAGvZbC/ORx6W5KTY5Do1Xg+nps0ITCMQufEOKaC1tqRjx3PDSfHRtP4Xb5iU+0cNt9czGZr55lqNNrKJqegTLEDGA1KrhwvgGPaxx0ZJFAo4zfLEK3J8CzL+/m/U0nCI9RRxK7zciTn1nCA7fPGbcZl68fOolWUVhVlId9HFQruFmQZYml8/O5Z/2sARseGtrcvLTpCKcqG6lt6aDN7evuOf70e3t5+r29vfb51KqZ/OCxtX2ubeFolBPl9Ww4UMrx8jrqWt0EQmHMBh3ZyXYWlmRzx6Ji8tMcV40vDITC/MXTH9DodPO9T6/mvuXTOVhaw4f7znKsvI5Gp4eoqhJnNpCXlsBX7lnCvMJMAELhKB/sO8PWI+VcbOmgodVFqPMF7eSFBj7/Ty/2Op7FqGPjv3+th6BTVcF/vbqd7ccrmF2Qzt998Xayku19znfniQr++feb0Sgyf/m59dy2sLjH51FV8O7uU/zkrd2smVPAv3/jXmpbXHy0/yw7jldQ09SONxDCbNCRlmjjriUlPLx6Fvo+BKYQgqNldWw6fJ4j52upbenAHwxj1GvJTIpjYXE2ty0soigrCWUYSqFNCr4r0Ghk8nOSxqVVxmDQkpYSN+qCz2zSUVwwvlzcXRgNWhLjzf2ywA0WIWKxXuGIik579YezNc7IQ59bxrJbSvD7Q1isBlIzEtDqrn6bxSda+O5f33fNbfpDOBThv//ubU4drR7SOMOBBBiN4+/lQAiBxxvkVy/u4v1NJ8dM7MXHmfjiZ5Zy1/qZ41bsAfxq+wHMeh0zMlImBd8o4kiw8PiDi0hKHHgJnGAoQovLiyxLZCXbsZr0VDU4EQiykuNJtPVORMxKjudKm7wQgkhUZeOhc/zmg/1cqG9DEBNTiTYzHV4/Jy40cLqqkaNltXzz/mXMmZJxzRfiUCSKyx9kz6kq/uOVrVQ2OIFYizhVCJrbvTjdfrSXvSyqQsQsi6EwiTYTFqOOqkYnXn8Iq0nPlAxHr+MYR7HFXHOHl7pWFz95cydbj5YTikRjwldAhzdAhzfAipl5fXo8hBBsPVbOT97cRWWDEyEENpMBR5yZDm+AM1VNnKtp5mBpDd99eCXzijJ7WC0Hw6Tgu4IUh21cZaJejsmoGxO3qs1qYEru+I2QzUixUzHCItjjDRIKR64p+CRJwmIzMmUA9dPMVgOZuY4hX29CFZgt4+OhLEkSJuP4qp3W5cb9zcu7+XDz2LlxHQkWvvL4Cm5dWTLu6zoON0IIIkIlKlRUoaJ2WsxlJGRJRivLyNLNdU6uRKPIfOmzyykqSBnUmpCTGs/ffP421M56nNuPVfAPz39CJKryufXzuGPx1D6P2dehjpTV8n9v7KTR6WFKeiJP3bOEeYUZaLUKvkCYLUfKeH7jIY6cr+V/39zFX31uPXlpCVeddzgc5eDZGj7adxaA731mFUun5RJvNeL0+Dl1oYFj5fUUZyd372PQaXjitvk8ui6WpV3X0sE/vbCZY+V1TM1O5j++eV+v40id32k0qG1u57kNB9l/toa7l07j3mXTyEyKIxyJcqHeyZ5TlSydntOrQYAQgsPnYue3pqmduYUZPHn7AqbnpqJRJILhKDtPXOBnb+/mdFUj//TCZn72Rw+RHD+0rjuTgu8KUpNt2Czjo+Dpleh1GtKSbSiK3J0YMBoU5aeMm9ZufTEaTeU93uCI1GezxQ3Py4UkSxjMuthqNw4y8szj7Hpp7/Dz65d28cGmk2NWyzLFYeVrT6xi/cqp4/KFciRQhaAl6KbG20ZL0E2t34kz6MUfDeGPhtFICkZFi1lrIN0QR5LBSooxjhyzA4My/qzEI83yhQWsXT6wuL3LUWQZo/6S2NF3eg4kYu36zIb+3ZfBcITffLCfRqeH1HgrP/ryHRRlXRJiNpOBR9fNJcNh46+e+YhjZXW8s+sUf/Dg8qt2PxLArpOVTM1O5t++fi/56Yndn8VbTeSnJXLvsuk99pEkCb1WQ1cYm0GnRek8N0pnnNtY0u4JsO1YBd96cDl3Lynp4UZOTbCxdHpOn/u5vAHe2nWSqgYnJTkp/PDJ28hMutTFxgrct3w6JoOWH/12I5UNbby+/QTfuH/ZkOY7KfiuIDnRisU8vh5WXUiSRJzNhMmow92PrNHhYlpR2qgdazAkJY58r1GfPzQygs8+fLUeTeZYq6Wx7rYRs/CNn3vI5fbzqxd3jqnYS0+J4yuPreCWFcU3jdir9LSwoe4ER5xV1HjbaA66CalXTziTkbBqDaQa45hqS2dFciHLk4owacbPtTSSpCXbePDOOeMiW7uivo2jZXUA3L20hPz03q5TgCXTclhUks2WI2V8uP8sT96xgHjr1dc0g07D4+vn3RD1ACG21s0vyuTWBUVXTQK5EiEEda0u9p+pRgB3LSnpIfa6kCWJ6bmpTMlwcLyinu3HK/jinQsxDKE02thfWeMISYqJh/H0sLoSu82AeRQFnyRJ417wOQYR6zJQ/MEwkRFwA46I4BtjE58kgck09veQEIL2jpjY+3DLqTETexmpdr75hdUsm59/VZflD9/6BINWw6qiPJ7ZcQCTTsfX1izCrNfxv5t2U9/u5sF507l/7jT0mlhG71++8TFVrU7+5t51FKX2fCD/18c7OVhZy3fWLWVxQTZwKS7rZF0jbx0+zbnGZrzBMPEmA4UpDu6dU8LMzNQecUIS4PT6+eXp/WwtrcAbDJNht/LQ/OmsLs7vEW/VdQxPJMiHdcd5qXIvF31thNT+3Tcqgo6wn46wn3OuRjY3nGZeQg7fnnoreZYklBvY3asoMisWFzK9OH1cvBAcPFtDOBLFoNOwcGp2t1XtSjSKwqrZ+Ww5UkZrh5cz1U0sm5571XFzU+Mpzk4aF99xONBrFRZNzcJs6H8IixBQXttKS4cXCSjJScbl6/t5HlVFt4Du8PhpbvdeNdmkP0wKvssw6LUkO8a+Wfm1iLOZMJtGLz7KbNKRlTa+38Yc9lEQfIEQ4WESDCaLnulzskGSKJg6fMkwMcE3bMMNGkmSMI2xq0UIQavTy69fisXsjZXYy85I4A+/spYFs3Kuua40ujyca2imocONJEnsr6zB9VEAo1ZLRFXxhkL858c7KUlPZmZGCgBNbg+1ThehSG+rWZvXT62zA3/40meeYIjn9xzhmR0HiTMaSLNbcVhM+MMRdpdVsyA3k5kZqT3i952+AP/58Q68wTApcRZMWi1nG1r489c/5nu3reAzC2f2yB50hnz8b+lG3qk5THQILx4CgTsSYFtTKaWuBv5k2p2sTC5Gp9yYj6yMVDt33jK92wU71lTUtSKARJsZW+eLZF9IEmQn2buL35ddbLmm4Eu2W7GZDONinRoOtBqFnNT4AX0fVQgq6luBmJv7y//6ylXLWF1+B0XVWCmaoTA+rq5xgtGgI8E+vgWfzWLANIoZkLFOFuP3fADYbCOfrBAIRIbNwpedn8QP//sxAPTDWOrGZLn6wjyaGPQalDG+ZlzuAM+8uIuPxtCyNyU3iW98fvV1xV4XwUiUNVPzuWNGET96dzPvHD3DpxfM4I9uW8m+imr+5q1POFPX1C34BkJUVdlxrpLn9x6lKMXBt9YtpSQtGbNeR4ffT53TTY7D3it2rL7DxZTkBP787luYlpZEKKqy43wlf/H6R2w6U87aknxSbLGQCl8kyG/Kt/P2xcOoV4i9BJ2ZKdYU0ox24nUmDIoWnawhKlRCahRX2E9zwEWNr41KTwthceleawh08L+ln2DVGlmQmDfkTMXxhiTB8gX5FOQMPXlruHB3CguDTnPNBAhJktBoFPRaDZFoCJf32p4nnVa5qrVwIiIhDcLFKnD7Lgk3R5y5X797gtU45Oohk4LvMrpKfIxnTCYd+mEsxHg9crISB13lfbQwGXRoNDKRESyzEQpHhi1RRqNRhtWV28Ws+Xk8+QfriEZVCkvGzg0fC4kYm0VdCEGHy8/Tv9/Jhq2nx1TsfeuLa5gzPavfD/EEs5Fp6ckYtBrmZKfz7rEzLMzLwmrQkWKzEG820Oz2IBj42fUGw2w/dwF3IMh31i9jcf6leSVZLSRZ+7aS241G7pldwrT0WCFbgyyzpjiPjPg4Wj1eWj1+UmxWhBDsai7jg7rj3RmiAGlGO4/kLGJhYj6JejMmjR6DrEWRZWQkBKAKlZAawR8N4wkHqPU7ea36ALubywhEwwBUeVt4tmIn0+LSsWjHRzb6cGE26bn/jjnjap3VdM5FFYJrhQQLIbr/CyBfJztWuux/xyvhqHrN79wDiUFZK7v2kST4p6/chbUfXjtFlkl3DC1BcVLwXYZBryVhBB7Ew4nJoMMwmoIvI2Fc1iTsQpIkFCWWJOByj1xcYzAUIRodB+mv16Bgair5RTHrjzSGv5nFPDYPZCEELW0ennlxFxu2nR7RF4BrUVSQwp98/VaKB1haQ6fRYNHHFn6rQYdBq8XSWaFfkWUUWSE0yO/kC4UorW+mICmRwpS+A/D7ItFiIs8R38OqppFlkixm6jvchKMxS5wr7Gdzw2lagx4AFElmqaOAv5p5P0kGKzJSn+dCAmRJQSMrmDR6EvUWss2JzEvI5ZP6U/zk3CfU+zsQwJ7m8xxrr2F5UuGgzsF45Y4100lNGvlKAwMhMS5m+PD4YuWoroU/GCYQim3j6KPO30TD6w+NaOKbhHQpsUWA1WSgMLP/9+RQGD+vFOMAg15D3Di/YBVFxmoZvVitjNTebp7xhiTLGEc4ZiwcihBVx0ZA9BdJkpAVGVmRx9Q1ZB6jhA1nh49fvbiLj7aOjdiTiHXp+dNv3MbUKakD/g1kicvcXRKyJA3afale8cCKqgJvKEScUY8i9y2++kKnKBj6yj6U4HIzSEOgg3OuS22uZtgz+ONpd5JisKFIA7seJUnCoGi5K2M2X5myBk1nsoYAtjSc6fc4EwGbxcCapYUjtsZ2jTpQ+TI9NwVJAqfHT6PTc1UBpApBaU1zZ01FmJoz8HCDgXD5ZTSQ5DRZllA6rY9RVb3qWq6qgpom54h6BiRZojDTgSzFLNyHz18csWNdyaTguwyb1XDdlPjLTdj+aIAaXx2l7jLKPZVELis5cPl2l5u8h2eexlGJYzEZtNgHUER4rJAlRryUQSgSRR0j9+BEY7Rr8AkhcHb4+OULO9iw9fSo1qjsQgJmT8vk21+6hcK85OtuP5IIIfCHejaXl6WYBdEXCvcSg9dEol9izRXy0xjoAEAva1idPJVsU+KQXjxkSeKO9FnkWy+dz7Ou+kGPNx6ZNS2TrPSrFyseKlqNgiRBJBolEIr0+zk0vzgLq1FPJKqy/XjFVRPWwpEom4+cByA72U7uCDcGkCW5O6bQFwj3W5hJkoTNFItxdnkDtHv8vc6FEIKmdjcV9W0Du0cGiATkpiaQmRwrxbLx4Dk6vIFr/jbDpSEmBV8nkgSOhKs3kO5CRaXKV8PTF37Hnxz7IX976l/4l7P/w8/Ln8UT8fbYti3k5Ej7Cc66z6MyfA8hs1E3Ki47e5wJo/HqTZ/HC7IkjbibOxpRUdXhFe43KmazYdTCdLrcuD97bvvYiT1JYs6MLL7/jVuZOiV11Czieo2GqKriCvTM3POFwlS1dvSwfxh1WvIcCZQ3tdLYcXWLzWAJqhF8kZjItGmNTI1LG5benwZFw4KE3O6/nUHv1TeeYOi0CvNnZWOPGzmvUlqiFa2iIAScqKjH6b4kdISI3T99iRtHnIn7ls9AkSU+2n+WLUfK8AfD3fuqQuD1h/j9J0c4daEBjSLzqVWzMOtH9mXPbNAS3+mFa3V5OV3Z0MNaJwRXXadLclLQKjK1LS72nKrCEwhddi4ELl+Q9/ee4WxV04h+B0mSyEyKY/28IjSKzKkLDfzy3b00tXsIR6Ld4i6qqgRCYTo8firqWum4TkJMf5iM4etEkiQcCddO2IiIKPtbD/F81as4wx09PguqwV4m5qZgC/9X9isA/mnmX5FiGJ43f6NBizQKT9T4OBPGUYwXHCySLI14OQMBY5YAMNGwmHSjFpbd6vTy9As7+XjbaaLq6ItxWZaYPyuHP/nGraQl9y6eOpLkJyWwt7ya3WXVTE9PwWbU4w4Eee/YWeo7XD1q5Fn0elYV5bK3opr/+WQ337l1GdkJdvQaBV8oTIvHh1mvI9nav4zBK5ElCUWSUUUUraxg1QxXHKeEXXdpXdaMo8SGoZKaHMe0orQRfUHISUmgOCuZ/Wer+eTQeYx6LYtKsmNZtZEo/lCEDIeNWQXpPfZTZJlPr5lNRV0r+85U808vbOJ4eR2zCtIx6bW4vEH2nqli8+HzyJLE2nmF3LqguNttOlJYTQZm5qWx/VgFDW1u/veNndy1pARHnBlVCIKhCJGoyp19tJBbOSuflzYfobLBye8/OYzbF2R+cSY6jYLHH2T3qSp2HKsgI8nW3ed3pDDotDywcgaVjW1sPVLOq1uPcbqqgRUz8khLtCFJEt5AkIvNHZytbuJ0ZSM//vYDzC3MGNJxJwVfJ5IkkXCdDN3THaW8XPMWznAHFo2ZfHMORsXAvrbDfY7n0CeQZczgnKeckx1nh03wGQy6UYnhs1oM6MdB1ffrISGNSl/Skei/Go1Eqatpo+5iG23NbnyeWAu36BBj0JauKSa/eGwydUer6HKXG3esxJ4iSyxdUMDXn1g5JkH3d80s5r2jZ3jryCmqW50k2Sy0erzUtbspTHFQ1XLpoaVRZNZMzedsfTNvHjnFX7z+MfmOePRaDd5QiCaXl4cXzOCBudNQBrG4GBUdVq2BtpAXVYhrdtQYGAJv5JIFM8UwuqJ6JMlMs5OXlXj9DYeAIkt89d4lNLW7qWxw8tq247y7+zR6rUI4qhKORHl8/bxegk+SJNITbXzrweWYjTo2HT7PS5uP8uaOE+i0GgKhMOGIilaRuXNxCU/esYAk+8hXuJBliXXzCjlV2cBH+85y+Hwtx8rrMBt0RDsFnyPO3KfgS4m38LX7lvHj17bT0Obm5S1HeXvXSbSKgj8UywZfOTOPB1bO5K+f+XBE3boAGY44vvXgCqwmPRsPnuN4eT3Hy2MhC1d2yDQbdBiHwagx/p/mo4QEJMRd/YJ1hz1sb9lNc7CVbFMmT+Y8QqYpndaQs0/BB2BWTGQY0zjnKafUXc66lFXDMlejXjMqblabxTBuCoFeC0kCbT/b2gyF4UoEEELg94bYu/0s771ygKb6dkLBCOFwBDUqEMPgOk7JsI+Z4DMbR7YweFdR5V++sINPtp8ZM8ve0gUFfPuLa0hNiRvy/WjUajDpdN2xuRpFxqLXdbtFZVnCrNOiu6xPaVGKg3975C6e23WYE7WNiNpGpqUn8531y3B6/fxi674eNc8cFhPfvXUZ83PTefvoGY7W1BOMREgwm5iWlkRxSs86cCadFpNO22e8sFGrxaTXdYvDeJ2ZTFMCbSEvvmiIOn8784QY8nlRhegRtzcnPntI440XNBqZ2dMyR6HigsSsgjT++at3s+FAKbtPVtLk9CBJEolxZqZkOJhXlNnnnrIsUZSVxA8eW8u6eVPYePA85y424/EHyUqyU5KTwq0LiphdkI7VdK0aoBImgxazQYdepxmysSLJbuH7j6xhbmEGnxw6T2VDG8FQhHizgbREG/OuYQVbO7eArKQ4NhwoZd/palo6POi0GkpyUrhtYRGrZxdgMelJtJnxBUNXrUGo02owG3SYDbohxdNnJ9v5o4dXc9fiaWw7WsaR87U0dXiIRlWsJgN5aQnMmZLOwqnZV21vNxDG/9N8lJAkifhrxFI0BVso91SiSDKPZT9Eia0oZnaN+K66j17Rk6C3A1AXaLjqdgNFr9OOjoXPahjVmn+DRZKkaxYHHS7UYcjSFULQ1uLhN/+zkW0fnRiR/rwA6hiWkLGYR07wCSFoanHz9O93snH7GdQxEHtajcKKRQV8/+u3YrUYhuXl6z8/e3eP+nrrSwpYV1LQ/ffU1CR+/7XP9nCVSxLMy05nXnZ6tzXg8s/vnj31iu0lbEYDd84s5s6ZxT0sCH19g1e/+fhVP/vvR+/p8VmaMY65CTmc7qjFHQ5wpK2KtanTMGuGdi2cdzdyrK0aALNGz/q06UMab7yg02pYMi9/xF/cJSlWImdKhoMpGQ6++cDynp9fd3+JOLOB9fOLWD+/6KrXzLW+h0mv5dd/9lkQg6tZ13tOEGc28NDKmTy0cuZ1r+PL56hRFKZmJzM1Oxnxqavv98rfff6q4ymyxOPr5/HYunmxpKZBfo+uOVmMOuYXZTC/KKNX3vFwXx2Tgq8TSYK4a2SkeiJenKEOzBozU61F/bpRZUlGL8cWPH/EP2xzjXUxGHnFZzbq0WqU6284DhiNQPnhMPELVbBj4ym2behb7Gl1ClqtJlbAdAhfSasbu99tJLN0nR0+nn5hJxt3jI3Y0+k0rFtezFceXzFsYg9iC/+VI135QO31+RU9b3uNeY1jXevzLq5muehrLnpFy21pM9jRVEqFp5mdzedZ2JjPbekzBt0Dt9bn5OfnthBUw8hI3Jk+i2zzyLpAR4vkRCvZGaPXsrK/v/m19h3K/tJgd77GmN3/f5D7XlMc9mf/Yfo+Qz2/A2FS8HUhSdisVw80jogIYTWMQ5+ARu7nw1TEqsgDaOThO9WyLI+4hU+jyJhNunFfgw8632JHIZhbVcWguhxcTiSqsu3DE4RDMbGnKDKF09JZvq6EvMJUzFZD7Pcd4tdJTR/Z8gjXwjQCvZ6FELS1+/j577axaefZMRF7Go3M+pVTeerR5TgSxncLxrFgqi2NbxSt44fH3qAp4OLHZz+mI+zn3sw5GJVLiWZ9nbfubEkgKlSOOav5TfkO9rdWIIC5Cdl8Nncx+mFcR8eSWdMyxrz94CQ3HzfG3TMMKLKE+RoPKq2kRa/o8UV8REUURbq+6AuoQVpDbQAk6obvATwa7kutVrnm+RhfSKPi4laFYKiKT6iCmsrm7r8Xrizk+z/6FMbLxPVEFxLD7dIVQtDY4ubp53ewaVfpmJRe0WkV7rxlBt/8wupYlvwE/41GAkWWWZ1SzA9m3MN/n9lAQ6CDfz/9Ab+v3MPypEJm2TPJMTvQK9pYMWZAJVYWJKxGqPd3cN7dwJ7mck511BJWIwigwJrMlwtWY1C01Pja+hXfqsgymabRs6ANlAWzc8Z6CpPchEwKvk4sZv01gy+tWguJOjv1gSbKPZWU2IquOZ4QgqZAM2dcsaKUU23D1w5IHoU3Q61GwWgY//F7XYzKA3iYjEqX95tcsmoqlmtYlicaErGC3cNJa5uXXz6/Y8wseyajjrvWzeCpR5d39gmepC9Otl/kQOsFyt1NGJTYNRARKtXeVqq9rbwIyEiYNDoMSizhI9LVRzcSIiKu0v1ACJ4u24onHMAXDRG9ynaXk6i38MLyr49LYW7QayjISRrraUxyEzIp+Dq5Xv/PZL2DPHMOdf4G3qn7CIcuAYe+dzxJ19unM9zBG7XvUeevx6IxsyB+zrDNdTS6bGg08qj27B0q43Bd7xNZkZg2J4u9W0sBaHd6EcOQzThe0OoUNBplWL6PEIIOl59fvDB2Ys+g13L/7bN47IFFk2LvOmxpPMOvy3Zcs+WVisATCeKJBK+6zZVc8DRff6MriI7jAukZqXbMpvFf0P5mJXbp9O/6mWi/4aTg6+R6biiTYmR10nLOucs53n6a/zj3U5YnLsZhiIm+qFBpCbZS52/gtKuUPa0HaQw0IUsKt6euJVk/Os2RhwvNBLPwTRQ0GoUHH19K2Zl6WhpdbPngOEvXTCUjJxFljHvgDgdGvXZY4j6FELg9AX7z8p4xE3t6vYZH7pvP4w8txjBKpZAmMhFVHVB/05uVvCwHet3k2jreEEIQDEbw+UNcuNDMqdI6ai620dLsxucPEQ5Hu9tHr1lVzOc+u3TCxWFOCr5OzEbdNWOzJElielwxn81+kFdq3qbKd5Eq36Wmx20hJ39z6l967GOQ9axKWsb65FXDmrQxGmgUeUKUZJloSJLE9Dk5fO37d/Lqb3dSfqaef/2L17jtgXlMKUkjPtGKyaxHb9CiaORBiydZHvy+Q8Fg0A1LAk0gGOGVdw/x/qaRK11zLWxWAw/fPY8nHl4yKjGzNwJJBivFttSxngYQqws4XklPtaPTTozqBzcLXl+Qk6dq2bO/jH37K2ho6uBaRuIZLelX/7ATVVVpc/pwe3pW6EhNicOgH5s44ImlQkYQk7F/7aAWJczDprGys2Ufh9uP0xF29dpGRibXnMXqpOUsTpxHnHb0q/APFUWR0Y1haY8bGY1WYdnaEtKzE/n47cN89MYhfvnvH5GcFkdisg2LzYjBqEWjUWKibRALw+33z2P63NEvUmsYBgufEIL3Nx3ntfcPEwwNV8eG/hNnNfLZBxby4B1zRiX7+0bh9rQZLEzMG+tpAKDpR1LdWCBLEilJNjSXlbv62eH9+MJhPjd9NikWS7/G2VVTxYYLZUQ6a4PqFQ1/unQFRs3ovqSrQrDnYjXvl5/jC7PmUhifOKEs4UIILlS18Na7h9m15zytbcPXq1kVcODQBd55/0iPRKNHHl7MmpXFw3acgTAp+DoxGnX0J/1SlmRKbEXkmrO5L/12qnwXqQs04I34UCSFeG0cOeYskvVJxOls43bhuR6KIk+ILhsTkVinjSCnj1ZzcFcZ4VAEVRXUX3RSf3F4ejjOmJszJoLPqNcMSfBFVZXNO0t57tV9eH2hYZxZ/zAZdXzhM0u5Z/1MDIMIaRBC8J2/fpmkRCtfe2IlKY6J97I3WJIMNpIMN8/3HQxmk474OFMPUbSh4jztgQD3TCnut+BTgfaAnzqPm3OtrUSF4A8XLR11wSeE4GxrC78/dZzb86ZQGD9x6iRGVZWjx2r4xTNbKL/QPOzZ/4osEW830dzipqXV0/3v77x/hJXLCnuI/tFi8oneiXEA7ktJkjBpjBgVwzX7406kN50rUWQZnWby8hhuhBA0N3Twy//4iD1bzo5JiZGRxGDUIQ/SKhaJquw5WMHTv9+Js+PqHWxGini7iac+u5x7b5s1pHu3pt5JNKoOWyu+SW4crBYDVot+yElmKzKzWZ6ZTYvPxw+2bGBfXe3wTPAmQVVVDh6q5B///T06OoavKcLlSJJEUWEqeTlJPQTfydO1XKhqobAgZUSOey0mn+id6PUDPxUTWdBdD1mW0Ggn3VnDjaoKPnnvWJ9iz2I1YIs3Y+iM3xsKNvvV2wSOJEa9tkf/1v4ihODs+QZ+/dIu6hs7RmBm1ybZYeXJTy/hjjXTb+j7epKxxWzSD0t9067uFfJwt7C4SThTWs9Pf7l5xMReF/F2EwX5SRw+VtW93kejKgcOXbixBV9fxTLH08J6Pfdl1/wHM2chBM3BVpINEydTV5alMTE53+hEIyrbN5zovvllWaJ4Zia33TeX3CkpGEw6NBoZSR5a+7z4xLEJWtcPwqUrhKCx2cWPn9lMWeXAS3AMlTirga8+vpLVSwvRTYYxjArdzwMJejdqu3Exm3SYTX2X95GkWEzc5edGvkZ3koEgRCx/+vLncJdovNrYfe3Tn/0u37+rHWVXKbGxfuYLIXA6vbz25kFqatt6fS5J4Ei0MHtmNsWFqTgcVjQamb/50ZvXTOK4GpIkUVKcjl6nweePhaioquDEqYtEoyrKKCeEjejqJoQgIiK4wi5agi00BpvxR/2YFTPLHEu6b3QhBFERJSqiyJKCRhqeOl4DwaDXXvP5WumroSnQwvz42f1urSYQBKMhDjmPsaFhE/9vxp8P02xHHkWWJ0wf3YmEEIKG2vbuv+ctncKf/sOnsNhifVnHekEcKrGyLP1fxIQQNDR18G8/20hpecMIzqxvEuPNfP/rt7JsQf6gXdF9I6GqKq1OD25vEKEKtFqF+DhTnxaecCRKh8uPPxAiHFGRpNiaZLcZe2T0qaqgsqaVeLsJq1lPq9OLLxBCQsJi1hNvN/VKNKlr7EBVVdJT4nC5A3S4/aiqwKDXkhBvRqeNrbdCCOqbOohEVJId1l51OIUQtHf4aOvwkeKwDaijSkRV8UeDeCMhgmqYqKoSESqyJKFIMhpJwajRYlL0sTZsE/w+uBpGgw6joW/BV93RwYunTvDJhXL80TDTHMk8NXs+SzOy0CqDX4tVIbjQ7uStc2fYUHGeZp+XBIOJldk5PDlzLtm2uF7XTNc+H5SV8kllBTWuDmRJItlsZmlGFl+ft4gk09VfKqOqyqGGOv5s8wYSjSb+Yc2tFCWMfXyfKgT7D11gz/7yXqWesrMSuP+eudyyqgSrxYAsS8iy1CnUJAZbeX9aSTp6/SXBB9DQ6KKxyUV6mn3wX2YQjJjgE0LgirjZ0byT/W0HqPFdRCVm1cgwprM4cSFyZ8NQgaDMU87R9mPYtXZuT711pKZ1VXRa5ZrvmS3BVl6seQMQLEqY16+3G3fEw8cNW9jQuAWTYhzW+Y40ksygXHOTXBtJAnuCmYba2M2/fG3JmLlfRwKjof8uXSEELU4Pv3pxN0dO1QzqDXooZGck8NXHV7B0/nCLvViM0L7Dlew8UEZpeSOhUIQEu5lVSwp5+J55pCXHdW8bCkd4e8Mxduwro+piKx5fCEmCtOQ4Fs/N5dH7F5IQb0aSJIKhCF/+4+f41N3zyMlM4O0Nx6ipiyX6FBek8PDd81gyPw+d9tLS/m8//ZgWp4fvfnktb350lOOnL+IPhElLiWP9yql86q553eLt+df3s3N/GT/41u0snZ/fY53zB8L89tW9vLPxOP/9d59hVknGNc+BEIKwGuWsq47j7Rc552qgzN1IU8CNNxIkEA2hSAomjRarxki2OZE8i4OSuHTmxueQZrKjDLWp9DjDoNdg6CN8qM3v5+dHDmDR6Vifl483HGZ/3UX+8JMP+Oc1t3FrXsGgvUvn21r5860fU+t2sSg9i5VZObQFAmy8UM6h+jr+duVa5qWm9Rj/RHMjf7l1I1Ud7cxMSmF9XgFCQIvfy5nWFrTXMHpEVJW9tTX87Y7NJBhN/GDZKgoTxkf2rtcbZNO2MwQC4R7/Pm1qGt/55q1MLUrrtc9QZ52YYMFmNeJsvxSX7PcHaW5x3ziCL6gGean6FQ46DxFSr51tJyHhjfrY3rwTSZKYnzCXJP3otp7R9qMuUmOgid9Xv45W1jDXfvXAbiEEHWE3L1S/ysG2owTUIDmmzOGe8ogiSdKwPwQnAUVRWHnrdF59dicArnbfDdVpYyBlWSIRld+9to9te86NeoJDekoc33xyFQvn5I6IW6W6zslr7x9myfx87r9tNr5AiA1bT/P2hmMYDVo+/+kl3aJMkiTOljWSGG9m9ZJCEhMsdLj8bNh6itfeP4LJqOeLjyztHlsVgm17zpEYb+b2NdNIdtiob2znlXcP8fPfbcdi1jN3RtZl15SgvrGDX7+0m6lTUvje19bj9YXYsO00L7yxH42i8NiDCwG445ZpbNx+hsPHq5k3M7uHla/V6eXoqYsU56dQkHPt8BQhBJXeFp6r2MWRtipqfU7Conc9xYiI4gpHcYUD1Pqd7Gkpw6ToKLKlcktKCQ9mz8eqMdxQ90dfRZe94RC5cXa+t2gZaRYrwWiUbdUX+PMtG3nuxFHmpqZd06J2LX56eB+V7e18Z+ESHiqejlWnwxcOs6e2hu998iG/PXGEnLg4HJ3je0Mhfrx/NzWuDr4yZyEPFpeQYjYjBDgDATyhIHH63tZdSZJQgX21Nfzj7m0YNBp+uPIWZiSljEp3qOshhKC52c2JExd7/HtaShxf+vwqigtHpoakLEtkZsRTVdPa/W9+f5jWNs819hoZRkTwqULlw4YNHGg7EGt+bc5npn0GgWiAjxo+7rW9JEmkGpJJNiRR47vIWVcpSUnjS/ClGpIpshRw3lPBbytfQc0RzI2fiXJF2ZWoiFLtq+V3VS9T6ipHlmTmx8/mi7mPjuT0hx1ZkiYtfCOArEjc/emF1FQ2c3BXGZs/OM6iVcVk5jpisXvjYGEcCgZD/1y6oXCEF97Yz3sbTxCOjG5h5RSHjb/87p1ML0ofsRganz/Ew3fP45H75mMy6hACZk/L5Ct/8jwnztbS0uYhPcUOxPpWf++r65AkCb0uFgOpCkF6Shz//vONbNld2kPwQaxQ7B99dR2L5uahyDLRaJS05Dh++B/vsXXPOYoLUnq4jqNRlZLCVJ56bDkGvRYhBNOK0virf3mbj7edZuXiKWSlx5OTkci8mdls23ueh++dT4pD0+3uPVfRSNXFVr71pVuu2nZRCEFIjbC18Sy/OL+FSk8L6gBdYb5oiKPOak531LGnpYw/nXY3uZbEbo/QREWSQH+VFyK7wcj63ALSLFYkScKg0bAut4DpSccod7ZxtqWFpOyBC77KjnZ2VFcxIymZe6ZMxdYp1Mw6HWty8liRlcO+2hrOO9tINMbKxRxprOdkcxMzklL44qy5WC8Td6kWC9C7dIxWltHIMofr6/ibHZux6fT869rbmRKfMK7WtKPHqwkEL1n3ZFli5YpiZkzLGNF5ZmYk9Pg7GIzQPgaVCEZE8NX56znsPIIAbklezQMZ92FWzJzoONWn4AOI09pJ0MVT5a2iylfNypGY2DXQXSdeLcuUwRfyPsvzVa9x2lXK81WvEhVRFibM7V6IwmqEg86jvHHxPS7667BozKxNXsndabdi1fSvvtK4QWJMOjXc6EiSRGpGPN/+i3t5/9UD7Nx0mn/8k5dZd89sCqamYbObMBh1aHUaNF2dNgaxEFmsBgxj0Pu1Pxa+QCDMe5tO8Mo7h0Zd7OVlJfLHX1vPzKkju8CnJtuYPyu7W3R1uWjTU+Jwe4L4/T1dSlfG9SmSRFZ6PInxFuoa24mqAs1lbZwKcpPIy3J0dwHRaBTmzMgiI9XO6XP1uL3BHmOaTXrmzczujh+TJIm8rESmFaWx7/AFyiqbyM5IwGLRs3LxFA6fqGL3wXIevGMOEBOMH289TXqqnZlTry6UI0Ll1aoD/OL8FtyRQI/PNJJCnM6IRaNHJ2vQSAoqgoiI4o+E6Aj78UVC3e3ZQmqEvS3l/MnhF/nLmfcxOz57Qrt4ZUm+artKk1ZDmtXa45rUyDIliUkca2ygyTc4a9D5tlZCapR0q41EY8+wIlmSmJOSxofl52j0Xhq/ot1JIBJhTkoaFl3/1hC9ouFMSzPPnTyKBPz5slXjTuwBnDpb1+PveLuZObOyBlVzcyBYLIYef0eiUYLB8FW2HjlGRvAF6mgLObFoLNyash5LP8SOUTFgUkyoCJyh9pGY1jXpz5t+njmHJ3I+w3OVL3PGfY7fV7+BRtIwP2E2ITXExoZtfNCwkbZQO3EaK5/Oup+liQsxaSZW/B7E3Ozj7Wa9UfB6ApSdrcdk0WM06Sg9Wcuz/7cJi82APcHS3VpNo4112hjM7/DQE8uYt6RgBGZ/ba4n+CJRlZ0HynjprQN4fMFRnFmMZIeVjLR4RrqUhc1iwG7rfd8bDVo83lB39mIXkUiU0+cbqKhuxtnuw+cP4fEGqW/q6DNTMs5q7FVKSqPIpCbZqLzYSjjcs0OJViOTcEWsqCRJZKbFsyNcRntneQpFlplWlEZOZiIfbT7FPetmotNpaGhycfxMLauWFHZbJvtiW+NZni7b2kPsJemtLHYUMNOeSaoxjjitCYOiQStrUIVKSI3iiQRoDXqo9rZyqK2Sw21VREXMzV/haeFn5zbzVzPuI8cycSodXIkkX70ahIyMro+4OINWS1SohKODezHyR8JIgEHTuxe0BJi1WgQQjEQQCCQk/JEwqhDYdPp+rz0hNcovjhwAKXaPn29rZU5KGrohJJuMBHV17T3+tscZyUyPH/Hjmow9BaUaFYRCo98yckQEnyvsxh/1k2vKIbmfsXgyMlo5dlJC6ug/CPobr5ZjyuTJ3M/yu6pXOO0q5XdVr+CN+qj01rCteRf+qJ8MYyqPZ3+amXElE66Hbg+uca8LIYiEo7HyIgIkWULRyChKb7dksDNAVqfXEI2oRCLRzn1ilgm5j336Gl+jkfvcdqJRc6GF//zhWwT8oR5veR5XAI8rcI09+8+q22YMyzgDQaOJteO7Vmzr6dI6fvrb7TS3ukd5djEOn6zhlXcP8pXHV45oFrpGkftV1kgIQavTy8+f287RUzVIsoQj3kKczRi7ByJR5D5eRrtKY1yJoshEo2rvBJirZIBrFDlWJUG9FEOZnR7PrJIMPtp6mqOnLrJwTg5b95xD0cjMm5l11bIi1d5Wfl2+nY5wp3iUJNanzeAL+SvIMMVj0RiuWwYkrEZ5KHsBe1vK+XXZdqq8LQgER9qqeK/2KF+ZsgadMjHXVEmSrnrNRYSKP9Lb4uMKBtDIMvpBFsHvcuF6Q7GXjMtj6QTQHgggSxImrba7aoZJo0WWJJxBf7/ji0PRKHcUFHJf4VT+ec92/vvAHvLs8SzNyBpX6/WVblSDUUdcHy9mw41W2/P3U4VAVUe/MPuIxfAJIdApun7/2FER7U7uMIxBRqumn4VuJUki25TBF/Me5YWq1zjafpKflz8LdJrI7TP5TNb95JiyRnC2I48kXV3vBQNhzhypYsOrBzi2t5yAP0RCkpUVd87itofmk5qV0ENA/+Dzv0RRZL7+V/fx4cv72LflDF53gIRkG6vvnsW9jy8j3mHt3j4cilB+uo53n9/NsX3l+DxBEpKsrLprFrc+tICUzIQJ7W6OhKN0OIevZ+N4QatRemSHXo6qCkrLG/iH//lwzMQeQDgc5ZV3D5OSZOPe9bPGvO5eNKry8rsH2brnHPffPpvHH1rUaRmUaGju4O//+wNq+yhE7fEFCYV7WghUVeDs8GG1GHqtZ5GoisvT+2Witc2DRqNgMV1yOWk0CmuXT2XzrlI27jhDYX4yO/aVkZpkY/6snD7X9Iiq8nH9ScrcTQDoZIWHsxfxnam3opd7W5f6QpIkdIqGJNnKvRlzyDM7+PuT71LqqiciVF6vPsiDWfNJN428RWYkkIjF8PaFJxSkor2NuSmXsmX94TAnmhqx641kWAfXsm66IxmrTk9lRzu1bhdZtsuyw6NR9tbVkGGxkma5tP4WJTowarUcqq+j1e/HYepfFYG1OfnMT03nB0tX8dfbNvGDLR/z0zvuZbojuc/f3x8OU9Hahid47aROg1ZLfmJ8j1jCwRK6oje3RpHRD6DL1mDxeHvee2NV53ZEVjuTxohO0dER6iCkhtDJ148D6Ah30BZyIiOTpB99s/1AMlIlSSLDmMYTOZ9BQuJw+3EAiixT+GLuYyQZxr7e0EgRjaoc2HaWX/3LBxhNOtY9MBejWU9zfQcfv7qf8lMX+cqf30NW/qWbXKiCi1XN/OxH72A067jt4YWoEZXj+yt4/VfbCQUifP4Pb0On16JGVY7uKeOX//Qesiyx+u7ZWGxG6qvbeP/FfVSea+Qbf30fjtS4cfXmOBBsdhMr1k0b0WOkpNtHdPy+iAm+3ouYEIKKqmZ+8uw26ptGv4vGlUSjKs+/vp+EODMrF08Z0wLjHl+Q2vp2JOn/s/fW8XHcd/7/8zOzjGJmybIsMzPFTpw0jE0abspXuPba/no9ag/a3vXuW7o2TQrXpGm4YXbAdszMIIuZV6tlmvn9sbJsRZIt2UJ7n3mkqXZnPvPZ2dmZ9+cNrzfcePUsEuKiifmqCu0dHhyDdAKoa3TQ4fCQknQ276ulrZvahk4WzcnD9In8TZ8vyOnKVhbMyum913W7fJysbMFi0pP9ibBWSVEqU/JTKK9q5b3Nx2nvdHP16mkkJQycntMZdHPIUUtQiT5QZ8fl8Jn8JRjk4T9Mz3yemfHZfLZwFf9w8EXCaoTOoIddHZXcapo/7DEnAkKIfnp3Z+gOBHizvIzSpBRKEpPxhkK8WnaCckcHizOymZpwcc/EZJOZm4un8Zejh3ju+BEenDWXJKMJZyDAm+WnONDSxKcKiik8J99uZnIK89LS2VpXw6P7d3PXtOnk2uNRVJUOn5fabiczk1N7vYe9n6/nv3NT0/nGwqX888cf8J87PuYHK6+iID6hnwOhudvFD9/5iIONTef9DPkJ8fzkhmuYm5VxUefgXD55f1IUlVA4goHRNfocXX0X+FqtjHEccqxHxeBL1idj19hwhro55Spjhu387YoUVeG0u5waby2ykCm2TBmNaZ2XM67ugTqCDEaaIYX78+7CVG9kR8deusNutJJm0DEmq4FyLh6Xn+d++xFarcyX/vEmSufnotHI+DwBimdm8fiP3uCDV/bzmb9Zj/6cRNjuLi8zU6w89K1rSc9JQFFUasqa+Zcv/olDOytoaXCQlZ+Mo8PNG3/Zgafbxz/86j6mzMhGq5NxO30kpdl48fdb2PH+MW64d+mkPZ8Z2Qn8zfdvGNVjmCyXvhoeLhqN3K/a/UzI8vfPbOPoqcYx19objPZON396YQepyTamTUkbt2tJr9NgMuqIRFSOnGggMz0OWRJU1rTz3Ot7aWnvxvqJhG+Atg4XT7+ymy/ev4qMVDtNLU5+93RU6mfB7Fys5r77BIJh3v/4BHk5iSyanYfXH+Svbx6gqradhbPzKMzvm3qj0cjcePUs/vM37/LupuN4fEGuWT34IqXd76LGHZWd0EkaFicXkm6Mu8SzA6tSi8kxJ1DpjnZg2dtexa3Zk9Pgg8Hrr9ItVkwaLd96/21SzBYC4TAVjk6MGi1fmLugj3HV4OpmU00VzR437V4PpzrbCUTC/GT7x8QbDFh0elZm5zIzJdq668GZc6hxOnjq2CG21tUQZzDgCgap6nJQkpDEI3PmE6c/e72YtDr+bvFymt1unjl+mI/rqonTG1ABbyhERFX4zbU39TP4ziBLEuvyCmjzevjx9i08tn8P31u2injDAPI6Y/yzs9tNNLd29/4dDIXxeoMD/sZGClVVKa9o7fOaXqcZk1DyJxkVgy/PlEuhpZCdHbt4peE1tEJLtikbhbMhCBWVoBLEF/Fxovskz9a+gCfsodhSxAz79NGY1nk5cx1Weqo57a664PYSAr2kx6QxMD9+Nl2hbk52n+b3VU8xwz6t3/Ym2cCq5GUjPe0x59ShWiqON3DXF9cybW5Ob26C0axn8dppfPjaAT5+6zA3P7ACnf5sKMcaZ2TFhplk5Cb2aPxBwbQMcgpTaK530NXuJis/mebaDg7uKGfDnYuYMiMLXU9iusVuZMHqEja+tI+t7x7lU3cvYbLKBH1IWJIAAQAASURBVGq0MvGJk6xqewjotHK/EKnbE+BXf/yI7Xsrh7WYGgsqa9r52ePv88Pv3HjeQoTRxKDXcvWqaZyuauXRJzfz1Eu7gKjnYdWSKSyak8epipZ++82fmYvfH+Jr//AskYhCOKyg1cpcd9V0rlo+tV/KQ7zdxIypGfzidx/iD4QIhxVUVPKyEvnyg6swDBDanjsjm7RkG6erWlkyr4Cc8yS3u8J+2gPRUL1Na6TElj4iFbV6ScOCxPxeg6/C03qBPSYfObY4FqRl8pX5i3il7CTvVp0mEImwoaCIh2bN6+N9A2jxuNlYVU6Lx4OKilmrJT8ungMt0QpUWUgkm0zMTElFCEGq2cKP117D+1UVvFVRRrPHTaLBxJfmLeLTpTMGLM4ojEvg99ffwsaqcj6qqaLB1Y1Wlsmxx7EyO5c0c/T+JYQg3mBkSkIipnMqerWyzB3TptPl9/NmxSk+qqnk1qmlfey7eJOJO2fPYGZ6Kp1eL11ePw6fD1cgSLPLRSgy8jlu2VkJnDp9tqNPd7ePpuYuUlMuLmQ+FFpau6muae/zmtlsICMtbtSOORijYvDpZT3XpV9Dna+ecncFv614nFLb2dWhJ+zhg5aPcIVdVHtqOOUqI6yGSdIlckvmzf207caCMxf8oa7jvFD/6kWPs89xiH2OQ/1eT9EnXRYGX9WpZmSNTFpWPNpzHhJCCAwmHVn5SRzbW43X7Sc+6axRY7IYSM2K73NjEUJgthlRlA4i4WiieX11O8FAmK52F+++sKfPg6u9pRtFUWmu7ZhwxkOMaJji3JCJ0+Xjzy/uZNOOsgn7fZ2saOE3T2zmbz+3btBw5XC5ds107FYj5k+EbIQQrFhURCAYxm419r62eG4+SfEWtu+rxOH0otPKlBans2h2HvuO1FKQ29jPgLNZDTxyz3IOHqujpr4DWZKYWpTGsgUFA2rkaTQS1101g5WLizh4rJ5AMExmWhwrFheRnGAZ0MOp12uYMz2bypp2NqwuPa+SQUiJ4FeiRQdaScaqHSnvhSBRf/Z76Q6NTFHTROKX11zf+/8/O3sen50977zbz0vL4E833j7k8YUQ2PUGbi+Zzu0lQ3OmCCFINJq4u3QWd5fOGnQ7SQhuKynltpL+3l+jRsvXFi7hawuXDLhvnNHAnXP6Fpepqsqp1na++cpbVHT073V7qUybms77Hx3v/dvh8FJe0crM6VmjosmpKApbtpbh8fbNU4yPM/XT5hsLRi1jOduYzb05d/PX+pcpd1ewrWN773tdISfP1j3fZ/tUfSq3Zd1MsXXKuIRXxCQuAhhLAv4QskZCox2gzF8IdD2iroFPtK6RZAndYMmx6pn/UfH3SHXs+ugEe7ecGnBzW/zFKc7HGF005xRt+PxBXn/vMG+8f6Rfz8qJxva9lWSk2HngzqXD6g87EEIIvnT/qgHfkyTB3TcvHPC9wrxkCvP6KxosX1jI8oX95XVUVcVq1nPj1YM/jPvuEDXIF83NZ9Hc/CHtEg4rVNS0kZudyNSi1PNuK3r+ARVVVVHUkfPOhJSzkaFJ6tSPMUSEEBi0mlET/Z81IxudVu4tePIHQuzeW8nqlVNJPqdwcKSob3CweeupPsUiQgimlaRjs41eGHkwRq9ETcBUazFfKfwiex372Nz2MY5gFxE10qP3A5KQMch65sfPZ13KWlIMyePi3euZLgDXpl3FyuSBVySXwnh9rpEmLsFMKBjB5wn0K9mPRBTcTh8ajYz5EzkRggunawgEVnu0Iuzer13N2pvmDFhMI0kCzRBa4cUYW7QaCa1WJhyO8P6Wk/zl5d39VrYTkVAowqvvHSYpwcIt185Bqx1cWmZScwG7+6wXVqAoCvuP1HLkZCN337yA5ETrec+JQdZg0ehxhnwElFBvePfSp6xS7z3r6UnSj/xDOcaVQ2qqjdmzctiz72za1v6DNby98Qh3375oxKr2VVXF0eXl6ed3cbKsr9izXq/h6qvOX9cwWoyawXdGuDdeF8/VqetZl3oVzf4WOgId+CI+NJIWu9ZOhiEdoxw1DibCTdYoG3rnE6M/pfNy0epkyo7U43H5sfQknqqqirPTQ/mxBgqnZ2C0DF20sxcBOVNSiUswU3WqiRutSzFeosclxtih1WrQyBJb91Tw6yc2TQpj7wxeX5A/Pb+TpEQLa5dNHe/pjBuHjtfjcgdobe/m2Vf3MiUvmbVLiwesvj4Xm9ZIqsGGM+SjO+TncFc9q1JK0F+iZp4j6GFPe2Xv36X2S6/UjHFlIoTAbNKzfm0px4434PVF70/hiMJTz+zAbNKxfs10bDbjxTQ36kVRFOrqO3n+pT28+/6RfoVqSxYVUHwBj/loMeoiVGce+jIymcYMMo0T+wc7EYzOiUxGXhLL1k9nz+aTFE3P5Orb5mM062lvdvLy/31MW7OT+79x9UVViQohSM2MZ8n66Wx99wiv/Xk7qz41i8QUG4FAmM7WbiqON1A0PYvswuTL5rtSVRWnw0tTfSdul5+gP3TJ1axTSjPGXJolHI6wc38VL799cFIZe2dwefw8/tRWEuMtzC7NGu/pjAsvv32QHfuiBlZJURr33b6YgtwL/9aSDTbyLcmUuVqIqArbWsu4Jn06M+xZF/07DSkRnqvehSMUFcsVwIqU4osaK0YMiAqTz5uTy9zZOWzfVd57nw0Gw/zhTx9zqqyZdWtLmTsrZ9jePlVVaWzuYseuCj7afJLjJxv63ceTk6zcfvOCcXt2jYrB549EE2t1ki7Wousyw2DUcdcX1+Jod/PMbz7g3Rd2o9Np8HoCdHV4WHvjHNbcMOeitc0sNiN3PLIKR7uLv/5hCxtf2otWp0FRlN5Q8tf+9TayC4fWwWUiE4koVJxs4rVnd3H6eCMet59IWEFRBuiUMEy+8r3rx9zgq6pt50/P78AzDi3TRorG5i5+95etfOuL68nPTpxw9y69TsMf/ud+LCb9kKUkvv3lawiGwmSk2C+47VceWs2Ddy4BIbCa9STGW4Ykcm7TGpmfmM/WttN4wgGq3O38z/F3+LfZt5FhikcaxnNAVVV8kRCv1x/gxdq9vW3oZsRlUWrPHNIYMUaGaD6mSkRRUVBBjXY6FgBCIHFWX/B8XVQmEkmJFu66bSGny1tobT+beuD1BXn/o+Ps2V9NVkYcC+blU1yUSmKihU/mQ0QUBb8/hM8forWtm9PlLRw70cCxEw10Ojz9emVDNJR7y43zKB5HGahRMfg2t21hS9tWliQuZoa9lARdIlaNBWkSN76OEUUIQe6UVL7/i3vZ8vZh9m8tw+cJkF2UyrJrprNwVQmypm/7s4JpGfg8AfQDtGTKLkxBCDDbzlYtZuQl8f1f3Mv294+x/+My2pu70Rk0pGbGM2txIXOWFo3Z5x0tPG4/77y0jyd/82G/ApeRIBgIX3ijkT5mKNKv+8NkQwUOn6jnD89s42ufXUtq0vlz18YaSRIU5aUMa5/MIco/CCFITbLBRWj8SkKwPq2UD5uPs7O9AhWVg45avrDrTzxYsJwFifkk6S2YNQa0n+gZq6KCCr5ICGfIS6O3i+dqdrG55SSBHiFnu9bE/QXLsWlj6TZjgaqqdHi8lLd3squ2joMNzdR0duH0+wmEw+g1GqwGHRk2K4WJiczKSGNKciIZdiuJJtOgAtMTASEEs2Zm85UvXMUvfrMRR9fZdmuKouJweHA4PBw93gAIhKDfAnzjB8f54KMThMLR+52qquddpGs1Mteun8mNn5p9wfSI0WSUWqup1PsaeLH+JTa2fMAUSyFTrcVMtRaTYczo7Zk72VFVFYWhV6NdLoUbQgiscSauv2cJ199z4QKXr//bbYO+98A3rhlwfJ1ey5rr57Dm+jmXMtUJSSgUYfM7R3j2D1tG3NgzWfTkFqaQkn5hb06MgVFV2LannIQ4M3/z0OoBZU5i9CdBb+GLU9ZS4+mgydcFQJOvi58ef5ssUzzT7BlkGuNJ0Fswylq0koyiqgSVMN0hHy3+bqrd7ZxwNuIKn5VfMchabsuZz5KkwpjTYAxQVJUdVbU8c+AwO6prcQ3Q+iwYieAKBGh0uthb18hzB48QbzQwPzuTu+fOYlVh3thPfBgIIVi5vBh/IMRTz+ygvtHRbxu1Rz1iIEPujKE3FDQaiQ1Xz+DB+5Zjs4692HKfuYzGoDmmbIoshVS6q3CGnOx17Oew8whJuiSyTdnMi5/DnLjZ6KWzeV4TaRU9GKqqElLD7O7cx/HuMjoDDsLq0Dwpcbo4vlr0yCjPMMZER1VV2pqdvPfqAVyfaJul1WnIzk8iIcmKTq/B3e3j8N5qINoqLSs3ERXweYJ0tHXT3upCOUecdNHKYm69bykp6XEkjaKQ6JVAJKLy9odHSUuxcc/NC4bVevFKZnZ8Nt+atoH/d+LdXqMvoirUeDqo8UQ7cWglGa2QkYWEikpYVQhGwtGQ4SeQENyaPZ/785djGzFtvxiDoagq7506zc82baeqs78RBPSI7/TH4fOzu6aea0smR56lLEtctXoayUlW/vjkxxw/OfKdgGxWA7fcOJ9bb5pLnH1oPYlHk1Ex+KbZSviu5ds0+hvY3r6T490ncAS7aPI30+RvZp9jP3HaOBYmzGd+/DxSDSmYZDMaaeJ6wFRUOoKd/LHqaY46TxDukZcZClqhJcuUPsozjDEZUFU4fayBU8cael+z2o1cdf1sbr5nCQlJFoQU1TQ7dbSe733xT0TCCgtXTOHz37q2d59IWKGpvpO3X97Hx+8dxenwcmhPFSvWT2fG3Nw+otgxLo5AMMxzr+4l3mbi6tXT0I5jz93JgkBwVVopGcY4Hi37kP2dNXgjfT1EISVCiPN7SDRCJtMUx8OFK7kuYxb6i+jJG2N4qKrKiZY2frttd6+xJ0sSyWYT87MzmJGWRpLFhCQEXT4/9V1OTrS0UevowhUI4gkGyYyzsaYob3w/yDDQ6TTMnZ3Lf/57Gn99ZR/vfXCM9g4XgUtIiYlWA+sonpLGfXcvZeaMLDSyNCGcWqPyVJCEhF7WkW/OJ9+cT3fIxSnXKY46j1HjraXB10h7sJ23m9/lg9aPKLZMYaZ9OvmWfLKNWRhl44Q4OecSjIR4r2UTR5wnUFSFFH0SyYYkImqEE91lJOkSSDOkoqLiDnto9rcQUIJkGtNZkrCAYmt/8dQYVx6KonBwTxVqjxix0aTj059dxY2fXtSn9zCATq9Fo5GJhKMFK598v7Akna/8f9cze0E+T/z6A+qr2/n9z97FYNSy/KpSZE3MK3WpOJxe/vLybhITzCycnRvz9F0AIQQygulxWfxozp281XiIbW2nOdXdTLvfNaAX71zMGj35liQWJRayIWMGRdbUEWnRFuPChBWF7dU1nGiJtrGThWB5Xg7fXLOcaanJvf3mz0VVVWodTg40NLK3rpHpaSnYDJMrz1KSBBazgfvvWca6NdPYtrOcQ0fqqK3roLXN1Uc0+XwYjVqyMhIoyE9mwbw8ViydgtHYP299PBkTN4BNa2VB/Hxmx82i1d9Gva+BI84jHHOewBFycLT7GCdcJ0nUJZJtymJxwkIWJy4ai6kNmY5gJye7TxNWw8yyl3JL5vUk6xPoDHbxr8d/yjRbMbdmXo9G0uANe6nx1vNqw9uElTB55ixm2EvG+yPEmAAoikp1+dl+oDmFKVxzy9x+xhyAJEcFpgP+EH7fwDInkiRYsmYqHref//vl+zgdHl5+agc5BcnkjZPW0+VGbUMnv/vLVjLT4shKH7yfbIy+2HRG7spdzLq06VS526j3dnLa1Uyr34U7HMAXDqKRJMwaPXFaM4XWFHLMCeSak8g1J6GJGddjSiAc4XBjS69JnmA28em5MylNHVyWRwhBbkIcuQlxXFtSPKIdVsYaSRJkZSZw120Lufqq6TQ1ddHa3k1jYxdNzV04urx4vAFCPYVpWq2MxWwgMdFCepqdjPQ4MtLjSU+zYzLqJpzTCsbI4IOeRHyhI8uUSaYxgzlxs/CEPVR5qtnVuYcyVxmOoIPWQCthJTzhDL6ukJPWQBtaoeHunNvIM2UjhCCiKr1FKHE6G0bZCPpEsk2ZpOiTeLTi/3ii5nlyzTkk6xPH+VPEGG+iOXxdvX/PXVSA1TZwbpIkCbQ9FV1ez+BSJ1qthpVXT2fHppPs2nKKsmMN7N9RQVZe0kXL40wUJCGwWQ2kJFopr27rlegYa05VtPA/j73Pv3zzeuy2iReBmKhIQpBssJJssLJAzSOohAkrCgpRuQ/Rs40sJHSSBllMjNDXlUhEVWh3e3r/tuh1ZNptQ/4+DNrLI41ECEFCvJmEeDOlagbhiEI4FCGiKCjK2SIOIUCSJDSyhEYjIU+QsO35GJcllBACg2wgQZfArLhZ3JZ5M3dl30mhpQAJaciFEGOJPxLAE/Zi19rIMWX2frECgVbo8CuBPg8jgaDAksfSxIV0BjrZ2r5zvKYeYyKhgtd91njLzB1c600+p/+ws9Mz4DZnMJn1LFk1Fa1WQySicHB3Jb7zGImTAavFwJrlxfzPv9zBD759I7NLswYMK40VB4/W8dhfPsbZ7bvwxjH6IQkJg6zDojVg0xqJ05mw60xYtUZMGj0a6TJtaTdJkBAYtGcjDW5/gHqnc9wWWRMBIQRajYzRqMNiNmCzGrHbov/arEYsZj0GQzT1ZjJcu+NikquqSlfIySnXKU67K6j2VNPoa8IbierhTETZljMClDqpb0xeFhJGWU93yNXHnR31aGrJNKZhkA2c6i6HmGZoDKKCy2eQ5MHXXBqNjNEcvd7cbj8Bf2jA0C9Er7f84jQ0GolQEOqr2wkEwkzWzqNFecnccf08li0sJM5mRFXhs3cv438ee5/q+o5xmVM4ovDRtjLSk+3cddP8mFxLjMsKrSwzJTmRbVU1AHR4fTx34AiZdvugOXwxJhdjYvCpqoqKSkgJUeerZ3fHHo46j9EVcvYaebKQyTZlsSRhMQsS5o/FtIaFLMloJQ3usAdFVXo19WQhY9VYaPG3EVRCqKrax9LXSTo0QkNncOAS9xhXHkaTrld/z30eb5FGK2Pq6SUc8IdpbeoiO3/wDiPxidEKX4DOdjeRYWhFTRRMRi3rV0zjrpvmk5Uej9xjEAsBM6dl8qUHVvFvP39z3Fq3ebwBnn11Dxlpdq5aXjKkLhQxYkwG9BqZJbnZvHrkOA6fH0VV2V5dR83Lb3DHrBncMmsaSWYzsoh1z5qsjJrBp6KiqiqusIvOgIMTrpPs7NhFva+BiBp9EJlkI+nGdIotU1iauJgCSz4aoUEw8S4mi2zCrrXRGeyi0ddMrjkbAJ2kJd2YRoWnmmPdJ1mZdFaIWFEVukJO/EoAu4jposXoyQ9JstDVE6KtrWwbdFuDUUdictRH5/cGKT/ZdF6DT1HUXoGsYCAU/XuSoNXITC1K5b7bFrFoTj4aTf98GFmWWDq/gK88uIbfPLFp3Iw+lyfAz3/3AQlxZuZMz4pV7sa4LBBCsCgnk1tnlfL0vsP4w2EiikKtw8nPNm/jz3sPck1JEZ+aVkxuQjwJJmOssGaSMSoGXyASoMHXQJm7nDJXGeXuCpyhbiCaJ5CqT6HYWkyxtYip1mKS9ckTXkE9Tmcn1ZBMe6CTg11Hew0+vawn35zDjo49vN74DnFaO4WWPCQhUeWpYVfHfoJKkDTD8Nohxbg8kSRBTkEKlWUtAFSWNRMKRXqLM87FZNb19sP1eQMc2VfN0jUlGAYp9W+q60BRouFijXZy5JQApCbbWL+ihFuunU3aBfq9SpJg/coSmludvPjmfnyj0JZuKDhdfh59cgvf+sJ6SopSJ825Hi9CSoRWfzfOoBdfJEhQieqYxuvMFFhS0MuXR8L/ZMei1/PI4gXoZQ3PHTxCpzcagVCBNo+Hv+w7xKtHTrAwJ4sluVksy8+hODkpdv1PEkblV7a/6yCvNrxGe6CDkBq9IcvIlNimMj9+HgWWfFL0KZg0xgnpzRuIOK2dPFM2x7vLOOQ8xtWpazBpjEhCYqq1kHRDKg2+Jn5X+SRJ+mgiviPYRau/HYAlEzBMHWPsEZKgcFo6m945AkBbs5P66nbyp/SXUNHqNGTmJGE06fB5gxzYWcGpow3MWpDX5warqiqRsMLOzad6NaNsdlNvOHSiIoRgwewc7rl5ITNKMjHoh3Y7Mhq03H79PJrbuvlw60ki4+TJPF3ZwhMv7OBbX1hPcqIl9tA7B7Un0b814OLthsMcdtTS7O/GFwkS6qnUBViYWMA3Sq5GL/fPNlUHKRa4Es7zmc+uEu1sIYRAUVX2tNbxavUx2nwessx2rs+dxtykjN78upCisKmxgndrT+EOB8k029iQPZVFKdkghva0TbaY+eKyRczNyuCZ/YfZXlVDIHI2PcQdDPJReSU7qmt56fBx1k8t5K45M0mzWoCJ/f0oiorXd6aYTaDXaQZcbI8Fg13fMHrncFQMvq5gF83+FoyykVRdCjPtM1iWtJRUfQpaSYtg8uUAyJLM/IQ5BJQQK5MXY5Sj4pICQZ45h6tT1/BSwxu0BztpD3b27qeTdCxJmM+8+FnjNfUYEwhJEkyfk4PZYsDj9uPu9nFodyV5hSm9+XdnEEJQPCOTlPQ4aipaaWpw8Oh/vsUX/m4DBVPTertp+DxBPt54jM3vHkGJRG8i+cWp6I0Ts6hAkgTJiRZu/9Q8btkwB71BM6yEcCEECXEm/uah1bR1uDh4rH4UZzs4EUVlx75Kfv/0Vr7xuaswm/QX3ukKQFFV2gMuXq7dx/M1u3CGfIQH0WdzBD1EBnnvoKOWx8o+ojPoRhISX5yyltWpJZPERXBpHO1s5p92v0u1y8F1OVP510UbeLnyKP++7308oRAKKpIQvFVzgm/OXsXthTPxhkP8+uh2nj19EHcogEpU8ublyqN8ZcYyHpg6f8ieVKNOy6rCPBbnZnGosZk/7znAwYYmnP4AwR7jzx8Oc6qtnYqOTt47Wc5XVy7hqikF6DUT11vb3uHioS/+AYgWxT1wz1LuuHXhmM5BVVW6XX46HW7KK1tpae7G7fGj1cqkpNgoyEshNcWGzWpAO8KRmlH5ZhL1iaxIWs5M+wxKbSVYtZO1VvAsAsFUaxFTrUX93pOFzLrUlVg0ZnZ27KUr5ERBwaaxUmqbysrkpejl2MMgRtRYSU61M3VGJvt3VuD3hTi4u5I1184kLtHSb/vcgmRmzMulrqqtR7S5hR9+8xlKZmaRkm5HUaGuspWKU81EwtEHp1YrM2dRAaYJaICYTTpWLCrituvmMrUoFfkic4CEECTGW/jWF9bzrz97k/LqwXMhRxNFUXl30zEy0uL49E0LMA5SRX2loKoqR7vqefz0Jna2lw9q6A2FXHMSPiVEmSua/vBWwyEWJxVg0ky863qkiagqnlAQZ9BPhbODzY2V/O/RbbhCZ/NWFVWl1e/h10e3MysxnUMdjTxdth9PONRnm66gnydO7aUkLoUV6XlDMiDOeBWNWi1LcrNZkJXJ8ZZWNpVXsbu2nmPNrXiC0bmEFYXT7R18/833+M5Vq7hr9gw0EzS6oCgq3p7cX0kIaus7L7DHyOL1BTl4qJY33jnE4SN1uAeQztJoJPJzk1ixtJhVK6eSm504YsVho2LwzbTPYLZ9FjpJO+k8eReLLGSWJi5gdlwpzh6JFovGjE1rnfD5iTHGlvhEC7MW5nNkfzUarYb0rIRBta60Og033bOY3R+foq05mgcb8Ic4tKdq0PELp6WzYPkUNOMUqhiM/Jwk7r55AcsWRKVWRoKcrAQ+95kV/OqPH9FwjqD1WKKo8OKb+0lKsHDtmtJJL3Z9KdR6O/jJsTc57my48MYXIF5vYnZ8NkccdSio7O6oxB0OXBEG37nUe5z89thOgpEIX52xnDSTha1N1WysP01EVaj3OHmp6gibGyrRyRpuK5hJaXwqhzubeKP6BK5QgCaPi50tNSxMycKgGf6iRCNLzMpIY0Z6KvVdTvbXN/Lm8VNsr64j1OPx8wRD/G7HHgoT41mcmz3Sp2HEUVSVtjYXiqKOSbW9xxvg1TcO8tKre2nvcA+6XTiscLqilYqqNvYeqOaeOxezaEH+iNxXRsXgOxPuvNIQQmDWmDFrzOM9lRgTGI1WZtGKYsKhCEtWTyUjJ3HQQgyA7LxkvvK9G/j5D1+lu8vDYKkfQkBKejz3fXEt2XlJozT74WMx61m3ooS7bpxPZlrciOYWypLE4rl5OG5fzGN/3kLXOIkiO7t9PPHCDhLjzSyem39FyrW4w35+fuI9Tpxj7OklDdmmRBYnFzDdnkmS3spr9Qd4o+HgBccTCBYnFvBM1U4UNYIz5OOYs4EUw5WleNDsdeEOBfnxkutYnzUFrSRzfe40Gj7o5khnEwB/KTuAVpL5+swV3DNlDkaNlk+FSugOBHir9gQKKoc6mnCHghdl8J1BEoKc+Dgy7TbWFhWwsaycn3ywhW5/1FPV1O3ijWOnmJOZPqFDu2dwuf243H7sNiOqqhIOK4TDESJKVGVEEE1B0WhkNBr5on/X4XCEjR8c56lntuMdpE3mJ1EUlaPH6/nloy6+/uX1LFlUeMn3lYn/jcSIcRmSX5xKfnG0UONCXnBJEixaUcz/9+M7ePXpnZSfbKKrw90r4KzTa0hItlJQnMbdj6xiSmnGhPCs63QaivNTuPe2RSxdUIA0SvpdGo3MdWun4+jy8sQLOwgMsdn5SNPc2s3//t8mEuMtFBdcWVX5iqryftMx9nZU9fZizTYl8nDhCj6VORu9dPZRs7O9fMjjzojLQiPJvV6kQ521rE2dNpJTn/CowKKUbBamZKPr6UZi1xm4s3Bmr8Hnj4QpjU/lxrxpmDTRyJpVq2dFRh4fNJzGHwlT6+7CHxmZqnZZkrAbDdw6s5SIqvLv731EIBxBUVUqOzppcbnJiY8bkWONJl5vEIfDQygUobyyhSPHGjhd3kJ7uwuvL4hWIxEfb6GwIJkZpZlMKUolKyN+2FJMtfWd/PnZoRt7Z1BVaG5x8qvffkBGRhx5OZe2kJ9QBl9XsIut7duxaW2sSl4x3tOJEWPUGK7hI2sk5i4uIK8ohfITTTTWdeLzBJAkgTXORGZOIoUl6Zgt+glh7CUlWLh+3UyuXVtKZlrcqM9JliVuv34urR3dvP7e4XGr3K1t6OS3T27mO1+5hvQLSMxcTrhCPna3V+IK+wFIN9r5esl6rkorRb6ElBazxkCS3kKdN5prVe1pH5H5TjYK7YnYdYY+v6PZSRm9/19CUGhPJMV4tlpcCEG2OS6qlReBzoCXkHLxOZUDIUsS87MyyLLbqeiIfkeeYBBvcHzkkoaLy+3ng00nqK3rYN/Batzu/jl1dQ0ODh+t4813DjOlMJUN62ewbs00zOahpxa8+c5hOgYI45rNeooKUrDZjIRCYVrbXFTXtPfTUG1q7uIvz+7kO397LTrdxZttE8rg6wh28n7LB2QaMyecwaeoCie7T2PSmMgyZqCRzh9PV1UVT8RLhbsKSUhMsxajkSbU6Y4xyYiKNltZtNIabfWnqAgRfX0iGHln0MgSd9+8gJuumY1Br2WspmY0aLn3tsV0dnn5eNfpQUPfo83+o3X86fkdfPmBVditxgn13YwWrX4X5a5WIGp8rEyZyork4ksy9iCappBujOs1+Fp83Zc818mGLCSSDWZ0n3jmJOhNaCWZkBJBEoIie/++3Ha9AamnrtkXDhFRlX7doC4FVY1WC59bpKGRpEkjyNzZ6ebFV/bg94fPK5MCEAyGOXaigZradqpr27jv7mXEx5kueC4dXR627Tzd7/WZ0zN58N4V5GQnoNNqUBQFnz/EkeMNPPvCLqpr+i5u9u6v4vDReubPzb3o729CfSv+SICwGhXknGh0hbp5s2kj/3z0xzxf98rQ9gk6+b+qZ/jPk7/kpGvoYYwYMS6EEAJZlpCk/h0pxhshBPFxJoyGsTP2zhw3NcnK5+5ZzuzSrHGT74hEFN7fcoLnX9uLzx+64IPkcsAZ8tLidwJg0xqZl5CLQR6ZimWL9mxOuLvHg3glYZBlrLq+nnshBLIQGHpkViQhSDX2V8M4EwKGaNh9MAkcgEA4TIfHS2QYXkAVqGjvpKazq/e1eJMJu3Fy5PFHFBWfb3i/UbcnwKuvH+CpZ7bj813Yk1l2ugWXq+91m5pi47MPrmL+3FySk2zExZlISLCQkR7HNeum88/fu4lpU9P77NPl9LHp45OEQhffMnNCGXxBJYDKyLqcR4quoJNmfysRVSFBF3/B7YUQWDRmsk0ZRFSFQ11Hx2CWMWJc2QghyM9J4vP3riQzPW7c5hEMRXjp7YO8u/n4BFy+jjyBSBh3OBoOM8paUg32EVuIaM7xEp7PYLlc0UjygPp5QtCrXymEwKLtH2L8pL7lYKkOqqpS1eHgh+9+yNP7D7G/vrG3EGMw/KEw26tq+PXWXfjD0bxZnSwzMz2FBNPFVeErqtqbC3jua8FIhIiiTJjFU0RRefPdw3y8veyCc6qube9npGVnJlA6NaMnOnP2dSEEkhAU5CfzyEOr+oSNVVWlorKVpktQI7ikGOMnP+iZH/jFfikBJTCoPMV44414cYa6kYREiW3KkPYxykZS9NHep7Xe8RGHHQ+8oUZOdP4Cqy6fKXFfnHAeqBiXPzNLMvjifSv56aMb6XaPj1fI4w3y5As7SEu2sWRe/mX9OzjTOx2iz4ELpbwMhzOGJDBiXsPJhCREH6N3MLSXGEb1hkK8c/I0myuqSLVYSLdbyY2PozAxgTSbFbNOhxDgDgSpcXRxpLGFo83NNDhdvWNkxdm5cfq08+prqqrK7tp6jja34gkEcQcCuINBPIEg3lCIbn+gz5gtLjf/9eHHxBkNmHRazDodZp0Oq16PWaclw27jmqlFaOVLu+YkSZCRFseUolSSk6zoDVqCgRAtrd2cLGuipaW7z+ItEAjzzPM7Wbwgn7i4wZU52s8psAN6DTr9BToLzZ6RzdJFhbz/0fHe1xoaHTQ2O8nJ7h++HwqXZPDV+xp4v+UDrBorV6Wu7fV8VXqqON59YtjjVXtqCCrj0xD9QgSVIH4lgCwk0ofYF1cnabH1iE47gs7RnN6EIqx6aPftIqL6ONscaHioqko4FCHgDfQKCg+EaYT03GJcfixbWMgjXV5+9/TWAQVOx4L2Tg+/fXILVrOe0uKMy1auRSvJGGQt3kiQkBLBFRoZIzuiKNR6Onr/zjBeOLpyuTGUzlSC/t68i8UXClPt6KLa0cWumnpkSSALqdcTparR7yWsKL0GkCQEaVYLP7z2KvIS4i54jLdOlPHioaOoavRer8Kgzh5/OMyRppbev4WInhOpp1VcSWoyqwvzLtrg02gkCvJTeOje5cyakYVWK0ercAWggqIoeH1Bdu6u5Lm/7u6TW9fU7OSjLae45ca5g35HXk+gt8c5RNtrpqVeuKBLo5H41DUz+XhbWa/yQLfLT119Bwvn5aPRjLHB93HbVra0bUUjySTqE1mbshqAMtdpXqx/6VKGnnConElQlYYlpHxm24h68XH3K5Gmyla2vrqXsgNVeLq8/aqWzvDgP99OzoyJL/I5FrQ1O6mtakNVVPKmpJKUcmXplZ2LEAKdVsOGNaW0dbp5/rW9BC8h9+VSqKxt5w/PbOObX1hPdkb8Zenps2gMJOoteL2duMN+Kl2tLEkqvGQj5JSrqTc3EKDUnnGerWNcCnFGA7MyUilv68QbiuamKaqKElEJnSfVKsFkZFFOFg8unMvcrKFJQoUjCqHIxYXnVTXqUT5jIIYiypDSJlRV7SfZJMsSSxcX8ZXPryUtdbA0BBm9Xst118ykqDCFH//0TSp7OvsEgmH27KvimnXTB63a9QdCfQrIBBAXZ7rgfIUQpKTYyclO5HTFWYO3tq6TUCiMRjO4dutgXJLBZ9fakYWMTtJjkgf2tEjDSBNUe/6ZiGiEBp2kJaxGcIa6SdInXnCfiBrBG4kKwV6pYtQXQ0eTgyf/4yW2vLQbnUFHfKp90K4RocDkKP8fC/bvKOcvj28iFIrwpe9cx+oNM8d7SuOO2aTnrhvn09zi5P2tJ8dtHvuP1vHHZ7fz3a9cg+k8ItuTlUS9hWxzInXeTnyREHs7q7gmY8YliSQHlTAv1e4j3OMdEQiWJPdvbRnj0hE9gso/uWEDp1raONHaxsmWdlrcbtrdXryhIMFIBAEYtVrijEZy4+1MS01hUU4W09NTSDRduGL1DLfPns6C7MwRmbvNqMcwRJHn0+Utff5OS7Vz120Lz2Ps9aWoIIX7P7OMH//0jd4FZFuHi9a2bvLNyQPu089ZIUA3xC5IVquBnOyEPgZfS2s3oXCEi4ltXZLBd1XqWooshWglLZnG/l/eiqTl3Jxx45DH2+vYx6sNr13KlEYNs8aEXWejLdDBUedJVicvO+8Foqoq7rCHOm9UdT7dmDpWUx0VVFVBUUMoahAVBSEkJHRIQjfkH7mqqkRUH4oaQhZ6JDGwZtzxneXs//AYC66ezcM/uB1rvGXQak9rvIXgRa4ULzccHW4621yEwwoB//iID09E4u0mvvzgalo7XBw52TAuci2KorJ5ZxlJCRa+cN8KdNrLS6IpWW9ldlw2ezoqCSkRdrSV81r9AT6TtxTTMD0RqqoSUiO8Xn+Qj5pP9DoBZsVnUWi5sgStxxKNJFGUlEhhYgLriovwhUM9nrhoEcW54VuNJKGTZYxaLXqNPCyvtRCCeVkZzMsae2/t3v1nW1IKIZg1I4tpU9OHNf8ZpZlMK8ng0JE6ABwODy2t3eTnDWzwDcRQ214ajVqSk/pWX3d0uAmfJ83pvMe9qL3OTEY2UGyNFjAMdMJS9MmkGIZ+EpL0SchiYvahTNTFk2XMoMXfxvstm5lqLSLNkDLohaKgcMh5jKPOkwgEs+NmjPGMRw5FDeHwH6HO9Sptvm2ElG50chxJxsXk2e7GpitBusD3pqoKnlANxzp+iitYTnH8l8my3oCgfxJ2W0Mnnm4fj/zbneRMvXCIIDhO+VkTDa8nMG7acxOd5EQLX3/kKn766HuUVbaMy3kKhxXeeP8wyYkWbt4Q1Si8XJCE4Or06XzUcoKT3U0ElDC/LfsQR8DDzdnzyDIlYJQv3Fs9pERo8Dp4r+koz1TvoCvkBcCi0XNHzqIBK1FjjCxCCAxaDYbLbFEC0XDoGTQaiZkzsobVo1YIgcViYEpRaq/B5/UGh50jLIaY167VyMTHmZEl0Vth7ez2oVykk+OSv9Hz/YAtGsuwxjJI+mHlx40ldq2NWfZSjnefosZbx5M1z7E+dTXTbSUY5LM3IUVV6Ag62Nt5kDebNhJQAmQa05lhKxnH2V88qqrS6T/EkfZ/R1XDZFquR69JJBBuo8nzAd2BMqYnfocEw/xBrwVVVfGG6znR+XO6g6cpSfgamZZPIYmBLz9JltBoZOKSbZdlvtNo4fUEJ4xswURDCEFRXjIP372Mnz3+Pi1trgvvNAp4vEFeeGM/qck2Vi4qGtG+wuOJEIJ8SzL35S/jP46+hi8SIqwqPFO9k10dFcyKy6HYlkqGMY5m39mcPG8kQLmrlVpvJ03eLirdrRx01HKkq75XgkUjJNamTWNZctElCznHuLJxntNrWxLiorrh6LQyCfFnq3JDoQjBUWrnKITAZNKh1WmI+KPpSz5f8KLVTEbFhNcIDUbJSJx2eCdTJ+kRE0sasBdJSCxLWsix7lPs6TzAoa5jVHvqSNInkKpPwao1E1YidAYdtAbaaQ904lf8WDRmbsm8rrdad/KhUOb4LWHFx/TEb5NqWoUkdChqgGTTcvY0f5Ma14tYdAXo5YQ+e0a/S0Ew4uBI+49wh6ooSfg6mZZrBzX2AFJzkzDHmag8XMucNaUxo2+I+GIevvMiyxKL5uTxyD3L+elvNhIKj08RR0tbN4/9eQvZGfEU5CRdNte36PHyNfuc/L5iE/5IGAWVclcr5a5WTLIOk0aH75x+riecjfz70dd6FoUBPJFgH609AcyKz+bzRWtI0A0ufREjxlDoY5gJMFxEPq0kiT4pGeFwZFAx5JFYgGs0ch+Zm0AwPGgR4wXHuuTZDMC61LWsSVk97NWYRWMmxZBMnDZuNKZ1yZhlM4/k34dO0nKw6yjOUDddISfl7qpeF+2ZTAcJiQxjGtenX82ihPlDduFONJzBU3QFDpNmXkuyaSmyFPVmysJAomEeKaZltPt24Q3Vo5POqUAUAlky4A3Xc6T93/GGGihN+DvSzOsuaNTPXlnComtm8ft/fp4v/OhuMvJT0RkHDgcZLbFiGOhp5ecJxDx8F0Crkbl6VSltHW7+/OIu/ONU9FPf1MWPfvk2//adm0gfYsL4ZEAnabivYBlJBitPVW2j0tXGmRpKbySIN9JXdssXCeHzdQ04llmjZ1FiAd+fcSNJestlc45ijB9ms5629qh3X1XB6x1+OlAkouDzn72OhSQGlVtSe/69FDQaCUk+O/7FhnNhlAy+4UqXnCHFkMLDeQ+ilSZmbosQAqvWzMP5n+GA4zBHnSdp8DXhDLkIKkEkITDKRhJ08eSasliUMI9CS96EDVMPBXcomuRqkFPRSp9cYctYdVNo8rxPMOLo845AEIx0c7LzV3T49zMl7vOkm9cjhnAu6k83ozfqqDvZyL/f97/kT88mLsU2YPjr9q9fS1pR+gCjXFlEIgrBWMXykNDIEjdvmE1bu4u3Pjw6bnItFdVtPP6Xj/nKg6tJSbo8JHSEEBhkLTdnzWWKNZWX6/axp6OSem8nkSEuRrSSzIy4LNanTef6zNnYtVdGP+IYo4/1HAeBoqg0NnUxf+7wxggGI7R3uHv/1mll9LqBTalQMEx4JO4v58q6XMJvYUJlZeokLVmmkSnVHi0EApNsZFniIubGzcIZcuKN+AgpYSQh0Ek6LBozdq0djRhe9dJERFEDgEAS/V3fApCFHlCJqH1XSioKDv8BtFL0QebwH8QXbsaouXBF1OGtJ3njDx+iqhDu9nF0R9mg2665c8mEMfjaW7vZ/tH4SH+EQ2FaG7vG5diTEZvFwGduXURzWze7DlSNSyg8oqhs21NBarKNB+9celnJtQghKLVnkG9JotLdxrGuBg476jjmbKDR10VQ6ZvzZJC15JoTmW7PZFFSIaX2DDKMcSPasSNGjPQ0O0eORbteRSIRDh+r57prZg65cONMJOVceZdQWKGmvhN/IIRep+nzfOt2+XF7+ouQh4eRThIKRfp06tBqL96umFAG32RCCIFJY8Skubw7PejlRFQUQko3qqogzqnGVVEJRDoRaNBKn8hRVMGiy2N20g9p9W3ntOMxTjseoyTx6+ikhPNesDd+fh3X3LdySPMzWgwExslD80ma6jr53f+8M05HVwmHYvI0Q0UIQVqKjW9+YT3f//ErVNS0jcs8/IEwL7yxn5REGzdvmDWsisGJTvQeqWe6PZNptgxuzp5HSIkQURV8kSCukJ+IqmDS6LBrTWiEhFaS0UoaBJfmyYgRYyBmTs/ivQ+OAdGQ7rHjDRw6WsfcWblD6oKjqnDwSC0ny5p6X4tEFF574wBFBSmsWDoFbY/kiqqqVNW00dTs7DfGUKt6VVWl2+XvIxhtNusvumNPzOCLcV7sulK0khVXsBJfuBmT9qwHNqJ46fDtxaLNQ6/pn3yul5Ox6oqw6PLxh5upc7+OTpNEcdwXejyDA6M36tCf4+1QVZVQMBzt0TnA6maiGHyKEp1njMmBEIL0FBvf/tLV/OhXb1PX6LjwTqNAKBThd09/TFKCmRWXUeXuGYQQyEIgI/X2wo3DRPrlvVaOMQEpLcnAYNDi76l4bWzq4pnndmE26planHbeRUY4HOHYiUZ+/6ct/YomXG4///PLd2hvdzF7ZjZxdhMdnW7efOsQra3dfbZVVZX6hqHdawKBMG1t3X08fPHxZjQXeY+4JIPPEeyiNdBKtjELk+bCrUJiTD70chLZ1luodj5LdfdzFNofQCcnEoh0UN39DO5QJXm2T2PSDB6KF2gojHsYf6SDmu7nMWkyyLXdxvl67Kqqit8bZM97hzi+8zRdbS4kSZCQZmfm8hLmr585ZPHKGDEGQwhBSVEqD961lMee3EJbp/vCO40CHm+Q3z+zDavVwNzp2THv1hVOtiWOv5uzmu6gH72sYVZi/7QVm87IDxZeTTASQRYSU+xJ/bZJMVp6twHIMF8euaIXgxCClGQbc2blsHN3Re/r+w/V8LP/fY9r1k9nycJC0lLtfRZdiqJS19DJ1u1lvPfBMVo+YcAJ0eO1cwf43Z82k5WRQFyciS6nl5qa9n5FG4qicup0E/5A6IJanN0uH1Xn9O4FSE2xXfSz75IMvlOuU7xY/xK5plweyrsfa4/0SIOvkWpPDamGFIoshZdyiAmFikpYCdPga2K/4zCNvmbcYS/KefoMniFea+fLRQ+PwSxHnnzbZ/CH26hzvUqT531kyUBE8RNSXKSYVpJvvxdZDL5cjyZypzA1/ssEIq2c7noMgyaJFOPKAYs4VFWlq62bX/3tExzZeupsMYIKQoL3ntrK8hvn89C/3IEtcXhaj2OFwahj9qJ8NJqx8dZEwgonDtfhdHjH5HiXExqNzNqlxXR0enjihR14fcEL7zQK1NR38sdntvOdL19NTub50x5iXN4kGkxcmzP1vNuYNFpuyT+/oL9NZ7jgNlcSZrOOq9ZM49DhWnw9Xr6oAdZMTV0Hz76wm8QEM8lJNoxGLYFAmJZWJ+0dblyfCK0CxNmNbFg/k1fe2E8gECYYjPT22R2IM8ZhdU07R47Ws2Be3nn1ayur2jh+srHP63k5SegGKRK5EJdk8DX4GnEEu8g29fXwHe46wrN1z7MmefVlZfB1h1y83vge7zZ/QFgdXhgxRd9/9TUZEEKglxOZmfT3tPnW0OLZQlDpRC8nkGhcTIb5agR9E1U1wkSScSEWbQFnvHhCCCzafGYkfo9Tjkfp8O3HrpuBQdO/J7Gn28dj33uGI9tOseT6ucxfN4OU7CSUiEJjVQu73z7Elpd2Y7IZuf/7t47VqRgWyWl2/uG/Po1WNzZeyFAwzL9842kO7Ky48MYx+qHVarjrxnl0ONy89NYBwuPQrk9VVQ4dr+fRJ7fw3S9f00fcNUaMGJeOEIJF8/NZvaqEjR8c6xMq9ftD+P0h2tpdnCxrvuBYGo3E7bcs4Kbr5xIIhnjzncOD6vEB5GQnoNdpOV3RQmubixde3kNSooW83P7pUKoKTc1Onnx6e2/4GcBg0FJclDrkXrz95nxRe/XgDntQULBqrBO2JdpIEVJCfNj6MRtbNhFWI2iFlmR9IhateUgaewm6uNGf5CghhEAjTKSb15FuXnfB7U3aTOan/nTAcez6aSxK++V59z+xu5yj205xwyNXcfd3buyTzzdjWTHLb5zPo9/5C3s2HuaqTy8jtXDi9Sk2mnXo9GOXIqvVaS561RcjuvLWaGQeuGMJHQ43H24rGzdNw+17K/jzX3fxuc8sx2y6fFqJqaqKI+jBGfIRiITwK+HevD6TRkei3tKb4xcjxmgghCDObuLTty2krq6DYycaL7zTAGg0EmtXlXDz9XOxWg3cc9cSVBXefOfQgH1uk5MsPHTvCjo63dQ1dOL3h9i7v5pf/uZ9rr1mJjNKM0lKsqLVyHQ5vRw/2cgbbx/s593LyU4kJztxfKp0I2oYVJCFjIo6acWFh0JroJ39jsMElSDphlTuzL6JHFMWWqFlKOde5vI2iEeSpspWujvdbHhwVR9j7wwmq5GrP7OCra/upaute0IafHb72Oa0CiEwmnS9IYMYF4fNauDBu5bicHrZ39Mrc6xRVXj7w6OkJlm57fq5aIfZnH6ioKgqISXMMWcD29tOc8LZRHvARVAJE1EUwqqCJASykNAIGavWQJYpnjkJuaxJKSFeb0ZCTMrPHmNik5ebxDe/toFf/GYjR4/VD+ueqddpWL+2lPs/swyr1YAQgtRkG488sJJpU9N5/e1DlFe0EA4rGAxa5s7K4bab5zNzehaNzV28/Pp+Gpu6UBSVA4drKa9qJSHejNGgQ5YlAoEQnQ4Pjq6+6TmyLDFrRhZZWfEX/bkvyeAzSFERw66gk7ASnrCCySNBZ7CLJn8LGqHhwby7mWWPtfwaLcKhaEWu4TzeDZ1RixJRiEQmRoXuJ7EnjH04zmTRI4SIddu4BIQQ5GUl8oV7V/Lfj22kvGp85Fo8viBPv7KH+Dgz61eWIMuT516jqCpdQQ/b2k7zl6odlLtaUFS1t+PG+TjkqOXtxiP8SrORtWnTuCNnIVOsaejlmPc6xsghhKAwP5l//cdbeOPtQ3y4+SStbd14vQO3pxRCYLHoSU+N445bF7B2VQkajdTHBrBaDVyzbgbr1pTi8QYIBMLYrAa0WhlZjm6bk5XA+rWlPPXsjt5KX5fLj8vVX6vvk2RlxnPDdXPQXoJ00yX9ipINyWgkDbXeWnZ17mGadSp6WU9QiSY9h9UQ7vDwq95kIWOUJ1bNflAJ4Y8EsGkslNqKY8beKBKfYker13Bk2ylW3rKw3/uqqnJ0+ylsCRYsY+xJGyr2cci/Mpn1PddlzOC7FIQQTJ+awRfuXcl//vpdOhyecZmHw+nlj89uIyXJypzpWZPinqOqKocddTxZuY3t7afxR4bX/UUFIqqCM+Tjlbr97Gqr4O78JdyUOZd4fSynMcbIIYQgPs7MfXcv5ao1pRw8VENlVRvtHW7cHj+hsIIsS1hMetLS7Eydksa8ObnEx5kG/C0KIRACJEkmbpDnkhCC226ez6GjdRw6PPQIgtVq4P57lpGX0z/nfThcksE31VqMSTbSHuzghbq/kqRPRCtp6Qx0AnDUeZxflz867HHzzHl8OvvOS5naiCMR1ZEyysZJ3SptMlA8v4D0/BSe+tErCAHzrprR2zPX1elm62v7eOXR9yldXEhGwcQJ5yal2Ljx04sAmLO4YMyPHzX4xvywly2L5ubx8KeX8ZsnNo9b5W5ji5PfPLGZf/rmp8hOj5/QRp+qqpzsbuI/jr5GuatlRJYdTX4nj5V9hCPg4eHCldhibdZwtDr56y/epr6siaI5udz61Wsxn2fhG/AFefP3H3B4y0kMZj3f+N/PDtiDXFEUGitb2PvuYaqPN+Du8mCyGsgpyWTRtbPJnpoBDC6IraoqoUCYsn2VnNhdTn1ZEx6nD0kjEZdso2hOLvOumkFiRvyg47g63fzsK38gLsXGHX/7KdLzUwj4ghzbXsb+D47S0eRAkiUS0+OZuWIqpUuLL3nRL4QgMz2OjLQ4wpEIXk8Anz9EJKIgSQKDQYvVYhwxxQW7zcgXP7uG3zz+IceON1zwdxIfb+b+u5eyakXxJR/7kgy+LGMm16Vt4NXGN3CGnHSFuvq83xXq6vfaUBBMPIPKrDFh01pxhrrxRwKYY7qDo0Z6fjL3/f0t/O83n+R/vvR7DCYD9iQLkYhCd4eboD9I9tQM7vrm9diTrHi84/Mw/iTp2fF8/lsbAJDlsc/ZtMaZMJkNhELhMZODuZyRhOCa1dPo7PLw9Mt78I9Tr+JTFS385k+b+ebn15GSZJ2wBk+z38l/HnuT066zbadkIWHXGimwpLAoqYBiWyrpxnisGj16WUtEjeCLhGjzu6hxt3PU2cC+zmra/S68kejv2hsJ8mzNLlINdu7MXYjmMi8QvBC2BAs+t59dbx+k+lg9s1ZNY+aKkgGvC1VVcTk8vPrr92iuaWfZjfPRfSIvWlVVfJ4Ar/7mPV759bt4nD5URel9T5IlXvz5W9zw+au46UtXY02wDHisrS/v5i8/eZXm6jbCgWiepiRET4hURdZqSMlO5IF/vI0Vty5EHiA0GQyE2PnWAWwJFtbdsxxZlnj8e0+z7/2jBP1BlEjUPJJkiR2v7+PvHv8C0xYXXfpJJVq4pdXI2O0m7PYRGXKQ4whKitP5x+/eyPMv72Hzx6fwegOEwhEURY0WSWokDHotxVPSuO/upZROy7hoseVzuSSDTxISV6etJ9WQyqGuwzhCXYSVMK2BNloDrcRr48k0Zgx73Dxz7qVMa1RI0SdRaMlnn+Mg29p3sS511WVfmTxeSJLEomtn8/fxX+adJzZTd7oZr8uHrJHJKcmgaHYuN33patLzksd7qn2QJAmdfvwMrbmLCjCZ9EQiCiUzs8ZtHpcLQgiMBh23XTeXDoeHNzYeJqKMfbhcVVV2Hajiqb/u4vP3rsBqMUw4oy+sRHir4RAnnGdbTlk1BjZkzOS27PlMtacjnycykmtOYkFiPrezEE84wDuNh3mt/gDHuhoIqwr+SIg/V21jdepUMkwXn7R+OSBrZNZ+eikfPbudlpo2jm4rY9qiIrSDiPge3XaK5pp2ZI3E+s+s6NeWy+3w8PR/vsprv30fnV7LtMWFZBdnYLIZcTk81J5s4NSeSp79r9dxObw89IM7MPSmj5zF2e6iobyZ+BQ7GQWpJGcnYEu0Eg6Gaa5u59iOMurLmvj1t54kqzidwtmDP+c93T5aatp59j9f4+iOMvKmZ5GUmYBWp8Hr8tHe0Ik13kJOyfDti4mAJAnS0ux87UvruPmGuRw9Vk9TsxO3J4BOJ5OcZGXqlPQRM/TOcMmZsLKQmRs/h1lxMwlEAoTUEB+0bOLVxteYZivhnpy7LmLMiZega9NaWZ28jAp3FW81vY9B1rMoYR4Gub9rPMalI4Rg2uIiCmfn0tHkwOP0IiSBLcFKQnrcZdVzdKTIyksiK29y6j1OZOw2Iw/csYSmFie7D1aPyxzCYYV3Nx8nKdHC/bcvmXCh+/aAm32d1QSUqBfUotHzUOFK7slbgknTv9L+fJg1em7Nns+s+Gx+euwt9nRUoQKNvi62t5dzR07/vN4rjanzCyiYlcORrafY/c4hrn1oNQlpcQNu++Ez2wDInppB0by8Pu9FwhF2vLmfjU9tRZYlPv2dG7jq7uUkZcYjSRJKRKGpuo3n//t13vnTZt750ybmrill8fVz+x1n5W2LCQbCFM7KIas4nfgUO0KKVlm7HB42PvUxT/7rX3G2u/jw2e3nNfiCviB//eXbdLU6efiHdzJv3QxSc5KRtRI+t5/W2nZ87sB5Q9mTASEEudmJ5GZfWm7eUBkxy0oWcq/4crwuDq3QopN02LSXRysXFZUp1gLuyL6JP1Q+xRPVz7GxeTPT7MWkGVIwyAak84SiDbKeOXExxfOhoqoqihINJyRnJpCcmXD2vYhCqEcwU461V4sxBiQnWvjqZ9fyrz97Y9wqd33+EM++upf0FDvrV5YgSRMnbN/m76bKffa8rEop4Y6cBRgvUldPEhJFllS+VXodD2//Pb6e8O72tpjBB6DRadjw0BqObDtF2b5KKg7XEp9q7+d1qy9r4uSeqBj7wmtmE5dk691GVVWc7S4+em47rk43S2+cx61fvbaPFJYkS2QUpHD7N67j0JYTNFW28upjGwc0+GyJFm760no02v5mhSXOxIpbFrL77YMc+OgYx7ZHdS7P56muPFTD3/z8QTY8uBrtORqjZpuJ/Bk5wzthMYARNPjOxSyb0MuXj2AowInuMn5d/ge6Qy4UVEKRMOWeKso9VUPaP1WfzM/n/scoz/LyIBQMU3uygaPby2iubiPgC6IOEkq78QvrSSlIGeMZxrjSiMq1JPC1h9fy/x57n5qGznGZh9sT4Hd/2YrNYmDhnLw+PT/HE3c4QEcgWs1s0xpYklx4yQUWQgimWFNZmJjPltZTAH2Myiud+etmkF2cQd2pRt75v4+Yv24G4hz5HlVV2fbaPrzdPhLS45i1qgSdsa8B3lLbzuGPo+d23WdWoDP0N9CFEMSl2Cmak0dTZSsVB2voau0mPtXeb7uBjL0z75ksBpJ6Cja6O92oitpnvp8kuySTtXct7WPsxbg0RuVMGjVGdNLw3PgTHV/ET1eo+8IbDoIak8oYMmX7Kvn13/2ZhvIWUnOToivOQe4LXlesd2yMsUEIwaxpmTxw5xJ++cePcHb7xmUezW3d/N/zO0iINzMlP2VC5PNFVIWwEtXENMl6Mo0jU1EsEEyxpfYafIFhyrxcrgghsMSZWH7LAp77r9c4tOUkjZWtZE1J692mu9PNka0nCYXC5E7LonB2br/vpPJwLeGe/rB73j5I+YHqAY8XCoRoOB1tNxYJR+hocvQz+CBqZPo9ARrKm2mqasPV6cbn8RMKhPB2+6k4UhvdTlFRFAXpPAuWaF5izNgbSUblbOaZcvls/kPYNNbRGH5cmGot4h+nfeui99ddxqLUI83pg9XUnmzkW48+QtGcPGSNPGjOUkJqHOGB34oRY8TRaGTWLC3G4fTymyc294qnjjUnTzfz6JNb+Ndv34jFbBj3nD6NJKGTNfgjISQh0Eojl2qhPSene7j5gJczWr2W2aum8f5TW3G0OPn4pV3c/d2besXXqw7XUneqEa1Ow8wVU/sZaKoKbfUdvX+/++SWIR878AmZIlVViYQVNr+4k41//pjWunY83T5C/hDhcAQloqBE1GEJ5Sek2RETKG3hcmBUDD6LxsIMW+loDD1uWDUWSm1Tx3saVwSJ6fHYk21kF6eTUZAyaJjgDG5PYIxmFiMG6HQabtkwm5Z2F6++c5DgeRqmjxaKqrLvcA2/+MOH/O3n1mExj28KjVVjJElvod7rIKREcIVGyvup0hY4G1kptMTSN84ghKBwdi7TFhXy8St72PX2QTY8sJqE9DjCoQjHd52mta6DuGQby29aMEDOp4rXdfZ7WvKpuf0kWwbCYNJjS7D0ec3d5eXJf32Rd/60GSWiEJ9qp3BWLgUzc0jKjO8trtj41FYObT4+pM+n0WnGfSFzuTEqBt9ECDGMNJfjZ5qozL9qBjc8spbHv/8sc9eUEp9qjxp9A3wFc1aVYhyHrhYxrmz0ei333LwAR5eHTTvKBmyYPtqoKmzecZqMVDufvmkB5vO0Ihxtkg1WCiwp1HsduMJ+KtxtLE2egnSJ981AJMyBzprev5clT7nUqV5W2BOtzF03g70bj9BY0cLR7adYedsiuttdHNx0HFVRKVlQSM60geRLBCbL2Y5Wn//xPWROSRv2s06JKGx9eTcfPLOdSFhh0bWzufu7NzFlbl4frT1Xp5sDHx692I8aYwSIBchjTDjc3V5aats5ubuCI1tPotFpomHdASy+f/jz3zBt+ZXleR2sV25sUTK2JCVYePDOpTS3dnP0VOO4zMEfCPHKO4dIT7Vz9arSEdXsGg4JOguLkgrY21GFNxJkT0clG9JnkGKwXfR1qaoqHzYfp84TLZDJMsWzOGnsO9hMdBZtmM2LP3uLpqpWjm0vY+GG2bTUtHFqbyUA6+9bMWBFtxCQmntWxqmurInMc3IAh4qn28fR7WV4nF4S0uzc+a3rmbqgoN/3HokoBHwTLwfzzP00ElFoaOqiqrqNzk4Pbm8Avy84Ktqb6al2brlx3oiPeyFiBt8lMNwm9bEH8tDY98FRNr24i7lXTWf17YuJT7EhDdK5In/G5BMYVlUVnzeIElEwmvVDrrRUVRW/L0RLg4Mj+6vpaHWhN2jJzk9i6ows7AlmtFo5dp2NEUIIcrMS+M6Xr+a7//EyLW0XX9R1KTicXh59YgvpyXZmj1PPXY0kcX3mbHa1V7C19TQ72yr4S/VOHi5cgV1rGpanT1VVAkqY3R2V/Pb0R4TUCCZZx0MFK0nSXz554SNFUmYCy26cz4s/f4vDH5+krb6D7W/ux+8JkDUlnRnnWRAXzy/AYNbj9wTY9tpeFl07B1kzvOvH7w3gaHECYLQYKJyV0+8aVFUVt8NDY2XLQEOMC6qqEgpFaGnt5qMtJ3n/w2M4ury9HS8URR32M36ozJyeGTP4JgMRVaHJ10x7oANfxE9YDQ+p/tYoG1iY0F+7KEZ/ZFlC1kh8+b/uJT3/wjk7ky2Hz+cN8tSjH1JV3sKqq2dQOjeHzJzE84pJK4pCTUUbrz2zkw/fOkzA33elnJJuZ8Ot87nutvkkJMUeimOFEIL8nCS+9YV1/L/H3qel3TUu83A4vfz0txv5l29dP26Vu/E6M98tvR5/5FUOdFbz58qt1HjauTFzDnmWJJL0VmxaQ79e5CoqqgrecABH0Eujz8G21tO81XiI9oAbs0bP3bmLuSZ9BpoRLAa5XBBCcPX9K3nz9x9Sc6KB6uMN7HzjAAhYeetCzDbjoPslZSaw4JpZbH15Dzvf2M+BO48yd+30AdueQVQyC0BzzsJSlqVeOZdwKEJ3hxuDuW9DAiWisOudaCu4iYLD4eHNdw7z6psHaO9wj+mxI5HxKfaKGXzDIBAJ8lHrx2xt30WzvxVvxDdkuZUUfVLM4Bsi866azob7V/Hqb99n8XVzSEi1o9NrGSiDNz518gl7d7R2s39nBdXlrRzZV8O1t83ns1+/elCDT1VVWhq7+O1P3+bovmoikf75Yq1NTp5+fBOtjV189m+vwR43uRXoJxNCCObPyuWeWxbyf8/twOkaH7mW+kYHv396G19/ZC1Z6ePTfixRb+G27Pm0+bup9rSzueUk+zqqyDEnkmawk6i3YNboMWp0yEIirEQIKmE8PcZeR8BNraeDtsBZw3mKNZUkg5V3mg7jDQeJqBfOlzTJOu7OW3LFeLvT81OYs6aUHW/sZ9PzO2isbCEu2cbMlSVozqNjZ403c/W9KynbW0lbfSe/+/tnuf5zV7FwwyxSc5IQkiDgDdJS207V0TpO7Crn6vtW9OmSYbaZyChMRUiC7g43m17YyY1fXI/REjX6ujvdbHp+By/+/K1R85gNl7Z2F7//v818uOUkoXEouhovYgbfEFFUle0du3mp4U1cYTeykNAIDaASUsNISL29dVUUwmr0ItJJOnJMmcyJmzmOs59cHNtxmp1vH6S9oZPNf92JVqdFSAPfuP/2fz/LlIWFYzzDi0dVVZobHNRVtQNRYyE+0YLhPNVxiqLy1GObOLy3qo8A9ZlQ8BkDMBJW2PTOEdKy4rnroRWDrtJjjDx6nYZPrZtBW6eb51/fNy4PEUVV2XOomqdf3s0X71uFzTq2PXdfqNnNs9W76A756D6nStcdDnDc2chxZzTPURYSkhAIBCoqiqqiqMqgS+dT3c1UuFqJqAqR82x3Lkl6C3fnLbn0DzVJ0Oo1rP30Mva8d5jd7xwkEoowZW4+udMyz3sNSLLEvPUz+Mzf38If//E5ak7U88d/fo4Xf/YmepMOSZIIBcME/SF8bj8+t5+FG2b1GUNn1LLoujnseHM/jeUtPPvT19n19kGypqTh8wSoPdlAS007GYWpzLtqBh89t320T8d58XgCPPPCLj7YfJJw+Mox9iBm8A2ZzqCDnR37cIXdpOiTWJO8nKm2ItxhLz8v+y0L4mdzddoaQNDqb+Ng11GOd5+iwJLLfbl3kWVMH++PMGkwWY3MWFYMqERLcwe/xX9SHmCioygqxw7W9hppVpuBuYsL+jU0P4OqquzacoqP3zvaa+zJGonS2TnMnJ+HVidz7EAtJw7X4XH5CfhDfPTWYeYtKWTqJMxvnMwY9Foe/vQy2jvcbPz4xLho9IXDCm++f5R4u5kH7liCfgyFa+u9DircrRfcLmq4DX3cM23VhkNQubIe5EIIpszLo2RBAUe3l6EzaJm1soTEjAt7enV6Ldc+tJqMwlT++ou3qDnegLPDRaAh2uFI1sqYrAbiUmyULplCak7fft1CCGavmsbnf3QPT//kVZqqWjmx6zTHd55GZ9BijTcze+U0Pvfju6k+Xs++jUdG6zRcEEVR2LG7gnc3Hh3U2BMCzCY9BoMWTY8G7EAFg5dCUuL4PLdiBt8Q6Qw6aPI3IwuJ27NuYEXSEiQh0eJvQytpMWlMFFryMcoGsJewPGkR7zR/yOuN7/JC3at8qfAhzJpYmG0oLLxmFguvmXXhDXuYTDl8iqJSXX72oRiXYCavKHXQ7V1OH+++vK83dwZg6ZoSvvDt60hJs6OqKh6Xnxee2Mprz+zC5w3SWNfJqaMNFJVkIGtiwqVjhRACnVbm8/euoMvlY/eBKsYjgqWoKi+8vo/UZBufWjdj3Cp3Y4wdQgjsSTYyp6RzdHsZcck25l41fcgeXiEEs1aWUDQ7l4rDtdSfbsLV6UGJRNAZdSSkxZFZlEb21HQMJn2/cYUQLL1hHrmlWZzYdZrO5i6UiILZbiKjIJWSBYWY7EZ0ei33fO8mgAErh40WI/d9/1YURWHWKPSL9niDfLDpOB5v/2eGTitTOi2T6dMyyMqMJz7OjE6nQZalEdcDHC8JpZjBN0R8ER/dIRcm2cTChLm9iccCgVbSEFCCffITdJKOtSkrqPXWs6tzP4edx1iaGGv6PVRUVcXT7WP76/s4sbucrrZupi+ewh1/+ylUVaW1vgOjyYA1YXJp8KmKSlP92T6sOQUpmAYRzVVVlWMHajl9vKnXcEhOs3PvF9eS3JO7KITAYjPyqdsXcmh3FSeP1BMORTh5pI51N8zGbDEMOHaM0UEIQXKilc9+ehldTi+nKsanKtEXCPHUX3eRGGdi2cLCMQntzo7P5q7cRaN+nKFg0VxevdwvhKqqdHe4aKyItj8rmJVL3vTsYY0hhMBsNzFrZQmzVpYMew5CCDILU8ksHHwBm5KTxM1fvmbQ901WA5/53s3DPvZQUFWVllYn+w7U9HvPYjHwyAMrWLq4iMRECxpZuizzP2MG3xAJKxFCSogkfWKfPsGSEBgkPe6wB4WzycRCCKwaC9NsU9nnOMTuzgMxg2+IqKpK5ZE6/t9Xfk/dqSa0eg0+tz9auEG04utnX/kjljgTX/nv+9FNIqNGVVW6Ojy9fxcUD6575fMG2bv9NJ09lZ+SJLj21nlk5ib2uxmlpNspnZND2fFGlEi0ojfgD8UMvnFAkgQlU9L44v2r+O9H36OxR7JirGlqdfK7Z7Zht5uYXpw+6g+w1aklrEyZGJqYgitLBktVoeJgDaf2ViJrZDY8sArteYo1rlQOHaknGOzbjNNmM/LNr17DyuXFl703/PL+dCOIJASSkPFHAn0qcyUhY9aYaQ90EFb6XkhRo8+MXtLT4rtwbkuMKO2NDv7wT8/R1drNpz67ls/9+91YEyy9Z10IweyVJVQcrqW9ofO8Y01E/Of0oYxLHNhDqaoqbc1ODu2u7H0tPTuBeUuK0A1wIxdCkD8ltfeG1d7iJHwFVZ9NNCQhWDg7l8/evQzrOBrdFdVtPP7UxzSPgUagLCS0kjwh/r3S5Fs8Ti9v/uFDgv4QBTOzmbt2+nhPaUJy7ERDn78lSbB+zTQWLci/7I09iBl8Q0YvGzBrTLjDblyhs5o9WqEhURdPW6CdtkBHv7LzoBIirIYJqMNPPL5SObG7nPJDNXz62zfw2X+9k+seWt1b4g8gJEFWcTpdrd14nN5xnOmlo+3xWn4SVYUTh+torIsatELA1BlZ5BYNrktoTzD3VjP7vMFxKRqI0Ze1y6dy900L0I+jt+XA0Tp+//Q2XB7/uM0hxsihqmqffzsaHTz7X69yeMsJdEYtt/zNBvTmC/fEvRJpaem78Imzm5g7JxfTEHoIXw7EfL5DxKa1kqRPoNpTy7HuU6xIWgyAXtaRa87iQNcRXmt8hy8VPoRBNiAAV9jDKVc5voifXE2sYnKodDQ68HsDrLxlYW8Y95PYE634vYE+xQyTBZNZ3yuc7Buk4CQUDPPuK/t7jTaTxcDCFVMwmga/MenOaTYeCkUmjObVlYxWI3PLtXPodHp47d3DhMZJBmLzjjKSEsw8eOdSjAbtFRXuvNzwuvz85ltPUnuiAQR0NHXh7En7WHfPchZdOzv2/Q5Cd3dfB0FCvJn83KQr5nzFDL4hkqSLJ9eUTZW7lj2dB1icMA+tpEUraZlqnUKcdjv7HYf53/I/MDduBpKQONF9mj2dB1BRmR03Y7w/wqRB6kmYPZ8x52h1YrQYBjUIJypCEiSl2nD0KLvXVbUNuN2RfdWcOnJWlT4tM575y6ac98bk9wV7izuicgJXxk1sIiOEwGY1cN9ti+l0eNi0o2xcKncDwTCvvXeYpAQLt2yYg1Z7ZYU8Ly9UfG4/VUfrCIcjaHUakjLjWXTtHO785vXYEmOddgbD6+sbaTMYtdhtV456RszgGyJ6WU+prZgabx1FlvzePD6BoMiSz/z42Wxq28bBriMc7OqrM5RjymJp4oLxmPakJDU3CbPNyEfP7eDOv/0U0idyK0KBMFte2k16fgrxqfZxmuXFIQlBblEKp49HRWiPH6zD4/b3Ka7wuP28/tyuPiHZNRtmYLMP3CLpDC6nr9erF/X2xQy+iUJSgoXPfWYFLe0ujpc1jcsc3J4AT7+8h/QUO8vHqHI3xsijN+q59avXsvi6OYSCYXQGLak5SRTPL+iT+hKjP1ptX5NHliQ02isnsy1m8A0RgWB+/BxKrFOwaC19KnXNsonbs25ARWVr+y6Uni4bspApshRwV/bNJOkTx2vqk47pS4qZuqCQv/7qHdrqO1l2wzxCgRA+l5/DW0+y8amPObj5ODd+YR3p+SkEB2g1NlGRZIk5iwp4//WDoEJtZSvvvXKA626fj0YrEw5FeO/VAxzZf1Y6ICnVxlXXz77g2I11nb2Czha7sbcTR4yJQXZGPF97eA0/+tU71DU6xmUO7Z1ufv1/m0hNtlGUlxwz+iYhGq3MzBVTmbliYlRETybi40w0n1M1Hw5HCATCGA2xHL4Yn8Ag6zHI/fWdhBDEae18Nv9ebsi4hlpPAxE1QrohhSxTRrQFW+y+OmQscSa+/J/38r9/9ySbXtzJm3/8CCWi0N7gYO/7R7AlWFhzxxJu+5tr0eo1BL2TpyAmWnyRScGUVCrLWvB5gzzx6w84uLuS3KIUaspbOLinioAvmuOn1crceu9S4i6gNxgORaitaCUSjhp8SSlWNLGw3YSjtDidL92/il/+8SNaxqBydiDqm7v4+e8+4Ntfvoa8rISY0RfjiiEvN4kTp8562P3+EN3dPuLsV0ZYN2bwjRBCCGQE6YZU0g2DC0/GuDBCCJKzE/i7336OPe8epvJILV3tLoSA+BQ7xfPyWbRhFgbz5AtfCCFITY9n7adm0Vi/Gb83iN8XZNeWU+zacqrf9tPn5bLsqmn9wtqfpKWpi5amrt6/07MS0OliBt9EQgiBEIIl8/Npd3j47ZOb8fUU74w1x8qaePKFHXzt4bXEx5liRl+MK4IZpZm8/d7ZlKsup5e6hk5ysq+MCFzM4IsxIRFCYE+0su6eZay6bRGBnmRbg0mHZpLnp+n0GtbfOJeq061seucwyiCNRdOz4rnr4ZWkpMed9/OqqkpNeSsdra7e1wqK09AbJldBy5WCTqvhurXTaW3v5i8v7R6XOUQiClt2niYx3sKXH1iFLE/e31OMGENl5oxsrBYDLndUoqjL6eVUWTOL5uf3y++7HIkl+VwCqqqiqAohJUQgEiCoBAmrMTmMkUQI0duA2xpvRqu/PCQl4hLMfP0fb+S+L11FRk4i9ngTJosei81IUqqNJWtK+MEv7mXOooIL5uIF/CGO7K/urfxNzYijsCT9gl7BGOOH0aDl3lsXce3a6WjGqd9xMBThpbcP8Ne3DhAMTT55oxgxhocgKdHCmpVTe58hkYjK+x8d53RF6xXx3L78TdpRIKJGaA90Uu9rpC3QQXfIRVAJIgsZk2wkXhdHmiGZHFMWBnnyhR0nA6FAiIbyFhIz4hGTsIWQEAKDUcfdj6zi6hvnUFnWTFenB71eQ2ZuEnlFKUNujRQMhLFYjazeMBOA/OJUCorTLgvDeKKgqiqOgJ/N9ZWUJqYwJS4JaZjnd29LA1XdnSxMzSLPFo/FbOCBO5bQ1e1l94HqcRHKDoUiPP3ybhLjzaxaMgWtJpYGEOPyRIjoQuvqddM5cLiW+oZo4VRjUxd/eW4HX/3iOtLT4sZ3kqPM5HtSjjP+SID3Wzazx3GAFn8r3SF3n1ZrADpJR6IuniJLAVenrqbQkockYt6WkcTZ7uKpn7zCDZ9bR9GCgvGezkUjSYLkNDvJaRcvL2OxGbjt/mWoPQaDrJHQ6WM/7ZFmX2sDf7/9XR6aNp9vzF2GUTO8kPlb1ad4peI4P1yynjxbPEJAVnocj9y9nKaWbmrqO0Zp5uenw+HhiRd2kpJkZcbUjNhCIcZlixCCqVPSuOWGefzxyY97dfm27yxHIHjg3mUUFaQiSZfnbyBmhQwDV8jNHyqf4oX6VylzVeAKedBJOkyyEbNswiSbMMoGVFWhyd/C1vad/Lrij+zvOoyiTh7pkMlAwB+irqwJf6xdFJIkYTTpMFn0mCx69JdBJwVVVdnf2shjR3bTHRy4G8lYk2G2UmhPpMCegFYamVunEILiglS+/aX12G3n11kcTapr2/n57z6ktcN14Y1jxJjE6PVabrp+DvfdE+06A9FWltt3lfNP//oy//fnj2lodODxBgiFwig9LewuB2JugCESVIK80/wBuzr3o6CQa8pimm0qxZYCEvXx6CQ9ETWCK+ymwdfEqe5yTrjKaPG38mT1c2RNyyDNMHgf1CsVVVUJX0R7tIAviH+QtmQxJj8hJcJH9RUc72jl9qLpQH85pLFECEFpQgpv3PTAiI8tSYKZ0zL56kNr+c0Tm3CMQ39oFSirbOFnj3/At790NUkJljGfQ4yLw+vyc2xPBUaznumLYoLaQ0Gn03DXbYsw6LX8+dkdOBweFEWlpbWbPz+zgxdf2cucWbkUF6WSlRmP3WZEo5XRyPKIFDiZjDry85JH4JMMj5jBN0Ra/e0c7DpGSA0xO24G92TfSpYpA1n0z3mZEzeDtckr2Nq+i5ca3qAt0MH29t3clnXDOMx8YuP3BPjt956GYS6g3E4PXeOkYxZj9PFHIuxpacA8zLDpaDKaD1JZkli1pIjmNifPvLKnXwuosWLPwWqeeXUPD96xBJt1/DyOMYZOe5ODX377abKKUvmPZ79GzN4bnGAozJGj9TQ2ddHY1EV9o2PA8+Xzhdixq5wdu8oRImqgaXUatFoZzQgUw00tTucH37/5kscZLjGDb4g4Qk5a/K1ohIa7sm4mx5yFOI+aslFjYGXyEuq8DbzfupljzlMxg28Agv4Q7/xpM7JGQhpGmExVVcKh8WlEH2PoqKqKNxzig7oKNtaWU+fqQiPJpJkszE/J5Lq8YtLM0d6fYUVhd3M9b1Wf4lhnC8c6WtBJMp955zk0PTmwQgievvbT2PXRYqiHN76IVavnu/NXkWW19znu97e/R4ffy9/NW8HU+Ohq+ndH9/BezWn+ePXtbG2s5pWKEzR7XRTYErireCYLUjPRCKnXuGvzefiffR9zpKMlGtpB5f6Sudw1ZSZauf9iT1VVfOEQb1WX8Vb1KRx+H1Pjk7l76izkCzyJTUYdt39qLs1t3bz94dFxKeIIhiK8+f4R0pJt3LxhNtpYT+YYPaiqysbndhKfYmPB2tJJeV04nT5+9NM38PlD+P2hIf3GVBU83iCMoMB/0jj1O44ZfEMkqATxK34SdAnkmM5v7EG0FZtB0pNrzkYn6XCGY96owTDZjNz1zeuZv27GkPdprmnj0W8/NYqzijESRFSVH+/ZxMsVx8m22Ik3GAkpCqe7OtjX2kC8wcgthaUAKKpKZ8CLPxIm02zneEcrFp2eKXFJGOTorUoIgeachUFFVyd2vYGA0t/4r3V10exx4wufTRlo8brZ19rAzw5sY1N9JclGM3pZw87mOjbWlfPDJeu4rXB67/ZGjZYl6TnE642UOzt5r/Y07T7voA5pfyTMj/ds5vnTR8iy2Ek1WTjhaOV7294lTn/hin2LWc/XHl5DR6ebXQeqxyV3yOMN8vunt5EUb2H10uKYxygGAJ0tTj78627mLJ/KgrWl4z2diyISUejo9Iz3NMaNmME3RHSSFr2kR0IM+QZ47grIqonlxAyGwaQjrzST4nn5Q97HZDVivkLa4UxmOv1eXio/zqK0LP51yXqyrHYiikKz181JRxuLUrN6t9XJMjfkl3BDfgmdfi+7W+qYnpDCD5esI8l4/tZywyGiqmxvrOHHy69hbnImQsBHdZX8ZO9mfnFgO8vTc3u9jhatjlsKS1ELVPa1NvBe7enzjv1xQzUvVxxjUVoW/7BoLVPiEnEHg7xw+gj/e2hnv4r+TyKEwGTU8TcPrcbjDXLkZMOIfe7h4PUFefTJzcTHmZhdmh0z+q5wVFWloaqN1rrO4WbfxJhAxAy+IRKntZNqSKbJ10J3yEW8Lu6826uohJUw7YF2QkqIEtuUsZnoJEOjlZmzupSkzIRh7SdrJAzm8U3kn2js/riMt/66l3Aowm33L2PeksLxnhKykECoBJVItLUYoJEksq12sq0XL0VzKUgIrs4pYmFqdq+W3pqsArY21vBi+RF2NNVya9H0C4zSH0VVea+2HCEEtxVOZ2pcUrRjjN7AHVNm8kbVKaq6Oy84jhCC7IwEHr57KT9//ANqGx3DnstI0NzWzR+e2cbffn4dBTlJkzKEd6WiqiqhYJi3/ryVA5tPsujqGVxz91K0Ok007cAd4PCO0xzYcpKWug4URSEpPZ5F66Yzd1UJup5Kf783yK73DnN0VwWnDlTT1uhg43M7OLKjrPdYOcUZfP4Ht11QID7GWcbrpxQz+IZImiGF+fGzecP3Hm80vcftmTdilA2D3gQVRaHcXcWuzv0k6OJZk7x8jGc8OTDZjHzz14+g0Q5P8NUab2bDA6vIKIj1LT5DbWUbe7edJhyKsOqaoYfHR5N4g4H7S+bxbNkh7nn7WW4tms51ecVkmK3YdIZhixePBEIIZiSl9Tm2TpaZlpCMLCROdLZx60WM6wz4aXR3o5NkZib1Fb626/Tk2+KpcQ3NeJNlifkzc/jcvSv42eMfjE/lrgqHjtfzx2e38/XPriUlyRoz+iYBqqri9wZ5409beOmxD5izYiqrb57fe48NhyK8/LsPeevJregMWgxGHYqiUnGkjk0v7+HWL1zFnX9zNQaTnqA/SPmROjqau6KdpRQVWSOjO6dto04vXyDBaeJgNuu599NLxnsapKWOz2I3ZvANEa2kZV3KajqDXWxq3YYv4me2fTrJ+kSMshFZyCiqQkAJ0h3qptbXwActWwgoQW7OuA6BoC3QPmA1qkbSXNBjeLlypnXacLHEmbnx8+sAcMfkWQDwegITTi9KCImvz1nKlLhENtae5oXTR3jixH5WpOdyc2Ep67IL++TkjSSDnQkBmAao/jVrdUhC4AlfXHJ2IBImqESQhMCq1fU9phDY9Pqeow8NSZJYs7SY9g43v3tmKz5f6KLmdSmoKny86zQJdhNffnA1JqPuwjvFGBfOGOOhQJg3/rSFV373EYvWzeBz/3wrlnPSX7Q6DYuvnklmQQolc/NIzoxHVeHgx6f41f/3DB+8sJt1dy4mIy8ZW4KFR/4puvzZ9PJefvmdp7nq9kXc/Y0Nk9L4t1oMfP7h1eM9jXEjZvANkUZfMx+2bqU90IEv4uej1q3s6TxAvNaOQTb0GnxBJYgr7KEr5CSiRrBrrezu3M/uzv2Dii9nGtP4XMH9Y/yJYlxu+LwT0OAjakjdXjSdNVn5nHS0sbWxhlcrjrO/rRFZCNbnFI3Ksb2hgQ03FfCG+xtPvnAIVVUxyhd3W9RIErIQqESLNz5JKKIwXP0hIQTXr59JS7uLl946QCg89pXpqgpvfXSM1BQbd9+0AE2s/drEQwi0Og3hUJjX/7SFlx//kKUbZnHPN6/DEtc/17loZjZFM7P7vDZjSSHzVpfw3rM78fcsHiejURdjcGIG3xBp8rXwdvP7fYw2d9iDO3z+ih9nyIUzdOq82wSVsV+5x7j88LoDTDB7rxchBElGM8sNJhakZDEzMZV/3vE+L5YfZV1O0YB+L4HokUIZHL2sIRAJ4/uEV84dClLrchKv768lp6Jy2tHONTlFvQ80RVWpcjoIqyp59uHlk54hTm8k0WDiRGcbFU4HOda43vGDkQg1rq6L+n6MBi333LIQh9PLBx+fIDIeci3BMM+/to+EODPXrC4dES2yGCOHECBrZd56civP/+pdllwzi4f/4WbMNuOARtsZWatgIEQkrKAq0Zw/s92EElGIjMPCIsboM+ENPq1WZsbUdLSjfIO5UFsjm9bCbPvwE7mHwpkOHKqq0h3qoMFXcd7tm2gjvrgd8wU6VMTpkkk15CFdRAe9/JxEhhN+Gk80skRJURrB4OjepJITrRO6WtHrCfT20/0kU/KTWbGoaNgC1xeDrJFI6dGZavN56PB5SDNbsWr1vXlzkhDn9R5IQiLRYKTW5aTJ4yLJEPVShBQFrXRWJ684PomPG6rY09JAgS0Ro0ZDV8DPM6cO4QoGBjT4FFXlnZoyrs4totCeiAAOtjexrakGq1bHiozci/vcQrAmK59N9ZW8UnGM0oRkUkwWgpEIm+orqXR2XLBKdyCEECTEmXjknuXodTJdTt9FzW8kqK5rp7PL0/v9jjaqqtIRqCaoRHMYLdokbNqRy9udOzOHtOSxyafSamUy0+NHbfyKI3VUHq3D0+3HaNFHi6QG+I1FwhHqK1rZ8c4hDm09haPNRTgUIRKO4OoanVzRrmADvnAXKmCUbcTpMhGx/vJjzoQ3+KxmAw/euXS8p0GhJZ9vFn9pVMY+V9Ov2nOcF+t/dqEdKL7jwuPOj8/i+ozr0UqTo5o1oihsPFbOvNwMUmxDl7ExGLTcffNC7r554YjOR1XhwxPlFKUmkps4ejfqkUBRFPznyfG65do53HLtnLGbUA8HWhv51cHt5NjiSTGa0ckyXQE/+1sbUVSVO4pmDLisMGo0rM0u4PEje/jJns2UJkYXRaFIhL9fuAaDJnrrunPKDDbXV/GHo3s53tFKnN5Ag7ubWlcXpYkpuIP9w7oCgU1v4B+2v8f0hFQkIdjf2kiFs5Ovzl5CrjUOiBobxzpaKOvqwBcOcbqrA4B9rQ385eRBLDodKUYLC1IzMWt1CCG4OncK79ae5v26ClyhAEX2RNyhIOVdHWRb4yjvGWO4CCHISLXz3a9suKj9JysKYT5s+TnuUBsAs+JvYkHi3SM2/tceXjtiY40nqqISURRufHgVFUfr+eCF3aRmJ/Kp+1egPyfvUlVVmms7+M33n6O2rJl1dy4id2oGZpsRSRJsfm0/m17aM7JzUxV2tf+ZBu8RQCXPsphVKV9GI2L5oGPNhDf4JgqSkJBiK5JRpbbDyWObdvMPN64dlsE3WrS7PTy+eTcPr1gwJINPVVUiYYW2FiddnR5S0u3EJViQpL4rbUVRCY9wyCQYCBEMTrzUgOmJKcxMTmdvSz3bGmsIKxFsegNzktP55+KrWJKWPeB+Oknm/pK5yELi9aqTHO5owqzRMSUusY+XbGl6Dj9ZsYG/nDzIxtpydLLM3OQM/mHRWg60NfJ65cl+lcCyENw3dTYVTgevVh6n1esh3x7PPy1ayw35Jb3bKai8WV3GX8uPElYUQkoEvaxhX2sDRzqakYXEtIRkCuzxmHuKNOJ0Bn64eD1/PnmAd2pOc6C1ieL4RB6YNhdJSPxozyZkaQK7iScYnYFaWv2niahRwz0QcY/zjCYumQUp3PqFq3A7vfzoC3/gr4++T0pWAks3zELqiZCpqsrxvZUc3VXB3d/YwB1fWY/RHBUED/iC7N9yctDxhQAEqMrAueiD4Qq30uI/hSvcAoAv0sWYhBpi9CNm8MWYEKgqbDtdjcsfIDLMG8pozedwXTMtTjfhyNDm43L6+POjH7LxtQMEA2FsdhN3f34119+xAK3u7E+t/EQjP/n7F0Z2vopKR5trRMccCTLMNv5t6fqe3LWoqSZ6fNrnk2QRQpBqsvC3c5fz9TnLUFEH3E8nyVyfN5XrcovPGT26zeK0bL4wY9GALc3seiN/M3sqX561GHr2k3p0As8Y5xKCb89bwbfmDS6pJBB9xhdCkGmx8f8tWM135q/qHftMMceG3CnjIkUzWan17ENRz5+6EiOKrJHQ6rUkpNr5+k8/w0+/9gSP//OLJKbamTovDyEEqgoBbxAlomCyGtHqotXqoWCY6pON7P3w+KDj60169EYd1aea8HuDGEzRRU4kopy3kKfFV4YvEus0NRGIGXxXGA2Obt45corrZ5cgBOyurKfN5cGk0zIzK42pacn9ErI9gSDvHT1NZryNOTkZVLc7OFLfTJfPj0WvY1p6MiXpKejO+dF3uD3srW6g2elGVVXS7VZm56STarP08XZ1+/y9271+6CQuf4A3Dp7kYG1T7zarivMoSU/u3U9VVbq8fvbXNNDg6EZRVdLsVubmpJPyifHP0OX1c6C2kYZOJ4FwBKNOQ7LVTHFaEplx9t7P7A+F2V/TQH1nN5tOVuL0BfjwRAUNXWdvWKUZKSyfktvvwd1U38nmd4/2hla7HB5efmo7a66dQVzCWY9lMBCmsfbCAryXA0IIZMRFpYOeEWq+kGEIDGjUnW9ftee9C40tC8Fwa1IHm/eFPkuMvihqmEbfEVTGfwE4mRBCkFWUygPfvYHf/tMLPPYvf+Wb/+9ecorTkSRBfmkmSelxvP3nrYSDYUxWA50tTg7vKCclM57mmvYBx82ekkp2USp7PzzG//3oVVIy4glHFOKTrGz4zLIB91FUhfZABcGYZ3ZCEDP4rjDqOrv4f+9txazXsfF4Oaea2vAGQwgEOYl2Hlm1kA0zpqA5JzHe7Q/wzK5DzMpKw+nz8+hHu6jvdOILhdBpNHx64UyKUhPRIaOqKieaWvnFxm0cb2jDGwyiqGDW6yjNSOGr65YyMyu1d+wGRzd//Hgf3X4/DY5uguEwW8qq0GvPXpo5CXZK0pOBqLFX7+jmR298xPHGVtyBIKgqRp2WaekpfOe6VUxJTexjHDY4uvnNRzvZXl5Dty8qNyAJgVmvY0lhDn937UpSe0LIXV4ff95xkKaublq63QTDYXZX1XO0saV3PoFwCcuLcvrJpUciCqFPFNJ4XH6USCx8ESPGcOkOteIMNl14wxj9CjRkWWLOyqnc/Y1refxf/sozP3+Hz/3zrSSmxVE4M5vP/+D2XmFmIQQZ+cnc8NAqDCY91ScbBzxGWk4S93/3Rl743418+OJuwqEwZpuRVTfNH3Re/kg3ncFaFGJVvxOBmMF3BaKq8LP3tnHzvFJ+cPM67EYje6rq+Mlbm/n5e1uZkppIcWpSv/321TSwu6qeG+eUcNW0QvQaDWUt7dgMeoxaLaoKtZ1O/uvtLZS3dPDVdctYVxoV1v3wRAWPb97NP738Ho8/eBup9qiBVZyWxGMP3gLAd59/m+ONrfzglvUsyMvsPe65nsNOj48fvPI+5a0dfHblAq6bWYwsSbx95BS/37yHf3ppI3/47O1YDNFwg6KqbDx2mjcOnuQLqxdy58KZGHVaOj0+dlbWYdRqsBnPFrWkWC38913XAfD4pt38ZedBvnnNcq6dWdy7jUaWBvQiJqXYmLO4gIO7KgmHI2h1GpZdNa039DEQkiSw2IyXXP2rquBx+4mEY96QGJcHbYFyvJGu8Z7GhCerMJVHN/0DkiT1uY/o9FrW3bGI5Z+agySJ3uINg1HHiuvnsGj99N77hayR0Om1qKrKH3b8AIOpf6GfLEvMWFRI8e9yCIeiBpwQoNEObka4w610BmpG8NPGuBRiBt8VSla8jW+sX4ZZH70JrC4poM3l4cdvbuLD4xVMSU3qF4U73dLBD25ex+0LZvQaPFkJZyUNIorC9tM1HKxt4ourF/HpRTN7t7t5bineYIhfbNzGS/uO8uWrou1tZEnqnYNGkpCEwKDV9L52Lqqq8uGJCo41tHDb/Onct3QOck+XhjsXzKSyrZNXD5zgo5MV3DhnWu+cuv0BworCooJsUmxRaRWb0UBeUv9CDEkSvcfWaaItg/SagefzSZLT7Hzx29dxYGcFjg43qRlxzFtahPE8Bl98kpVv/NON6PTD7zZyLqFgmCf+9wPKT8Y8IudjTnI6dxbPJNU0/kVBMQZHUSO0+ysJRCZeXupEQ5IlzNaBZcVkjYx5AMkxSZYGNOqAQccCED2G4wBqR/1QVRVnsBlnqPnCG08gzrSQiyjKqNWWCCHQDrOd6EgQM/iuUOblZvbxnGkkiSmpSSRZzeyvbTyTa96HVJuZVVPzBx3TFwxxvLEVRVFZP31Kn/c0ssTMrFSSrWa2lFXxxbWLh53PFAhHONETgl47rbDX2APQazVMSUlClgSH65t7DT6tLFOakUKSxcR/v/Mx182cylXTCshOiEMa4WpJIQRpmfFcd/uCIe9jsRpYsHwK0iW2F4tEFF59eucljXElcEN+SZ9K3BgTE3/EFQsFTnIUNUyrv6y3wnoi09Hp5ujxBqpr2mnvcOP1BqIC56OkZJ+TnchnH1g5KmOfj5jBd4WSYDH2M7hMOi02g562bk9vxeO5JFktUa/XIIZaKKLQ4fFgNeh6wqR9t4s3GTHpdHR6fPiDIUxD8Jqdiy8YosvjI6wofOf5t/uJcXsDIXzBMA7PWWFaIQSrivP5hxvX8psPd/K7Lbt5cvt+5udlct/SOZRmpKCVB/9Mo43FZrxkYw/oE7KJ0SORowYJKB46AzU0+U/QGajGFWojEHERVoNIQkYrDOhkMzZtGjZtKkn6fFIMxegkMxqhRRLaS742VFVFIUxICdAeqKDBe4SOQBXdoWaCihdFVdDJRmyaVBL1+WSaZpJiKEYrGZDQXNLxI2qIkOLr03JPKxmQha5PnqtKhJDip9V/mnrvQdoDVbhCrQQVH7LQYJCtmDWJpBiKyTDOJFGfg1YyIolL91JEj6+gqGEUNUJEDdPsO06bv7zftmE1gC/sHPYxDLJ1RIR+VVUhrAbxhh00+o7S7DuJI1iDN9xFWA0iCy0G2YZdm06KoZgc81ws2hQ0Qh+tMh/md3nm2gkqvv7GhxDoJROSuPjHuKqqhNUAYaV/P3JJyOgk05DOW/Q7VKPfIdHv0RVqpta7r9+2ETWEL9KNRhne/UovWxAMnE5zMSiKQmOTk1ff3M+2HeU4u30Eg2HC4ciodyyaOT1rdA8wCDGD7wolHFH6eatVVSWiqIN2NZHPCDGdB0lIPSuj/u8pPTeFc6UvhkN0v+h/Z2SmYtL1D4MKYGZ2Wp/XdBoN10yfwsopeWw6VcWmk5UcqW/mi0+8wsMr5nP/srlDCtmOBnHx/ftcXgxCCMw96voTrZ/uWKKqKr6Ig1Z/Oaddm6lx78UTGZ7YsSx0JOpyyTbPJde8kFRjCTppCDGsAVDUCG3+cqo8uyjr3oQjWDvwhiFoo5wK9zbogDhtFlNtV1FgXUqSvuCiDas6z34+aP4Z7vDZystlSY/0ihdHu/s0U+nexnHne7QHqjhfHOu0azMAyfoiZsRdT55lEVZN8rCNqbASwB1uxx/pxhfpxhlspCNYTWegls5ADX5lYBmPg46XOeh4eVjH0gg9jxQ9g0G2DWu/c1FVFb/iosl7lFPdH1Hl3klIHbzjSaPvCCe630MWWjKNs5hqX0eOeR4WTf/c6AvR6itjY/NPcQTr+7yuk8ysS/smRdaVF3V9qKpKQHHzcetjnHC+20ffUiCYalvH6tS/wSAP3FUloobwhDvxhZ34I924wq10BKroCNTgCNbiDncw0LVU5d5JlXv40Yi7835Din7KhTccAqFQhB27y/nN4x/R3DL8BcRkJWbwXaE0O139DAN3IIjT52dmVlqf7h9DRa+RSY+z4g4EaXN7SLGZOddAbHd78fz/7L11mBxZeqf7noBkLAYVipmh1Wrm6QFPD3rGAx7bYxiv7fXevV7ywr32gtd31961dwzj8TB4pnu6exqmGdViZi6pGDOzkjMj4tw/slRSqaqkgiiS6u1HelqZkSdORkac+OKD35fNUR7w4bpJou9ouJ06RV4PqqLwa/duYn1t1Zg+V7AtBR6ngw+tWcqDyxdypLmd//nq+/zTvmM8sKyRpQNVwCMxkXZYY8U/QmPzieL2OhFiyqIQsx4pLa4kD3Ii9jJXkgfJWhPL/zJljq7sObqy52hJHeGjC/5kQgZf1kxwMvYKx6MvE8ldHtd5FM23sLf3e5xPvMeq0IdYEXx8QnMYaY/d2Wues/bMSfZ0f4fW9FFMOXbh7u7sed7t+jqXErvYWvIlyl1LxvUQ15E5w56eb9Of7yJp9M76sF9vtomDfT+hKbmHtDl2A8GUea6kDtCaPkaDbyvrwk9R6V4xZgNNCEGpazFrw7/Eru5vkbWuyZvkrCSH+p6myFFLiauBiWgfnet/h3Pxd4adm2FHHVuKPz+qsQcQybWwt+e7dGcvkjR6yVsz1/JvPFiW5IM95/mrv32D7lmoXTqVzLeOuEPZfbF5UKJESsgaBkeaO+hLptjaWDOhqlGXQ2dtTSVep86zB04UPHoDfzJ5g/1NLXTFkzyyctGINwe3QydvmvSnM4Ofu/oHwKGqrK2pxO928uzBk2TyxpB9mJZF3jSHGLJSSgzLwrSswdedmsr62ko21VXTE0+SyuVHNJKcugZC0JdMjzifiVKobFPRdZVwkX3FAx6vE3EHdnG4Gr49FHma1zr+nHPxdyds7A1FUOleiVsdX69VKSXxfDfvd/8du3q+TV+uaUIPDRKL3uwldnV/i51d3yBp9Nnive3JXgAkramjvN3xv7mSOjAuY+8qpszRlNzH6+3/nb7clXHNLZHvpjV1nP58+6w29qS0aEkd5tX2/8rp/tfHZexdjylznI+/zxsd/5OLiQ+wpDHm46UpDpYFHqHRv33Yg3hX5ixHIs+RNZPjOv5SSnpzl9jb+71hhppT8XF36VcIOW4edkwbMdrSJ4jmWuaMsSel5HJzLz95Zt+0GntCCDRNoazUz0P3LeeTHx97nredzGkPn2lZRNJpepIpsqZZqPDUNOrDIXR1eipg8qbJpb4Iqfy1BbPC76PcN7IA8Gwhb5r8m5++wue2rSXs9XDgcgvffG8/yyvLeGB544TGVITg7kV1PLJyEc8fPoWuqjy4fCG6pvDOmUv8ZN8x1i6o4KPrV4z4+U0N1bxy/Cw/2XcMt64T9LjI5A1qi0KUBwvH88Hljey91Mwrx87Sn87w6MrFFHk9RFJpLnb3caCplT/9xKNUBAtPprFUhm/tPIgpLTbWVVPs82BaFifbuvj5kdOsrC6j2Deyl21ZRSkeh84zB45TGfRTGfKTM0xCHhcLy4ondIwAFi2v4m+f/l0AAkH7PHyegZDunUQhLBVnf++PORp5jrzMjLqtKhw4FHchn2ogBGlJE8PKkpfpYUaPJhysCD42rnCllJKk0ct7XX/L+RE8JwC6cOFSgzgUD+pA/pWJQd5KkzH7yVlDG9jnrCTHoi+Qs1LcXfpreLXiSf3OKSPKpcQeDvT9eIi3D0BXPLjVAJpwXZubzJOzkqSMKBY3dr2Q9OYu837X3/FwxR/i1cd2XahCw6l6seTIRRlSmuRllht9lKrQUcfZg1UTw/OJx4IlTa4kD/Bu1/8ZFk69Ohen4sep+lCFjoKChYkhc2TNBBmz/wbRaEkkd4U32v8CUaXS6B17j3iH6mFH6VfpzVyiK3vu2hwxORn7BWXuJawKPjHm75ky+niv82+HhPoBNOFiY/GnqfWOrq13las5fnlltGtOFvJHb/gNFVQ0Zfy/iTJuCfThGIbFzl3nOHFqZK1BTVPw+934fU4cuoaiKggglc7R3HJNLD8YcFNaUrjHSAY0WPMmiUSGRDKLeUN3pru2LuTzn9lGY0NpYdwZejCfswaflJKTnd18ffdeDra20Z/JoqsKC4JBvvWZpyjxeKbl5pfI5fjbPfs43NZBLJ0hmsnw+zvu4rfv2oI2i2++H1+/kp5Ekv/n528SSaYL3rPaSr5890Yqg/4JH7uw183vPHgXPpeTt09f5Cf7j2FJSanfy4PLF/KF7esJuEaWA3h05WKONXfw3rnL/O73n0dTFAIuJ//uow8O6vZ5nA7+4NEdFHk9vH+uif/47Ouk8nncuk6J38uq6nLc1+X2aZqKU1f5+eFz/HD3EYyBtm1Bt4vVC8r57Ja1VIX8I3o0NzVU89kta3ju8Cn+6Ce/QAjwOBx86e71kzL4nC6d6tqJf3406heWse2+ZZiGSVnl+LxScxVLGhyNPM+x6M9HNPYECkFHJZWuFZS4GvFr5bi1IJpwIpEYVoaU0Ue/0UUs10Zf7gq92UvkrBSV7pUUO+vGNR9DZtnX+wPOxd8e9p4qdGo9m6j1bqTMtZiAXo5TLZzXOStFf76T7sx5WlKHuZTYg3Hd95GYnOl/A6fqY0fpb0yq8XzeyrCr5x/pzTYNvuZUfNR41lPj3UCZaxFerRiH4gUga8WJ5lppSR7hQmInfbkrDDXEJK3po1xI7GRV6MkxhStLXYvZUfpVRssX7M93cCT6/DBZlhrPehb5x1fdKISCrrjG9RkpJX3ZJnb1/OMIxp6gwrWcOu9GytxLKXLU4FL8qIqOYeVImzH6cldoTx/nQvwDYvmhxkXGivF+59/iry6jzLVobN8BgVsNsr3s13m9/f8jYXQNvmdhsq/ne5S5FlHuWnrLsXJWmmPRF2hLn7hhHwoNvi0sDzw6YJDdnJCjiq0lXxix4AMK59n+vh+RNIbm0Ja4GlkZ/NDgA8VY8enjz3+8kWQyy7s7z4zoDa2tKWLHXUtYuaKKuppiAgE3TkfBODtyrJk/+nc/KeSnUzDgfuvXH0BVBJaUZDJ5EsksV5p7OXuuk/0Hmzh/sXMwcnT5Si+9fUmWLKpAHSVHfjqYswZfzjT55v4DvHepic+uXcP2+lqQkoxh4HdOn6fD73Ty+3ffRX82y77mVv70zXemZb+Txedy8OUdG7nSGyWRzeLQNKrDAcoDviFyJwAhj5t//eT9CAHeMejFVYUC/N5D2/nI2uXE0hmkhKDHRU04SMA9+m/jdzn5w8fv4alNq4hnsggEHodOQ+lQvbywx8VvPbCVD69bRl8iRc40cagqPpeTioBviEHpceh8dsta7lvaSH86Q960Ct/D4aAq5KfU7xv1acul63x5x0buXdpALJ3BkhKXrrMgPL7k71guzl+f/zYAD5bfzdaidVNyfq7Z1MDCZVWAxOsb3w1uLiJlwdA41Pf0MK8YgC7crA5/hMX+ewk7FuBQvKMedykleZkmafQRy7XSkjpCtXsN42msJqXkXP87nOp/fdh7LjXApqLPsDTwIF6tZNg8dMWFVyuiwrWMRf4d1Hg3sKfnO0NulhKLk9FfUOZazPLAIxM+hywMerIXB//t08q4q+SL1Pu24lZDw8Z1ql78WjlV7tXU+jays/sbdKRPDdkmb6VpSuxloX8HXq3olnMIOaoIOUbPwe1Mn+Fk7DWyDDX4SpyNrAw9MZavOSksTHb3fJeuzLkhrytorAw9wbrwUwQdFahi6HqoK27cWpAiZy313s3Ue7eyp+e7tKaPDtkulm/jQO+PebDi9weN/lshhKDavYo1oY+wr/cHQ4pG4kYPe3u+z4MVf4BHDd/0PG9Pn+B47OUhDxQAPr2MzSW/gm+MXlqvVszSwIOjvp8x4xyLvkCSoQZfQK9gRXBsRqWdSClp74xx8VL3sPdWrajma199kIWNZTgcw80ih0ND01TMgU5KQgg8bsfgtsEAlAMLG8q4+67FPPrQSp5/6TDPv3gY07RobYvwt//wNooiuGvLQhRl/BXbdjBnDT7Dsth56Qrrqir54sZ1LAgWbsIjyMdNKZqiUBsOAdCXmht5DACWhIDbydrayltu69Q11teNrUDiKh6ng5XV5eP6jBCCoNvF2pqbz0kMiDMvKiuGW3jaFCEIe92EvROrsnQ79HF/jxvJWTkORQtP06uCt34CnyhOl47TNTkB57lExorzftffkRkhX8+rlfBQ+R9Q69s4JmkTIQQO4cHh8BDSq6nxbkCMI8VZIunLXeZI9DnyNxifLjXA9tKvsDzwKOotZF6EELjVECuDj+FS/bzb+XUSxrUbVF6mOdT3E8qciyacqH89bjXEI5X/ggWedTf1zAkh0ISDavdq7iv7Gs+3/DvSN3TBaE0dIZ7vuqnBMReQUnI69hpNyb1DXleFzrrwU2wq/ixO5dYpO5riZIFnLc5yP292/E86M2eu7QPJldRBmpJ7WeK/f8xpA6pwsDr8YXpzTZztf+u6kLHkcnI/x6IvsKnoMwNh7OEkzUK6QfKGUK4uXNxX9juUOCZ/Ts1mjp9swbihG1F9bTG/9zuPsHhh2ai/qaIINF0lO2Dw5fMmhmGObBzqGvV1Jfz6l+4lHPLww5/sIZ3O09oW4et//xalJX6WLJrcPWWizNmiDdOSxDIZwm43Xoc+2EtQETNjOc8zzzzTh5QWp2Ovj5hb5dNKub/8d6nzbbmlgTUSQohCTpYYuz6jJQ0uJXYPCZNCIUy21P8gywOPoCmOMY1XWMc0Gn3bWR368DAvUiTXwrn4OxjW5IodVKGzpfjz1HjWj6NqVKHctZRlgYeHvZeT6YHvP7fLxBNGDydjr9xQTCKo9qxhbfhjA5p+YzsvhFAocy1iTfhjw3IPM2aMS4k9ZK6rvL31eAKX6mdryRcodtYPec+UOY5HX6Q5dQgph7dYzJkpdnd/m97spSGva8LJuqKnqPNuvO3vnecvdg35t66rPPTAChrqhnvdr0dRFDTtmrlkGCaGOXobSyEEXq+Tjz65nvt2LEVVB3rHt0X4xrfeJZMZf5GUHcwZD5+UkmQux/cOHaUvlaI7kcSUkqPtHfyn194a7Brx6OJFPLCoEe26sKRpWZzt6eWdi020RGM4NZXlZaU8tnQxPsfwRThjGLxx7gJH2jtI5vKUej3c21jPmsqKIePOM888M0PKjHA5uQ9DDs0fUoWD5cFHqPNuRLFBaHespI0oTYm9wypO3WqQdUUfn1D4ShUaq0If4mz8rSGGpCnzXE7uZ1nwEcK3qKS8GZXuFSz0381EPDpLAvdzOPIz5A2dMLoy51gefGQO+4gK1cs39n/VhIPlgUfw66PLN92Mhb7tHNB/NJD/eI3W1FFSRi9u1c94foeQXs22ki/zWvufDZFqSRq97On5LmWuxXi1a9EPS5qci7/Dufi7N4wkqPGuY1XoSVTl9hdu7+gcqu9YFPayfFnVLducKYpAu64zVd6whhVmjEQo6OETH9vE7r0XicYKnv/DR6+wZ/9F7r9n+jv+zBmDDyBtmLx3sQnDssiZhYUmkc1xORIdNMQiCzJDEjINy+K5E6f56w92k8jm0NWCMPDzJ0/zwqmz/JcnHqHC7xsUrG2PJ/hvb7/L7sstCAo/dN60ePbEKb6yeQOfXrsa5wx2ZpgsmqoQcDtxanPqp59nnkGklPRkLg6IBA8lqFexPPgI+gSFkic6n2i+jY7MqWHvNfrvJqjfOm1iNNxqiGWBh9nZ/Y0hr3dnztOduUBIr5pQBwkFlXrvlolV/ArwaSUE9PJhBQmFqs+56+HLmila08eGpQl4tDCNEzSOoSCSXONdP8zgSxg99GQuUeSoH7cUVp13I+uLPsHenu8PqZ7uypxld893uK/sa2iKAyklXZmzHI78jJyVHDJGUK9gc/Hn8WtlE9JenWtEIjd8/6CbBVXDe6rfiKoo6NcbfPlCR46xsLCxlK2bG3jl9RMDnzV55fXj3L1t8bT3050zd30hBCUeN9/75U8CkMzl2PCXX2dHQx3//uEHCLtHTlI/2t7Bn77xNivKy/jDe7aztqqSeDbLj44c5W927eN/vLuT//DIg/icDhK5HH+3Zx9vX2jiq1s38bl1awi6XZzp7uFP3nib//X+bhYVF3NXXc10fnVb2VhXza5/+9szPY155pkwFiY9A2Kv1yMQ1Ps2EdKnu22R5Ery4DBZF4HCEv99TDYnaqFvB3t6vjvEm2lhcjm5j4X+7agTyMzx6WWUu5aOK0/xKgKBKjR8eunwClSzfw6bewXP8fW5dlep825CF5MrhKpwreQIz93wqqQjc4rFgfvGVSAkhEDFwcrgE/Rmmzgff28wn09SKB4qdy1hefAxsmaC/X0/HlKoA4UCk20lX6bCtXzOOjDGSyo11APvdOj4xlDgpqhiiHGWyRjkcmMz+BRF4Z67lw4afAAtrRGuNPeysLFsjDO3hzlj8MGN7bjEkP8b6YSVUvKdA4dxahpf3LiO9dWVCCEIuV18ceN6XjlznkNt7Zzp7mZDdRVXojFeP3eBTQuq+NVNGwZbdy0tLeFLG9fzf7/4Cj8/dZqttQsG2ozNPUY6ToZl8Gzrq0gkW4vXU+OuJJbv52T/eToyXWStPEHdR4O3hsW+RjRl9IXJsEx29uyjNd3BmtByVgWXIqWkO9vHqf7z9OT6yFl5fJqHcmcJi/z1hPXgqAuOYZm0ZTo5H79Eby6KIU3cqotaTxWLfPUE9NEr3AqyGwYtqXaaU+105/rImlkUoeDXvFS5K1jkq8One8f0dCulJGmmOB9voi3dRcJIkpcGTkXHr/updpdT46kioI2e0C2EwELSm+nldPwC3Zk+clYOt+qiyl3OiuBifJr3lnMxpUlHpptz8Uv0ZCPkrTwu1cUCTwVLfA0EHaNXEksp6ctFean9LYocIR4ouwuP5iZjZrmQuMzF5BWSRhpNKIQcQRq9NSzwVOKYJSEfw8qM2AJMoNLgu2vab16SQuXjjfi0UoKOygmJmF9FCIFbC1LsrB9miLSnT2BJc1iO31jwamECjooJHyshFBwjGEBzRYB3JKSUpI0Y0ezwvNCyMcid3IqAPvLNPZprYSJeUSEEPr2EjUWfpid7kUiuefC9rJXgSOR5Sp2LuJI8wKX4rqGfRWFF8HEW+e+9Y4w9KPTPvR5FEWhjkEnRVAXndQUa6XSWTHbseXiLGstwOrTBoo9EIkNbe3Te4LOTvnSaU13dFHvcLC4pJn/dj60pCotLinnt3Hna+uOsr4ZLfRE64wm+sGEdQjAYNgYo8Xoo8Xo40t4xp59gR8KQJq90vEPKTFPqLCJn5fj2pZ/Slu4kZWawpImu6Pg1H5uL1/LZmo/gVl0jLhQmJnv7jnAgchQJrAgsZlfvQZ5peZm+XJSMmcWUFrqi4VZdfHLBh3is4r5h40gpSZlpft72Ont6D9GXi5G1ckgpUYWCT/NS46niEwueYFlg4Yj5WocjJ3m5/W3aMp0kjeTgvgUCXdHwaG5qPVV8uubDLPY13FTKwMJib98RXmx7k65sDykjTd4ysLBQhYquaHhVD6uDS/nl2o9R5AyNOJYmNPb1HebZ1lfpzPQMzMlEEyoezc0iXz2frvkwDd6akR9ikOTMHC+0vcHO3gP0ZaNkrSyWLMzDq3modlfwsepHWRNahjJKs/Fovp/n216jwlXK1uJ1JI0UP2l5kWPR0/QbCQzLQAgFp6Kz1L+QL9V/kmpPxbBxZoK8lSWaax32ukN1U+ayp9fmeJCYI4aXw45qNOFish4+VWgUOeuGGXyxXDtZMz5ujTkAlxLAo95aPmV0CoUlN2IxNq/H7EQSy7eN2CM3qFcWwqaTWPxH+50SRu+k7illrsVsK/kSr7T/Vyx5LbTbm73E253/m0iuddjvUuNZz7rwx8ethTfXcd+gYmCaFtmcgesW6ga6ruJ2X3vgjSeyw7yFN8Pl0vH73WR7C6kCmUyevhvCy9PBbf1rR1NpsobBxf44H/nH7w170jYsC01RyBiFNjddiSQS+Iv3P+Cvdu4esk5LWdi+xOu5bZuV5qw8ByPHebrlZbJmjkp3GSE9SMbK0p7upDcX5dWOd8mYGb5Q/wn8N/FEWVLSk+3jra5d/ODKcygIihwhHIoDQ5pkzAwJI0WDd+TweMJI8ncXfsCevsO4VRclziLKnMVoQqUvH6Mr08Ox2GkuJa/wzxb/KutCK4YZNhcTlzkWO4VbdRHU/dR6qgnofvJWnu5sHx2ZLo5ET9Ge7uI/rvpDSp3Db4ASSdrM8ELb67zY/hYpM41bdVHkCOFWXWiKSs7MkzIzJI0UIUcAnz76cbmYuMyevsPoQqPCVUKRI4whDboyPbRnujkQOUbazPC7i75EibNo2HdKGWm+deknvNu9B6fqpMQRpsxVgq7oRHMxurK9nOw/R1Oyha8u/Bx3FW+42U9OLB+nJxvhJ80vcjZ+kZAjwAJ3wROes/Ik8kncqouwY/YIOZsyR3++a9jrYUftqHIUU0ky3zdMigUKYdOJeN9uRBEaQX24sW1hEs234RtnIYFAwasXT35ut5lnSCKHeMmu59nmP5r89x3ltlHQkJz4PUUIhYW+u1kf/gSHI88MphZILDoyp4dtH3bUsLnklwnqlXeUdw/AH3BDe3Tw37mcQTqVJRi4ec6vw6Hj911bWyKRJNFYCinlmI6hIgRer4OegSyUXN4kHh+9K9BUcVsbfKqqIBCUeb18ZMVSXCMUKqiKYHlZYcHUB1y79zU2sLS0eMQwn3eEqt7biV29B1ngruDLCz/PquASnKoTU1o0JZv5SfOLHIqcYF/fUVYGlrCjdAvqKAnjEsnp+AUup1pZ7Kvn0Yp7WORrwKd5yVk5OjM9XEm1UuutHnY8c1aeF9vfZF/kKEWOEE9WPsg9ZVsIagU5hLyV50DkGE+3vExTsoXvX/4Z1e5yylxDldjvLdtKv5Fgib+RRb46Sp3Fg57AvlyU51tf49WO9+jO9vFe916eWvD48O8hJfsjR3l5wAO6wF3JYxX3sjq4jHJXCapQSZsZOjLdXE61UuepxqGMfiN9t3svle4yPrHgCTaGV+NWC0/9HZlu/qn5Bd7v2cep/vOc6D/LfaXbhnw2bxm81vE+H/QewK/7eKLyAe4v3UaRoyCWa1gGx2Kn+afmFzifuMwPrjxLg7eGSvfoYYOMmeVnrb+gLd3BLy14jM3hNVS5yxFCEM8naUo2ow14Q2cDhb65eTJm/7D3AvrMaFslzciIyv1u1T9muZObIVBwq6ER30vke0Z8/VYjOsT0dCKaS0gkyXzviO9ZmFNWi2JNoI/xjaiKxprwR+nNXuJyct+ovZs14WRd+Cmq3GvuyN+/KDT0YTyZytHTl6SiInTTz7ldOqHQtTaY2ZzBleZejC0LhxRz3AzLktf9v0V+jEUfdnJbG3xlPh8+pwNLSj6zdjX14eEq8leRUlIbCqEqgjWV5Xx16+Y7UoJFQfDxBU+wIbxq8FipQqHRV8una57kXPwS/UaCg5HjbAivwn+THLqebB+rg8v4Qt1Tg0YEgEt1Uuetps5bPewzUkquJFvZ3XsIgWBH6WYerbgXp3rNna4rOpvCa4nm4vzgyrO0Z7rY23eYJysfGvL7ljiK+FztLw357FXCepCHy+/hTPwi5xNNnOo/j0QOM/JzVp4X294kYSTxqh5+reEzrAguHhJC9mhuGn21NPpqb3l8hRA8teBxtpdsRL3OGKh0l/HJmg9xKHKcpJnmaPQU95ZuHZxPQSG/k129BzAsk61l6/lQ5QODBiOApmisDa2gP5/kHy/9Ez3ZCO/37OWTC54c/bxHcjx2hi/Vf4r7y7YOydMLOQKsc6y85XeabgyZw2L4TdKtBpkJ0dhC5ePwG6ymuG3p/ykYrTWYHCLJMfbxxITCwLc/ckQR7ynfqy2GpMCvlbKh6NP05q4Qz3eMuNXSwIMsDz48rZJFs4n6uhI+2HOtf3QikaGrux8pq25qALtcOsVF/kE1D4Cjx1r42Ic3jMngM02LSOT6KICYkX66t/Wv7tY0nli2hLb+fl4+c47+bBbTsrAsSc40iWezRNJprIEfsKEoxLrKSp45dpLLkShZw8CSEsOySOfz9KVSZPLGiE/ztwvVngqW+huHvS4Q1HtrWRZYCMCp/vP05xM3PRZu1cU9pVuovM7YuxUSyan+83RkuvFqbrYVrx/RYNMUlYW+WoocIXJWnrPxS+RuEKIVQoz42avvBXTvYBg3mouN+AR/PtFEU7KQxP1g+fZR8wXHSrmrhLuKNwwx9q4S1oPUDhjBHZmeYU/p5xOXuZJqw6Hq3FOyeYixdxVFKNR7F1DuKsGUJqf7L5AZpdflVWrcVTxQtm3WFGXcCkOOnDujKc4ZEZYwrZE9NIrQbAt73ijae5UJiS8LUGwINd+OjHZuzQWEUKh0L6fKvZKRHnwcioeVoScG8krvTJYuGZoaEU9kuNLce0tNPUURVFeF8HqvXYcHj1ymubl3TPbAxcvdJJLXQriaptwyb3AquK09fEIIfnndag61tvGtfQc5293DhupKVEUhms5wtrsHXVX544fvJ+hyURUI8MVN6/jzd3byOz/7OY8vXUyF30c6b9ARj3O4rYOvbd/CvQ31wIA3KhqjK5EkZ5oc6+gEoKkvws6my7g1naDbRV04NGI4eTZS4SzFrY7c71YRgiX+heztO0I0H6M/H6fKPXoYrdgRosZdiTKOm17GzNKa6cCUJqa0OB+/TGtq5KfVSC42aOQljBRJM41THZrDVShyyNOXixLL95M2s+StPIY0SRopenMRACyswcKH6zndfwELC01orAutGNFQGw/L/AtHHUMIgVd1DxyHofkdOStPS7odQxqoUuFSsoXOzMjhvFg+PmjkpcwM8YE8vNFYE1qGNpeSt0dZYGfqQWxUHTxpYVcccKTOCTfd9y2484J5Y0Ay4rlVqP7eOmX5oS7VPyF5nBuxpElTci8tqUOMdN7lrBT7e3/EI5X/Epfqn/T+5iKN9aW43TrpdOEhzbIkZ852EI2lKSkePVolhKC+roRQwEMiUVhb83mTb//gA/7oD58gHBo9bzuTyfPCS0eGvOZ0aAT80294z6FVfmKEXC7++KH7efbEKd66cIk3z1/EsCyCLhcLi4v46Iplg8aYpig8vGghfoeTnx47wdPHTtCbTOHUNMr9PlZXlLMgODR5/cdHjvPymbPkDJNUvmB8vHr2PB9cvoJT01hVUc7/ff891IZmT9L7zfBq3psaNcWOEFBYTqL5m4c/XKoLr+a56TY3krPyxHKFcRNGkn+49KMxfc6QBoZlDHnNkhaHIifY03eY9nQnkXzsmsFnGZjSwuLmT3bd2UJOT0D34dO8k857KXaGGe12K677+0bvniEN+nJRALJWjm9e+vGY9mdKk/wtcoRKnWNrlj5b0EbxRBoyO+29tIEBQ2CEinU5EA2Y9ITkqJ4nfY54ZecEghG7TQjg3rLfnnCXjbHseLIGn5SSaK6Vg30/IWn0jbpdU3IvRyPPs7H4M3dcha4QgmDAzbIllRw6ck0A++z5Tvr6EhQX3Xx9r60ppqIiSEtbZPC1Aweb+O4PPuCXP72N0pLhRnQmk+elV46yZ99QDUSfz0VV5a0Fn+1mzv7iHofOa7/xZTy6TsA1+pOXEIKaUJCvbtvML69bM1iRqyoKLl3D73AOFmsAODWNexrqWFtVQTKXI29aKEKgqypeh47XMXRB+Mrm9Xx67eh5Tk5VK1T2zhFURbmpJt31IdLsLUKFihDj9oiZ0iQ74LXThU69b8GY7pc17io05drpnLVyPNvyCq90vEvSTKELjTJnCYuDDRQ5Qng0NwLBnt5DXExeGXXclFmQaHAqDjQbEvCdEww7WtIiYxaOtypUGn21Yxqn0lWO4xbhO12ZW8uAJpwoaEO6CwCkjRgz0eXBrQYLVsENu85ZyWGtxyaCxCI3Yq6ewK2EJj3+PFcRuJThN20Lk7xMI5i9HZYMmWFf7/fpSN9YlTv0xLSkwbHoCxQ762j0bZ+wh3iu4nY72LCubojB1xdJsO9gEwsbywZ73o74WZfO3Xct5tCRK4Mh4Lxh8vOXj3D6bAcPPbCcTRsaCAbc5PMm58538tqbJ9h74BKp9NAHtqKwh/ra6X/Qnlsr/XUoQlAXDo1pWyEELk3D5Rvb1xVCEHS5CLpu7nIVQlDi9VLivbVQ7lzBsAysm9w0rxodUDCC7EYRyqABEnIE+I8r/wB9nPlGlrTY2b2fl9vfJm1mWBFYzFMLnmBFcBHKdU/S/UaCpmTzTQ2+q98xb+Uxb+ENHAsTvV0IoQxW/7pVF/9hxe/blnM3O29hIyOEQBU6bi1E0hga0r6x68N04dNLRjRAk0YEUxpMNlPHkhYJY+TqUb9jZiqTb0cEAv8o4sjxfDfFjoZpntHYMKXB8ehLnO5/Y8jrCirVnrX0Zi+RMq95pRJGN/t7f0xQr6LYObr+6O2IpimsWF5FSbGPnt7CQ5SU8Mprx/jok+vw36TrhhCChx9YwTPP7qe59drxzOdNTp5u4+TptoHtGBx3JFRVcP+9ywncQgpmKpgz5r2Ukt0953iv6xTvdZ0imkvakrOTyGc4HWvlRKyZi4lOzFFyZe4UEkYKU47ulYjkYkBhcQw67M8D0RUNv1bIpTCkQV82ihBizH+g4JU7HjtD0izo4n2i5glWhZagCnXItpa0yN8QBr6RIkfB7R43kqSNzIzliWlCJagXumdY0qI72zfu43K7oCoO/FrJsNejubYZ6fTgUNwjGgrxfCemDUUAljSI5duHva4JJwFtepX6b2cEgpBj5LZ8XZmz0zybsSGRtKQOc7DvJ8PeK3Mt4d6y32JLyeeHiWR3ZE5zoO/HQ9r13QkIIWisL2P50mv9rb0eBzULijCNW9/7fV4nn/3U1iFdN25EyptXXjfUl/LQfTPTzm7OGHwA/+v0y/zn48/yn48/S1Oy25YxLya7+K8nn+XfHf4x//vML+jNTn9Z/myiI9NNxsyOaNhIKTmfaAIKOW0BzX6Dz626qXKXoyDImFnOJi6N28hKGRki+YJh6tO8LPTVDQtTSylJGunBvLjRWDTw2ayV43T8wi1z/qYKh6KzwFOJgkLeMgoyMrdxtfjN0IWTkGO4pE/eStM5IzdmQblrybBXI7lmctbkHxJMmac30zTs9bCzBk2ZHfqItweCkF6JQxmegtOePjkD87k5V/P2DvT+0zAPsFsNsq7oKYqcdSwNPMQS//03fppz8fc4EX35jltHQkE3WzY3Egy4uW/HUv74X32UP/y9xwgGx3Yt3bN9CQ/dv3xCsirBoJtf/9K9FBXNTFRwThl8fbkEvbk4vbk4ecse0UIVQTyfoTXdx8VEF62p0RNe7wTa0p2cjV8c9rpE0pJu52R/QcNoqX8hfn30nrETRUGwzL+QMlcJaTPD+9376M72jbooSSkxLRPrOs+sIsRgQ3lLmsPkWqBQlXuq/yyXU8NbdF3PisDiQemWVzrepTXdedMFUko5JQuoQLDIV8cCTwV5mefd7j10ZLpvui9TDj0utwu64qbMtWRYoruFybn+t7Fu4qGeCgQKdd7N3Bgcz1oJ2lLHJzW2lIXuD9H88P6utZ71tgg7z1ZGWlmm0jQRQuDRiihxDpel6kifIZq/+VoxnUgpyVkpDvc9M6wqV6CyMvghlvjvRREqTsXHhqJPUeFaPmQMU+bY3/cjrqQOjFoFPjlGiS7MsH0phOD+e5bxV//jV/jjf/URtm5upLhobPcyIQR+v4svf2EHjzy4EpdzbAkbQghqa4r5g689yqYN9ZP8BhNnThl8U4FL1fFqhaKPpJGhIxOd2QnNMBLJ0y0vcyx2muxAvp4lLVpTHfy05SXiRgKP6mZjeBW+cVbgjgUhCobNlqJ1qELheOwsP2p+nlPx86SM9KBBlTLTtKY7ORQ9wS863iGev9aX0KO6KRkw0mL5OAcjJ8hdp5WWMtLs7j3Ez1pfuaVx4NZcfKjyAZyKg75chL+/8AP29h2mNxvBlNbAwpunO9PL0egpjsfOjGhg2nFcaj1V3FW8EV3og500jsXOkDBSg8clbWZoT3dxOHKCl9rfInaLSuq5iCJUip31+LQbk54lLakjI/a1nWrKXItH7PRxtv+NSfeXPRV7bdhrunBR7Vlri7DzbEQIdUStQHOKQ5AeLUyFe/mwh4m8leJM/5vT/jBxM87G3+Zk7JVhFf01nrVsLP4UYuBhQAhBibOB9UWfwKUGhmybNHrZ3/sjovk22x9UBSPrRxoyN9M2H36fi5oFRWja+AtxhBCUlQb42lcf5Iuf287iheXo+sjXoaIIykr9PPbwKv7F7z3GfTuWTGifdjFnizbswqHouAYqT3OmQX9++nOAZhNLfA20Z7r42wvfp85bTZEeImvluJxqpSXVDlKyLrSCDeHVk9akGw2H6uAjVQ/Tne1jV+8Bdnbv53y8iRJnEW7VhUSSNbMkjBTRfKHF1obwaoIUQsxu1cXa0Ar2R47Sn4/zk+YXORk7S7mrlIyVpSXVzvnEZXyahzWh5RyNDu83eRUFhbtLN9Ocbufdrj2ciV+g42I3Fa5SvJoHTahkrTwpsxAeXu5fSK23epgeoB3ois6jFffQne3lza4P2Nt7mIuJZspdxbgGdPZyVq5wXHL9ZKws60OrZlUfXLsocS6kyFlP3Bia2tGf7+R07HVCehW64p6WhVUIgVcrptazgeOxl4a815E5TVvqGAs868Y9FyklfbnLNCX3Dnuv1LWYIkftbZefeRVVaOjK8GsobnSPuX/pRNAUJ9XuNZzR3iR5XZjUwuBC/H0avNsocy2e0eMupaQzc4b9vT8cloMX1KvYXPIrOG+oNhZCocF3Fx3pUxyKPD3kvbb0CY5GnmN76a+h2yjKLFBwKsNDl0mjFzlDqTF2Egi4+fQnNrNt60IuNXVz7kIX7R1R8jkDl8tBOOShsaGU2ppiGupK8HpH1redTu54g09XVBwDVaF5aZI25q7Suh0s9jfwoaoH+dGVn3MsegZDFrqNKELgVJysD6/ky/WfJKBPrXBnUPfzG42fpcZTyTtdu4nkYnRmepADNcSqUNCEhkNxsMhXh0e7tlAJIdhctIZIPsbPWn5BNBfj3e69KEJBEQJNqFS6y/iNxs9xOdnK+XjTqPMQQhDU/Hyx7hNUuyt4uf1t4kaCc4kmLGkhkSgU5GecqgO36h4MJ08FAd3Pl+o/SZW7nDc6dxLNx+jt78OScmAuhSpnh6JT66nCO0t64NqNWw2yyH8vbenjQwo1LAxOxF6myFnDssAjaKN0qLAbh+JhoX8Hl5P7iRtdg6/nrBT7en9AyFGNTysde8cZWWibtr/3R0MMDygUayz0bx+1ovR2QBPOYUYLQHfmHDkriVMdXSR3MggENd51VLlXci7+HtfHH3uzlzgU+Sl3l/4GPq1kUjdvKSUSC4EYlzSKlJK40cWunn+k/4b2aQ7Fy7qip6h0rxhxbrriZEvJ5+nMnKEtfS3VwJJ5jkZeoNS1mOWBh22TahFCwaMVDXu9L3eZlBHB4Zj7a5OmqTTWl1JfW8I9dy8pyLXIwn1DUQSqVrjnzLShd5U73uCTA/9BIXSZkzev2rzdyUuD9aGVLPE3cihyjOZUO1krR9gRZJl/IauDy4bo3d2IgsKKwCIcik6lu2zQezpehBD4dR+fXPAh7indwsnYOa6k2kiahX6Efs1LuauURm8tjb6aYd5GTdF4ouJ+lvkbORQ9SXemFwuLgO6n3lPNutBKvJoHh6Jzb+lWnKpj1IuykNvj5sOVD7G9eCPHY2doSbfTn09iShOX6qTYEWKhr37A+By6kLlUJztKNgOwwFMx0i4Kx06orAguxqU6KXKERtVD9GhuPlr1CNuLN3Kq/zxNqRYSRhIJeFU3Fa5SGnw1NHrr0JSRvbA+zTs4pzLX8IrX2Y4QgiX++zjb/ybNqUND3stZSd7r+lsMK8viwP14tPBNtSVHwpR5EvkeJOaolZs3zqfas5oG3zaORV8cor/Xmj7Onp7vsrXkC2My+qQs9HQ91PdTLiR2DvOGlLuWstC347bO33OrQUKOKlrTQzsUpIwop2Ovsyr84SkTDtYVNxuKPkVb+sQQY1siOdP/FlJabCn5AmHHgnH/BlcN+b7sFfrzHVR5VhLQR18TbiRvpTkS+RmtqaNDXhcoLPLvYFng4ZseF6fiZ3vpr/Fa+38fImNkkWdX9zcJO2qocC8b9/UyEqrQKHMt5swNcjGmzHM08izbS399VBH1uYaiiILjaJZ3LLzjDb60kSORL7SxUoSCfoepj9/I1ST/UmcRj1bcN+7P64rGk1UP2TYfIQQVrlIqXONXuRdC0Oiro9FXN+o2NZ4qvtL4mTGPV+wMc1/ZtnHNw6/7+P0lX7nldg5F5yNVD495LqWuYkpdxdzL1nHNRwhBuatkTHOazThUD1tLvkhva9MQnTEoeNY+6P4mreljLPLfQ61nIy41cFNjy5QGsVwrnZmzdGXO0pO9SJV7FXeV/uqY5qMrbtYXPUVr6ii9uabB1y2Z53T/G6TNGBuLPkWFe8WohoJE0ptt4lDkp5yPvz9MZsYhPGwo+hRBx9iNhLmIrrgpdjagCeeQsKUhsxyJPodXL6bBd9eUGX3lrmVsCH+SD3q+iTmkU43kbPwd4kY3i/z30OjbTlCvvOl5JaVF2uynO3OezswZerIX6MpcQBEKjzj+5ZgNPikll5K7ORl79YY5QdhRw+biz+G6heezcO0vYXXoSfb2fp+clRp8L2n0sq/3B9xf/rVxGaGj7guVYmcDLjVAxuwf8t6p/tcJORawLPgIjvlK82njjrZuLCm5lOzicrIg4OpQNPz6ndtYep555hoV7uVsK/kyO7u/QdYaWqCSlxkuxN+nOXkItxqk1LWIImcdPq0ETTgxZZ68TJM0+ojkWujPtZE2+8lZKfJWGomkyFE/rvkE9WruK/8aL7f9KWkzOvi6KXNcTOyiM3OGctdS6nxbKHMuGvQ+Zsx+erKXuJzcT3v6BPF81zDPnoLGppJfps43vCL4dkMIQZ13EyeiLw0xngEiuRbe6PgL6rzvs8i/g7CjFqfiwcIib2XIWgnSRpSE0UMi3wNCsr3kK+MOVa4IPU7c6OJo5Oc3iGpL2tMn6M5c4HDfM4QdNZS7l+BWw7hUP5Y0yFtpslaSWK6NSK6FtBklZ6XIWelBbcaxeI4H9ygl0XwrO7u/Mcx40hUPd5f9OkG9akxjaYqTlaEP0ZE+zfnE+1wNW0skV5L7OR59mc3Fn0UTrkmFIq8Wi1S5V3Ex8cGQ9zJmPzu7/4FLiT0sCtxLuXPxYJjekBmyZpK0GSNp9BLP95C30mwu+RzuG4pO5hkfd6TBV1Cuz3Cmv51vnH+T1EA1akB3U+eZe+Gteea5U1FQWR58GIs8+3p/NKz7hqQQQstaiYKsxriKlkfol3arTwhBtWcND1b8ATu7/p5ovu26MSRJo5eLiQ+uuwFef0MdfV9Oxcfa8MdZG/rYbVuZeyNhRw0rQo+zq/sfbyhOkGTMGGf63xgIF95olAw9jkWOWu4q+cq4TGQhBE7Fx5aSX0ERKsejLw3xhkHBMIkbGeJGF1dSB8bz1cZNyuzjnc6/Jp7vGvK6JhysD3+CGs/6cY3nVHzsKPsqPblLRHPXJH9Mmedw5BlKnPUsHqbdN348apjlwUfozJwZlouas5I0JffQlNzDrX5Dj1rE+qKnYN7gmxSzzuA7FWvhg+6RxVPT5rWCipfbDnE0cnnc40sga+XpysQ42HeJzkxs8L0qd5hFgds7VDLPPLcTQgg04WRV8EO41SD7+35Md+a8nXsY9ycUodLg3YparrGn53t0ZkavAh+LQenVitlY9GmWBx/Boc6dvtyTRQjB6tCTRHMtnIj+Yljrumvc/BhOVAJECIFbDbKl+FfwaiUcjvyMeL5zgqNNnJyV5ljkBVpTx4bOD8ECzzpWBB9DV8YXmRJCENAr2FbyJd7q+Euy1/VqzltpdvV8m2JnA8XO+knNXQhBg3cbsXA7u3u+fZPOHjMt1HJnMOsMvpOxVr5x4c0RNYGu7/H6YuuhCQc1RuoVqwuVjyzYSEi/ffrizjPPnYKqOFjsv48iZz2nYq9yMvbqQOhrwrd7dOEk6BhbmGz4fHTqvVsI6lUcjjzDmf43h3mIboUiNKrda9hS8nkqXMtvmwT38aAJF9tKvoRbDXM08hwZq//WH7qByRYgOFUfa0Mfo9y1lGORn3Mh8QGGzExwNIFAUOysZ3Xow4QdNTfdWkqL1tQRjsVeHLZPtxZiU/Evj6j/OMap0ODbSmfwUQ5HnhtSaBTNtbK75zs8WPH7uJSb577eClXRWR3+CA7Vy96e75Ewepg38GaGWWfweTUnxU4/8XyajDm6QOO12lp79vnR6k08Xjl+rax55plndiCEQrGjnrtLf5114Y9zKvYaTcm9JI0eclYaw8piSWOgPZ4cuPUqCKGiCQeqcAz0xa2g1rueRf57CUxC+kQIhbCjhvvKv8bK4BOciL1CS+oQWTNB3soMCNAWbrICFVXo6IoTh+Kl1LWIFcHHqPasQZ9ELpVD8VDkqBsiuKsIDbcWnvD3gkIoPaCVD+tKEXJU25pdWPCyhdha8nkafds4Gn2e1tSxgTzLzMDvaVL4PQu/pYqGpjjQhBOH6qHavWbSc1IVnSr3Kircy9mQvcSJ2C9oSx0nY8YG8/IsaQ7kXRbOK0UoqMKBJhxoihOvWkS1Zw11vs2UuZagCccwgecbyVtZTsVew6OG8KihIe+tCX+MKveqCZ8bAoEu3KwJ/xJJM0JfdmjELJHv5kriAEsC9zPZnFFduFgZfIJq9xpOxV7hYuIDMmaCvExjWnkk5sAdXaCgogoNVdHRhAtdcVPqakQT9mub3mkIOcsa6WWMHGfi7Zzpb+NCvINLyW6uJHuI5JI2mngFArqbJf5KHqpYzRNV6/BoM3tCSSk5Gn2Pn7b8T1vG2xh+mCerfn1EAdPryVsGT7e8RNrMsMTfyOaitTiUWV5fPs88YyBvZYjl2onkmkkYPWTNfvIyh5QmitBQhY5D8eDRwni1IoKOKgJauW1aZNdT6N/cS0/2IrF8Oymjj/xAiEsTTjxqCL9eTrGzjqBeNf/wOQJSWvTnO+nLXSGWayVjJjBkBkuaAwazG5fqx6sV4dfLCeoVOBT7W0AW5FXi9GULbe+SRoScmcQkh0BBE040pfCb+vQSfFoZIUcV6gjdQ+40Cp2S+ujNXiaaax00mi1poAgVXXHjVPx4tBB+vYygXolbDU7JNXk9pmkRiabo7uknkcySzRrkcsaUtMoMBj1sWl9v+7i3YtYZfNeTMQu5dl2ZGKf72/i786+TMQvl6I9VrqXSHRr3mAKBW3UQdHiodIep8RRT7gqOqlc2ncyUwTdZpqR37PzNbp55ZiW2X+9i8mHXeeaZCFJK0pk8+w82sXPXWTo6+4nGUmQyeXI5E8M0kZb997cVy6v5sz/5lO3j3opZF9K9HpeqU+stocZTzNpwHU9f2UNrug+AD1WtZ2Px8CbXY0EgUIRAGa258zw3RUqJKQ0MmceQebJmikiug95cO5FcF/F8HykzTtLoJ2dlMGUeUxoIBJriQFecaMKBrjjwagECWglBvZiAXkzIUU5QLyqEQYSOqugoKPO/0zzzzBBSWhjSwJA5DCtPxkzRm2ulL9dJLNdD3Chc72kzQdZMD17vUBDfVYWGQ3HjUr14NT8+rYigXkyRo5JiZyUe1Y8mdDRFRxX6QPeJ+et9nqklmzM4cLCJ7/zgAy4395DJ5Jku91c6PTMdvWa1wXcVIQQaKov9FYMGn6ao6GLmmhDfaUgkOTNNX66TSK6DrmwL7emLdGQuE8t3Dy7wduBWfZQ4qyhz1lLmrKXYWUWRs5yQXoZ+ByauzzPPdGNKg3g+QiTfSSTXRVfmCu3pS/TkWonnI7b1QhUIPGqAMlcN5a46yl11FDkqCDvK8GtFaPOpJfNMAYlEhmdfOMT3f7SLdCZ/6w/cJswJg+8qi/2VvN11cqanMWewwxiWUtKba+dc/BCt6bN0Zprpy7WTsyZapXZr0maC5tRZmlMFeR636h8wAGuoci9koW8tRY6KOWnsm9Jkd88L9Obabr3xGPBqIR4o+/Rt3WZrouStLEej79GaPmfLeE7Fy92lH8WnhWwZb7ZRyK2K05Q8zuXkKboyzYMGnnVdBaet+0SSNGNcSsa4lDyOQMGvhSl2VlLuqqXGs5RG7xp8emhK9j/PnUc2Z/DSq0f5wY9331HGHswxg29pcGISCXcqunAykeoqKSWGzNGRucz+vle5mDhG0oyRt0bTUJpa0mac5tQZmlNnORZ7H68aZElgI+tDD1DmqilUu80R408AWSvNvr5XbRlPF05WBe+m3FVry3i3C1JKUkac93uepSfbasuYdZ7luJRftmWs2ULhWs/Tm2vnaPQdTsX2kjRjZMyUbV68cc0Hi36jl36jl6bkSQ5H38GvhVnsX8+60P2UOBegCX3OXO8zgZQSC0naKBgzTlVDnwU56rMBKSXHT7Tw9LMHSN0krKoohbSvqcov1bSpLUAZdb8zstcJ0ugrRxcqeTk1T5u3Gw7VNa6TVUpJ2kzQnrnI7p6XOJ84jCFnJtdgZCQ5K0POyrCn9yUO9L1Oo281dxV/mGr3Ilyqd9bfCAQKS/2b2Nf3CgkjOunxDJnjSPQdHin/lVn/3aebK6lTthl7ABuKHr5tQoyWtEgaMdozl9jf9yrn44cHK4ZnCxKLjJkkYybpzrawt/cXLPVvYn34Qarci/BpgSmv3JyrnIx08dEXvw3AX+z4MB9rWDnDM5odpNN5XnvzBJ1dw/UcVVVQVhqgoiJIY30pFWVBPB4Hum6/sRwOzYze75wx+IQQFDm8/M6SR0mbOardk9ORuhNwKGPX77KkyZXUaQ5H3uZU/15S5vgFTqcbQ+Y4Gz9AS+osywPbWB3aQb13xZQ1VLcDIQRBRyl1nuWc6N816fEkkouJoySLY/Nhrxs4En3XtrECehGLfGttG28myZppTsf3cjK2mwuJo2THKQg9Uxgyz4n+XVxIHqXRu5pVwbtZFtg85SoEc5WrMmazV4djepFS0tMb54PdwzvxOJ0ajz28igfvW87SJRW4nLenF3n23hlHwKM5+XzDPTM9jTmDU3Hf0sMnpSQvs+zueZH9fa8SzffMSChnMqTMOAcjb3A+cZiNRQ+zo+RjszrM61H91HlXcDZ+0BavSjTXzZXUaZYHts7a7zzd9ObauZK6WUuz8bHEvwm36rdtvOlGyoJUfWv6PO92P82V5Ok58VA3Ehkzycn+3VxOnuJ0/17uLv0YFa6G+ereeW7JmXMd9MeH5p9rmsLnPr2Npz66Ab/fPUMzmx7mlME3z/hw3MTgk0gsadGRbuLNrh9yIXHE1krb6UZiEct383bXP9GSOsuDZZ+lwl0/K719ilBo8K4i7CinK3tl0uMlzX4uJo6y2L9+IG/zzkZKyfHYTrJm2pbxnIqH5YEtaHNUNFdKSTTfxf6+1zjQ9zpJM3brD80BkmaMo7H3uZg8zvaSj7A+9ABeLThv9M0zKoeODF1vhYD7dizlo0+uw+cbXz/iucjsuxvOYxsOxcVoRRtSWpyM7eKd7p/Smbk84jZzEUuanI0fIJrr5oHyz7AisA1lFub5lLoWUO1eSHe22YYOMpLm1BkiuS7KXDfvzXknkBowgO2qLK12L6LUWTMnDYm8laUpeYJ3u5+hKXlipqczBUgSRoRXO75Lc+oMO0p+iWrPoln5oDfPzNPSGhnyb7/PxbYtCwkFPXPy+h4v81fFbYoqdFShjXgSG1aeg5E3eKf7p/Tne2dgdlNPV/YKv2j/FoaVY03o3lln9KlCY0XwLo7F3seQk5cG6Mo205m5TKmz+o5PZG9Nn6c3127LWKrQqPUsJaAX2TLedFFo/ZVib98r7Ov9BdF890xPaYqRnO7fR2+2jR2lH2dN6B4UoU5LB4/rO48IIYZ3IhGFWYzUoWQ0I2Ms3Uzskt2a7HzmkqHUHx/q9S8q8tHYUDqnvsNkuG0NvsET9A5t26MNGHzXczVfb2/vL3iv+xlSZnyGZjc9xPLd/KLjW2StNBvDs6/CcqFvLWFHOd3ZlkmPZcg8p/r3FJLY7+CwrmHluZw8RTzfZ8t4Pi3EQt/aOeUxklKSMKL8ouMfORnbM8sq7acOiUVXtpkX2v6OaK6L7aUfxSHGXrg2oX1Kyc+bTvEnB97kd1dv56P1y/nhuSM833QSp6rxxaUbeLJuGQLBy1fO8I+n95PIZ7mrvI6vrb6LcvfQPr8FOaE8bcl+dnY0sbezmfOxXpJGDqeqUeMLsbW8hkdrFlPvL0JTJv5wl8zn+K8H3+aV5rM4VZUvLd3Iry3fPOx4ZYw8Z6LdPN90isM9bXSmEnh1B4uDxTxSs4T7qxvx686CjMksJ5EYmr/n9TgoLvLN0Gymn7mzit2EQlPyLD3ZOJFcgpSZI2camFhoQsWpaHg0B2GHjxKnH492+98QdcUx7CZlSoO9vb/gna6fkJkjlXmTJWnEeKfrp7gUD6tDO2aVQLEmdNaFH+C1ju/aMt7Z+EHiRoQiR4Ut481F+o0+LiaP2RAmL1DurKXas9iWsaYDS5q0Zy7xSvu3uZQ8PtPTmRFyVoZ3un9K3IhwX+knCejFU2r0Zcw8XekEZyJd/F0qzjdO7h3Q2zRp6u/DtCwk8B/2vVZ46LZMLsR66c0k+dNtjxN2Di0U+Iuj7/ODc4dJ5guGuq6oOFWVvGVxsb+Pd9ou8u3TB/g3Gx/gI/UrJmRo9WaS/PWxXXz/3CG8moOnGlfx+SXrhxqfQFcqwbfPHOAfT+8nbeTRFQWnqtGdSXAm2s2Ll09zT1UD/2LtPawqqkCdhAE6HSg3zE/TVJzO2eUImErmtMEnpaQzE2Nn9xkORZpoT0XoysZIGBkyZh5TWuhCxaXq+HQ3Za4ACzzFrAvXs71kCSVO/23rylVv8PBJJEdj7/Ju99N3jLF3lbjRx5tdPybkKKPOu3ympzOEJb4N7FSfs6ViMmulONW/l7tLPmrDzOYeUkq6sy10pptsGU+gsDK4fc6087OkxeXUaV7r+C4tKXu6i8xVTGlwOPIWOSvDoxVfxK+Fp3yt/6DjMg5F5V9tuB9NUfjmqf00xSN85+xBkvkcv9Swkk2l1ezsaOKFptMc7m3nWG8H91Y1DBnHrzuRUrKtvJYNpdXU+UO4VJ2cZXC0p50XL5+hM53gfx55nxXhchaHSsY1z2g2zd+d2MuPzx/FpWr8ypL1/MaKLbi1oYZPLJvmG6f28r2zh1CApxpXsaGkioDDRdrMc6Kvk+cvneT99iZypsl/3voYDYGiWX1PDfhddHVfW2tN0yKfN3C77gyjb04afIX8lDw/bznIM817aE9HSZkjy1vkpUneMIkbGdrTEY5ELvN25wl+6Hqfz9Xv4ImqdWi3YU9e/TqDT0rJufhB3ur8MWkzMcMzmxn6cu281P4P/HLtHxHUS2bF7y2EIKiX0Ohbw/HY+7aMeSz6HluLHkebI0aKnViYnIrtJm9TCNOjBVgW2GLLWFONlJK29AWeb/k/9OTawSYP51wmL3Mcj+0kb2X5+ILfxalMbWL+pXiEf7fxQb64dCMCSBsG/+3g25zo7WRTWTV/uHYHJW4fa0sqeb/9Mj3pJJfjEaSsHzKvLyzdwF0VddT5QgScLpyKOpgb+ETNUhb4gvzl0Z10pOK803ZxXAZfxsjzdyf38N2zB8mZJr++Ygu/s+ou/I6hUS9LSj7ouMIPzx0mZxr8x82P8NGGFYOhWyklqbo8G0ur+Rc7X2RfVzNPXzzOH6zdgT6Loig3Ul0V5vzFrsF/53IGyWSWwG0ux3KV2e1/HQFLWlxO9vD/Hn+GPz/1cy4kOkc19kYjaWS5mOjiv514jv98/GdcSfVi3WbqlJriQBMaUko6Mk281fVPd0Di9s3pSDfxTvdPyVn2yHXYgUv1sMS/wTbx2L5cJ5duy2rMW5My4pzs323beGuCO3CpHtvGmyosaXI5dYofX/lzenJtzBt71zClwan+PTzf+rckjKhtof6RUIXggeqFqEKgKgp3V9ShCIGF5IHqRYSdbgTQGCjGrzvJWSaRbHrIvUcIQcjhYlNpNWUeHy71WuGdEAKv7uDeqkbq/GGypsG5WM8tCzycWsEA689l+Kvju/j68T0oQvAbK7bwh2vvGWbsAeQtk++eOUAin+PeygY+tXA1QYdrMHx8dS6P1y5lc/kCTCn56YVjpPKzuzftqhXVQ/4d60/T2hadmcnMAHPKwyel5FKim7888xJ7e88PuXgFFMK2zgBB3YNT1VGFQl6aZIwckVySnmw/KfPa039emvyi/Qj9+TR/uPzDVLmn3u0/XWhCRxE6OSvNzp7naE0PVxe3E1VoeNUADtWNJvTBohGJxJQGhsyTNVOkzQTZGTK4LExO9++l0bualcG7ZkU+nxAKVe5GSp0LaEtfmPR4WTPF+fghGn2r51ShgR2cju8jYyZtGcupuFkW2IyY5c/EUlq0pM/zi/ZvzdgDnUO4cGt+nIobVWhoioaCioWFaRmYGOTMDCkzPiNdPSSS0/178Wsh7iv7FB5tagS0w04PXv2a4Hux69rDQq0/hDpQPa8Igd9R8MBnTANTWqjXnWc3uwcJIfDrTtyqjqTgRZTcvGO6X3cSy2X49ukDfPPUPny6zheWbuSrK7bgUEdeA7vTSQ50F9oS3lfdOGovXlUorC6qYFfHFbrSCVqTMYLO2atnt3ZNLS6XTiZTMEz7IknOnu9g3ZraGetvO53MqTtC0sjyzQtvsa/3wuBTkSYU1obrebhiFYv9lfg0F05VRxMqihCY0sKQJmkzRyKf4UjkMm92HudsvB1LSkxp8UHPWUIX3uLfrPo46m1S0VswuFRO9O/mRGyXrd0zBAo+LUi1ezELPIsJO8rwaeHCgq/oKCgoQkVBoaDvb2FJC0PmyFs5UmaczsxlOtJNNKfO0G/0MV1eiYQRZVfvi9R7V+CbhryesVDsqKLKtZD29KVJ/04WJq3p80Rz3RQ7K22a4ezHkHlOxD6wzYOzwLOEYmfVrDg/RqMgqNzDax3fHXhYmPprSBMOipwVVLkaqXQ3UuSowK160RUnqrh67SuIgWvfwkJKE1Ma5K0sGStFJNdJR7qJlvR5erKt01JFnJdZDkTeIOQoY2vxE1PysOfTHUMKKLQBI0kTCj59aIrFVePPktawX63QFQU60wkOd7dyJtpDbyZJfy5L2szTn8tyLtYz8HlZ8PDd5Dx1qjrPXTrJN0/tI2uafHXFFr66Ygsh5+hhzNPRLvJWQcfy+2cP88qVsyPvQ0pakteEvDtTCVYUlY867swiqCwPsm5NLbv3Fh6u83mTnbvOcf89y6isuP1Fu+eMwSel5LWOY7zRcYyrl0ijr4yvLHyQu0uX4lJ1lFu01pFSsiZcx8drtvBq+xG+dfEdurP9mNLilfYj7ChdygMVq6brK00pGSvF2fgB3ut+ZtILqkDBrfoI6iUsC2xmaWATxY6qAS+iMiB7M7a2RlfDD0v9G7GkhSnztKTPcap/DxcSR4nleqa8iXtz6gzHYju5q/jDU7qfsaIpOsuDWzke20nGmryHqiNzmbb0BYocFbf9AnaV5tRZW+RtoOCtXuRbi1+b3f26M1aSF9v+nqbkSabK2NOEjlcLUuasZXlgKwv9a/Bp4SGGHYxNi+3qtX/tIdAkYUS5ED/Cif7ddGUukzT7p6zjT9ZK8XrH9yh2VrLYt8H2a8Oh3KD7N/C/qqKgihvXx8L/3/irWVJyPtbL353cw+st50nlc2iKgkPV0ERhHEtKMubYQ6f7Opv5Pyd2kcjncKsaOyobCDhu7oXrTF3L9W6KR7iSiN50e6eqIYCcZY/Y+VQgBHi9Tj7yxFpOn20nGi14m0+ebuOZ5/fz5V/Zgc87e72TdjBnDL6kmeWfLn8waOxVuEL80YqPsb6o4RafvIYQAhVB0OHhU3V3EXJ4+bOTzxPLp8hZBs+17GdryeLbQralI9PES+3/MMlRBGG9jMX+dSz2b6TOsxyX6p3UQjmYj4KKIlQ0dBb61rLQt5ZIrpMTsV2c6t9DW/qCLYLEIyPZ2/syq4M78Ouz46Ze711BkaOctszFSY+VtVJcSh5jiX8jTvX2T0Y2pcmlxDGShj0tw0J6KbWe5bMi5D8aWTPNu13PcC5+kKkw9jThYIFnEQt9a1nq30yZqxZ1ksfj2rUvAAVVaIQd5WwqfpQNRQ/Rlr4w+ODXlr4wJfl2OZnllfbvEKgppsJdb+vYw9bFIdMf25p5OtLFv/zgJU5EOgk6XNxX1ciakgqqvUHCTjceTSeaTfM/jrzPmejYQvh/ffwDVEUh7HQTzab5b4fe5r9se5wV4bJR1/Kcec1w+3jDSuoDY1snFwWLx7TdTKEogrVranj84VU88/wBcjkTKeFnzx9E11Q+9uENlJcFbtsH5Tlj8B2PNtOejg7++3P1O1gXrp/UmPeWLedkrIXvNxUqJK+keriY6GJVaL49lVv1sTZ0HysC21jgWWxbUcHNCDvK2V7yEZYFNnOyfw/vdz9LeorEoSO5Lg5F3+Le0qemZPzx4lBcrAzebYvBB3Aufoh7Sz+JQ5la4dnZQCIfoTl11jbPUJmr1nZjwE4saXKqfw+HIm9g2ZiqUUBQ5qxhc/FjLPatp8hRPi2dWxShssCzhEpXI2tC93Is+h4HIm+SMCK3/vA46cm2sqv35zxa8UW8WtD28QcZ52WXNQ3+8fR+TkW7CDpc/NbKbXxq4WqKXUOriy/HI7jVsd+6q7wBfnvVXSTzOf788Luc7Ovkr499wL/f/DAVnpHzGa8v5HhwwUIeq1ly26wjPq+LT358M9FYml+8dgwA05Q8/dxBzl/s5vFHVrF96yLc7ttP6WDOGHzHolfIWYUFvdIV4u6ypZMe06FobC9dyi/aDtObSxDNpbiUvLMNPlVolLvq+FDlr1HlbkQTjmm90BWhUuKsZnvxR6j1LOOltn+gI9Nkaw4iXC3g2MPa4L0EHePTsZoqVod28G7307Yktkfz3VxMHGV9+EEbZjZ7uaq912ZTUZImdJYHtk7LA85EuFp1/173z0jaoN14PQ7Fxeaix7ir+CP49CAK0y9XpSoaZc5a7i/7NMsCW3i98/tcSpywrS8yFK7947EPqPUsZ334gVnjyW1OxDgZ6cKSktXFFTzVuHKYsQeQzOfJmmM/Hl9ZtpmP1a/AkpL+fIa/OLKTV5vPUe7x8X+vv3+Y/h7AwgE9PSklpyNdPLxgMdosMviklCSSE0v9EYDbrfOVL+7A63Hwwi+OkM0a5HIG+w9e4vjJVkpLdrJ962JWraymoa4Er8eJUARC2NNKTlUUPJ7pNyjnjMHXno5iysJNf6G/HJ82ec+FEIJSZ4BKd5jeXIKMmaMve2fq1AF41QDrwvezo+TjeLWZTWDVFJ06z3I+VfPPea3ze5zp32/rog/Qm23ncuokq/V7ZsXTq1cLsiywmSPRd2wZ73D0bdaG70OdO5f5uDGlwfnEYdvaBPq08EB17syfDyORs9K82/U0Xdkrto2poFDhqmdH6cdZGbwLgTKj14MQAk04qHYv5jO1/5LXO37Asdh7tmqI5qwM73f/jDrvcoods6M4J5nPkTUKTo2Qw12QcblhXpaUXOzvpTM99mPh1vRCHiHw68u30ByP8fTF43znzEFq/WE+t3gdzhs8hkvCpVR7AjQnY7zafJ4vLt1IkWv2SBSZpsW//vc/xTDG5wgQAhwODbdLx+0uFNkUhb20dxTSQaSEdDrHleY+rjTvgZ8OSOUE3bjdDtwuB5o++dLORQvL+L9+//FJjjJ+5sydIG3mBnM6fJobzaYwg0PRcKmFJxxDWmTHkQx7O+FRAzxU/nlWh2aP9pgQglLXAh6r+CJSWpyO77N1/JSZ4HLyFEv9m3DOgu+sCZ0l/o2cjO22pXClPX2Rrkwzle6x57nONbJWmtP9e20bb3lgCy7Fa9t4dnMsttP266DBt5pHyj9Ppbtx1ni7oHD9uxQvj1T8CgG9iJ09z9ua4tGTa2NX74t8uPI3bBtzMng0fVAmJZZLE81lKHNf6/MqpaQnk+TnTaeIZCcWBXAoKl9bdRfd6SRvtV3g68d3U+728VjtksHKYQCnovHJRav5iyPvczraxXfPHuSrK7aO6A2EQjjalBZuVZ8W41lKOHO2g7wx9UUiUkoi0RSRqH2SQro+M9fZnBGeud7Ay1mGbULJpjQHy88VxJxoAG03Xi3Ex6p/m/XhB2aNsXc9xc4qHq/8VcqctTaPLLmUPE4s33tL8dLpQBEFT0u5y57vmbOynOzfNSu+21RxJXWavlyHLWNpQmdN6B5bxrIbKSVdmRZ29fzcxipWwSLfej5W/TtUuRfNKmPvKkIInKqbbcVPsqP0l9CFvaH2E9GdXE6enBXXSLU3wAJfCAEc6+3ghaZTxHNZcqZB1jQ4G+3h3+5+hfc7mlAm6PAQQlDtC/L7a+9mSbCE7nSC/33sA472dAw5BqoQfKx+Bdsr6pBS8o2T+/i3e17hg47LxLIZ0kae3kyKw91t/P3Jvfzm28/wypVzDBeZmWc2MWc8fCXOAKpQMKVFezpC1pq8J04i6c+n6csV3ONOVSfomL1P91NBQC/mQ5W/xrLA5lm54F+lyFHBk1W/xjMtf0XMRoHZnmwrPbk2Sp0LbBtzMhQ5KqjzrqAtfWHSCfkWJhcSR9lc9BgBfXZXz00ES1ocirxhWzVno3cNRY7ZqV2Yk1n29r1MT7bNlvEUFBb51/HR6t8moBXPipDmaAgKRt+Okl8imY+yu/cl29I7kmac3b0vUeFusP9hd5ynpVvT+fKyjZyKdNKciPEn+9/gW6cPUO7xEcmmaU7EcCoqX1yygaZ4pKCNNwEUIVhdVMEfb3qIf77zBU5FuvivB9/iv29/klp/CCgYhnX+MP964wP82aF32NPZzDMXj/PspRMIBJoQGAMaglJKFCF4pGbxhOYzz/QxZzx8Db7SwR59FxOdNCW7J/1UZlkWp/tbB6t/fZqLavfskOmYDlyKl3tKn2KJf8OsNvagsAAt8CxhXeg+NGFfsqtE0pQ4MQXVjhNDU3QafavxaAFbxuvLddCSOjelLaVmit5cG82pid30bkQVGov963GqU9tvdSJIKWlNneVM/z7bDJ1q92IeLP/crDf2rkcguLfsEyzxb7RxVMmV1Omp8fKN87AKIbirvJY/3vgQD1YvpNTtoy3Vz5GedmK5DOtKqvgX6+7lt1ZuZVt5LZoy8du3EILtFXX83uq7CTic7Olq5i+Pvk8smxmyzaqiCv7Ltsf5/TV3s6Oingq3H11RyFsWDkWj0uPnroo6fnXZJjaWVqPM0tzXeQrMGQ/f+nADTlUnY+XJWgbfvvAOq0O1uJSJ5QwUqvvi/PTKHgxZWERLnH6WBqrsnvqsZX3Rg6wPPTBrKxJvxKG42FD0MGfi++nINNk27qXkMaQ0YZYYvbWe5YQdZSSM6KTHShn9XEmdZpF/PY458juPBSklZ+MHyJj25NWEHRVUexZPWmtuKsjLLEej7xPN99gynkv18mD5Z6l0NcwZYw8KBohHDbC95CN0Z1vozdnj7UwYEc7E91PnXYFTdY+7YOe+qka+9/Bn8GgOgtcJGgd1F99+6NMIIVgRLhvymX+/6SHi+QzV3uCQtmVCCB6uWcyakko6UnFSRr5QVarpFDk9VHkDaIrCh+qWsjhUQpHTPWIaUoM/zPce/gwAS0Klo879EwtXsSxcSsbM41C0EVutVXkCfHXFVj5Wv4LebIqUkce0LDRFwaPphJ0eSlyegvjyNJ1PQhFs29KIac6OB/XxUlc7M8oQc8bgW+ApYkfZMl5sPQjAwcgl/vPxn/Gbix+mwlXoUzhWtfecZdCS6uW/nHiOC4lOoJAj+FjVWoocvluMcHuwwL2YB8o+PeeEecN6GRvDD/NS+zdtk2rpyjQTzXdT4qy+9cbTgFNxszq4wxbPnERyIXGUTUWPUuyonFM3+JuRMvu5mDhqU1suQbV74bhzJy0pyVk5slYeS458LgoEQd034eMupaQzc3mgcnvyHihFqNxT8nEafWsmnAc2kwghqPUuY234Pt7tetqW318iOdm/m01Fj1LpahiXZ04IQbnHT/kIenYOVeXuyvoRP7e2ZPTUAUUIKjz+UTXyAErdPkrdI9+rhBD4dCc7Km9erCWEwK3pbCq7eTpLoWq6kPtX7ZtC3cJxoCqCf/evPjrT05gwM1UrMGcMPoBfrrubg30XByVaXms/ypVkD09UrWNlqIZqdxEB3TPM1S2R5C2TaC5JU7KbI5HL/KLtMM2p3sFtVodq+XD1xtvmhngzAloxD5V/blZXI46GEII1oXvZ1fuCbcn6kkID+tli8AkhWB7YxttdP7FFbqQrc5mO9CWKZ2l+2niRFLToOjP2SJM4FTeLfetxKGNvq2RKiyPR0xzoO0F7poeslRvRHnOqDv54xW9NeG4Si509z9vWb3ahdy2bih6dtbIzY0EVGhvDD3Eqtod2m4TKk0aME7EPqHTVM+5Y7DzTjhACp2NOmS+zgjlzxIQQNPjK+ELDvfztudeJ5VNYSE71t3I+3kG1p4gKd4iww0vY4cOtOlCFQt4ySBpZIrkkkVyC1nQfXZn+QU0/gAZvGb+1+BH82u3dRw9AQWVl8C5qPEvnrHHrUr2sDG7nve5nbBlPAl3pyxCyZThb8OthFvnWcTT23qTHsrA43v8By4PbUJl9IcvxYloGLamzxPN9tozn04Is9K8d12fOxZv4+vkf0Z2NENR9+HXviEaUS04ujN6WvsilxPFJjXEVrxZkY9HDk26POBsI6MWsDd1He4c9Bh/A8dhO7i39xJyLeswzz1iZMwYfFMKuH67eQNY0+O6ldwera/PSpCnZTVOyUL2pCgUxsPxKCtV8I5WLKwgW+yv5Z0sfZ024bs4vgmOhyFnBmtA94/JmzDYEgmX+zeztfZmslbZhREl7pgkp5aw5BxRU1oTu40T/LltkOM7FDxLP9xFyjJ7PMxeQUpI245yLH7Kt0GZZYAtedXyhqpc73idtZvlywy9xd8l6HEIf0TE0GU+aJU0OR94mY4PgsECwyLduzoZyR2Jd+H52975INN9ly3ixfA/nE4dYGdxuy3jzzDPbmFNXvhACp6Lzufq7+Q+rP8m6cB1udXjFpiktDGmSlyaGNIcZewIocvj4UPUG/tv6z7G5eOEQ0cnbFYHC8sBWqtyLZo1hMxGEEAQdpVS77ZMBiOW7yVhJ28azgzJXDQts+o55K8ux6OS9hbOB7myLbdW5unCyLnz/uK+HpmQr9d4qHi2/mxJHmKDDT1Af/icwify9rmwzl1OnbDFsPWqAdaH7cSmzT2dzorhUD+vC99s2nilNTvbvxpJTL+Y7zzwzwZzy8MG1PnbbShZT6y1hT885dvWc43CkiVj+5hV7AsECTxFbihexpWQRW4oX4VGnt1fsTOJWfWwqeuS2eMJ3qz4qXPVcTB61Zby8laM/34dbnR1FO0IIfFqIOu9KmlNnJn3Tl0jOJg6wufgxXOrcy928nmOxnbbJk9R6l1PkqBj35zSh4lQcuFTnlKwflrRoTp2lz6ZK1Ep3A7XeZbfVWqeg0uBdxR71JZvarkk605eJ5Loodt4e+a7zzHM9c87gu4oQgmpPER+r2cz95SvpyyVoSfVytr+d7myceD5N3jJwaw6CuodKd5hlgWrKXQGKnD48U7RQz2aW+jcS0stuveEcQBcOSl0L0BUneWvybchMaZA07G1GP1k0oVPvXc6RaBExGyQ5erMdNKfOssi3bs6e+2kzwZl+e1qLCQSrgtsnpOu41N/A2XgTPdkIpc6w7cczYya5lDhOzoZzGwQbix6Z02kcIyGEoMhRQZW7kQsJex784kaU9sxFihwVc/YamWee0ZizBt9VVKFQ5PQRdnhZ6Cvn3rIVcIOYhRj4++rleydeyLpwsLHo4TldnXc9QgjCjjK8aoCoNfnOG6bMkzJnl8EnhKDGs5QyZ40tBl/CiHIhcYQG7yo0MXJPzNnOyf7dtlQuA5S5alngWXLLayJr5gpVuNfxYNlWDkdP89OWV3isYgdhPYCqjNxU3a+Nr0hCSknc6ONS8tiYP3Mzwo4yFvvW2TLWbMOnhah0NXIhcQw7ZGvSZpy29CWWB7aizv3b4zzzDOG2OaOvLqjX/z3PNWo8yyh2VN1Wxq5PC+NSfWBDqzVTGqQN+xqz24VL9bLEv5GLyWOTLt6QWLSkzhLL98zJkFXOynAmvt+WIhZBwZgO62W3vCaOxs7ydtfeYZ/3qC5e6/iAI9EzLHCX41Sdw1Yep+Lgny3+/Ljndzl5yhbhbYBl/s1oin3daWYTmqJT6lyAS3GTsSYvwi2RdGeaSRlx/Pqd03VpnjuD28bgm+fm1HtXzPncrRvxa2HbvpMhDVK25AHZz/LgVt7s+jFpGzxb7ZlLdGdb5lzI6qoAcXem2ZbxXKqPeu/KMYU529Nd7O49MuJ7ilDoyUboyUZGfN+juZCM7xFUIjkTtydsrQkHC31rUW4DOZ7RKHUuwKMFyOTs6brSl2snZfbj00NTFhHpSMT5o7depcoX4Pc2b6PC6yOZz/NByxXea75MdyqJpihU+f1sr65lY2UVfsdQiR8pC5GsrmSC3W0tHO3qoD0RJ2ua+HQHNYEgmyuruWtBDQ5FHXa9Syk5H+nj/33/bar9fv7N3ffhUjWOdXfy6qXzXI5FEQjqQyEea1jEmrJCrutcWjduREpJPJEhm81TVORDEWJKv8/N2vXNxHGcN/juAHxaiEp3I6q4vX5ul+rFqdijmWVJ0yaJF/sJaMUs82/mUPTNSY+VszKc7t/HQt9adBt7Ek81EoumxEmiNnhzoRDmbPSuHtOi+0TlPTxUfteE9zXeZT1l9HM5eWrC+7ueUlcNRc6K2zroUeSssLXYqi/XSdyIUiZrp+y4pQ2Dd640UeH18aU164hlM/znne+wt72VnGkOGgqKELzffJn//uDjrCwdmn+dyOf4Lx+8y6sXzxPPZTEsCyEKgmSFzi+Cf1APsLVqAf/PvQ9SGwgNO9/7s1nebW7Cpzv4tbUbeebMSX5w4igpIw8SDGkhgB+eOMoXVq3jK2s3EnTO3fx3KWHPvov89d+9yZqVC3jy8TUsWlhOwO9C04YbxZPl3IVOfvqz/USi1x5GGupK+M1fux9VnTf45pkCwo4KSp0L5uxFOhqKUPCofgTClhZkpszbNDP7WRu+l2Ox9zBsmOPZ+H4eMD9NUJmZfo4TIWHEaEqdsC2cu8i3fswhO13R0ZXpy3m8mDxqy+8MUOqsxqsGb5vc3ZHwqH68mn0tvwyZoyfTQqN3FWKKPaOxbIamaJRvHNnP+b4+1pVXUuXzoykK8VyWlv5+FgQC1AdDwz5rSUlHIk7aMFhSVEJDKEyZ14tH04lk0pzo7uJETxfvNV/m/9vzAf/p3gcJu0Z+QE7kc/zVgT280XSBFSVlLC8uxed00JNKcbCjjXN9vXzjyAEcmspvrN2EU5ubpkMmm+fQkctEoyne3XmWD/acZ9HCcj71S5t44D77q9j9PhftHTGOnWgZfO34iRaefGItdTXFtu5rLMzNX81GOtNRnm3ZT1cmRo23mC833j/TU7IZQbGjgpA+d27u48GrBRAoyEnLdEgsac4q8eVBBJQ5a6l0N9KcOjPp4eJGhIuJo6wPP2jD5KYeKSXRfCctNmnvqUJnTegeW8aaCpqSJ23RglOESqmz+rZL5bgRIZRCn2gbHvyu0pVtxpIWiphagy9tGPzVgd30Z7P827vvY1t1DRW+Qqgxlc/TFu/HsCRex3BvvE938LVN2/hYf4xlxaXUBIK4dR0BmJbFxWiE//LBu7x9+RKHOto53dPNXQtG7xf90oWzfGb5ar66fhNVPj+qopAzTU72dPGv33qNU73dfOfoYR5tWMTicPHsWyfHQCaT5/jJa1JHhmFx+kw73b1xbhJ9nTClpQEWNpZx4lQrllXYQTZnsPODc9R9ZvoNvrkvyDZJ+nIJ3ug4xs9bD/BBtz03lNmEJjTKXXWo0+ihmE4cqtu2sIspDaRN3RvsRCBwaz6W+jfZ5qk5FHkLc44IzEoszsYP2ladW+9dSYmzalJjRHP9JI3RUwAKHUEypIzMTfN4biRjJunMXLbFcHErPkqdC24L3c1bUeKsQth4O+vKNE/bWnCmt5c/uusePr50BTWBILqiogoFv8PJ0uLSYaHcq6iKwvrySj6yeBlLi0vwDBh7V99bFC7iU8tX4tI1ulIJWhPxm56LpR4Pv7d5GzWBIOpAP3qHqrK2rIJ/vmU7mqLQlUrywrnJP3TOBFJKItEkLa1DWzKGQ17Wra5FUew3YDVVYdXyKpzOa741y5IcPtaMaU7/veb2XwluQd4yyVpXwydTYOLPMJpwUOlumOlpTBma0G0zgixpDeS+zD5UNOq8ywk5ym0ZrzNzhdbUOVvGmmpyVoZj0Z22jKWgsj58/6SLGP7tsb/ku03Pjfq+IU2+cfFp/vuZb45r3J5sq23VuS7VQ0i353yZ7fi0Ils9Tn25jmlbC1aUlPJIwyI0Zfy3Y0UIlFG+txCCmkAQTShkTZNU/uZpAndV11LiHt6JRQjBqrJylhQVPFJvXr44Z++Up063D3rarrJkcTklJRPviHMrli+rwukY6nDp7u6nvSM2Jfu7GXd8SDdvmeTMyecFzVY0RafMNbobf65TKESx50KVWLaFhOxGCEGZs5YKVx2RXMekx8taKc7FD7LAs2TWe4CupE4TyXXaMlaJs6rQkm+Sp8ytzhJNqOhCoyXVMa4q3Uiuk4xpT4s/p+Im6Lg9UzluxKsFsLPCImnEyFkZnKo9RWE3Y1NlFeokjA1Joer3XF8vHck48WyWlGGQMw06EgkyA/c3S1o3PRevGnQj4dE0GoJhTvZ005FIEM9lCTrnnpD3lebeYa811JUQ8E/d71xeHiAYcBONXSvcSKZzdPX0s6B6eqV/5g0+aZKzbl+DL6iX4BtnY/i5hGp7js3sNPig0E6u0buG8/HD5OXkOjCY0uBK6gzxfN+sNgqklByJvmNbeK3Rtxa/Fp6WIgaJJGOO/XeSUtKX6yRj2iMv4tPDeFS/LWPNdnyavRIqFhaxfM+0aPGVe/3j9i5dlWS50h/j28cO8UHzFSKZNFnTwLAsTCmRUmJKiWGN7dopGsG7dxVNUQm5C0aRIS2imcycNPhu9Kq5XDpVlSF0fepyNTVVpbo6zOXrjM1sJk8kMv292+cNPsskexsbfIXq3NntwZkct3P94VCEECwLbGFnz3NE812THq8z00Rb5iIBffYmYHdlm2lO2pNb69NCNPpWoSvOW298A1JKEkaK3ED6hyVNMlaO3mx0xO07M700JVspcobGfH7mrDSRXKctfYIFhbZjs917axcu1WPzOiDpz/fdejMb0CcQygU40tnOv3zzFS5E+vA5HDSGilhaXKjWLXV78OgOOpMJ/vvu9wsyK7fgZl5GIa7NU0rImXMj//dGOruGdlPyeZ2Ulozf4B4vNdVFQ/6dyeaJxex5sBsPd7TBJ6Ukbxnkb2ODr3iSyenzzC5CjhIW+tZwIPL6pMdKmv1cSZ5ikW8tuhi/ETTVSCm5mDhK0rQn16XEWU21e9GEF/eX2t/ldPwiAH25fo7FzvFX578/bDtLSjozvfRkI3yu7skxj5+10sQNe4wMgSCgT38V4EyhTkGrQLtyKaeCrGnyZ7vf53ykjyKXm9/ZuIVPLF1J2D00NHmks33MuYE3y/GzpCRjFO6TigC3NjeLAFPpoR53p1PHP4Xh3KsEg0P3YZoWmez02x2zwuCTUpIys3Rl+vFoTkqdAQTDlajHU+02pv0iSZu5WRzEmzzFjrnXQmuem7Mu/AAHI2/Ykm94Ln6Iu0o+PCGv11STNuNcSZ0iZ2UmPZYiVOq9K/FrEw/RrQ8vRwInYuewpEUin+Rysn34vhCEHAEeLN/KQ2Xbxjx+1kwTz4/csWP83GkGn325vFexo7PNVHG2r5fj3YW81ocbFvKZ5avxjSDdksznsca4TnQkR+80lDdNelIFj5SuqhS7p95Imgoy2aFGraYpQypopwq3e+hvY5mSfH76vaQzbvBJKdnVc5Y/P/Vz+rIJVKHwcMVqfnPJIxQ5fEO2+739/0gsb2c3BEnUpnY8s5XJyk/MM/uocNVR41nCFRs0+TqzV2hOnWVFYNusCutKKenOttKSOm/LeE7Fw+rg3RNPbxCw2FdHo7eGj1U/yL899pc0eqv51YanRtoUIQS60FGFMubjmrVS9oURBSAlvdnhBuntiMRCCGxNwbWreGYqaE8U9PmAa5IsN5xnlpSc6O4ac/j1UGc7lpTDQrtSSmLZLKd7C11ulhSV4JqjwsvSGuEEmQaPj6YOzRG0pJwRWZZZ8at94/ybtKSuLXSvdRxldaiWDy/YOGS7c/EO+nKzs9/pbESg4NVCMz2NeWxGV1ysCGynOXXOhmIGyeHIW6wIbGU29d+yMGlOnbGtlVqNZymlzpoJf14gQBSqbzVUGr0L0ISCV7PH0yGlJGulSdvUz9mSJj9t+QtbxrpTyVqz1xng0R1clY3rS6fJW9agdh4Uzqcr/VFevXR+zAbf8a5ODne2s6GiaojxKIHXL12gNV7If/vQwiW2fY/pxuUcGoo2DHOY128qSN8QSlYUgaZOf37trMjojRtDQzZZ0xj22jzjx6V6pqCKdZ6ZRkGh1ruUkF5qy3hXUqfps0n2xC7yVpbT/Xux6/F7Q/gBW8a5yn2lm9gQXmnjiJJ4PmpLwcY89mBYs7fV4pKiYjx6IUz4RtMFTvd2D6Y8SSk50dPFn+16nxPdYy/u6s9l+f/27GR3azP5ASMxlc/z/NnT/MORA0hgWXEJ99XW2/11po1AYOgDWjqTp79/6nuod/cMTQ9QVQWnc/rzIGeFh+/esmX8+HIEc0DosspTxGJ/xU0/41A0FBs8Eoa0MOZIx4Hx4lZ9tqrPzzM7EEJQ7KiixruUSHTyhlrWSnOqfw93l3xs1oR1u7OtNNvUSq3UuYAaz1JbxrrK0kDDmOrDb8w7Hu34SiSxfI8tc5vHHuzo2zxVlHq8fGb5av7m0F7O9Pbwmy89x6qyCoJOJx2JOOcjfaSMPF9Zu4Gnz5ykPXHrfMTPLl/Nc+dO8bVXXqDC5yPsctOdStGe6CeRy1Hm8fI7G7dS4Z06keKpprwswKkz19IcEvEMHZ2xKW2pKaXk/MWhhrfDoeH3T7+szaww+H594YM0+so5F+/ArercXbqMlcEFN/3Mby5+mDrv5DwcEsn+3gv8+PKuSY0zW/Go/ttckuXOpaDJt5qz/fvJTDL0ZEqDM/H9bAg/hEebed02ieRQ5E2bvF2C5YGtuFV7pRde79zFcn8jDb6br1Nd2T6aki0Y0qLMWUSDtxpNGb7sSiTJWVwVeidiRz/jqUIIwW9t2IwhTV65eJ7ORIK3Ll9EFQKv7mBBIMDHl6zg0ytW0RLv59mzp2455v11DayrqOSHJ45yKRrhbF9BN87vcLKpspovr1nPow2LRu3sMRdY2FjG2+9dy33O5U3Onu8kkchOmQHW2dVP0+WhD3Met4PSkulfa2fc4BNC4NacPFm9YeyfQXBXyRIW+sontYhLKcmaxm1r8DlVzx2kUndnIYSgwbcav15EJjv5XKO+XAet6XMs9o/9OpwqEkaU84nDtozl04LUeVeg2Szb8VL7eySNNEIIOjO9eFQXDb4F+LRr4rU92QjfvPQ0e/uOI6VFhauUz9Y+wf1lW4aNJ6UkafYPe32emWMqu+4Uudz867vuBWBTZfW4V2kB+BwOfn/TXTzasIhzfb3Ec1k0RaXI5WZpcQmLwkUoQvD5lWtYXlzKxlvsJ2eafGLpCjZXVnO8u5OeVAohoMTtZU15ObWB0AS/7exhxbLhRYxHjjXT1hFlySTtiZGQUrJz1zlSqdyQ131eJ1WVIVv3NRZm3OCbCG7NgUPRbPlxnIqGKpTBcPLthC4c8wbfbUxIL6Xeu5LubCuTzXWL5yNcSZ2hwbsaTZk5jS0pJRfiR0ka9mjvVbjqqXDV2b6Qm9LklY73ebNzD2kzg6aoLPM38rm6D1PpKkEIwf6+ExyPnefxih0s8dfxfOtbPNv6JssDCyl3DZVMkUhSxuyVAbkTmcrizaDLxW9u2Dzpcdy6zoaKKjZUjK7GsLlqAZurbu6JBjClhSIEDaEwDaHpbfk1XdQsKKK8LDBEgLmzK8YvXj1GY32prR03pJS0tkV5d+dZsrmh6QFVVSHKywK27WuszMl4n19zodoQqhRC4FA0nDN4g5tK1BFCR5NFSkkskuTM8ZZhfy6eaSebsS/R2TQtWi/3cuZ4C5fOddquwzjXUYTC+vCDaGLyv7PE4kLiiG3CvxMlL7Ocie+zRXtPEw4avKvwa0W33nicSCmJ5RMUOYPcU7qRpf4GjsXO8vO2t8gP5H41p9qxpMWnah7j/tItfLn+40RyMU72jyQ1I8nYVKE7zzzzDEcIgd/v4q4tC4e8LiX8/KXDvPH2SXI5e/I2pZT0xzM8/dx+jp9sGfKepirce/dSNG36CyrnpIfPq7nQbMpN0xUVp6qRGkfPy7mCgjolLurdb5/mf/7HZ4e9V1oR5E+//kVqG8ts2VcqkeUb/+MX7Hr7NLWNpfztM//MlnFvJypdDVS6GmhOT77AoT19ie5MCyG9bMaSsrsyV+jMXLZlLI/qY4l/45R8FyEEq4KL+L3FXyDsCJCz8jzf+hZvde0hZ+ZxKDo5y0ACfs2LEIKlgXoEhRDwjUgkOev2W4PmmWc24XLqbN2ykHfeP0Mkei0VxjAt/v4f3yWXM3jw/uX4vJPL54tEkvzTM/t46ZWjmOZQR0V5eYBtNxid08Ud7eGDQlNoxxR4wmYDqg2enxsRQtC4tJKnvrCdRz66ni33LKGsImj7fuYZG4pQWRO+z5axDJnjVHwv1qS1/SaGJS1a0xeI2CQRU+VeRKlr4tp7N0MVKg3eBYQdhbCMQ9Gp91aRtfKYWAPe6MJCfzWtQlc0vJqb1CiSUzlr6uUh5pnnTkYIwYplVaxfW8uNz4G9fQn+4dvv8b+//gYXLnYhpRz8cyuubpfPG+w7cIk//8tXeOa5A2RvaJ8mBHz8oxsJzECFLswxD9//2vyrmJaFV3MScnhtGdMhbuOQ7hS0GwJYuKyCukVlSEuSzeb53tff4vkf7rZ9P/PcGoGgwbuSsKPcFkPpZGwXD5d/Dq82/UZ82kxwPnEYQ04+LUAg2FD00JTpUPo1D9FcnLxloCsalrSIGylyVo5ILoYmFNIDUYOCAV2Yhxz470aklORlbtjr88wzj70E/C4+8UubOHWmnfaOobnCsf40r715gl17zrN+bS07ti9h+dIq3G4dTVNRFTEYMbCkxDIt8oZFfzzNiZOtvP7WSc6e6yCTzXOjnSgEbN28kPvvsVciajzMGYNPCMESv/19Yf26mzXhOoqdfhbdQvtvLmK3uSdE4YR3OJTBf2s2JrrOMz6EEAT1EhZ617A/99qkx0ubCU7272Zz0WM2zG7sSCmJ5rtpSpywZbxiZxUNXjuFkYeyNrSUVzs+4MW2d6j3VhM3krze8QGa0Pjr8z9kka+WU/GLCKA11UWDr5pYPkHCSOPXRn5Ync0yIPPMc7sghGDl8mq+8Mvb+frfv0U8MdTjblmF/Lt33j/LO++fxenUqKwIUVzkxed1oetqIQUjZxCPZ+nq7qe7J37L3rgNdaV87tNbKS6aOR3DOWPwTRUV7hC/vfgR8pZ524Z257m9cSoe6rzLOd7/waT7f0okJ2O7WRd6AF0Z3ox9KjkXP0DGsqd/6crgXeiK05axRuKBsq0cjpzm+1dewKd5yJo53JqLz9U9yZVkB7t7D1PpKsWrufnRlZfYWryak/0XUBDUeUeuqJw3+OaZbuqCIf7bA48CsK7cfofKbObhB1YQjab44U/3EI+PXiSWzRo0Xe4ZpqU3HspK/fz6l+9lxbLqGRWtvuMtHF1RKXVNf3n0TGJZEiNvYOQtrAG/s6oINIeGpo292bsdSCnJ567OxSp4DDUV3THvNRwrQghqPMsodlTSmh6pAnR8dGdbaEtfoM673IbZjQ1DGhyJvGvLWF4tyELfOhSm7hwqcxbxh0u/xMHIKZqSrYQcfjaFV1HnrcIsMflo9f3oikY0l+BPTn6dk/0XyEuDDeHlrAmN3It0pnIn57kzEUJQ4vHwmRWrZ3oqM4Kuqzz1sY0EAi6+84MP6O6JDwvDThZFEdTWFPOHv/soK1dUo85A/9zrueMNvjsJKSWJ/gzHDjSx++1THN3fRKQvgaoolFeH2bJjCdvuX8ai5ZVouv0VvjeSyxqcPtrMK88e4MShK/T1xPH53SxeUcX9T6xhxboatHnDb0wUOSqo8yynPX1x0obDVeHjBZ4l09aL+WLiCJH82Pt+3ow6z3JKHFVTev4KISh1FvFYxd3DXtfRcKkF72JA8/HHK3+bQ5FTeDU3O0o24BzFc6rMzRq6eeaZkwghcDo1nnx8LUsWV/Ct7+3k5Ok2YrGULYZfxUA17mc+sYWK8uCsaEc3b/DdQfRHU3z3/7zJO68cIx5Lo6gCr8+NZVlcOtdB07kOdr5xgqe+eDePf3wjQp26EzSXNXjrpSN872/eonsgcdbjcxaqnHae5ej+Szz44XXzwtFjpCATcjf7I69NWsPOlAYtqbPE832EHJNrXzgWLGlysn8Xlg29S3XhpNa7fFqKTsaygAshqPVUUuu5dbhMmSbjep555ilw9RpevLCcf/N/Pcn+Q03sP9jE4aNXaG2Ljlv7VdMU6mqKWbe2lu1bF7FqRTVO5+wpCp03+O4QDMPk+3/zFr/42QGkJdn+4HKe+MQmwsU+pISm85387HsfcPFMB9/56zcIhDzc/dCKKXkqkVJy6mgz//TN9+juiFFaEeSXPn8XK9fXoWoKXW1RXvinvbz+/CF0x/wpOlYq3Y1UuOq5kjo96bHa0hfoybYR1Eum/Mm0N9dOa/qCLa2s/HoRDd5VKNPQQ/rqzWDkutsCgkLF8FiOoZ0haL8WZol/I1NRpX+nUO1unOkpzDNNCCHw+Vzct2MpmzbU09OToLmlj5Nn2jh/sYvW1giRaJJcbmierdOhUVLio7oqzKLGMlavWkBleYiSYh8ulz4rvHrXM383vQOQUrLzjZO89fJRpJQ88clNfPF3HsIfdA+ekAuXVbJ0VTV/9ac/59iBJn7w9+9Qv6icBfUlts8nlczyxs8P0XqlF6/PyW//0ZNsu3/p4FwWLatk3ZZG/t9/8UMO77lo+/5vV1ShsSH8EFdSZ5hsY6iUGedc4iD1U9CH9nqktGhKnCCasyecW+1eSIWr3paxboYlJW3pLo7GztCUbCNjZkc0+5yKztcWfe6W4wkhCkUyNtVtBPVSPlz1VcQ0GL63K/PRhTsPIQQ+rwuvx0ldbTHbty3CGtDYs6xCZe5Vo8/h0HA6NIQCyoB6haKM7eFuppg3+O4AUsks+947S6I/TVVtMY98dD2BkGfINooiqGko5cEPr+PC6XbaLvewf+c5qmqLUBT7bhpSSuKxNAd2XQBg2Zoatt63dNg+PD4nn/zSDo7uv4RlzrdUGyuNvjWE9BKi+e5Jj3W6fy/3lj6FpkxdeDRtJrmcOkXWBtFhBZU1ofumxbvXku7gL858h4vJFjyqC7c2spCqW3UiGZufzaG4bZtfTmZQhDIfJp5nnglw1WhTVTHE7+6aReHZiTArDL7Z1CN1NlvnE6Wns5/mSz1ICZU1RTQsGVlvUAjB6o31+IMeOlojXDjTTiqZw2ezKnhna4TegebVm3csQVFGPua1C0spLg0M5vjNc3OEEHhUP4v969nX9+qkx4vkOrmSOs3ywFYbZjecQj/aHltC0ABhRzn13hW2jHUrXuv4gNZ0F49V3M3W4jW41ZGvEVUoYzL2BAKnnQafOd+1Y5555hnKjBt8Ukq+tu8f6M/P/AK1NFDFH6/+xExPw3ZifUn6uuMFL159CY6b5MVVVIfxDhh4nW1REv1p2w2+5qZrekb1i0fuu1sQd9YprwrNG3zjwKG4WOhbx/HYTtI2aPIdirzFUv/mKfGaSSRNyZNEbArnrg3dh0OZnpZFJ/vPU++t4rO1TxDSAzY8KApcowgyT4SslbYhI3Keeea5nZhxgw/gfLyDaD516w2nGI82vUKz00UuZ5DN5gv5CYGbexFUVRk0+NLJ7C3VwydC8jqRS3/QM+p2iipwe6ZOPPd2RAhBpbuRclc9TcnJd61oTp2hJ9tCmavWhtkNxZR5jsXeY7L5hgBeNcCywKZpy7uypMSne2wy9goePq9qX+jcsHIYVg5Vtc9rOM8888xtZoXBN880MI576lTfMq8P4d/sZikoGH3zjI+gXkKNZwnNqTOYk5Q6yZgpzsQPTInB15VtoS1tT1FOvXcVgWmoKL62v2raM93E8glCDv+kxxNC4LNRSkYiiRsRnLcw+AzL4IfN36fGXcvW4m245w3EWU9PZ4xXn95Pd3v0ptsVlwV59BObKKsKTcu8phLLkhx4/yxHdl/A6dLZ8dhq6peU35YpWFPJrDD4HKqOw7z5VMTA34oAU0py1vAbmYIYrJa5/klfIpGyoGRv3ZAvKBCEHV6WBCq5r2x68n+mG4dTw+nWScTTxGM3D51bpkVyoLegy+NAn4I+uV7ftbBb8iYtbSxLkknPN5QfL6pQWerfxMG+N0makwuHGzJHU/IE68MP2muQSMmx6HuYMj/psXThoNG3Grfqs2FmY+NDlffxZ6e/wRtdu3msfDtO1Tmqd1EVt+5eIxD4tLBt85NI+vO9lDhHbuN2FQuL93veZV1oPRvCG+cNvjlAIpZm56snuHiq7abb1S0uZ9tDy28Lg+/04Sv8zZ88T0dLBEURHHz/HP/1O7+B0zW3iyimm1lh8P37VZ8gfwtPhIKCW3OgCIXX2o/yXPM+MlYeh6JR7gpS6Q5T5y2h0h0m7PDhVnUciooEkkaW/nyatnQflxJdtKUjdKSjZC2DMleA31r8CA9XrL5te+mGinwUlxWKH1qaesjnjFH17TraIiQGjLCyytBgeNdOqq+Temk638mqDXXDtpFSks+b9HT2277/O4Eaz1LKXbVcTB6b9Fgd6Sba0xdZ5Ftn2xN12oxzLn7IlrGKnVXUepZN69N+zsqxMriI719+gfd7DrLUV49Hcw8z+hyKxqdrHr/leAKFsGPkfNaJIKW0pVJ7ntmHpquES3yEin3kc8bAH3NWFT/azfH9l+jpiGGZFpYJ50600Hald9QCxHlGZsYtHCEEW0oWjWnbjJnnOxff4aXWg2SsPJWuEB9esJFtxYtZHKjApd48B09KSV4anI93srfnPE8376EzE+Nvzr0GwIeq1k/6+8xGSsoD1C0s5czxFtpb+rh0tpMlq6qHbSel5PiBy8RjaZxOncYlFXi99ufQVVaHCRf7iPQm2P/+OZ785OYRu3p0tkXpaovavv87AUWorAvfb4vBFzcitKTP0eBdZZsm3+XUaRJGdNLjCBSq3AspcVZPq27a31z4MS3pTgCakq00JVtH3M6juvhUzeO3npkArxbAobgm3SkFrnr4Jt7sfZ7ZS3F5kM/9zkP0dcdJJ7NkUlnSqRztV3rZ+erxW0Zx5iKWaQ1vd3YbG7hTxYwbfGNFSsmennP86PIHJIwMIYeXf7Pq46wL1+NUx3YTEkLgEDorggtY5K9gsb+C/3Tsp3RmYnz97Kss8lewxF952+UFuD0Ott67lF1vnaazLcrrLxymsrYIn981+F2llLRe6eXNl46QSmSoaShl/baFKDY3exZC4A+5Wbe1kbdeOsr/3957R8lxnne6z1ehq+N0T84Jg8EgZ5AAQRIkSFAUJXIpUoGyZVF5tdK1N3jPXu89q9X1Rvves177ml5btixaWlu2qGCTFAkmMAAkACIROQwwAZicZzqnqu/+0cBghkiD6QYmoB6QB+juqrequrqrf/XGE4fPc2hPC+vuWTgpeTCdMnnxp3tuSdHIncJC72p8WgGh9HBWdiQWLaHDrM/fhlcEsv5+mNLkfOQkcTOclR0AXXGwOO8uNOX2hnb+1aIvk7RuHI6+mbYsDsWJR/XnTPANJrqRUk7xfGWWsaQ13kBaXPrzsfUnTxiZkI/L5VSaidcVCwvl4syRietM1/7E5S/bV65YJxf2ZyMut4OlH4uKSClpOdnN8QNt81LwLVhcjsvtIJXMRAIra4sorcpdCsSdwpwRfHEzyQ/OvUU4HUcg+EbDVjYUNky7XYRD0dhQtJBn6jbzl2ffYiAR5Ect7/CfVn5+ygJyriCE4O4ti9n2xAVe+oe9vPrzfYwMhXj8C3dfHK0mOd8ywC9+/D7Nxztxe508/eXN1C8svcJWMpkmEU9hmRamaZGIpYhFEgCYpsXwYBiP14miKqiqgqapON36pMbKHq+Thx9fzcnDF+jrHuVP/9vLfO7Ze1m2tgZNUxkaCLH9lwc48P5Z8gJugqMzX8E9F3GpPpb5N7F36JWsbXVEmxlMdOHVAlnbGksO0BU7h4WVta2AXsxC7+qs7dwsDd7qnNt0qh78eiEjqb4cWJMMJXpIWvEbFm5cWr410sL7Aztpi7QihGBx3lIeLX2MClfFpOushcWxsaPsH95HW6SVcDqEQ3FQ5arm3qL7WBVYg37REzycHOL3T/5HPlv1eYqNEt7o286FyAUsLOo89TxY/BBL8paiTxDsKZni4MgBDo8e4nyknYgZxaW4qPXU8mDJQzT5FqNebCh9NtzMc+f+hG8t+BckrDjv9O+gK9aFgkKjr4mtJQ/R4F04vryUkpgZZf/Ifo6MfsSF6AUSVgKP6qHB28DDpY9Q464dX36uIITI3JzPcrE6Xdbdt4hn//Un2Ln9KP58D09//X67g8M0mDOC78BwG93RjKei3BVgc3FT1iEch6KxNr+eImce/fExmoM9NId6WBHIfUXiTKOqCl/81hZM0+SdV4+y640TfLDjFL48J6YpiYRiSJnJ23v8mbt56PHViKs0RD60+yy73jxBPJYiHksSiyTo6RwBIDgS5Qf/73Z8fhdOl47L5aCw1M9nn91MQdHlSkYhBMvX1vHZZ+/l73/4Hn1dIzz3317G63OiairhUAzDqfPo0+tRFcHP/+b92/Y+zSdUobHIt5bDo+8Sz7Inn4XJ0bFd1HmWZWVHSslgspv++IWs7FxiVf6WWzr67XpkGkeHaI90M5QcxZIWq/MXU2wUkLLSJKwkLtWZKSSbwrXKUNzkOYogR/c3cSvKaGqAUvXG17POaAcvxv+RSncVdxduIpga4/jYUXpjPfxW7bPUeGrHjyFlpXi159doQmWRdxFuzUMoHaQ5dIbn2/+ar9d/i7X564BMc4C4GefDob2MpkaocddxV+FGoukIx8aO8nexn/Bs3ddY4rs8tzuajvJa76vkaT6W5i3HqToZTY1wKniK1kgr31rwbZp8i4GMRzJmxninfwc98W4WeBZS7a5lLDXK8bFjdMU6+PaC71Lhqhy3P5gc5O3+Nwno+awOrEFXdIYSgxwZPUxnrJOv1X2DWk9dbk6CTU5QNZXHnrmbx565NU3g7xTmjOA7OdZJ0sqE9+o8Jbg1Iyeu94DDQ4mREXxjqSht4f55Kfgg41n70re3snxtHXveOc2xg22MDkdQVYWaiyHcu7csZumaGtRrhHKbT3az49dHrvpaOm3S1tw76bmi0jyZKs5RAAApCklEQVQ++dS6SYIPwHDqPPLkWsoq83njxUOcPtbByFAEr09l7cYGtjy6ko1bmvhgx8mch5XvFIQQFBlVVDgX5CSXrzl4kHhpBJc2/WpYU6bpjDYTNUNZ749T9bDYd1fWdqaDJSXNoTZ+1fkWrZFOgqkwqlD4t46vUWwUcD7SxS873+Kx8vtY7m+cUq8jQ3Xh13I3uzphRhlLDVA6hZY6w6kRnqp4mnuL78OpuoibMXYN7OSXXT/nwMg+ypzlGGrGo2IoBl+qfRanYhBw5KMLnYQVZ9fgTl7ufpG9Q7tZE1g76fp8NtzM01Wf496i+3CrHhJWgqqB93ih8x84OXaCRu+ica9gnp7H1+q+gUfz4NcDaEIjakZ5o/c13ux/g8MjH7HI2zTJ/ongcb5S9zVWBdbgVJxEzAjbe17hjb7XOB06RYUrk7MshKDMWc7X6r6JT/fh1wMoKITTIX7V9Qs+HN5Lc7iZGnftrA/t2tjcLHNG8PXERjBlRvD5HS60HHX+N1QN18Vij5iZZDCR/Q/RbOVS4+V7ti5h/eZGkok0lmUBAlVVcDg1HA7tuhe6z33lXh7/wtTvshTl2s2eDafO+s2NLF9XSyppYpoWiiLQHRqGU0dRBA8+tpK77m+6pgC1uT5+vZA6zzLOR09l3ZMvYgZpDh9kVWDLtG0krTjNoUNZ7cclGr1ryNMLZ+SHeSAxzJ80/2+C6Qj1nioavTXsHz4+nhNmqAYDiWHeG9ifEXxTQEGl0CjHUNwkrOzdfDEzRH+8k0bv2hu+RxXOCpb5l+NUMpXGLtXNpsJ7eKvvTc6GzxJOh8cFnxCCGvdkEelUXSz2LeUd7W2Gk8NI5CSvZrW7hg0Fd+NWPQghMBSDpf5l+Hrz6E/0YcnL4X1FKFd42DyahxWBlbw98BajqdEr7Dd4F7ImsG58Hz2qh8V5S3h/cCfd8S6YMNHYoTiusO/T81gdWMv7g7sIpezOADbzkzkj+BJWejy9NppOYsrs838Aklaa+MXka1NapKz5XySgKApOlwOn6+Yni7jcRk5zJ4QiLtq8+usOQ8cxxwdWzySKUGnwruLQyNuMprIbYWbKNKeC+1iWtwlNufnPjpSSoWQPPbGWrPYDQFcMmnzrMG7TKLWPs71nJ3ErybcbvsCmwtWcj3axf/j4+Ov5jjyKjADNofNTtpnxyFbi1nwkktkLvrRM0R8/T8KK4lSvP7bNr/txqe5JwlBXHJS5yuiN95CwEuPPSymxpMlAcoCx5BhxK0baSjOWHiNpJXGprkxhxASNWeYsx6lcLhITQqAJDafqJCVTk4onMt0UUgwmBhhLjZGwEqStNMPJoYtFJdak5QFq3DVoE9pqCSFwKA4cioOklZog9zL2E1acwcQgwVSQhJXAlCY98Uxfu0vFHNmmDEkpSSbSDPaOMjIYJhyMk0ykQIKiKhhODbfHiS/gorA0D7fXOau9ilJKYpEEQ/1BRociRMNxUok0lpRouorD0PHnuykoySNQ6J1TN+mhsSitp3oIjkbRNJWSygA1DSWT2pdZlkVf5wgdrQMk4ikMp05ZVT6V9cVz5ljnjODzapnGphJJW7ifmJnEjzurL6VEMpwI0xsbBUATKs55VrBhY1PuqqfUWZO14ANJf/wCA4kuyl3107JwKrg3J8UaxUYVZa56xC2Y8TsVTgVbqXaXsaFgOZpyZYK/oThwqgZjqdAksXEjCo0K3KqPEXJRuAH9iQ7C6dEbCj5VaFcUwAky3rC0ZSInnLOIGeGtvtc5FTxFKB3CUBxoio4lTSLpCH79ygbdhuJAuYaY+XhzjdHUKK/1vkJrpJVIOoJTcaIpGikrReoaldHOKQp/KSU98R7e6nud9mg7cTOOS3WiCo2ElbhCSE6XaCTB4d3n+PCdU3S2DTDUFyQ4GiURTyEtiaYpGC4HnjwngQIvpVX51C0qY/39TTQsKZ9U5DbTSClpb+7l8J5znD3eRU/HMMP9QcLBGMl4JkqkOzLN/fOLfBSXB2haWcWDj6+hovbmPPAjg2F++mdvYZnXPw+BIi+/8d2HbkpoSSk5cbCdd146DMCmh5ey7r5F9FwY4hd/vZN9755mdCiMrmtU1BXy8JPreOTp9Xh8TtIpk/3vneGlv93N2eOdxKNJnG4H1Q0lbHtqHVsfX4PTPftHs84ZwVflLkATCilp0hkdYlf/aZ6uuRs1izuiuJli58Dp8TCuW3NQ7MzL1S7b2MwKdMVguX8zZ0OHshZbY6lBOqPNlDnrbtobkZYpTgf3Z7V9yPTeq3I1Uui4/hSJW0nCSuLTPRjX8HRKZMbzcZPN3D2qj1JnDd2xlpyIj4FEJ2OpIQodFdc9XykreUXIXyKJmTEM1YFCRtRa0mJ776vsHHiHVf7VfKH6i+TpeahCZTAxyPPtP7zGFqb2WbGkxc87f8bxsaNsKryHzUX34VE9KEKhJ97Dn7c8l519LP72wk/oiXXxYMlW1uffhaEYKEKhNdLCX7T8rynZuaZ9y6L1dA8/fW4HJw62ExyLXnWsZSplkkrFCAdj9HWOcOZoB3t3nMTpclDfVMZs0XtdbQP88vn3ObjrDGMjERKxqwvuRDxFIp4iOBLl/Nk+juxtYdf2Y3z1dx/lrgcWTzkPOxKKs/2FfZjp61+nKuuLeOZfbEW9yWLqjtYBXv3Zh0Am53zhskp+9oN32fHiofFtmukkrad6+GnXDpwunW1PrefEoXb+8g9+TW/n8Pj5jITinD58gd6OYQxD54HHV896T9/s3rsJrC9YiEvLXFwtJH9x9k3e7T1BOB2/6Q7jUkqCqSivdB3ihfO7xy+sRYaPxXkz9yNiY3OrWJy3ISeju5JWnPboSWLT6KHXHjlBMJVdT0AAl+qlybceVczc/WqVu4zBxChdsf4rrj9SSnrjg/TEB2j01txUDEIIhQbvapQctQXJ5EwexOL6qSqDiQFCqdCkYwmnI3TFOik2SnGpGQ9aMB3kXKgZQzF4ouJJ6j0LKDKKCTjyMaVJOss80eHkEC3hs5QYpTxa9hjVrhoKjSICjnziZnxSrt906Iv30h5pZaG3kQdLHqbcWTFuP5zOrpLdTJt8+M5p/u9//mP27DiZaSc14aPhcjvwF3goKPbhL/BkxoJN+HDkBTw0rayeVaIhEklwfH8r/d2j42JPCPD4nBSXB6isL6K6oYSyqnzcE0ZmppJpLrT084P//ms+2nPuYq74jVE1hcKSPPLy3bg8Bpqu5na4+4TzcfrIBQ7saua9V4/gzXNRVV9MfpF3vDtFOBjj5Z/u5cK5Pn7yx2/Q1zmMP9+TWa7Yh3JxudGhMNtf+JCRwdmf/z9nPHxNeeWsLajn3b6TAITTcf6fUy/x8MgKNhcvZqm/koDj+mELKSXDyTDHRzt4f+A0b/QcHc/ZUxBsKFxIjTt3VXI2NrMFh+JieeAedg++nLWtzugZQulhXJp3yikVUlq0hI+QmpALNl0KHKXUeG7vKLWP80DxXfzP5h/zQsd2HirdSPpiQVnMjNMS6eD1nvfpiQ3wVOXDN2271rMUXXFi5qAxNcDp4IdsKf4sbs13zWUGEgPsGdqNXw/gd/gJpYLs6HuDhJlgka8Jz8XKbE2oqEIlLU2Gk8MUGcUgoTfey+6h9wmmgvi06UdJNKEjhELCSjCWGiOgZ4RkZ7SDDwZ3TanZ9fXQFQcCQSQdIZKO4FW9pK00bZFWdg++P22vqpSSj3af4y/+y0sM9V8u+lA1hfpFZSxdX0dtQylevwuHoZFKphkdDNPXNcL5c/2cPd7J4tU1Nx0CvdXUN5WzfMMCutoHcXudLFxWQePyKqrriyks8+PxudB0hWgoTveFIfbuOMn+nc2Y6cz3obdjmDd+dZDGZZXk5V//9xkgv8jLd7//JNFIgngkQTSSIBZN0HGunz07TpJMZHdDMfFy1X1+iBd//D4LFlfw6d/YSFV9MT0dQ/zih+9x7kQmn7O9uZdfPb+L00c6WLq2jseeuZuq+mL6u0f5+Q/fpflYJ0hoPtZJX8cIhSV5s+r8fZw5I/hUofD1hq2cHuuiN54ZCD+SjPCrjn2813eSUqefak8RVe5Cip15uFUHuqKSskyiZoKBeJCO6BDt4QH6E0FGEmGsCV/uak8Rv1G3+ar5ODY2cx2BYEne3RwYfjPrSQ4jyQG6Y62UGNVTbvQaSo/QHWu5oadpKizJ23jDnLRbzQp/I58o28z2nl2cDLbgUHTS0uSn518BAaPJEFtL72ZloOmmbfu0fKpdizgbzk0180iyn/bICZb6N15zmUbfIlojLTx37k9wa25iZoyeWDeN3kXclX/3eGjarXpY4V9Je7Sdv7vwE8qdlZgyzXBymGp3DUWO7G6Y8/Q8VvlXs3PgXX7c/iNKneXErRgjyRGW+Jbi0bI77/l6Psv9Kzk2dpQftv6AYqOEiBlmNDnC6vy1XIhOvcjmElJKus8P8csf7WSgZ3T8eU1XeebbD7LlsVUUl/txOPUrpoSkkmmCo1EGukcxnPqURNHtRNdVHnvmLjxeg/VbmiivLiC/yIemq1cIm+Ub6llzTyMFP3iH117Yh2Vlfl8P7WpmqD+IL+C+oRhyuhzc9cDiSc9JKTn0/lkO7T6XveCbQDplMjoc4Tvfe4K7HlyCqiosXFpBKpHmud//JxKxTL7le68epbjMzxe/s5U1mxaiqAoLl1UQDsY4f7aPRCxFKmly5lgHS9ddORd+NjFnBJ8QgoW+Mv7tkif4/85spyM6hERiSov+RJD+RJDjYx0o46OMMr6HiUN0LHnl/ZsiBPWeEv6v5Z+hzBm4rcdkY3PbEFDoqKDOs4zm0MGsTEksjo/tZoX/3im1R5JS0htrZyjRndV2IdOceFXg/qztZItD0flC9Sdp9Nbyeu8H9MYHKTbysbDI1/18ruoTbCpchVO9+X6hAsHKwL2cC3+Ukzw+ieTAyJs0+taifyznUCCoc9exufBeFvma2NH/Ji3hFnSh8UjZozxY/BDeCZ5cRSg8UvYoJc4S9g7tYTQ1jEt1s6X4QTYU3MWO/jfpjfeMe1I0oVLpqiLfkY/4WAaRJjTKnGUUOAon2X+66nNUuar4aPQQQ4lB/Lqfx8o+xarAGlIyhaEY48sbqkGVq4o83X+Ft9lQDMqc5Re3nXlNFSpfrv0Ku4fe58TYcQYTAxQZRTxUtY1Fvib6433kXaXo5Hqk0ya73zzBsf1t4+NdXR6Db/y7x3jk6fWomnLVz4AQAoehU1Tqp7Akb/y52UbD4grqFpWhqlc/jksIISgu9/PEl+7h3ImujPeLTGj03Iku6hrLphWezUwRuTWTsmsaSlizuXE8jK6oCpseXsbzf/TaeAjbTJssWlHNqgmjRhVFYfXGBgynPr7chZZ+pJzdw07mjOCDjJdvc3ETbs3BCxf2sHfg7HhLFciIu5tp1+LVnNxXsoTP12xkib9yVn7ZbGxygUDg1vJY4FlBa/goaZldaOx85ATh9CgBR/ENlzVlmu54K6H0aFbbBGjyrcej3dwP8q1ACIGhOthUtJq7C1cynBwjZiZwKBqFjvysIwXV7iYCjhJGkrmp1u2KnqUlfITFeRsmPa8rOv9+yffGH3+++os3tKUKlXX5G1iXv+GK156oeHLS44Ajn+8v+09XtVNoFPE7jf/6iucdioP7irdwX/GV/R5/q/bZSY/rPQv4/rL/fFX7dZ56frfp3016TgiBR/OwrfQTbCv9xBXrfLvhu1e1dS2klARHouzcfnQ86V9VFR749Cruf2xlJgdtCszm3x6hiCl/noUQVNUXsXBpBedOdI17+braB3PS6iaXKIqgtrH0ivZkbq9BeU0hw/2ZnDxVVVmxoR5Nm/weFJX7cRiXJdRQ3xgT+z3ORuaU4ANQFYX1hQ3UeorZW3yWd/pOcGi4laiZnLINn+ZiXWE928pWsb5wAfk3yP2zsZkPqEKl2t2EXy9mKJmdty1pxTkbOsT6wkdueBGPWxEuRE9Pau0xHVShs8R/96ybc6oIhSIjd4PcM6IkQIN3FQeG38iJzZgZ5sTYbmo9S3Cp05+UYnMlXW0DtE+YMFRQksc925bj8c1Mj8iZRtVUKmqL0HR1PAQbGotdtVp5JlFUhdLKq39vi0v9E5YTVDVceWOrqgouz+WetLHI1DXITDHnBN8ligwfj1Wu4cHSZQwlwxwZaedMsJu2cD/DyQiRdJy0tNCEgldzUmB4WeAtZam/iuX+KgoMLy7VMavuOGxsbjXlrgWUOWuzFnwSyYngXtYWPHxdASalJJQaoSNyOqvtAVS46ilz1jGb76AvIaUkLU0saeFQ9Jv24BiKiwWelZwY20MsB2PoJJJz4SNciJxmkW/drPYozTUOf9hCOnU5N7V6QTFLVtXc0e+xL+Ce1IolGU/NNr2HEIJA0dVvfib21BNCUFR69UIkh3F5uUQ8NetE7ceZs4JPCIGKwKs78WgGNe5CHq9cN2kZS8prNvu8k7+MNncumtBZ6t9Ec+ggKZndHelQoov++IUbNmFuCR8hnuWoMAWVOs9yAnrRnPjuWtJi58AB2iKdfL3+6ZteXwhBjWcxFc56WiJHc7JP4fQIe4Z+TYWrAa8WmBPv41zg3PGu8X8rqkLNwlLcvtxNI5qLqKoy62/LhMjMl78a6oRQvFAEPv/VR0Gp6uWjtMzcTP+6lcxZwTeRa124smnKbGMzHxFCsNC7Gq+Wz0gqu/ywqBniQvT0dQWfRHIq+GFW2wHwaH5qPUunNdJtJrCwODp6hn3Dx/ha/dPT+vHL0wpo9K3jfPQ06SzF+SXawsc4Mvoem4v+WU7s2WRaj1xC1RSq6ufGTcl0ScRT9HYM0989QnA0SiQYJx5NZJpJJ9KkUmnazvSSTOauovaWIAS6cQ0J9DFP3VRzMWc780Lw2djYTB2X6mVJ3t3sHnopKztJK05X9CyJwAMYquuqywwne+iNt2e1Hcj03qt1L77xgvMIIQQrA/exb2g7w6neG68wBSwsdg++TK1nKVWuxnktTG4HUsLo8OWGzYoiyCuYXznhUkqS8RStp3t4//XjfLTnHJFgjEQ8RTptYqYtLNPCsiTSkpm/b3IYwkwgYMpNrlXNFnw2NjZzlNX5Wzgw/AZJmV1Pvt54OyPJPspcdVd9/VRwH2krO++UgsIy/z0YytXDKvMZrxbgnqLHeaXnhzmb8xpKD7O950c8Wfkdio1qW/RlgZk2J4XyhBC4XHPDCz0V0mmT1lM9/Pyv3mXv26cm5SpeQigCXVdxGBqKqqCqCqlkmmg4+ybrt5prfvbn6VfCFnw2NncYQggCekmmJ184u558Q8kehpO9lDprr7h4Jq0EbeFjWc/vdaoeluTdfccKk6X+TRwc2UFPvDVnNrui53iv/5d8svyreDT/HfveZssV75ucG7lcUyGdNjm4q5kf/Y/XuHD2cvqHEIKy6gJqG0spqQgQKPTi9hgYLh2HQ0d3qBze28KbvzpIaraHda/F7HdQTos7XvBJKSfcOYtrFnnY2MwnDNXFory1nAsfzmr6RdKK0xlrZpFvHZrQJ702mOhkOAd95Bq8q8jTC7O2kw03Pa87R9vNtGjJ467CT/Bq949Iydx4TSxMTgb3oisGn6r4OhoOW/RNA0VVMnlgFwuppZREo7O/PceNkFLSc36In/7ZDi6cu/wdLizx8eRX7mPtPQsJFHrx5GVGxX38sxMci6GouZkUMyPM06/CHS/4WsJ9/OGJF2kL97M8UMMfr3/2xivZ2MxxBApV7iaKnZX0xS9kZaslfJT7ip9C47Lgk1LSEW0mlB6+zpo3RhUaa/O3znj7pAPDx+lLDE15eVNadMX6c7JtgUKTbz1nfR9xKvhhzkK7aZnko5G3MWWKR8q+fMdV7lrSIm5GUISKU51euoAQUFiSx+hgZu6xaVoMdI/mcC9nBsu0ePuljzh7vHP87qWqvojvfv9JVmyov2FOm2XNDy8nzC/td8cLvoSZYjgZJpiOETWzy2eysZkrCCEoNiqpcC2kP96RlYjojZ0nmBzC5brc0yphxeiJtWY9t7fStZBi58znmb3e9wH7h4/f9HpuNfvmu0IIfHoB6wseyYmInoiFybGxD7CkyX3FT101ND/fMKXJUKKbzmgzrZFjNHhXsSb/wWnbq2kooeVkpq+lmbY4f64P07SmXBAwG0mnLfa+fWp8VJzuULnv0ZUsX39jsQcQDcaxzPkRF50fR5Hhjhd8KWmStOZonoGNTRY4FCcN3pWcGtubVZ88izRtkeOUui4PDg+nR+iJt2W1fwLBAu9KPOrVm57eTh6veJB7Clff9HqqUHPmIaj3LGdN/lZ2DvwiRxYzmDLF8bHdDCV72Vr6DI2+NTPuUb0VpKwk3bEWjo/t5kL0FIOJLixpUeVuzMru4tU1vPPyYSDj2e5qG2Sge5Sy6oIc7PXMYKZNus8Pjj92e5w0raqeUnsSy7Lo7xklnZ5+qojNrcEWfJZJ0rQFn82dSaN3DT69gHgiu8bIZ8OHuLvwMYQQSCkZSfbTn2Wo2K8XUedeivqx3MCZYKV/UU7tSSkZGwqjOzRcXoN4JEkykZlvrDk03B5j0qQCAE3R2Vz8z2gLH6Mjdian+2Nh0hU7yz92/il3FTzK2vyH8OkFCMSc9PhJKbGwSFsJwulRjo/t5lTwQ4aTvSTM2Hjeqiayr6hdedcCXB6DWCSTX9nZ1s/R/a2UVAZQlLnp5YtFk5MqcjVdxV8wtZF8Az1jdLT0I6057Bubw7t+Pe54wZe2TBJWdoPkbWzmKi7Vx9K8Tbw38POs7PTE2oiYY3i1ABYmreGjpGV236tSZy0VroZZIThuxT58Z9sfsGLjQh55ZiMv/WgnJw+0YpoWC5ZW8tQ3t7J+6xIcxmSx61I8PFr+LL/q/FOGkj0536dwepS3+/+BU8F93FP0aRZ4V+LV8lHE7BcuEolppQilRxhJ9tMba6MlcpT2yHGS1q1pEZIZu+Vnw/1N7NyemYgSDsZ57Wf7WLS8itrG0lnx+b1ZnC4HiqpgWRnRZ5oW0VDshuulUyYHdp6h5VR2oxtnnLl3yqbE7P8W32LskK7NnYwQghWBzehZejpSVoLuWKZtiClNWsLZjQPThE6DdyUubWpehbmIlHBifyt//8evU1FfzLP/56d56psPMjIQ4i++/wsOvXf6iupgIQTlrgY2FX0al3rr3pueeCsvd/8lL3b9OXuHXmE40Tcrm+lKJAkzRneslUPDO9je8zz/2PkcP+/4I7b3Pk9z6OAtE3uXcPsM7n10BYHCy+fjzNEO/uaPXqerffA6a04mGk6QiCdnxfus6SrlE0LS0XCcM8c6Ma/TckZKyYlD7bz0v3fPiR58dyKzwsN36QOeSRzPZI/cjrsiKSUJM0Vazp+KIhubmyXfUUqdZzlnw9Nvo5CSmfyoRu8axpKD9CeyC+caipsleRuzsjEXCI1GefLrD/CpL2/G6TZIp0ya1tTxX7/117zzjwdYsq4ef+FkYacrDlYHHmQo0cOHQ9uzaqtzPZJWnObQQdojJ9g/9BqNvnUsybuLctcCdMWBggK3OOQrkWT+u/hHWpgyTTA9REfkDO3Rk/TG2omZIWJmhKQVy1kV81RRFIW19zZyz8PLeP2X+zOTJyzJvvdO0989wrbPrGPzJ1YQKPRMeq+klCTiKc6f7ePQB2c5vOccv/U721i9aeFVtyOlxDLleAWslHK8qMI0LcaGI5gTwrDptElwJEI0HB8vtBDi8m+rUERm5u1Vzp+qKqy5p5GO1gEAkok07758mCWra1i2rg5Vy5x7yEzWSMRS7Nlxgr97bge9HcMoqripoo3MsV2c1pF5InNsUpJOmYRGo1gTQsRmymR0MIQnz3V5bu+EY1MUkd10jJnX3LeEGRd8Ukoi6QQnxzrpjA7h0Z0syauk0l2AOiGMIKXkXLgP08rdxc1C0hbOTesEG5u5iiYcrAjcS0vkCJac3vfLlGn64ucxZYqz4UOYMjuveVPeevx6UVY25gJlNYWs2NiA020ghEB3aKzdspiaRWW0neqmr3P4CsEH4FCdPFz2JcZSg5wO7su6ufX1SFpxBpPdDA51s3foFfx6EY2+tdS6F1NglOFSvTgVD7pioF0UgjcjAi+JOlOmMWWatEySshKkrCQpmSBuRhlK9tAfv0Bf/Dz98Q5iZmhcBM4G3B6DL/+rbYwMhdn37inMtIW0JG1nevmrP3yV5//n61TXFxMo8uJwaCRiKQb7gwz0jJKMp8bFW+w6PfyklPz6p3s4sKuZaDhOJBwnGooTDSeIx5LjY80u0dU2yPe+8TxCERguHbfHicfrxONz4vI4WLCkgi//y0euWoihagoPPbmGD989RV/nCAAXWvr5L7/9t2x6aCmLV9fg9hrEIkkutPRzeM85OlsHME2LvHwPn/6NjWz/2YeMXGxXcyMiwTiv/mwvx/a1EQ7FiYYzxxUJxUnGU1hSTsoJ7O0c4SsP/SGKomC49MxxeZ24vAZur5MVG+r5/LcemOLZuwrzNKQ744IP4Jcde3m+5V2iZhIBrCmo598s/jSL8sonLfe9I//ASDJydSPTJGHa+Xs2dzaKUKhwLaDYqKIvfn7adkKpYYLpEdoix7LbH1RWBbZkZWOu4PE58QYme36EgKqGUg7tPH3NvCmBQBcOPlH+FdIyzdnQIeQtFH2XkFiMpvrZP/wa+4dfw1Dc5DtKKXCU4tHycKk+PFoeTsWDpugoQkMVGqpQLxZSmFjSwpImljRJySRJK07SipEwM39HzRDh9CjRdJCIGSSaDt2WY8sGIQT+Ai/f+d4TBAo9vP/aMUJjmXMnpSSVSNN6OrucSykzoeIDO6desGNZEixJNJQgGkowyNj4a8GxGF/6bQu4UvAJIahtLOXpr97H3/3ZDsYuzguOhOK89U+HeOufrh4NCBR6+cI/f4BtT63n3Iku9r17ekr7mUikOHnoAgd2NU/92EyJZZqkUyaR4OT2T4oyTxVblswKwfdq92GiZubORgLHRzs4MtJ+heAbTUZzLvhsbGwgXy+lxr04K8EXSY/RFz/PQLwrq30pdy2g1Fl74wXnAUKIq/446YaWCXFdJywmhCBfL2Zb6W+StKK0R05xu2NRCStKb7yN3gkteFShoQkdRagoqAihoKBc9MdZ49ONJNa4Vy9bj/BsobA0j6/+7qOs3dzIay/s46M9LVMateYwNJauq5uUN3c1JoZks+VGU6UMp4OHnlyLL+DhJ3/yBj0Xrt14XAhBw5JyvvQ721i1sQGny8G6exvZ/95FcTqFXRZK7o5NXEPwTUwXu962Ji53PfEoFDEle7OFWSH4PKox6bEqFDQli/i7jY3NTaErBgu8Kzk5toeIGZyWjWB6mL2DvyacHpn2fggEy/ybcKruOXEBzZZEPEX8KmG80cEQhsuB7rz+JVoIhVJnLZ+p/D/4VeefciF6esbDnPNJwN0sQgh8fjf3bFvGhi2L6T4/yEe7z9FyspvezmEi4QQCMJw6gUIvZdUFNCwpZ/mGegqK89AdV44pu4SiCH7nPz/Nd7//ZE72VVEUdMf1P19ur5P7P7mCNZsXcnBXM0f2ttDVNkgkHEdRBP5CL/WLylh9z0KWrKrG7XONC6THntnIw59ZB4CqqdcVTgVFPn7vf3zxukUhN8O1ml4//Jl13P/YyvHHhuvKYjUhBN/8vU/x1d999NIzOF1XtoYSQvAHf/PN8ZxKoSjXFJqzhVkh+J6p28xPWt9jIBFEVzTW5teztqD+uus0eEvxaMZ1l5kKw8kwndHcda63sZmLCCGocy8l31FGJDY9wZe04rRmGc4NOEqocS9GFbPi0nTLGe4P0tsxRN3i8vEf+uBwhNYTnZRUFpBfdOOm00IICoxyPlP127zS/Ve0Ro7dsYJrtqAoCoZTob6pnPqm8huvMAWEEBhOHbi9fSkVVcGf72HrE2vY+sSaKa+n6eqUGjUDF/MMs++JeN1tCDHlfXIY+hUtka6G031r9znXzIqr6oOly6jzFDOUDKMLhRpPEcXG9S9031z4EA2+0qy2KyXs7D/Jc82vZ2XHxmY+4NH9NHhX0hU7O2NeonJnJpfwTmFsMMTrf7+HsppC6prKGR0M8Ys/30FwJMqWJ9ZRXJk/ZVsFjjIeq/g67/S9wIngblv02djYTGLGBZ8QAl2oV+TrXQ9VKNR7S6hxF2UV9pFSUukunPb6NjbzCYFgdeABdg++TEre/j5amVFvK25pf7nZRs2iMsy0ye9/5S9RdZVUIk00FGPp+noe/+r9OIypX6KFEBQ6KvhU5Tfx6QH2Db0+I+fRxsZmdjLjgm86eDUnmlBzkuPjUFQcimY3X7axAQqMMhZ4V3AmdOC2b9unFbDQt/aOyN27hNfv5mv//glOf9TOiX2tSAkNyyvZ9vmNeP2um34vhBC4FA+PlH2ZQkcFHwy+yHCyd8bz+mxsbGaeOSn4PJoTNQczCoUQ6IpmCz4bm4sIFFYG7qf5NrX5mEidZyn5eslt3eZMI6XE5XXyyd/czCd/c3NObAohEKisyd9KoVHOB4MvczZ00BZ9NjZ3OHNytJpXM9ByNNtRV1QMZU7qXhubW0KlayElzurbuk2Bwur8B+8o796tRlN06j3LebLyO2wp+TxOxTPTu2RjYzODzCnB1+ArZZGvnCX+Shw5Emm6UDHU21v1ZGMzWxFC4NMLWOhdc3HI4e2hyrWQSlfDbdvenYIQCl4twAMln+O36v4Di30bcCrumd6tWYEuDIqMSvx68Uzvio3NbWFOubb+66ovIpFoQs1JSxZgPKRrY2OTQVcc1HqWcGT0vax66k0dwfLAvXdMK5bbjRACFZUaz2I+Y/w2J4N7ODzyHl2xs6TlnTdpyKm4qfUsZYFnBQt9ayk2Kmd6l2xsbgtz5gorhCDgyP2dabEzj8/WbGQoEabcFci5fRubuYZAUOlaSJFRcVsEX0Avpta9GDG3Ag5Z83v/61mcLgf5xb7btk235mNt/sPUe1ZwLnyY/UOv05eY/nSVuYMgTy+gybeOpXmbKHFW49UCKMJu8G9z5zBnBN+totDh5anqu5DM23nJNjY3jU/Lp8G7io7omVvez63Os4wCR/kdlb8nhGDVPYtmZNuKUChwlLGh4BFWBe7n+NhuPhp5m4FEF3EzPE+KOwQOxYlTcVPuWsCa/Aeo8yzDUNyo4trTLGxs5jN3vOATQqDZd3k2NpMQQrA0bxN7Bn9NdJqj1qaCU/FQ712GU7MLCm4nlyp5naqH9QXbWOHfTHvkJKeD++iOtTKY7CJpxW9saFYhcKs+Ch3lFDurqHY3UeteQqFRbnvybGywBZ+Njc01KDIqqHYvuqU9+fyOImrdS29rgYjNlRiqm0W+dTR4VzKU7KEvfoHzkZO0RY4zlOjBwpzpXbwqCioFRhnlznoqXA2UOKvJ18vId5SgKXYxno3NRISUcj747+cFUkpSMkEknRuPiqE4cam+eR2+SJhRYmY4J0Eoh+LEPc/fr5tBSknMDJG4hZ4eTWh4tABKjtos2eSGS9eihBljJNlHe/QkLeEj9McvkLISmDKNJU2sW9yrUSAQQkFBRRUqqtAI6CWUOmupcjdS416MR/OjKwa64kARqn3zYGNzDWzBZ2NjY2NzVT7+8xA3owwlu+iNn2cg0cFYcpCoGSJhxUhZCZJWgvRFQZj530Qix5t4CwQC5WJIWUERCprQ0YSOqugX/+3AUJ0YihuP5sevF5PvKKbQUUGJUY2hTi7es2/QbGymhi34bGxsbGymhSUtYmaYqBkkYUaJm9GL4i9JWiZJyxRSWljSAuRFb11G6ImLHjtdOHAoThyKE10xMBQXLs2LU/GgKprtsbOxyRG24LOxsbGxsbGxmefYiTM2NjY2NjY2NvMcW/DZ2NjY2NjY2MxzbMFnY2NjY2NjYzPPsQWfjY2NjY2Njc08xxZ8NjY2NjY2NjbzHFvw2djY2NjY2NjMc2zBZ2NjY2NjY2Mzz7EFn42NjY2NjY3NPMcWfDY2NjY2NjY28xxb8NnY2NjY2NjYzHP+fw1nss84n1zRAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "g = str(data[data['label']==1]['correct_text'])\n",
        "\n",
        "wordcloud = WordCloud(width = 800, height = 800, background_color ='black', min_font_size = 10).generate(g)\n",
        "\n",
        "# plot the WordCloud image\n",
        "plt.figure(figsize = (8, 8), facecolor = None)\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "#plt.tight_layout(pad = 0)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 653
        },
        "id": "5meHsjhX4P_u",
        "outputId": "da461e48-f559-482a-c823-cbf7fb0c3fd2"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "final_data = data.drop(columns=['text', 'cleaned_text', 'word_count', 'char_count'])\n",
        "#final_data.to_csv(\"final_cleaned_data.csv\", index=False)"
      ],
      "metadata": {
        "id": "_CCvuRt54QCv"
      },
      "execution_count": 22,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#final_data = pd.read_csv('final_cleaned_data.csv')\n",
        "final_data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "BfsvxIEE4QGS",
        "outputId": "2a98ca8c-fc4e-44b1-a0ba-f712b12eea00"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       label                                       correct_text\n",
              "0        0.0  read context change meaning history islamic sl...\n",
              "1        0.0  idiot claim people try stop become terrorist m...\n",
              "2        1.0  rt call sexist go auto place would rather talk...\n",
              "3        1.0    wrong isi follow example mohammed quran exactly\n",
              "4        0.0                                                mkr\n",
              "...      ...                                                ...\n",
              "16546    0.0         feel sorry girl safe kat andre go home mkr\n",
              "16547    0.0  mkr pretty good dish happy ok well never eat p...\n",
              "16548    0.0  rt deconstruct lemon tart please go one season...\n",
              "16549    0.0                                  stupid talk block\n",
              "16550    0.0  protest mad much reason would tweet woman femi...\n",
              "\n",
              "[16551 rows x 2 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-fc5a8838-16ce-42ee-99bc-0e914807c811\" 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>label</th>\n",
              "      <th>correct_text</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0.0</td>\n",
              "      <td>read context change meaning history islamic sl...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.0</td>\n",
              "      <td>idiot claim people try stop become terrorist m...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>1.0</td>\n",
              "      <td>rt call sexist go auto place would rather talk...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>1.0</td>\n",
              "      <td>wrong isi follow example mohammed quran exactly</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.0</td>\n",
              "      <td>mkr</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16546</th>\n",
              "      <td>0.0</td>\n",
              "      <td>feel sorry girl safe kat andre go home mkr</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16547</th>\n",
              "      <td>0.0</td>\n",
              "      <td>mkr pretty good dish happy ok well never eat p...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16548</th>\n",
              "      <td>0.0</td>\n",
              "      <td>rt deconstruct lemon tart please go one season...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16549</th>\n",
              "      <td>0.0</td>\n",
              "      <td>stupid talk block</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>16550</th>\n",
              "      <td>0.0</td>\n",
              "      <td>protest mad much reason would tweet woman femi...</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>16551 rows × 2 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-fc5a8838-16ce-42ee-99bc-0e914807c811')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
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              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-fc5a8838-16ce-42ee-99bc-0e914807c811 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-fc5a8838-16ce-42ee-99bc-0e914807c811');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        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-d9f131be-a0fe-4afa-a786-270768fc5b3d\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-d9f131be-a0fe-4afa-a786-270768fc5b3d')\"\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",
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              "    30% {\n",
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              "      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-d9f131be-a0fe-4afa-a786-270768fc5b3d button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# load doc and add to vocab\n",
        "def build_vocab(vocab_obj, text):\n",
        "    sample = text\n",
        "    tokens = [word for word in sample.split()]\n",
        "    vocab_obj.update(tokens)\n",
        "\n",
        "def save__vocab_list(vocab, filename):\n",
        "    lines = [a for a in vocab.keys()]\n",
        "    # convert lines to a single blob of text\n",
        "    data = '\\n'.join(lines)\n",
        "    # open file\n",
        "    file = open(filename, 'w', encoding=\"utf-8\")\n",
        "    # write text\n",
        "    file.write(data)\n",
        "    # close file\n",
        "    file.close()\n"
      ],
      "metadata": {
        "id": "ZxffqH7-4QJV"
      },
      "execution_count": 24,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "vocab = Counter()\n",
        "for text in final_data['correct_text']:\n",
        "    build_vocab(vocab, text)"
      ],
      "metadata": {
        "id": "Fi2CaSsr4QKg"
      },
      "execution_count": 25,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(vocab.most_common(50))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Q4Ts1GWf4QPP",
        "outputId": "d043f34b-5971-4223-b76a-b09e34716eab"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[('mkr', 4941), ('rt', 3683), ('woman', 1236), ('kat', 1104), ('sexist', 1095), ('get', 1064), ('like', 1043), ('go', 991), ('islam', 926), ('muslim', 793), ('would', 747), ('people', 742), ('make', 707), ('amp', 691), ('one', 670), ('say', 626), ('think', 618), ('girl', 595), ('cannot', 555), ('know', 554), ('andre', 548), ('want', 526), ('see', 517), ('time', 482), ('isi', 481), ('look', 466), ('well', 453), ('call', 446), ('fuck', 428), ('really', 400), ('good', 398), ('men', 383), ('need', 379), ('thing', 372), ('right', 360), ('even', 322), ('oh', 305), ('way', 303), ('give', 303), ('u', 303), ('take', 303), ('talk', 300), ('female', 294), ('never', 291), ('bad', 290), ('use', 287), ('try', 285), ('year', 285), ('hate', 281), ('show', 278)]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "g = \" \".join([x[0] for x in vocab.most_common(50)])\n",
        "\n",
        "wordcloud = WordCloud(width = 800, height = 800, background_color ='black', min_font_size = 10).generate(g)\n",
        "\n",
        "# plot the WordCloud image\n",
        "plt.figure(figsize = (8, 8), facecolor = None)\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "#plt.tight_layout(pad = 0)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 653
        },
        "id": "0OXW1y3F5vL8",
        "outputId": "b004785b-4562-4b2b-c1ba-c64aca932c37"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def create_tokenizer(lines):\n",
        "    tokenizer = Tokenizer()\n",
        "    tokenizer.fit_on_texts(lines)\n",
        "    return tokenizer\n",
        "\n",
        "def encode_docs(tokenizer, max_length, docs):\n",
        "    # integer encode\n",
        "    encoded = tokenizer.texts_to_sequences(docs)\n",
        "    # pad sequences\n",
        "    padded = pad_sequences(encoded, maxlen=max_length, padding='post')\n",
        "    return padded\n",
        "\n",
        "#  define the model\n",
        "def define_model(vocab_size, max_length, n_words):\n",
        "    model = Sequential()\n",
        "    model.add(Embedding(vocab_size, 100, input_length=max_length))\n",
        "    model.add(Flatten(input_shape=(n_words,)))\n",
        "    model.add(Dense(45, activation='relu'))\n",
        "    model.add(Dense(1, activation='sigmoid'))\n",
        "    optimizer = Adam(0.0001)\n",
        "    model.compile(loss='binary_crossentropy', optimizer=optimizer, metrics=['accuracy'])\n",
        "    model.summary()\n",
        "    return model\n"
      ],
      "metadata": {
        "id": "sYpzyZGf5vQT"
      },
      "execution_count": 28,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X = final_data['correct_text']\n",
        "y = final_data['label']"
      ],
      "metadata": {
        "id": "IRkwRQ6N5vSP"
      },
      "execution_count": 29,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.33, random_state=101)"
      ],
      "metadata": {
        "id": "n8kpYaTU5vi6"
      },
      "execution_count": 30,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train.fillna(\" \", axis=0, inplace=True)\n",
        "X_test.fillna(\" \", axis=0, inplace=True)\n",
        "y_train.fillna(0.0, inplace=True)\n",
        "y_test.fillna(1.0, inplace=True)"
      ],
      "metadata": {
        "id": "EfjGgqKw5vnY"
      },
      "execution_count": 31,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "vocab_set = set([x for x in vocab if len(x)>2])\n",
        "\n",
        "tokenizer = create_tokenizer(X_train.values)\n",
        "vocab_size = len(tokenizer.word_index) + 1\n",
        "max_length = max([len(s.split()) for s in X_train])"
      ],
      "metadata": {
        "id": "OYF5Xifh5vpF"
      },
      "execution_count": 32,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "x_train = encode_docs(tokenizer, max_length, X_train.values)\n",
        "x_test = encode_docs(tokenizer, max_length, X_test.values)"
      ],
      "metadata": {
        "id": "7t37YUHa5vwW"
      },
      "execution_count": 33,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model = define_model(vocab_size, max_length, x_train.shape[1])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8V9BkF1_6Dzs",
        "outputId": "67543de0-c0e6-43fe-ae87-0e4e623d47a2"
      },
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " embedding (Embedding)       (None, 23, 100)           1047500   \n",
            "                                                                 \n",
            " flatten (Flatten)           (None, 2300)              0         \n",
            "                                                                 \n",
            " dense (Dense)               (None, 45)                103545    \n",
            "                                                                 \n",
            " dense_1 (Dense)             (None, 1)                 46        \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 1151091 (4.39 MB)\n",
            "Trainable params: 1151091 (4.39 MB)\n",
            "Non-trainable params: 0 (0.00 Byte)\n",
            "_________________________________________________________________\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model.fit(x_train, y_train.values, epochs=10, verbose=2, batch_size=74)"
      ],
      "metadata": {
        "id": "-nkMHgP06FR1",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "4a286f9b-4b18-4557-ecc1-4e59cb95e2d3"
      },
      "execution_count": 35,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/10\n",
            "150/150 - 18s - loss: 0.6312 - accuracy: 0.6613 - 18s/epoch - 122ms/step\n",
            "Epoch 2/10\n",
            "150/150 - 6s - loss: 0.5898 - accuracy: 0.6880 - 6s/epoch - 37ms/step\n",
            "Epoch 3/10\n",
            "150/150 - 2s - loss: 0.5248 - accuracy: 0.7630 - 2s/epoch - 15ms/step\n",
            "Epoch 4/10\n",
            "150/150 - 3s - loss: 0.4353 - accuracy: 0.8247 - 3s/epoch - 18ms/step\n",
            "Epoch 5/10\n",
            "150/150 - 1s - loss: 0.3650 - accuracy: 0.8563 - 890ms/epoch - 6ms/step\n",
            "Epoch 6/10\n",
            "150/150 - 1s - loss: 0.3143 - accuracy: 0.8754 - 1s/epoch - 9ms/step\n",
            "Epoch 7/10\n",
            "150/150 - 1s - loss: 0.2735 - accuracy: 0.8958 - 1s/epoch - 9ms/step\n",
            "Epoch 8/10\n",
            "150/150 - 1s - loss: 0.2388 - accuracy: 0.9139 - 1s/epoch - 7ms/step\n",
            "Epoch 9/10\n",
            "150/150 - 2s - loss: 0.2080 - accuracy: 0.9267 - 2s/epoch - 13ms/step\n",
            "Epoch 10/10\n",
            "150/150 - 1s - loss: 0.1810 - accuracy: 0.9408 - 1s/epoch - 7ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.src.callbacks.History at 0x7ab1d49daec0>"
            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model.evaluate(x_train, y_train, verbose=0)[1]"
      ],
      "metadata": {
        "id": "G8JYjvHo6KJt",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "982c986f-dc8e-454f-9882-7db00038984a"
      },
      "execution_count": 36,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.9509423971176147"
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model.evaluate(x_test, y_test, verbose=0)[1]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1zW56DhORTEY",
        "outputId": "4b662722-eecd-4626-dea9-951413fbe248"
      },
      "execution_count": 37,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.8154522180557251"
            ]
          },
          "metadata": {},
          "execution_count": 37
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model.predict(x_test[0].reshape(1,-1))[0,0]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YPPNh7wNRUGV",
        "outputId": "266e1a4e-52f3-47eb-bd9f-61e8b3d7edb6"
      },
      "execution_count": 38,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "1/1 [==============================] - 0s 83ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.5232681"
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def predict_sentiment(text, vocab=vocab_set, tokenizer=tokenizer, max_length=max_length, model=clf_model):\n",
        "    line = text\n",
        "    # clean review\n",
        "    line = clean_text(line)\n",
        "    line = correct_text(line)\n",
        "    line = \" \".join([word for word in line.split() if word in vocab])\n",
        "    # encode and pad review\n",
        "    padded = encode_docs(tokenizer, max_length, [line])\n",
        "    # predict sentiment\n",
        "    yhat = model.predict(padded, verbose=0)\n",
        "#     print(yhat)\n",
        "    # retrieve predicted percentage and label\n",
        "    percent_pos = yhat[0,0]\n",
        "    if round(percent_pos) == 0:\n",
        "        return (1-percent_pos), 'NEGATIVE'\n",
        "    return percent_pos, 'POSITIVE'\n"
      ],
      "metadata": {
        "id": "Te6_ub6HRVfo"
      },
      "execution_count": 39,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "predict_sentiment(final_data['correct_text'][200], vocab_set, tokenizer, max_length, clf_model)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LEwp7qOFRWXf",
        "outputId": "a47b4089-9c70-436b-e546-041edaa8c93a"
      },
      "execution_count": 40,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(0.9496726281940937, 'NEGATIVE')"
            ]
          },
          "metadata": {},
          "execution_count": 40
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "clf_model.save('clf_seq.h5')"
      ],
      "metadata": {
        "id": "QIrjNQ_JRXmg",
        "outputId": "6b93d563-2666-47e1-ad2e-4cb3b279d602",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/keras/src/engine/training.py:3000: UserWarning: You are saving your model as an HDF5 file via `model.save()`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')`.\n",
            "  saving_api.save_model(\n"
          ]
        }
      ]
    }
  ]
}