AI_Chrome_extension_models.ipynb

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      "cell_type": "code",
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        "id": "hgTougbSebaH"
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      "source": [
        "import pandas as pd"
      ]
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      "cell_type": "code",
      "source": [
        "df=pd.read_csv('/content/one_hot_encoded_dataset (1).csv')"
      ],
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        "df.head()"
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              "   Unnamed: 0                                                url        type  \\\n",
              "0           0                                   br-icloud.com.br    phishing   \n",
              "1           1                mp3raid.com/music/krizz_kaliko.html      benign   \n",
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              "(90648, 7)"
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          "execution_count": 98
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        "df.isnull().sum()"
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              "Unnamed: 0    0\n",
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              "type          1\n",
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              "Unnamed: 0    0\n",
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          "data": {
            "text/plain": [
              "Index(['Unnamed: 0', 'url', 'type', 'benign', 'defacement', 'malware',\n",
              "       'phishing'],\n",
              "      dtype='object')"
            ]
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              "                                                 url        type  benign  \\\n",
              "0                                   br-icloud.com.br    phishing       0   \n",
              "1                mp3raid.com/music/krizz_kaliko.html      benign       1   \n",
              "2                    bopsecrets.org/rexroth/cr/1.htm      benign       1   \n",
              "3  http://www.garage-pirenne.be/index.php?option=...  defacement       0   \n",
              "4  http://adventure-nicaragua.net/index.php?optio...  defacement       0   \n",
              "\n",
              "   defacement  malware  phishing  \n",
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              "      <td>bopsecrets.org/rexroth/cr/1.htm</td>\n",
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
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        },
        "id": "uDHZ6_Gnyj-8",
        "outputId": "1d41e8b2-ba74-4780-bfaa-44a4c735e7ab"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "['phishing', 'benign', 'defacement', 'malware']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.drop('type',inplace=True,axis=1)"
      ],
      "metadata": {
        "id": "eT8RRDKygQBw"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "8oKmPYChgV8Q",
        "outputId": "74bc18cb-10d3-495f-ca46-440896617e90"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                 url  benign  defacement  \\\n",
              "0                                   br-icloud.com.br       0           0   \n",
              "1                mp3raid.com/music/krizz_kaliko.html       1           0   \n",
              "2                    bopsecrets.org/rexroth/cr/1.htm       1           0   \n",
              "3  http://www.garage-pirenne.be/index.php?option=...       0           1   \n",
              "4  http://adventure-nicaragua.net/index.php?optio...       0           1   \n",
              "\n",
              "   malware  phishing  \n",
              "0        0         1  \n",
              "1        0         0  \n",
              "2        0         0  \n",
              "3        0         0  \n",
              "4        0         0  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-ef30e4de-5a84-46af-9fef-68fc24377275\">\n",
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              "        vertical-align: middle;\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>url</th>\n",
              "      <th>benign</th>\n",
              "      <th>defacement</th>\n",
              "      <th>malware</th>\n",
              "      <th>phishing</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>br-icloud.com.br</td>\n",
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              "      <td>1</td>\n",
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              "      <th>1</th>\n",
              "      <td>mp3raid.com/music/krizz_kaliko.html</td>\n",
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              "      <th>2</th>\n",
              "      <td>bopsecrets.org/rexroth/cr/1.htm</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>http://www.garage-pirenne.be/index.php?option=...</td>\n",
              "      <td>0</td>\n",
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              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>http://adventure-nicaragua.net/index.php?optio...</td>\n",
              "      <td>0</td>\n",
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              "\n",
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              "\n",
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              "          document.querySelector('#df-ef30e4de-5a84-46af-9fef-68fc24377275 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-ef30e4de-5a84-46af-9fef-68fc24377275');\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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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 108
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "train_url,test_url,train_target,test_target=train_test_split(df['url'].to_numpy(),\n",
        "                                                             df[['benign','defacement','malware','phishing']].to_numpy(),\n",
        "                                                             test_size=0.2,\n",
        "                                                             stratify=df[['benign','defacement','malware','phishing']])"
      ],
      "metadata": {
        "id": "3JiHPbp8gXM_"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "\n",
        " len(train_url),len(test_url)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "N68jpQMxg9_R",
        "outputId": "cc1ad4e4-f4e8-42bc-e73f-b10152841e9b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(72517, 18130)"
            ]
          },
          "metadata": {},
          "execution_count": 110
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_url,valid_url,train_target,valid_target=train_test_split(train_url,\n",
        "                                                             train_target,\n",
        "                                                             test_size=0.2,\n",
        "                                                             )"
      ],
      "metadata": {
        "id": "EtRrsasjhCGO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "len(train_url),len(valid_url)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jcotMkuvhcO-",
        "outputId": "a2368da6-878a-41a3-9611-22ea4e528d24"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(58013, 14504)"
            ]
          },
          "metadata": {},
          "execution_count": 112
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import tensorflow as tf"
      ],
      "metadata": {
        "id": "kA8SaLXUhfk3"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from tensorflow.keras.layers.experimental.preprocessing import TextVectorization"
      ],
      "metadata": {
        "id": "kaBxzqV1hkA_"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def custom_standardization1(input_data):\n",
        "  return tf.strings.regex_replace(input_data, '/', ' ')"
      ],
      "metadata": {
        "id": "UfNK2zo9V-yZ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "text_vec = TextVectorization(max_tokens= 10000 , output_mode= 'int' , output_sequence_length= 55 ,  standardize=custom_standardization1)\n"
      ],
      "metadata": {
        "id": "SOxricZ6KAil"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "text_vec.adapt(train_url)"
      ],
      "metadata": {
        "id": "-8-5wJLdL5T9"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "text_vec([train_url[2]])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eWyFFdEcL89u",
        "outputId": "4b5eea0b-7560-4de5-9a74-46c8e080cb1a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<tf.Tensor: shape=(1, 55), dtype=int64, numpy=\n",
              "array([[4569,    1,    0,    0,    0,    0,    0,    0,    0,    0,    0,\n",
              "           0,    0,    0,    0,    0,    0,    0,    0,    0,    0,    0,\n",
              "           0,    0,    0,    0,    0,    0,    0,    0,    0,    0,    0,\n",
              "           0,    0,    0,    0,    0,    0,    0,    0,    0,    0,    0,\n",
              "           0,    0,    0,    0,    0,    0,    0,    0,    0,    0,    0]])>"
            ]
          },
          "metadata": {},
          "execution_count": 118
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "text_vec.get_vocabulary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eArjYw4HMCIG",
        "outputId": "6394c26b-a9d2-4ca9-cffa-87b1962833c6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['',\n",
              " '[UNK]',\n",
              " 'http:',\n",
              " 'wiki',\n",
              " 'en.wikipedia.org',\n",
              " 'index.php',\n",
              " '2011',\n",
              " 'youtube.com',\n",
              " 'news',\n",
              " 'facebook.com',\n",
              " 'en',\n",
              " 'component',\n",
              " 'index.html',\n",
              " 'people',\n",
              " 'amazon.com',\n",
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              " '2010',\n",
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              " '05',\n",
              " '2015',\n",
              " '9779.info',\n",
              " 'article',\n",
              " 'pages',\n",
              " 'linkedin.com',\n",
              " 'directory',\n",
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              " 'imdb.com',\n",
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              " 'c',\n",
              " 'topics',\n",
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              " 'mylife.com',\n",
              " '2009',\n",
              " 'articles',\n",
              " 'blog',\n",
              " 'sports',\n",
              " 'category',\n",
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              " 'https:',\n",
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              " '1',\n",
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              " '06',\n",
              " '02',\n",
              " 'content',\n",
              " 'absoluteastronomy.com',\n",
              " 'music',\n",
              " 'story',\n",
              " 'artist',\n",
              " 'id',\n",
              " 'wn.com',\n",
              " 'video',\n",
              " '12',\n",
              " 'mailto',\n",
              " 'players',\n",
              " 'twitter.com',\n",
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              " 'question',\n",
              " 'answers.com',\n",
              " 'wp-content',\n",
              " '0',\n",
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              " '2008',\n",
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              " 'cgi-bin',\n",
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              " '_',\n",
              " 'obituaries',\n",
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              " 'sejeal.jpg',\n",
              " 'archives',\n",
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              " 'de',\n",
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              " 'entertainment',\n",
              " 'questions',\n",
              " 'pastehtml.com',\n",
              " 'genforum.genealogy.com',\n",
              " 'show',\n",
              " 'od',\n",
              " 'm',\n",
              " 'espn.go.com',\n",
              " '20',\n",
              " 'related',\n",
              " 'home',\n",
              " '123people.com',\n",
              " 'distractify.com',\n",
              " 'archive.org',\n",
              " 'answers.yahoo.com',\n",
              " 'yelp.com',\n",
              " 'thenextweb.com',\n",
              " 'site',\n",
              " 'movies',\n",
              " 'babal.net',\n",
              " 'teams',\n",
              " 'limit',\n",
              " 'forums',\n",
              " 'skip',\n",
              " 'montreal',\n",
              " 'index',\n",
              " 'ebay.com',\n",
              " 'company',\n",
              " 'ca.linkedin.com',\n",
              " 'back',\n",
              " 'evri.com',\n",
              " 'page',\n",
              " 'extratorrent.cc',\n",
              " 'legacy.com',\n",
              " 'i2',\n",
              " 'author',\n",
              " 'products',\n",
              " 'spokeo.com',\n",
              " 'movie',\n",
              " 'browse',\n",
              " 'app',\n",
              " 'nl',\n",
              " 'cl',\n",
              " 'themes',\n",
              " 'e',\n",
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              " 'celebrity',\n",
              " 'x.txt',\n",
              " 'wiki.answers.com',\n",
              " 'freepages.genealogy.rootsweb.ancestry.com',\n",
              " 'archive',\n",
              " 'Q',\n",
              " '2007',\n",
              " 'flickr.com',\n",
              " 'events',\n",
              " 'whosdatedwho.com',\n",
              " 't',\n",
              " 'local.yahoo.com',\n",
              " 'last.fm',\n",
              " 'freebase.com',\n",
              " 'user',\n",
              " 'tobogo.net',\n",
              " 'rottentomatoes.com',\n",
              " 'cdsb',\n",
              " 'ca',\n",
              " '24',\n",
              " 'canada',\n",
              " 'business',\n",
              " 'tvguide.com',\n",
              " 'school',\n",
              " 'nhl',\n",
              " 'motthegioi.vn',\n",
              " 'tags',\n",
              " 'player',\n",
              " '14',\n",
              " 'list',\n",
              " 'football',\n",
              " 'doc',\n",
              " '2013',\n",
              " 'veromi.com',\n",
              " 'reviews',\n",
              " 'stream',\n",
              " 'otomoto.pl',\n",
              " 'details',\n",
              " 'classmates.com',\n",
              " 'about',\n",
              " '123people.ca',\n",
              " 'watch',\n",
              " '21',\n",
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              " '3',\n",
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              " 'kenh14.vn',\n",
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              " 'story.html',\n",
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              " 'radio',\n",
              " 'es',\n",
              " 'community',\n",
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              " '30',\n",
              " 'team',\n",
              " 'portal',\n",
              " 'plugins',\n",
              " 'member',\n",
              " '15',\n",
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              " 'docstoc.com',\n",
              " 'd3',\n",
              " 'mic.com',\n",
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              " '2',\n",
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              " 'services',\n",
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              " 'emgn.com',\n",
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              " 'catalog',\n",
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              " 'Quebec',\n",
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              " 'tunein.com',\n",
              " 'discogs.com',\n",
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              " 'product',\n",
              " 'lyrics',\n",
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              " 'baseball-almanac.com',\n",
              " 'tv',\n",
              " 'magazine',\n",
              " 'items',\n",
              " 'dictionary.sensagent.com',\n",
              " '25',\n",
              " 'zimbio.com',\n",
              " 'users',\n",
              " 'uk.ask.com',\n",
              " 'techcrunch.com',\n",
              " 'sch',\n",
              " 'rootsweb.ancestry.com',\n",
              " 'icehockey.wikia.com',\n",
              " 'gtm.js',\n",
              " 'videosurf.com',\n",
              " 'uk.linkedin.com',\n",
              " 'shows',\n",
              " 'metrolyrics.com',\n",
              " 'doctors',\n",
              " 'cgi',\n",
              " '29',\n",
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              " 'www.kristall-zell.at',\n",
              " 'www.keokukyachtclub.com',\n",
              " 'www.interrail.it',\n",
              " 'www.holidayclub-mtb.com',\n",
              " 'www.gammamac.it',\n",
              " 'www.fonatsch.at',\n",
              " 'www.fancygaptourism.com',\n",
              " 'www.cvoaccent.nl',\n",
              " 'www.chantier-naval-gatto.com',\n",
              " 'www.capella.nl',\n",
              " 'www.bukitesveiki.lt',\n",
              " 'www.bertilohlsson.com',\n",
              " 'www.beckundbrauchle.de',\n",
              " 'www.bcm-shop.de',\n",
              " 'www.bckeepfit.nl',\n",
              " 'www.banane.cz',\n",
              " 'www.animalairways.com',\n",
              " 'www.alorenademalaga.com',\n",
              " 'www.aiavicenza.it',\n",
              " 'vodpod.com',\n",
              " 'venturebeat.com',\n",
              " 'svadebny.com',\n",
              " 'style',\n",
              " 'sportsmemorabilia.com',\n",
              " 'simple.wikipedia.org',\n",
              " 'siepp.com',\n",
              " 'sibrc.org',\n",
              " 'servinghistory.com',\n",
              " 'rus-master.com',\n",
              " 'roster',\n",
              " 'reuters.com',\n",
              " 'reset',\n",
              " 'remax',\n",
              " 'referenzen',\n",
              " 'ranker.com',\n",
              " 'property',\n",
              " 'pocket-topics',\n",
              " 'pitch.com',\n",
              " 'photo_news',\n",
              " 'pgee-kardjali.com',\n",
              " 'paypal',\n",
              " 'opinion',\n",
              " 'oh',\n",
              " 'nydailynews.com',\n",
              " 'notebookreparatur24.com',\n",
              " 'new',\n",
              " 'mzracing.sk',\n",
              " 'mygerman.info',\n",
              " 'mirtesen.ru',\n",
              " 'maslen.sk',\n",
              " 'lyricsmania.com',\n",
              " 'loopnet.com',\n",
              " 'locations',\n",
              " 'listings',\n",
              " ...]"
            ]
          },
          "metadata": {},
          "execution_count": 119
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_url"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LPBQ8_zIMISs",
        "outputId": "2db6c1d4-733a-4853-a222-95ea1ac4418b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['lexusoforlando.com/',\n",
              "       'amazon.com/WWF-WrestleMania-2000-Al-Snow/dp/6305994781',\n",
              "       'whosaliveandwhosdead.com/l_pmom.asp?sort=dod', ...,\n",
              "       'youtube.com/user/flyscooters',\n",
              "       'http://www.alexanderstiftung.de/index.php?option=com_content&view=article&id=35:2-preis-laudatio-auf-erik-westermann&catid=24&Itemid=7',\n",
              "       'http://www.nubiafarias.com/v1/index.php?option=com_lkyoutube&view=lkyoutube&Itemid=17&url=cQoZqdf83Lc'],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 120
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(train_url)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "L1TOA8peOX7-",
        "outputId": "0226fad3-6004-4f3c-b546-1f9c547112a5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "58013"
            ]
          },
          "metadata": {},
          "execution_count": 121
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from tensorflow.keras.layers import Embedding"
      ],
      "metadata": {
        "id": "WTbguTsAWnPV"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "embedding=Embedding(input_dim=10000,output_dim=128)"
      ],
      "metadata": {
        "id": "STMBDDXFYFe1"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(embedding(text_vec([train_url[8]])))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VvEpcUy-YNn0",
        "outputId": "b9070a4a-f476-498c-b2b1-a898c5fd8d22"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "tf.Tensor(\n",
            "[[[ 0.03737267  0.04389301  0.02249484 ... -0.03657369 -0.01186339\n",
            "   -0.00956021]\n",
            "  [-0.04809887  0.01556769  0.01669321 ...  0.00699753 -0.03161261\n",
            "   -0.01988759]\n",
            "  [ 0.01016863 -0.03668252 -0.01216495 ... -0.01002752 -0.01624122\n",
            "    0.01811973]\n",
            "  ...\n",
            "  [ 0.00436889 -0.02752024 -0.00319791 ...  0.02418575 -0.02928822\n",
            "   -0.03117986]\n",
            "  [ 0.00436889 -0.02752024 -0.00319791 ...  0.02418575 -0.02928822\n",
            "   -0.03117986]\n",
            "  [ 0.00436889 -0.02752024 -0.00319791 ...  0.02418575 -0.02928822\n",
            "   -0.03117986]]], shape=(1, 55, 128), dtype=float32)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "embedding(text_vec([train_url[8]])).shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "F3h3u59m-lrB",
        "outputId": "03233a93-356c-4fc0-eb64-9fb311b0a5da"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "TensorShape([1, 55, 128])"
            ]
          },
          "metadata": {},
          "execution_count": 125
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import tensorflow_hub as hub"
      ],
      "metadata": {
        "id": "X-Zo20YJYvhj"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sns"
      ],
      "metadata": {
        "id": "nWrLosRHfOJk"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import itertools\n",
        "import matplotlib.pyplot as plt"
      ],
      "metadata": {
        "id": "1Qh2S-G4y16n"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import confusion_matrix\n"
      ],
      "metadata": {
        "id": "iugHvN80IO8-"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def make_confusion_matrix(y_true,y_pred,classes, figsize=(12,12),text_size=22):\n",
        "  #creating confusion matrix\n",
        "  cm=confusion_matrix(y_true,tf.round(y_pred))\n",
        "  print(cm)\n",
        "  print('\\n')\n",
        "  cm_norm=cm.astype(\"float\")/cm.sum(axis=1)[:,np.newaxis]#normalize our confusion matrix\n",
        "  n_classes=cm.shape[0]\n",
        "  #Lets prettify it\n",
        "  fig,ax=plt.subplots(figsize=figsize)\n",
        "  #create a matrix plot\n",
        "  cax=ax.matshow(cm_norm,cmap=plt.cm.Blues)\n",
        "  fig.colorbar(cax)\n",
        "\n",
        "  #Create classes\n",
        "  \n",
        "  if classes :\n",
        "    labels=classes\n",
        "  else:\n",
        "    labels=np.arange(cm.shape[0])\n",
        "  #Label the axes \n",
        "  ax.set(title='Confusion Matrix',\n",
        "        xlabel='Predicted Label',\n",
        "        ylabel='True Label',\n",
        "        xticks=np.arange(n_classes),\n",
        "        yticks=np.arange(n_classes),\n",
        "        xticklabels=labels,\n",
        "        yticklabels=labels)\n",
        "  #Set x axis labels to bottom\n",
        "  ax.xaxis.set_label_position('bottom')\n",
        "  ax.xaxis.tick_bottom()\n",
        "\n",
        "  #Adjust the label size\n",
        "  ax.yaxis.label.set_size(text_size)\n",
        "  ax.xaxis.label.set_size(text_size)\n",
        "  ax.title.set_size(text_size)\n",
        "  #Set threshold for different colours\n",
        "  threshold=(cm.max()+cm.min())//2\n",
        "  #PLot the text on each text\n",
        "  for i,j in itertools.product(range(cm.shape[0]),range(cm.shape[1])):\n",
        "    plt.text(j,i,f\"{cm[i,j]} ({cm_norm[i,j]*100:.1f}%)\",\n",
        "            horizontalalignment='center',\n",
        "            color='white' if cm[i,j] > threshold else 'black',\n",
        "            size=15)"
      ],
      "metadata": {
        "id": "pvLgCUc0harm"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def plot_loss_curves(history):\n",
        "\n",
        "  loss=history.history['loss']\n",
        "  val_loss=history.history['val_loss']\n",
        "  accuracy=history.history['accuracy']\n",
        "  val_accuracy=history.history['val_accuracy']\n",
        "  plt.figure(figsize=(8,8))\n",
        "  epochs=range(len(history.history['loss'])) \n",
        "  #Plot the loss\n",
        "  plt.subplot(1,2,1)\n",
        "  plt.plot(epochs,loss,label='training_loss')\n",
        "  plt.plot(epochs,val_loss,label='val_loss')\n",
        "  plt.title('loss')\n",
        "  plt.xlabel('epochs')\n",
        "  plt.legend()\n",
        "   #Plot the accuracy curves\n",
        "  plt.subplot(1,2,2)\n",
        "  plt.plot(epochs,accuracy,label='training_accuracy')\n",
        "  plt.plot(epochs,val_accuracy,label='val_accuracy')\n",
        "  plt.title('Accuracy')\n",
        "  plt.legend()"
      ],
      "metadata": {
        "id": "HDY1yTycJWm2"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "##MODEL 1 (Using USE model)"
      ],
      "metadata": {
        "id": "taLEfrjR-28o"
      }
    },
    {
      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "-dclw0CqfGje"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "callback=tf.keras.callbacks.EarlyStopping(mode='min',monitor='val_loss',patience=7,verbose=1)"
      ],
      "metadata": {
        "id": "adEIbcI689gD"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "encoder=hub.KerasLayer('https://tfhub.dev/google/universal-sentence-encoder/4',\n",
        "                       input_shape=[],\n",
        "                       trainable=False,\n",
        "                       dtype=tf.string)"
      ],
      "metadata": {
        "id": "vWW_v64GZ9la"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_1=tf.keras.models.Sequential([\n",
        "    encoder,\n",
        "    tf.keras.layers.Dense(128,activation='relu'),\n",
        "    tf.keras.layers.Dense(64,activation='relu'),\n",
        "    tf.keras.layers.Dense(4,activation='softmax')\n",
        "])"
      ],
      "metadata": {
        "id": "xZe7L6tYaFF4"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_1.compile(loss='binary_crossentropy',\n",
        "                optimizer=tf.keras.optimizers.Adam(),\n",
        "                metrics=['accuracy'])"
      ],
      "metadata": {
        "id": "10qu8M1taJ0u"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_1.history=model_1.fit(train_url,train_target,validation_data=(valid_url,valid_target),epochs=30,callbacks=[callback])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "00K9S_flaNip",
        "outputId": "c69ebf3d-032d-4d17-d3f6-f285f84f3ed7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/30\n",
            "1813/1813 [==============================] - 26s 13ms/step - loss: 0.3542 - accuracy: 0.7333 - val_loss: 0.3536 - val_accuracy: 0.7305\n",
            "Epoch 2/30\n",
            "1813/1813 [==============================] - 29s 16ms/step - loss: 0.3480 - accuracy: 0.7340 - val_loss: 0.3496 - val_accuracy: 0.7313\n",
            "Epoch 3/30\n",
            "1813/1813 [==============================] - 22s 12ms/step - loss: 0.3443 - accuracy: 0.7359 - val_loss: 0.3489 - val_accuracy: 0.7325\n",
            "Epoch 4/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.3390 - accuracy: 0.7387 - val_loss: 0.3478 - val_accuracy: 0.7339\n",
            "Epoch 5/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3342 - accuracy: 0.7405 - val_loss: 0.3468 - val_accuracy: 0.7353\n",
            "Epoch 6/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.3287 - accuracy: 0.7426 - val_loss: 0.3482 - val_accuracy: 0.7356\n",
            "Epoch 7/30\n",
            "1813/1813 [==============================] - 23s 12ms/step - loss: 0.3232 - accuracy: 0.7443 - val_loss: 0.3513 - val_accuracy: 0.7343\n",
            "Epoch 8/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3175 - accuracy: 0.7460 - val_loss: 0.3576 - val_accuracy: 0.7278\n",
            "Epoch 9/30\n",
            "1813/1813 [==============================] - 28s 15ms/step - loss: 0.3109 - accuracy: 0.7500 - val_loss: 0.3597 - val_accuracy: 0.7245\n",
            "Epoch 10/30\n",
            "1813/1813 [==============================] - 33s 18ms/step - loss: 0.3043 - accuracy: 0.7531 - val_loss: 0.3710 - val_accuracy: 0.7222\n",
            "Epoch 11/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.2976 - accuracy: 0.7574 - val_loss: 0.3743 - val_accuracy: 0.7236\n",
            "Epoch 12/30\n",
            "1813/1813 [==============================] - 22s 12ms/step - loss: 0.2909 - accuracy: 0.7615 - val_loss: 0.3865 - val_accuracy: 0.6866\n",
            "Epoch 12: early stopping\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_loss_curves(model_1.history)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "o13R6oBrJKe0",
        "outputId": "07917a32-31dc-4e29-e5ff-ef09fc19c1c3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_pred = model_1.predict(test_url)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KBEpuBRLgwda",
        "outputId": "5132824b-2c81-4887-f858-d720afe168da"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 5s 8ms/step\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_target[:5]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KiWleHVt3x8u",
        "outputId": "815ac3e4-74c0-4973-e450-7f63c41d6026"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[1, 0, 0, 0],\n",
              "       [0, 1, 0, 0],\n",
              "       [1, 0, 0, 0],\n",
              "       [1, 0, 0, 0],\n",
              "       [1, 0, 0, 0]])"
            ]
          },
          "metadata": {},
          "execution_count": 140
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_pred[:5]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DjB9K9zf12y7",
        "outputId": "ca7c078b-90c4-4fd4-888a-265c42ec3fbc"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[7.0754933e-01, 7.7835396e-02, 1.8973380e-01, 2.4881432e-02],\n",
              "       [8.8712960e-01, 8.8787146e-02, 3.8500528e-03, 2.0233266e-02],\n",
              "       [9.8985833e-01, 8.6743115e-03, 1.0389669e-05, 1.4569407e-03],\n",
              "       [9.5534301e-01, 3.6983263e-02, 9.0452342e-04, 6.7691966e-03],\n",
              "       [8.4653473e-01, 1.0946766e-01, 5.6109303e-03, 3.8386744e-02]],\n",
              "      dtype=float32)"
            ]
          },
          "metadata": {},
          "execution_count": 141
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_pred[:5]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "owkIri2S2jRu",
        "outputId": "23bc13b2-a0fd-46fe-fcda-fd4963b1e1a9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[7.0754933e-01, 7.7835396e-02, 1.8973380e-01, 2.4881432e-02],\n",
              "       [8.8712960e-01, 8.8787146e-02, 3.8500528e-03, 2.0233266e-02],\n",
              "       [9.8985833e-01, 8.6743115e-03, 1.0389669e-05, 1.4569407e-03],\n",
              "       [9.5534301e-01, 3.6983263e-02, 9.0452342e-04, 6.7691966e-03],\n",
              "       [8.4653473e-01, 1.0946766e-01, 5.6109303e-03, 3.8386744e-02]],\n",
              "      dtype=float32)"
            ]
          },
          "metadata": {},
          "execution_count": 142
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "pred_labels=np.argmax(test_pred,axis=1)\n",
        "print(pred_labels[:5])\n",
        "actual_labels=np.argmax(test_target,axis=1)\n",
        "print(actual_labels[:5])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_VrPp0Bw-6XW",
        "outputId": "b33675cc-45f3-42d8-fe77-5aedea1ad2b4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0 0 0 0 0]\n",
            "[0 1 0 0 0]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "make_confusion_matrix(pred_labels,actual_labels,labels)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "DCuNZKZ0CEe2",
        "outputId": "34123ba9-9511-45f4-aeef-ebe43bf341e5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[12141  3030   232   989]\n",
            " [ 1005   266    33    73]\n",
            " [  120    25   173    11]\n",
            " [   26     3     0     3]]\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "losss,accuracy=model_1.evaluate(valid_url,valid_target)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "namGxoXSA9Hb",
        "outputId": "0184cf19-7bee-4fec-a081-596349bce062"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "454/454 [==============================] - 9s 20ms/step - loss: 0.3865 - accuracy: 0.6866\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f\"The accuracy of the model1 is: {accuracy*100:.2f}%\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cif3GH4DNZ7_",
        "outputId": "4f90c720-013f-4227-9d16-981b14d09504"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The accuracy of the model1 is: 68.66%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "fxYCbVVQNZyk"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_1.save('USE_model.h5')"
      ],
      "metadata": {
        "id": "yLc3p0VUBKnx"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n"
      ],
      "metadata": {
        "id": "zZhvcTX6g7yL"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "nmphKjzHb-yB"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Note:-Here we see the model has overfitted"
      ],
      "metadata": {
        "id": "ggbazQgLCoT6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "model_1.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OZRiOfGNCoCK",
        "outputId": "7e5d5d0c-d604-48f1-9ff4-87f1b2a409f4"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential_2\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " keras_layer_1 (KerasLayer)  (None, 512)               256797824 \n",
            "                                                                 \n",
            " dense_8 (Dense)             (None, 128)               65664     \n",
            "                                                                 \n",
            " dense_9 (Dense)             (None, 64)                8256      \n",
            "                                                                 \n",
            " dense_10 (Dense)            (None, 4)                 260       \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 256,872,004\n",
            "Trainable params: 74,180\n",
            "Non-trainable params: 256,797,824\n",
            "_________________________________________________________________\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Model 2 USE model with Earlystoppings and dropout layers"
      ],
      "metadata": {
        "id": "4Y03PCE9DAlx"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "callback=tf.keras.callbacks.EarlyStopping(patience=5,verbose=1,monitor='val_loss',mode='min')"
      ],
      "metadata": {
        "id": "Z4cVZaifDOms"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_2=tf.keras.models.Sequential([\n",
        "    encoder,\n",
        "    tf.keras.layers.Dense(128,activation='relu'),\n",
        "    tf.keras.layers.Dropout(0.5),\n",
        "    tf.keras.layers.Dense(64,activation='relu'),\n",
        "    tf.keras.layers.Dropout(0.2),\n",
        "    tf.keras.layers.Dense(4,activation='softmax')\n",
        "])"
      ],
      "metadata": {
        "id": "ifru5HSeDJhq"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_2.compile(loss='binary_crossentropy',\n",
        "                optimizer=tf.keras.optimizers.Adam(),\n",
        "                metrics=['accuracy'])"
      ],
      "metadata": {
        "id": "9Gs0DZXmEAGJ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_2.history=model_2.fit(train_url,train_target,validation_data=(valid_url,valid_target),epochs=30,callbacks=[callback])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YxyXA-K3EJFP",
        "outputId": "72700038-a47c-45e2-cb99-690844f92c9e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/30\n",
            "1813/1813 [==============================] - 27s 14ms/step - loss: 0.3577 - accuracy: 0.7336 - val_loss: 0.3512 - val_accuracy: 0.7305\n",
            "Epoch 2/30\n",
            "1813/1813 [==============================] - 35s 19ms/step - loss: 0.3512 - accuracy: 0.7338 - val_loss: 0.3509 - val_accuracy: 0.7305\n",
            "Epoch 3/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.3494 - accuracy: 0.7338 - val_loss: 0.3499 - val_accuracy: 0.7305\n",
            "Epoch 4/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3483 - accuracy: 0.7341 - val_loss: 0.3497 - val_accuracy: 0.7308\n",
            "Epoch 5/30\n",
            "1813/1813 [==============================] - 33s 18ms/step - loss: 0.3468 - accuracy: 0.7343 - val_loss: 0.3485 - val_accuracy: 0.7312\n",
            "Epoch 6/30\n",
            "1813/1813 [==============================] - 38s 21ms/step - loss: 0.3453 - accuracy: 0.7350 - val_loss: 0.3470 - val_accuracy: 0.7323\n",
            "Epoch 7/30\n",
            "1813/1813 [==============================] - 28s 16ms/step - loss: 0.3432 - accuracy: 0.7362 - val_loss: 0.3465 - val_accuracy: 0.7329\n",
            "Epoch 8/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.3417 - accuracy: 0.7367 - val_loss: 0.3469 - val_accuracy: 0.7328\n",
            "Epoch 9/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.3396 - accuracy: 0.7375 - val_loss: 0.3462 - val_accuracy: 0.7341\n",
            "Epoch 10/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3377 - accuracy: 0.7382 - val_loss: 0.3462 - val_accuracy: 0.7346\n",
            "Epoch 11/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3361 - accuracy: 0.7388 - val_loss: 0.3476 - val_accuracy: 0.7346\n",
            "Epoch 12/30\n",
            "1813/1813 [==============================] - 23s 12ms/step - loss: 0.3344 - accuracy: 0.7392 - val_loss: 0.3466 - val_accuracy: 0.7348\n",
            "Epoch 13/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.3330 - accuracy: 0.7393 - val_loss: 0.3465 - val_accuracy: 0.7354\n",
            "Epoch 14/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.3316 - accuracy: 0.7393 - val_loss: 0.3481 - val_accuracy: 0.7352\n",
            "Epoch 15/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.3297 - accuracy: 0.7399 - val_loss: 0.3479 - val_accuracy: 0.7352\n",
            "Epoch 15: early stopping\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_loss_curves(model_2.history)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "qt-zuTr7E7ub",
        "outputId": "04385e5e-530b-465b-bcda-903c265ffdcb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "##There is no much change"
      ],
      "metadata": {
        "id": "TunuElVKFQDj"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "pred_labels=np.argmax(test_pred,axis=1)\n",
        "print(pred_labels[:5])\n",
        "actual_labels=np.argmax(test_target,axis=1)\n",
        "print(actual_labels[:5])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "49q5GZvINxzC",
        "outputId": "d0da84df-68bd-4405-cf99-65682bee8838"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0 0 0 0 0]\n",
            "[0 1 0 0 0]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "make_confusion_matrix(pred_labels,actual_labels,labels)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "DwqpoLU0Nzyl",
        "outputId": "7035215d-1286-4433-f581-d3c7e49cb384"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[12141  3030   232   989]\n",
            " [ 1005   266    33    73]\n",
            " [  120    25   173    11]\n",
            " [   26     3     0     3]]\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "loss,accuracy=model_2.evaluate(test_url,test_target)\n",
        "print(f\"The accuracy of the model_2 is :{accuracy*100:.2f}%\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bOHwiWz3OL4w",
        "outputId": "845b3485-6ed0-4000-c0a4-865ef849db49"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 6s 10ms/step - loss: 0.3464 - accuracy: 0.7382\n",
            "The accuracy of the model_2 is :73.82%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_2.save('USE model with earlystopping.h5')"
      ],
      "metadata": {
        "id": "tKvx_ujpFVVQ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Building the model_3 with LSTM and GRU"
      ],
      "metadata": {
        "id": "WrQVPcFCFzcM"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from tensorflow.keras import layers"
      ],
      "metadata": {
        "id": "ir5D9jxXxkBc"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "inputs=layers.Input(shape=(1,),dtype=tf.string)\n",
        "x=text_vec(inputs)\n",
        "x=embedding(x)\n",
        "x=layers.GRU(units=64,return_sequences=True)(x)#if you want to stack recurrent layers on top of each layer you have to set return_sequences=True\n",
        "x=layers.LSTM(64,return_sequences=True)(x)\n",
        "x=layers.GRU(64)(x)\n",
        "x=layers.Dense(64,activation='relu')(x)\n",
        "output=layers.Dense(4,activation='softmax')(x)\n",
        "model_3=tf.keras.models.Model(inputs,output,name=\"model_3_GRU\")\n"
      ],
      "metadata": {
        "id": "8-WZt3Npxgq-"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_3.compile(loss='binary_crossentropy',\n",
        "                optimizer=tf.keras.optimizers.Adam(),\n",
        "                metrics=[\"accuracy\"])\n"
      ],
      "metadata": {
        "id": "mRiGS5nyyGZy"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_3.history=model_3.fit(train_url,train_target,validation_data=(valid_url,valid_target),epochs=30)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "opraSIR1yR6K",
        "outputId": "11560c4c-272c-4dcb-de15-951359715c5d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/30\n",
            "1813/1813 [==============================] - 58s 28ms/step - loss: 0.2178 - accuracy: 0.8276 - val_loss: 0.0916 - val_accuracy: 0.9185\n",
            "Epoch 2/30\n",
            "1813/1813 [==============================] - 38s 21ms/step - loss: 0.0658 - accuracy: 0.9398 - val_loss: 0.0662 - val_accuracy: 0.9409\n",
            "Epoch 3/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.0553 - accuracy: 0.9491 - val_loss: 0.0591 - val_accuracy: 0.9464\n",
            "Epoch 4/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.0528 - accuracy: 0.9502 - val_loss: 0.0589 - val_accuracy: 0.9440\n",
            "Epoch 5/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0513 - accuracy: 0.9506 - val_loss: 0.0579 - val_accuracy: 0.9447\n",
            "Epoch 6/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0499 - accuracy: 0.9514 - val_loss: 0.0579 - val_accuracy: 0.9448\n",
            "Epoch 7/30\n",
            "1813/1813 [==============================] - 25s 14ms/step - loss: 0.0487 - accuracy: 0.9524 - val_loss: 0.0592 - val_accuracy: 0.9446\n",
            "Epoch 8/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.0475 - accuracy: 0.9530 - val_loss: 0.0556 - val_accuracy: 0.9454\n",
            "Epoch 9/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0473 - accuracy: 0.9529 - val_loss: 0.0611 - val_accuracy: 0.9421\n",
            "Epoch 10/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0468 - accuracy: 0.9534 - val_loss: 0.0563 - val_accuracy: 0.9445\n",
            "Epoch 11/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0465 - accuracy: 0.9535 - val_loss: 0.0580 - val_accuracy: 0.9458\n",
            "Epoch 12/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0463 - accuracy: 0.9536 - val_loss: 0.0587 - val_accuracy: 0.9459\n",
            "Epoch 13/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0460 - accuracy: 0.9539 - val_loss: 0.0596 - val_accuracy: 0.9459\n",
            "Epoch 14/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0464 - accuracy: 0.9539 - val_loss: 0.0555 - val_accuracy: 0.9457\n",
            "Epoch 15/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0460 - accuracy: 0.9541 - val_loss: 0.0575 - val_accuracy: 0.9462\n",
            "Epoch 16/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0458 - accuracy: 0.9541 - val_loss: 0.0572 - val_accuracy: 0.9455\n",
            "Epoch 17/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0458 - accuracy: 0.9540 - val_loss: 0.0594 - val_accuracy: 0.9456\n",
            "Epoch 18/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0455 - accuracy: 0.9543 - val_loss: 0.0597 - val_accuracy: 0.9492\n",
            "Epoch 19/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.0456 - accuracy: 0.9543 - val_loss: 0.0591 - val_accuracy: 0.9462\n",
            "Epoch 20/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0456 - accuracy: 0.9543 - val_loss: 0.0603 - val_accuracy: 0.9443\n",
            "Epoch 21/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0458 - accuracy: 0.9543 - val_loss: 0.0582 - val_accuracy: 0.9459\n",
            "Epoch 22/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.0454 - accuracy: 0.9545 - val_loss: 0.0610 - val_accuracy: 0.9457\n",
            "Epoch 23/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0454 - accuracy: 0.9546 - val_loss: 0.0574 - val_accuracy: 0.9457\n",
            "Epoch 24/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0453 - accuracy: 0.9546 - val_loss: 0.0585 - val_accuracy: 0.9493\n",
            "Epoch 25/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0455 - accuracy: 0.9547 - val_loss: 0.0583 - val_accuracy: 0.9486\n",
            "Epoch 26/30\n",
            "1813/1813 [==============================] - 23s 13ms/step - loss: 0.0455 - accuracy: 0.9549 - val_loss: 0.0584 - val_accuracy: 0.9457\n",
            "Epoch 27/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0451 - accuracy: 0.9549 - val_loss: 0.0573 - val_accuracy: 0.9491\n",
            "Epoch 28/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0450 - accuracy: 0.9549 - val_loss: 0.0598 - val_accuracy: 0.9491\n",
            "Epoch 29/30\n",
            "1813/1813 [==============================] - 24s 13ms/step - loss: 0.0451 - accuracy: 0.9548 - val_loss: 0.0614 - val_accuracy: 0.9493\n",
            "Epoch 30/30\n",
            "1813/1813 [==============================] - 26s 14ms/step - loss: 0.0451 - accuracy: 0.9549 - val_loss: 0.0605 - val_accuracy: 0.9488\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_loss_curves(model_3.history)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "mh_Cz8_BPXI9",
        "outputId": "76fad706-f118-4490-c599-4ffc96cacfb8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_pred = model_3.predict(test_url)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HUiywUX8E5gI",
        "outputId": "9ff11a76-5be3-46b2-85c2-bb29205a9337"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 4s 5ms/step\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pred_labels=np.argmax(test_pred,axis=1)\n",
        "print(pred_labels[:5])\n",
        "actual_labels=np.argmax(test_target,axis=1)\n",
        "print(actual_labels[:5])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ltxVc2tBE4St",
        "outputId": "98a3b5e7-676e-4436-dfb4-9aae57b275f9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0 1 0 0 0]\n",
            "[0 1 0 0 0]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "make_confusion_matrix(pred_labels,actual_labels,labels)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "dArhHggzFYTW",
        "outputId": "d89a04b1-64a7-4102-c64a-bbc2d9ef5156"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[13268     3    46   724]\n",
            " [    6  3278     5    41]\n",
            " [    5     0   359    12]\n",
            " [   13    43    28   299]]\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "loss,accuracy=model_3.evaluate(test_url,test_target)\n",
        "print(f\"The accuracy of the model_3 is {accuracy*100:.2f}%\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "yxcE3m_e2whW",
        "outputId": "58170293-ed9a-442f-91be-b88c09c6b4f3"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 3s 6ms/step - loss: 0.0589 - accuracy: 0.9489\n",
            "The accuracy of the model_3 is 94.89%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_3.save('model3.tf')"
      ],
      "metadata": {
        "id": "8QQ1Ho_N_Jc2",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9c4ab010-9702-463e-a72f-3ff1a0f2aad6"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING:absl:Found untraced functions such as gru_cell_2_layer_call_fn, gru_cell_2_layer_call_and_return_conditional_losses, lstm_cell_1_layer_call_fn, lstm_cell_1_layer_call_and_return_conditional_losses, gru_cell_3_layer_call_fn while saving (showing 5 of 6). These functions will not be directly callable after loading.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#model 4 with cnn1d"
      ],
      "metadata": {
        "id": "lpai37gRH-1p"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "inputs=tf.keras.layers.Input(shape=(1,),dtype=tf.string)\n",
        "x=text_vec(inputs)\n",
        "x=embedding(x)\n",
        "x=tf.keras.layers.Conv1D(filters=64,kernel_size=5,activation='relu',padding='same')(x)\n",
        "x=tf.keras.layers.GlobalMaxPool1D()(x)\n",
        "x=tf.keras.layers.Dense(units=64,activation='relu')(x)\n",
        "x=tf.keras.layers.Dense(units=32,activation='relu')(x)\n",
        "outputs=tf.keras.layers.Dense(units=4,activation='softmax')(x)\n",
        "model_4=tf.keras.models.Model(inputs,outputs)"
      ],
      "metadata": {
        "id": "ommktSnnH-du"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_4.compile(loss='binary_crossentropy',\n",
        "                optimizer=tf.keras.optimizers.Adam(),\n",
        "                metrics=[\"accuracy\"])"
      ],
      "metadata": {
        "id": "LpIWVJNWKah1"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_4.history=model_4.fit(train_url,train_target,validation_data=(valid_url,valid_target),epochs=30)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Cw1uVow_Kg4n",
        "outputId": "13fe5468-658b-429c-f2a5-36a6b4f6365c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/30\n",
            "1813/1813 [==============================] - 33s 14ms/step - loss: 0.0619 - accuracy: 0.9466 - val_loss: 0.0595 - val_accuracy: 0.9456\n",
            "Epoch 2/30\n",
            "1813/1813 [==============================] - 15s 8ms/step - loss: 0.0473 - accuracy: 0.9539 - val_loss: 0.0549 - val_accuracy: 0.9462\n",
            "Epoch 3/30\n",
            "1813/1813 [==============================] - 20s 11ms/step - loss: 0.0466 - accuracy: 0.9544 - val_loss: 0.0558 - val_accuracy: 0.9493\n",
            "Epoch 4/30\n",
            "1813/1813 [==============================] - 22s 12ms/step - loss: 0.0459 - accuracy: 0.9545 - val_loss: 0.0560 - val_accuracy: 0.9493\n",
            "Epoch 5/30\n",
            "1813/1813 [==============================] - 12s 6ms/step - loss: 0.0458 - accuracy: 0.9546 - val_loss: 0.0556 - val_accuracy: 0.9497\n",
            "Epoch 6/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0454 - accuracy: 0.9547 - val_loss: 0.0604 - val_accuracy: 0.9482\n",
            "Epoch 7/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0455 - accuracy: 0.9548 - val_loss: 0.0570 - val_accuracy: 0.9490\n",
            "Epoch 8/30\n",
            "1813/1813 [==============================] - 12s 6ms/step - loss: 0.0451 - accuracy: 0.9550 - val_loss: 0.0581 - val_accuracy: 0.9497\n",
            "Epoch 9/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0451 - accuracy: 0.9548 - val_loss: 0.0592 - val_accuracy: 0.9490\n",
            "Epoch 10/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0450 - accuracy: 0.9550 - val_loss: 0.0613 - val_accuracy: 0.9493\n",
            "Epoch 11/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0450 - accuracy: 0.9551 - val_loss: 0.0574 - val_accuracy: 0.9496\n",
            "Epoch 12/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0450 - accuracy: 0.9550 - val_loss: 0.0595 - val_accuracy: 0.9495\n",
            "Epoch 13/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0449 - accuracy: 0.9551 - val_loss: 0.0552 - val_accuracy: 0.9504\n",
            "Epoch 14/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0448 - accuracy: 0.9551 - val_loss: 0.0622 - val_accuracy: 0.9497\n",
            "Epoch 15/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0447 - accuracy: 0.9550 - val_loss: 0.0609 - val_accuracy: 0.9498\n",
            "Epoch 16/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0450 - accuracy: 0.9550 - val_loss: 0.0629 - val_accuracy: 0.9459\n",
            "Epoch 17/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0447 - accuracy: 0.9551 - val_loss: 0.0628 - val_accuracy: 0.9463\n",
            "Epoch 18/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0446 - accuracy: 0.9551 - val_loss: 0.0624 - val_accuracy: 0.9499\n",
            "Epoch 19/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0447 - accuracy: 0.9551 - val_loss: 0.0660 - val_accuracy: 0.9497\n",
            "Epoch 20/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0450 - accuracy: 0.9549 - val_loss: 0.0720 - val_accuracy: 0.9484\n",
            "Epoch 21/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0450 - accuracy: 0.9550 - val_loss: 0.0583 - val_accuracy: 0.9494\n",
            "Epoch 22/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0446 - accuracy: 0.9552 - val_loss: 0.0647 - val_accuracy: 0.9492\n",
            "Epoch 23/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0446 - accuracy: 0.9551 - val_loss: 0.0640 - val_accuracy: 0.9494\n",
            "Epoch 24/30\n",
            "1813/1813 [==============================] - 21s 12ms/step - loss: 0.0448 - accuracy: 0.9552 - val_loss: 0.0631 - val_accuracy: 0.9499\n",
            "Epoch 25/30\n",
            "1813/1813 [==============================] - 20s 11ms/step - loss: 0.0450 - accuracy: 0.9551 - val_loss: 0.0631 - val_accuracy: 0.9496\n",
            "Epoch 26/30\n",
            "1813/1813 [==============================] - 18s 10ms/step - loss: 0.0446 - accuracy: 0.9552 - val_loss: 0.0640 - val_accuracy: 0.9498\n",
            "Epoch 27/30\n",
            "1813/1813 [==============================] - 16s 9ms/step - loss: 0.0448 - accuracy: 0.9552 - val_loss: 0.0636 - val_accuracy: 0.9498\n",
            "Epoch 28/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0447 - accuracy: 0.9550 - val_loss: 0.0651 - val_accuracy: 0.9494\n",
            "Epoch 29/30\n",
            "1813/1813 [==============================] - 12s 7ms/step - loss: 0.0446 - accuracy: 0.9551 - val_loss: 0.0688 - val_accuracy: 0.9502\n",
            "Epoch 30/30\n",
            "1813/1813 [==============================] - 13s 7ms/step - loss: 0.0449 - accuracy: 0.9551 - val_loss: 0.0669 - val_accuracy: 0.9490\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_loss_curves(model_4.history)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "ycjD-o02KlEx",
        "outputId": "c018339b-766c-42d3-86f1-a396cb043ebb"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_4.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pK6F1fLGKST8",
        "outputId": "9e157b3a-596a-49fd-e3f2-d78628d12973"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"model\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " input_3 (InputLayer)        [(None, 1)]               0         \n",
            "                                                                 \n",
            " text_vectorization_1 (TextV  (None, 55)               0         \n",
            " ectorization)                                                   \n",
            "                                                                 \n",
            " embedding_1 (Embedding)     (None, 55, 128)           1280000   \n",
            "                                                                 \n",
            " conv1d (Conv1D)             (None, 55, 64)            41024     \n",
            "                                                                 \n",
            " global_max_pooling1d (Globa  (None, 64)               0         \n",
            " lMaxPooling1D)                                                  \n",
            "                                                                 \n",
            " dense_16 (Dense)            (None, 64)                4160      \n",
            "                                                                 \n",
            " dense_17 (Dense)            (None, 32)                2080      \n",
            "                                                                 \n",
            " dense_18 (Dense)            (None, 4)                 132       \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 1,327,396\n",
            "Trainable params: 1,327,396\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pred_labels=np.argmax(test_pred,axis=1)\n",
        "print(pred_labels[:5])\n",
        "actual_labels=np.argmax(test_target,axis=1)\n",
        "print(actual_labels[:5])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "X-OY0qq4S51D",
        "outputId": "23cee9e8-ccc2-4f37-e075-d8e63e89a310"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0 1 0 0 0]\n",
            "[0 1 0 0 0]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "make_confusion_matrix(pred_labels,actual_labels,labels)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "3M_WeevYS5pG",
        "outputId": "295aaf88-8b30-4d10-a9cb-a3aeb4b2655f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[13268     3    46   724]\n",
            " [    6  3278     5    41]\n",
            " [    5     0   359    12]\n",
            " [   13    43    28   299]]\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ],
            "image/png": 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nJ6dfPv8fgEInwI9mVWRk2LBhEAp/3Vev9evXyzt1li9fjv3796Nr167y+hpp9xMR0e+BAT4R0W9GIpFky3Xv3Lkj/3fjxo0zPLZw4cIoWbIkACAgIABBQUHpHlu9evUMr5U2AyE8PFydpuYI2XMQFhaGOnXqYNeuXb800M/K8w0ATZo0kf87o+C1RIkSsLKyyvBasuc8u55v2ej8y5cv5Z0RHz58kGdoyCraZ9Xr168xdepU1KtXD3Z2djA2NlaogJ92CcWPHz/+gp9EUe3atX/p9czNzbF3717o6elBIpGgS5cuePHiBQDFEX4iIvp9MMAnIvrN5M2bV/7vXxlwyoJ0MzMz5M+fP9Pj047KZxTgZ1S0DIB87XRAurTbf8X48eNRtmxZAICPjw969eqFvHnzokKFChg6dCj27duHqKioH75+2ucsowwHVcf8zPMNfHvOZSPFv1qHDh1gYWEB4Nuo/bZt2yAWiyEUCjNcljA906dPR6lSpTBr1ixcvXoVnz9/VliV4Xs/87tJz6+aDpNWlSpVlObYlyxZUr4MJhHRf1Jur2n/Iw8NoTktJSKiXyJ//vzyNOHExMRfNlIZHR0N4FtqembSFjCTnavKr0xpzkkWFha4ffs2pk2bhgIFCgCQFiL09vbG2rVr0bVrV9ja2mL48OGIjIzM8vXTPmfqPOea9HwbGRnJR5/3798vL6IIAA0aNICDg0OWrrdw4ULMmDEDKSkpEAqFaNCgAaZOnYpNmzZh3759OHLkiPwhIxKJftnPI2NkZPTLrwlIsy7SatGihdrvQyIi0i6sukJE9JsxNTVFhQoV8ODBAwDAzZs30aVLl5++rpmZGSIiIuRV9DMTExOjcK6mUScANDExwfTp0zFt2jT4+Pjg5s2buHXrFi5evIigoCAkJCRg9erVuHr1Kry8vLIUlKV9ztR5zjXt+e7fvz/Wr1+PmJgYDBs2DG/fvpVvz4qEhATMnDkTgPS1f/HiRVSpUkXlseq+dv9LAgMDlZaaXLZsGdq2bZtpYUEiItI+ud9NT0REOS7tfOzvK5X/KNlyZtHR0fjy5Uumx/v5+cn/LRvhzm1p0/0zqzQfEhKi9nUFAgHKlSuHIUOGYOfOnQgMDMS5c+dgb28PQFqsbt26dVlqa9rl4169epXp8f/F5zsjVapUgYuLCwBgx44dAIA8efKgXbt2WbrO7du35Z0bgwcPTje4B4B37979YGtzh2xpSlnhzPbt28tXIOjRo8d/qiYFEZEC2TJ5mvTQEAzwiYh+Q0OHDpUHs2fOnMmwqrq60lZxP3fuXIbHBgQEyIuBOTg4qDVnPyfkyZNH/u/AwMAMj71169YP30cgEKBRo0YK86SvX7+epWtk5fkGgLNnz6o897/s+9H6bt26KXTCqEO20gAAFCtWLMNj1Vn2L+0UhuwqWKmuOXPm4OrVqwCAhg0b4uDBgxg5ciQA6Xts0KBBudg6IiLKDQzwiYh+QwULFsTw4cMBSIOU7t274/3792qf7+vri0mTJils69Chg/zfixcvzjCFfcGCBfLgKO15uU02YgxAXrFdlYSEBKxdu/an75d2CbOUlJQsnVujRg35KP7ly5dx9+7ddI+9e/cuLl++DEBag6FmzZo/0Nqc16tXL1SrVg1Vq1ZF1apVfyhgTTvt4fXr1+keFx4ejmXLlmV6vbS1DHIzpf/GjRuYMWMGACBfvnzYuXMnBAIB5s+fDzc3NwDAoUOHsH79+lxrIxER5TwG+EREv6l58+bJA72AgABUq1YNhw4dynBUMiwsDJMnT0blypXx7NkzhX3NmzeXV41//PgxhgwZojJo3bZtmzwd3djYOMM113Oavb29PMi/desWDhw4oHRMYmIi+vTpk2la/KBBg/DkyZMMj0nbSeDq6pqlturp6cHDwwOAtJOma9eu8Pf3VzrO398fXbt2lf9ePTw8oK+vn6V75RYbGxvcvn0bXl5e8PLyyvJzBACVKlWSL6m3adMmvHnzRumYsLAwtG3bFp8+fcr0emk7ZR4+fJjl9vwK4eHh6NGjB0QiEQQCAbZt2ybPgtHX18fevXvlHRGjRo3C8+fPc6WdRESU81hkj4joN6Wnp4fjx4+jS5cuuHDhAj5//oyOHTvC2dkZTZs2RenSpZE3b17Exsbi06dPuH79Oq5cuZLuUnRCoRC7du1CjRo1EBsbi40bN+L27dvo1asXHB0dERYWhmPHjuHMmTPyc1asWIHChQvn1I+slnHjxqF3794AgO7du+P06dP4448/oKurC19fX+zYsQP+/v7o0aMHdu/ene51Nm3ahE2bNqFkyZL4448/UKZMGeTNmxcJCQkICAjAgQMH5B0AefLkwZAhQ7Lc1lGjRuHEiRO4evUq3r17h7Jly6Jfv36oUqUKBAIB7t69i61bt8qr5terV0/eKfC7KFCgADp16oT9+/cjMjISrq6uGDhwIMqXLw9dXV08evQI27dvR2hoKPr27Suv1p+ehg0byv89duxYfP36FSVKlICenh4AwMrKKsN5/r/CwIEDERAQAED6GmjWrJnCfmdnZ6xevRp9+vRBfHw8unbtirt378LQ0DBb20VEpDYNW3pOk9rKAJ+I6DdmZWWFM2fOYNGiRVi4cCFCQ0Px6tWrDEendXR00K1bN8yaNUtpX7ly5XD58mW0b98eHz9+xNOnTzFu3Dil44yNjbFixQql6t//Bb169cKtW7ewbt06pKSkYOvWrdi6davCMcOHD4eHh0eGAb7Mixcv5PUGVHFwcMChQ4dQsGDBLLdVR0cHJ0+eRK9evXDkyBHExMRg5cqVKo9t164ddu3aBR0dnSzfR9OtW7cOr1+/xsOHDxETE6MyFb9jx45Yu3ZtpgF+2bJl0bNnT+zatQtfvnzBmDFjFPbXrVsXV65c+XWN/866detw+PBhAICbmxvmzZun8rjevXvj3Llz2L17N3x8fDB69GisXr0629pFRET/DQzwiYh+czo6Ohg3bhyGDRuGw4cP4+LFi7h//z6+fv2KiIgIGBsbw8bGBuXLl0edOnXQpUuXDIviVa5cGX5+fti0aROOHTuGp0+fIiwsDKampihSpAiaNGmCYcOG/acrua9duxZNmzbFunXrcP/+fURFRcHGxgZVq1bF0KFD0aBBA5Xp8GkFBgbi7NmzuHHjBp48eYJ3794hMjISOjo6sLGxQbly5dCmTRv06tXrp9ZHNzExweHDh3Hp0iVs374dN27ckBeWs7W1Ra1atdCnTx80aNDgh++h6fLkyYObN29i7dq12Lt3L3x9fZGUlARbW1tUqlQJvXr1Qtu2bdW+3vbt21G3bl38888/ePr0KcLDw5GcnJx9P0Cqp0+fyjMwTE1NsXfv3gynW6xduxZeXl548+YN1qxZg8aNG6NNmzbZ3k4iIso9Aklul4AlIiIiIiIirRcVFQULCwsYNJgDga7mTBuSpCQg8eIkREZGwtzcPLebkyGO4BMREREREVHO0bC15TWprZpTLYCIiIiIiIiI0sUAn4iIiIiIiEgLMEWfiIiIiIiIcpCGLZOnQePimtNSIiIiIiIiIkoXR/ApU2KxGJ8+fYKZmRkEGlRggoiIiIhIG0kkEkRHR6NAgQIQCjlmS98wwKdMffr0Cfb29rndDCIiIiIiSuPDhw8oVKhQbjeD/kMY4FOmzMzMAAD6FYdDoGOQy60hyj4Bp6fmdhOIiOgXiEtMye0mEGWr6OgolCvhJP+ernG4TF62YYBPmZKl5Qt0DCDQZYBP2svc3Dy3m0BERL+ADgN8+k1w+ix9jxM2iIiIiIiIiLQAR/CJiIiIiIgo5wgEmrVMngZlSmjQs0pERERERERE6WGAT0RERERERKQFGOATERERERERaQHOwSciIiIiIqKcIxBq2Bx8zWmr5rSUiIiIiIiIiNLFAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOUcg0Ki15TWprRzBJyIiIiIiItICDPCJiIiIiIiItABT9ImIiIiIiCjncJm8bKM5LSUiIiIiIiKidDHAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVHO4TJ52YYj+ERERERERERagAE+ERERERERkRZgij4RERERERHlHC6Tl200p6VERERERERElC4G+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKOVwmL9twBJ+IiIiIiIhICzDAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVGOEQgEEGjQvHbOwSciIiIiIiKiHMUAn4iIiIiIiEgLMEWfiIiIiIiIcgxT9LMPR/CJiIiIiIiItAADfCIiIiIiIiItwACfiIiIiIiISAtwDj4RERERERHlHEHqQ1NoUFs5gk9ERERERESkBRjgExEREREREWkBpugTERERERFRjuEyedmHI/hEREREREREWoABPhEREREREZEWYIBPREREREREpAU4B5+IiIiIiIhyDOfgZx+O4BMRERERERFpAQb4RERERERERFqAAT4RERERERGRFuAcfCIiIiIiIsoxnIOffTiCT0RERERERKQFGOATERERERERaQGm6BMREREREVGOYYp+9uEIPhEREREREZEWYIBPREREREREpAUY4BMRERERERFpAc7BJyIiIiIiopwjSH1oCg1qK0fwiYiIiIiIiLQAA3wiIiIiIiIiLcAUfSIiIiIiIsoxXCYv+3AEn4iIiIiIiEgLMMAnIiIiIiIi0gIM8ImIiIiIiIi0AOfgExERERERUY4RCKBhc/BzuwHq4wg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHCOAQLPm4GvQJHyO4BMRERERERFpAQb4RERERERERFqAKfpERERERESUYwQCDUvR16C2cgSfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRzhFAk1ae06i2cgSfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRzhEIINCgteUlGtRWjuBTjqlQogA8e9bB3rnd8frIWMTfnIP4m3MyPKdFrZLYOLkD7u0YgQ8nJyLq6ky8PzEBRxb1RrMaJVSeU9zBGqN71MaZlQPk57w7Ph5753ZHzfKFM21n2WL5sXlKR7w+MhYRl2fA/98JOLtyAHo1d1N5fDH7vFg/sT1eHvJE5JUZ+Hp+Km5sGoIRXWpAT1cn8ydGhXUT2iPkwjTYWJoo7StR2AZbp3XC22PjEXF5Bl4c9MRSj1bIa2Gs9vXXjm8nf/5rlMv8OUlrUv8/5Oeqesz6X2Olcwz0dbHUoxU+nJyIkAvTcGBBTzjYWqq8vrmJAd4dH4/t0zun24bbW4fh3o4RGvWHISctX7oEXTq1R5lSzrDNawELEwMUL1oYA/r2xlMfnx++7uCB/ZHXwgRfv35V2hcfH4+Z06eibOnisDQ1hJNDAQwe2B+BgYE/dK/w8HCMHuWO4kULy9vv6TESERERKo9/8vgxGtavA0tTQxQpXBCzZ06HWCxWeez+fXthpCfA+XNnVe73fvQIRnoCLF709w+1nbJPaGgoHArkg5GeAC4li2V4bHJyMlYuX4Za1asgn5U5rC1NUbZ08R9+Xd64fg1GegKsW7Na5f6TJ/5Foz/qIp+VOfJZmaNxg3o4fepklu9z4t/jGNivDyq5lkWh/NYwM9KDQ4F8aNuqOU6dPKHynISEBIwcMQyF8lsjr4UJOrZrjffv36s8NjIyEo6F8qN3z24q90skElSrVAGVXMum+x6irLtx7SqsTfUyfSycN1t+jlgsxu2bNzB98nj8UasKCufPgwJWJqhUtgRG/zUU7/3fqX3/RfPnyO+xf+/uH/oZ3r55Dbs8xpg2aVyWfrYm9Wtm6T7ejx5gwZyZaNagNooUtIZdHmOUK+GE/w3ojWdPn6g8RywWY96s6XAp5oBC1mZo3bRBusempKSgdhVXNGtQGxKJROUxvbp2QCmngoiJiclS24n+CwSS9F7ZRKmioqJgYWEBgyqjIdA1+OHr7J/XA63qlFbablRzUrrn7JndDW3qlsbzd1/x4UskYuISUdjOElVcHAAAf++4gmnrzyuc8/rIWBTMZ4HouETcffYB4VFxKOmYD2WK5odYLMa4laexav8tlffr26oSVni2hgDA3Wcf8PFrJPJZmaKcsx28X35Ci5FbFY6vVsYBJ5b1g4mRPnzffcXzt19gbmqImuULw9hQH9cevkXzkVshEqn/JcmliC3ubBuO5XtvYNIaxQCkrlsRHPq7F0yM9PHC/yte+H9F6SK2KO5gg49fIlBv8HoEBkdleP06bk44u3IgxGIxhEIhGgzZgFtPVH8RVGVS/z8weUAD3HrsjzeBYUr7z9x6icOXnypsWzmmDQa2rYKHLwIREhGLhlWK4cX7YFTuvRJiseJH0CL3FujdsiJcuy3DpxDVP0vrOqWxb14PDJ57GDtOPlC77ZkJv5pxh5OmKJTfGrGxsShTthwKFCwIAPB9/gyv/Pygp6eHvQcOo3mLllm65lMfH1St5Ar3UaMxd75i4JuQkIAmDevj7h0v5LezQ81atfHe3x/3792FjY0Nrt7wglORImrfKyQkBPVqV8eb16/hVKQI3CpWgu/zZ3j+7BmcixfHleu3YWVlJT8+KioKLiWKIjo6Gg0bNcarV37we/kSM+fMw5ix4xWuHRMTg/JlSqJipcrYf/BIum3o1L4Nbly/hmcv3yjci3LXoP59sXvXDkgkEhQpWhTPXrxWeVxYWBhaNWuMhw8fIL+dHapUrQYAePv6NZ4+9cGFy9dRs1Ytte8rkUhQu0ZVfP4chGcvXsPAQPFv4crlyzDWcxR0dXXxR4OG0DcwwMXz5xAfH48ly1ZiyLDhat+rW5eOOHbkMEqXdoG9gwNMzczw3t8f9+7eAQCMGTcBM2fPVThn+JDB2LxpAypUcIO1jQ0unD+HkqVK4d7DJ9DRUexoHj3KHTu2bYH30xcomPr58L1jR4+ga6f2WLdhM/r066922/9LYhNTcrsJCl69fIHlS1R3GopEIhzYuwcAcOTkedSuWw+ANKCuUr4UACCfbX64VaoMHaEOHj64h6BPgTA1M8PeQ8dRrUbGr+VXfi9Rr3pFJCUlQSKRYM2mbejctUeWf4b+Pbvi4vkzePD0FaxtbOTbb1y7irbNG8KpSFFUrV5D6TxHp6LwHJ/+d720UlJSkN/SCACQx8oKFStVgbGxCXyeeOPd2zfQ19fHus070LpdB4Xzli1agNnTJ8O5eEkUKVYMly+cg7m5Be75vISZmZnCsWtXLcO0ieNw4boXypWvoLIdj70fokGtqhg9bhImTJmuVttzWnRUFJwK5EVkZCTMzc1zuzlqk8UVebpthlBf/cGp3CZOikP4PwM04vlmgE+Z+lUB/ugetWFspI8HvoF44PsRLw56wtBAL8MAv7yzHT58iUBYVLzC9sqlC+Hk8v4wMdRDlT6r8OztF/m+k8v6YdfpRzh8+SkSk779gR/QpjJWjW2LlBQRKvdZiRf+wQrXrOtWBKeW98PbwDB0HLcLL99/26+nq4PSTvnw+FWQwjm3tgxDhRIFMGXtWSzadU2+3c7aDBfWDEKRgnnx55xD2HnqodrP0/75PdGkmjOKtf0bwRGx8u1GBnp4fmA08uc1w5wtlzB780X5vrnDmmJU99o4f+cVWntsS/faBvq6uLd9BJJSRIiKSUD1coV/OMAfNOcgdp16lOnx+fOawe/wGFy4+xrtx+wAAIztXQ8zBjdC90l7cOTKM/mxLkVscXvrMExffx5L9lzP8LqPdrvDzNgAJTouylIHSka0JcC/dfMm3CpWhKGhocL29WvXYORfw2Bra4vX/h+hq6v+LK1O7dvg7JnTeO3/Efny5VPYN33qZCyYNwdVq1XHidPnYGpqCkCaSTB+7GjUrlMX5y5eUfte/Xr3xN5/dqNNu/bYtWefvJ0eI//C2tUr0bNXH2zcsk1+/JLFCzFp/Fjs2L0XnTp3QUJCAmpVq4zAwI8I+PQVenp68mMnTRiHtatX4tGT5yjs6JhuG+54eaFe7erw8ByLOfMWqN12yj6XL11E8yYNMWDgn9i8aUO6Ab5EIkGzxg1w9cplTJoyDeMnTlZ4rb97+xZm5uawtrZW+96ygHfBwiX4a+QohX1+L1/CrbwLdHV1ceb8ZVSrXh0A8MrPD/Xr1EBkZCS8fXxRtFjGGQcy3o8ewd7BAXnz5lXYfvfOHbRo2hCxsbG4++AxypQtCwAICgpC8SIOaNioMQ4fOwGBQIAF8+Zg+tTJ2L33ANp36Ci/xlMfH1Sv4obps+ZgtOfYdNsgkUhQoVxpREdH4+Vr/yx9VvxX/NcC/IxcOHcGXdu3QsFC9vD2fSPPTnv39g3GjByOvzzGonbdevLtiYmJ8HQfin927UAhewfce/JC4XMuLYlEgtZNG+DNKz9UrFIVp08c/6EAXxbw/jlkOOYuXKqwTxbgd+3RC6vWb/mBZ+CblJQUNGtQG6PGTECTZi3kHVRisRjzZ03HkoXzYGpmhgc+fsib+h5OTk5GSacCsLd3wNkrt2BgYIAD+/ZgyIA+mD5nAYa7e8iv//XLF1StUBodO3fDwmWrMmxL57Yt4HXrBrx938Lqu/fjf4GmB/hW3bdoXIAftqd/lp/v1atXY+HChfj8+TPKly+PlStXokqVKukev2zZMqxduxYBAQGwtrZGx44dMW/ePKXvdBlhij7lmMW7r2PWpos4dfMFvoSpl/L0+FWQUnAPAPeef8TBiz4QCoWo66Y4Mthi5Fb8c9ZbIbgHgM3H7uH8nVfQ1dVB+/plla65xKMlJBKg68Q9CsE9ACSniJSCexMjfVQoUQCx8UlYvFsxGA0Kica6Q14AgIqlCqn1swJAoXwWaF6jBM7fea0Q3ANAm7qlkT+vGV6+D8acLZcU9k1ddw7+n8LQqKozyhbLn+71J/Stj6KFrPDXwmNIThGp3a6fUbpIPujp6uCfM986A2Sj7uWc7RSOXTKqJd4GhmHFvpuZXnfvuccomM8CLWuV/LUN1gI1atZU+Ydg8JChKFK0KL58+QLf58/Vvt6HDx9w6uQJNGrcRCm4T0pKwro10i9Jy1aslgf3AOA+ygNly5bD9WtX8fCBepkWQUFB2L/vH+jr62P5yjUKgcW8BQthY2ODf/bsUpgm8MTbG0ZGRujYSTqtw9DQEF26dUdERAQC0qQpv/Lzw6oVy+A5dnyGwT0AVK1WDUWLFcOObVuQlJSkVtsp+8THx2P40MEoVbo0Rnp4ZnjsoYMHcPXKZbTv2AmTp05XCk6dihTJUnAPABvWrYGOjg66dOuutG/1yuUQiUQY+Of/5ME9ADgXL46x4ychJSUFq1YuV/terhUqKAX3AFClalV07NQFEokEV69clm9//uwpUlJS0K1HL3kA2LuvdNT9yWNvhWt4jByBIkWL4i93xU6K7wkEAnTt1gOfAgNx4t/jaredfsyB1JT5jl26KUw9cypSFAePn0adevUVthsYGODvpatgbmGBjx8CcNfrdrrX3rltM27fvI4Z8/6GhYXFD7dx66b1AIDO3Xv+8DXUoauri/NXb6N5y9YK2SdCoRATps5AMecSiImOxvmzp+T7At77IzIiAu06dpFn13To1BWGhoZ4+sRb4fozpoyHnq4eJk6dmWlbOnbtjri4OOzds+PX/HD029m3bx88PDwwbdo0PHz4EOXLl0eTJk1UTnUEgD179mD8+PGYNm0afH19sXnzZuzbtw8TJ07M0n0Z4JPGkgWoSVkIVH1eS4N0O2vFdK3qZR1Q2skW1x69U8gGyOz+6owch0XFqd2+3i0qQkdHiAMXHivtcyspTaW84e2vNGcsRSTGbZ8AAEDL2qVUXtuliC1Gda+F7ScfZmnE/mflMZOm2oVHf+uokf3bMnUfAHRuWA513IrAY+m/SFHjed13Xvoc9WtV+Vc2V+vJRnn09fXVPmfHti0Qi8Xo1EV5zu7tWzcRGRmJIkWLwrWCcqpju9TRw1Mn/1XrXufPnoFYLEbNWrVha2ursM/AwADNW7SCSCTC2dPfvtxFRITDwsJC4QuwpWUeANK5/DIeI0egYKFC8Mhg5DKtzl26ISQkBMeOpp/KTzljzqwZePf2LVasXpfuSKXM1s0bAQBDho34Jff2f/cOly9dRL36fyi9JgHg9GnpPPt27Tsq7cvq6z8zqt6/std4njx55Ntk/45I8/rft/cfXL92FUuWrcz0OQSALl2lnRmy55OyR2xsLM6kvj6yMqpuZGSEosWcAQCfgz6pPObLl8+YMWUC6tT7A526KHdOqSsmJgZHDu5HkWLOcK1Q8Yev87MEAgFcykgHaD4HfRt0iYyQvs4tLC3l24RCIczNLRTqttz1uoX9/+zG5BmzkUeNqVfNW7aBkZERdm79uawE+n0tWbIEgwYNQr9+/VC6dGmsW7cOxsbG2LJF9Wvq1q1bqFmzJrp37w5HR0c0btwY3bp1w927d7N0Xwb4pJFcitiiY4OySEpOwcV7qudgquJUQPqB/n0GQd2KRQEAXk8DYKivi17N3bDUoxUWubdA96auMNRXTk9MShbhxmN/mBjpY3SP2gr77KzNMLh9NSQlp2DPmczT2GWa15QWDrz2SLlwjrGh9AtdRLRyRgMAhEVKOxLKqRjBFwgEWD2uLSJiEjBp9Rm125ORem5FsdC9OVaMaYNxfeqhQokCKo/78CUSAODs8G3ErHjqvz9+iQAgzYaYN7wZjl55ikv33qh1f/9P4fjwOQL1KhZR+fshZXt27YTfy5co5uyMYs7Oap8nK+xVJ3VeaFpPHks7WlwrqC5CKdvu46O62JHS9Z5k/Xr29g4IDg5W+CLn5/dSus9BWq/j6JHDuHD+HBYuXqZ2mpvs5z3zA4XS6NfxefIEy5cuRu8+/VCrVu0Mj01OTsatmzegq6uLypWrwOfJE8yYNgXDhwzG3Nkz5a/XrDhz+hQkEonK139ERAQ+BEg7V1V1cNnb28Pa2hoB798jKirj+iiZeerjg4MH9kFPTw8NGjZKcw/pa/yVn598m99L6eu/UOrrPyYmBhPGeaJNu/YK52bEqUgRFLK3x5XLlxAfr/rvDv28k8ePIDY2FmXLu6JEKeU6RekRi8X4mPray2erOnNvoucoJMTHZ5qKnplbN64hNiYGNWvVyfC4t29eY9a0SRg1/H+YPX0yzp89/csLNfr7vwUA5EvT2VYw9T3w5vUr+baI8HCEhASjUCF7ANLna9xod5Sv4IaefdSrK2FqaoryFSrild8L+L97+6t+BNJwUVFRCo/ExESVxyUlJeHBgwdo2LChfJtQKETDhg1x+7bqrJsaNWrgwYMH8oD+7du3OHXqFJo3b56lNvJbMWmE5jVLom09F+jpCmFva4lqZRyQnCLC0AVH8U5FoTdVnApaySvvn7zhq7CvlKO0WIxQIIDXtuEoUdhGYf+0QQ3RfsxOpdH9EQuP4eTSfpg1pAm6N62A52+/wMzEALVcHfE5NBrtxuzA6w+harXPxEgf5Z3t8Ck4CkEh0Ur7Q1JT9h3yW6o8v3AB6YiNff48Svv+16EqqpZxwIBZBxRG0n9Gj2aKX2an/9kIRy4/xaA5hxAb/y2l+fGrIASFRGFE55q4+uAtQiJiMXtIE4jFYpz1kn4hndivPixMDTF2xSlkxX3fj2hXvwyqlLHHtYfqVxP+XSxZvBC+z54hNi4WL1/44vmzZ7ArUADbd/6jVHgrPTExMXjs/Qh2BQqgQAHlTpwPH6RfMAsWVD0VRbb9QzoVvbN8vULS7QEB367XpFlzbNq4HhPGemLugoV49uwpdu3YBje3irC1tUV8fDzGjfFAs+Yt0KJlK7XaAQBuFStBKBTi+vWrap9Dv5ZYLMaQwQNhaWmJOfMzX9Xg3du3SEhIgK2tLVYsX4rpUyYpBBizZ07HsBHuWLh4afoX+c7Nm9IpWBUrKWcLyYL7PHnywMREedUTQPpaDgkJQcD79/J58+o4eeJfHD18CMnJyfjwIQBet29BT08Pa9ZtRJGiReXHlXd1RX47O6xcsRR169WHtY0NJk8cB4FAgCZNmgEA5s6eiciICPy9SP2fGwAqVa6Co4cP4e4dL9StVz9L55J6ZMX1OnfL2pz4Qwf2Ijj4K6ytbVClWnWl/WdPn8SxIwcxbtI0+Uj/j/K6dQMAUKFipQyPu+t1W2m6QGmXMti6e/9Pt0HWjsePHkJfXx9/NGoi325rmx/lXCvgn13b0aJVG5Qs5YIpEzwhFovRqKk0MNq2aT2ePnmMs5dvQChUf3zTrVJleN26gVs3rsHRSf1isZQ5gYYtkydrq729vcL2adOmYfr06UrHh4SEQCQSKWV+2dra4sWLFyrv0b17d4SEhKBWrVqQSCRISUnB//73vyyn6DPAJ41Qtlh+hWXq4hKS4LnsJPac8VbrfB0dITZO6gBDAz0cuPAEj14qprPJUsU9etTGl9BotBm9HbefvIe9rQUW/NUcDas449DfvVChx3LEJybLz3sVEIIGQzdg79wecCtZEKWcpPOTxWIxrj58B993qufYqFLKMR90dXXgFxCscv8N73cY16cemtYogbwWxgiN/Jb6X8DaHA0qSws4mRkrpl4XtDHH9D8b4erDt2o/Xxl58zEU41eewlkvPwR8jkAeMyPUcnXEnKFN0a5+GegIhegy8dsSPIlJKZi4+gw2T+mIB7vc5dvXH76Dp2++wNnBGsM718DcrZflo/0AYKivi4SkjIskyWollHe2Y4CvwoVzZ3H50rdijA6FC2Pz1h1wq6h+iqXv8+cQiUQoXlz1spSxqUsIGRurLpQjC3qiY5Q7rX7mejHR367XslVrNGzUGNu2bsa2rZsBSNP5F6QGcQsXzMOXz59x+uy350IikSAxMTHD0Xxzc3Pkt7PDh4AAhIeHK6RAU85Ys2olHty/hw2btqqcl/49Wbp6aGgopk6agMH/Gwr3UaNhbmGBE8ePwWPkCKxasQxFixbD/4YOU6sNT1OzRZxVvAdkS2gZpfN6BQBj2XsgWr33gIzPk8fYtXO7/P9GRkZYtGQ5uvfspXCcoaEh5s5fiAF9e6FShW8dCH8OHoKy5crB7+VLrFqxDBMnT4VD6og+IK1rYGhomOEX7BIlpDVOHnt7M8DPBp8/B+HalUvQ0dFB+05d1T4v8OMHTB47GgAwbvI0pVUdYmJiMHbUCBR1Lo6/PMb8dDufP5Uur1rMWfXfAXMLcwwfORqt2rRDkaLSQN7nyWPMnTkF9+/eQac2zXHl1n2Y/0QNgOioKPw19E8AwP+GuyN/fsUaPjPnLkTnts3RsvG312nDJs3QpFkLhIWGYt7s6ejeuy/cKn0rbpaQkAB9ff0MA37Z+/7pk6xn/5B2+vDhg0KRve/ffz/jypUrmDt3LtasWYOqVavi9evXcHd3x6xZszBlyhS1r8MUfdIIC7ZfgVHNSbCsPw0Vey7HjpMPsWZ8OxyY31OtteYXj2yJmuUd8TYwFO6LlAsGCYXSLzh6ujroNukfnPPyQ3RcIp6/+4oOY3fi45cIFLbLg66NyyucV9etCO5sGwE9XR00GbEJNo1moESHhViw4yp6N3fDpbV/wtpSvQqhNnmkXwLTS8G/cPc1Hr4IhJmxAY4t7oNKpQrBxEgfVV3scXRxH+jqSN/O3y87t3R0axjo6eKvhcfUakdm9p57jOV7b+KFfzDiEpIRGByFfeefoNbAtQiJiEXruqVRxcVe6Zw//rcBK/bewPrDd9B90h6MXCz9PSwZ1RIfvkRiaWrV/E4NyuLFQU+EX56BoDOTMW1Qw3S/gIanFmC0tlQ9cva7O3X2AuKTJQgKDsf5y9dQrJgzGv1RFwvmqb9aQHCwtJPK8j8e3B4+dgJr1m3EwEGD4Tl2PLzuPUKtWrXx7u1bLF28EKNGj0GRokWlxdqGDIa1pSnymBnBrbyLQsGy71nlkU7rCQlW3fFG2ScgIAAzpk1G7Tp10atPX7XOkY3Wp6SkoEnTZli2cjWcihRB3rx50adff8ydvxAAsPDveWq3Izi1GFJOd/CMnzgZ8ckShEfH4/4jH/Tu0w/DhvyJTu3bKBV+7Na9By5dvYkR7qPw5+Ah2L33AJatXA1AWnvC3sEBo0ZLA739+/aiRDFHWJkbw84mD6ZPnZxuGnUe2es/hK//7HD4wF6IRCLU+6MhbNNJs/9ebGws+nTvhNDQEDRv2Qb9Bg5WOmbO9MkI/PgBC5eu+iXBh/zvQJo57mmVK18B02fPR8XKVZHHygp5rKxQp159nDx/FdVq1ELAe39s2bjuh+8vEokweEBvvH39Cm6VKmP85OlKx9SqUxeXbtzFXx5j0Kf/IKxYuxG79h0GAMyaNgkSiQRTZ0iXl7x2+RJqViqPQtZmKGxrCY8RQ5CQkKDy3t/eAyE/3H7SLubm5gqP9N5j1tbW0NHRwZcvitm/X758Qf78qt/vU6ZMQa9evTBw4ECULVsW7dq1w9y5czFv3rwsTXdhgE8aJTEpBc/ffcWoJf9izYFbaFGrJIZ2rJbhOWN718Pg9lXxOTQarUZtU5miLkspf/7uC+77flTYl5Qswr7z0hGc2hWc5NvzmBlh9+xu0NMVou3o7bj28B1i4pIQ8DkCMzdewPrDXnAsYIWR3TKeMypjYSodSYyOS79id7eJe/Ds7RdULFUI1zcNQciFabiy4X+wyWOC2ZullfXTdhC0reeCVrVLYfHua/ALyN4/Tp9Do+XLATaqqpyKd+fZB4xbeRojFx+XL43Xtp4LGlZxhueyk0hKFqFCiQLYNr0zXvgHo9O4Xdhx8gHG962PIR1U/46j4qTznixMjVTuJylLS0vUqlUbR/89BTe3ipgxbQru37un1rmRkdKsCjNTM5X7TVKr5sfFqS4mGRsbm+H5P3o90+/WNdbT00O/AQOxcs06zJozDyVLSYtNenq4wyZfPowdL01vmzRhHLZt3QzPseOx98BhGBuboEPbVghKU7ApLbPUXvq08/spZ4z6axiSkpKwcrX6gUHaVRx69emntF/WUfApMBBvXqtXv0X2Hkh77e/vF5/O6xUA4mTvATP13gPfMzQ0hEuZMli2cjWGDBuBUydPYM3qlUrHVateHX8vWoLlq9agfYeOEAgEOHL4EC5eOI9FS5bDwMAADx88QN9e3VGyZCnsP3QUvfv2x4J5c7B2teo52rJRqki+/rOFLD2/k5rp+cnJyRjQqyu8Hz5Ateo1sX7rTqVjHt6/i80b1qJztx6o84uyLmT1I77/3M2Mjo6OPIPg0oVzP3x/T/dhOHf6JIo5l8A/B4+nWyS2ZGkXTJ05F4tXrEH3Xn2hq6uLRw/vY/eOrZgweTryWlsj6FMgenRuC2MTY2zbvR8jPcdj946tmD19sspryv4GREVG/HD7KR0CDXxkgb6+PipWrIiLF79lD4rFYly8eBHVqytPqwGk332+zyiRTanMysr2DPB/kKOjI5YtW5bufn9/fwgEAnh7e2d6LXWO3bZtW7o9p78rWbp5elXjAWBg2yqYMbgRIqLj0Wb0drxNZ75+wOcIAMD7oAiV+98HSdM+ZaPsAOSp8neffcCnEOXiSYcvPwUA1HJ1zOQnkYqMkfYef59ir9DOLxGo2ncVekz+Byv33cTGo3fhsfRfuPVYjq/h0lTR52mmBTSvKU2vbFC5GM6uHKDwkC1Rt3hUS5xdOQA9mysXiMoqWb2B/Hkz/xJgqK+L+cOb4cQNX5y5LS0I5d61FmLik9Bz6j84ccMX41aexrWHb+HRQ3UniYWJtNc0MoYFoNShp6eHDp2ly2ypW9VbtqxSein2sgJfgYEfVe6XbbcvXFit+2V6vY/S7Q4OmV/vzOlTOHXyBP5etBRGRkaIjY3Fpg3r0L1HL0yYNAVt2rbDrj37EBsbi/VrV6u8RlRqcMfP35x36uQJGBsbY8Sw/6Fxg3ryR68e0lTmT4GB8m2fP38GIJ2GIlO4sKPSNY2NjeVLPaa3TNH3ZO8BWTp+WrIijuHh4fLOp+/JXssOar4HMtK9hzQ9/8TxzDOy4uPjMX7saLRo2QrNmrcAACxfthimpqbY9c9+tGrdBn8vWoLadepiyWLV9Q0io6Svfwu+/n85vxe+8HnsDRNTUzRv2SbT48ViMYb92R8Xzp1B2XLlsfvAURgZKXduy1Yi8X32FK2bNlB4XDovDbKX/j0frZs2wPJ0fu/fk3X0xGRxmgkAFCkqnT745cvnLJ8LADOnTsTObZtRsJA9Dv17GnmzsMSlRCLBOI+/4FKmLPqmZjps3rAWCQkJ2LzjH7Rs0w6jx01Ep67dsWXDWpUdy7K/AeYWlj/Ufvq9eXh4YOPGjdi+fTt8fX0xZMgQxMbGol8/aQd07969MWHCBPnxrVq1wtq1a7F37168e/cO58+fx5QpU9CqVSu1aycBnIOfbezt7REUFJTltXbT06VLlyxXUNR2Ialz0NNLz+7UoCyWebRCbHwS2o/ZgSevVI/QAYC3n3ROfh4z1fNx85hL0+zTFo8rmC+1VzdWdVqXLGBPuxRcRoLDYxXulR6RSIzDl5/KOxBkqpWRftG8rqICf9UyDkrbZFyLSwunqarcn1Wy5y8uIfN1w8f2qYd8VqYY89e3CuXFC9vA730IYtJkMdz3/Yg6bkVgZmyA6DjFSqWy51ZWgJAyZ51X+pmkbsq5jY00GAoPU905Vq68dNqK96OHKvfLtpctW06t+5Ur92uul5iYCE8PdzRo2Aht27UHALx98wbJyckKxdIcnZxgY2MDX9/nKq8Tnrr8krWNjcr9lL0iIiJw/ZrqIocJCQnyfYmp6bUWFhZwdHKC/7t3iIgIVzpHLBbLszFUjcirYpMvH0JDQxEWFqY0Cm9paQl7Bwd8CAiA96NHqFmrlsL+Dx8+ICQkBA6FCyvM2fxRsu8U6qTM/z1/Lr5++YKF55bJt/m9eIHiJUoq/ByVKlfB9WtXERUVpdRG2TJ71tZ8/f9q+/dKa9W0bN023ZojaY0f7Y7DB/aiqHNx7D96KtNOF58M5oy/8nuBV34v1O50kv8dCFd+T2VGtoSdOj/j91YsXYQVSxbCxiYfDh4/jYKF7DM/KY3dO7bi0YP7OHHusjw4evXyJfLmtYZDmg5At4qVsXf3Trx7+xouZRT/tsg+R37V93n6vXTp0gXBwcGYOnUqPn/+DFdXV5w5c0ZeeC8gIEBhxH7y5MkQCASYPHkyAgMDYWNjg1atWmHOHPWnVgIcwc82Ojo6yJ8/P3R1f00fipGRkXzUgaRqV3AEAJWj8k2qF8emKR2RIhKjy8Td8jXi03P2th+SU0RwKZpfvm67qnt5+33rJPgSKh3NKe9cQD6HP62KpaTVvmWj/5l5/u4LklNE8iXkssLWyhTt6rsgJCIWR1PT3wHgzzmHYFRzksrHtYfSJV8aDNkAo5qTMGfLpSzf93ut60qX+Pm+iOH3nApaYVS3Wliy+zr8Pyk+P0aGiuszy5YHlEA5Nalk6uoHjzPovCFFsoDIKU0V7oyUdnGBrq6ufNm571WvURMWFhZ4++YNHqvIQjpy6CAAoHkL9arXN2rSFEKhEDdvXFcaYU1MTMSpk/9CR0cHTZpl3OG5bMkiBLx/jyXLlFOZ4+IVR2lUpcQB0rTUoE+fYO/gwAJ7uSA+WaLy8eKVtDOySNGi8m2FHR3l57Vo2RoAcO3qFaVr3vHyQlJSEoyMjFC8hOqCYd8rm9rp9Cqd90CzZtLR8SOHDyrty+rrPzOy92+RIhm/f9++eYOlixfCw3MsnIooVv6O//71n5p5oKrWyYsX0hVnyru6/miTSQWJRIJD+/cCADp365np8XNnTMWWjetQyN4Bh46fhk0G3wfHTZqKkJhklY+uqRkgazZtQ0hMMlatV299d5fUDtXXr1S/BzLy77EjAIByrlnLEtyxdRNmTpkAC0tL7D92UmWRy4xERkRg9rTJ6NytB6pWr6mwLz5BMesvNnXkXihQ/jvg91Ja7bxMufJK+4jUMXz4cLx//x6JiYm4c+cOqlatKt935coVbNu2Tf5/XV1dTJs2Da9fv0Z8fDwCAgKwevXqLGcRMsBPR7169TB8+HAMHz4cFhYWsLa2xpQpUxTmP8TFxaF///4wMzODg4MDNmzYIN/3fdp9eHg4evToARsbGxgZGcHZ2Rlbt25VuOfbt29Rv359GBsbo3z58gprJH6foj99+nS4urpi586dcHR0hIWFBbp27apQpTc6Oho9evSAiYkJ7OzssHTpUtSrVw8jR478tU9WNrG2NEa/VpVgZKCntO+PykUxZ2hTAJDP+5apXtYBe2Z3g0AgQK+pe3HxbubzLEMj47Dj5EOYGRtg8aiWCoX7ejSrgIZVnBGfmIxdae51/s4rJCQmw6mglVIhOGcHa0wdKF338kiagDsjcQnJeOwXBDtrcxSwVj3SU9opHwy+W/O9oI05DszvCXMTQ4xfdTrTyvPqKGBtDu89I+G9Z6TCdmtLYwxuXxWm300jMDHSx4oxbVDFxQFBIdE4dlX1aKjMIvcW+BwajUU7FUfmfN99QSlHG5RPnT5gaqyPFjVLIuBzuMKovkylUoWQmJSCu08//MBPqZ1u3byJc6kpmmklJydjzaqV2LN7J4yMjNCxUxe1rmdiYoLyrhXwOSgIgYGBSvv19fXxv6HDAQAj/xqmkKa8fOkS+Pg8Qe06dZUq969dvQrly5TElEkTFLbb2dmhc5duSEpKgvuIoUhJ+fZ6njh+LIKDg9Gte88MOzwDAgLw9/y5GOE+SiGIK1qsGAwMDHDowH4kJ0tXwzh+7ChiY2NRurSL0nUe3L8HiUSC2rXrZvQU0X/MiL9GQl9fH+vWrMIdLy/59pCQEIwZPRIA0LtPP7WLj9WsKZ0i9OC+6roVw0a4Q0dHB5s2rFO43+tXr/D3/DnQ1dXF8BHuCucEBgaifJmSKF+mpML24OBgbNm0UWWq8MUL5zFpwlgAqusLpOXp4Y78dnbwHDteYXup0i7wff4c3o8eAZB+Tzh58l/YOziorBFw/95d6Ovro0rVjGvdUNbcvnkDHwLew65AQdSum/E8+bWrlmHJwnnIZ5sfh/49g0L26WfkZZdqNaSZKY8e3le5f93q5Qj8qPh3WCKRYNvmDVi3ajkEAoHKYoDVKpRBtQplEPRJ8W/L8SOH4Ok+DCampth76DjKlnPNcpvnzpyKxKRETJs1X2F7yVKlERsTg1MnpIV+k5OTcfzIQRgYGMBRRcfZo9T3fY1adbLcBsqYbJk8TXpoCqboZ2D79u0YMGAA7t69i/v37+PPP/+Eg4MDBg0aBABYvHgxZs2ahYkTJ+LgwYMYMmQI6tatixIqRgWmTJmC58+f4/Tp07C2tpb3zKQ1adIkLFq0CM7Ozpg0aRK6deuG169fp5sF8ObNGxw9ehQnTpxAeHg4OnfujPnz58vTODw8PHDz5k0cP34ctra2mDp1Kh4+fAjXTHriExMTkZj4LRVaVlzlZzWtXgIT+tWT/19fTxpEX93w7UN/3tYr8vnYxob6WDO+HRa6t8Cjl4EI/BoFYyN9ONvnRUlH6Zf7FXtvKIxYA8Chv3vD2FAf7wLD0KpOabSqU1qpLbeevMe2fxX/UE1cfRpVXOzRrYkrapYvjIcvAmFva4mKpQohJUWEYQuO4uPXb8u4fQ6NxoTVZ7B4ZAuM7V0PHRuUxWO/IFhZGKOqiz0MDfRw+tZLpQ6IjJy+9RKVShdCHTcn7D2nnF43sntttK5TGt5+n/A5JBo2eUxQo1xhGBroYe7WS9h9+pHa98qIrq4QJQorp2QaG+pj2ejWmDWkCR74fsTn0GhYW5rAtXgBWFuaIDwqHj0m71FYSvB7zWqUQPOaJdF5/C6lzoile66jS6PyOLNyAK4+fIvyznawz2+J4X8fVbqOU0ErFLK1xNnbfr+kU0NbvHn9Cn8O7Adra2tUcKsIK6u8CA0NwdOnPvgcFARDQ0Ns2LxNaR3XjDRr3gIP7t/DtatX0K27cjGo8RMn49LFC/C6fQtlSjmjZq3aCHj/Hvfu3oGNjQ3Wb1QeJQoNDYHfy5f4rKK43cIly3D3rheOHj6E8mVKwq1iJfg+e4Znz56imLMzFixakmF7x43xgGWePJgwSXFJGWNjYwwZNgLLlixC1UquKFrMGRfOnYW5uTkGD1FeMk02Atw0df4yaYbCjo5YsWothgweiEZ/1EHVatVhYWEBr9u3EBoaigoV3DB73gK1r9ekaTMIBAJcu3oF4yZMUtpfvEQJzJ2/EOPGeKBh/dpo0LAR9PT1cfH8OcTHx2Px0hUoWqyYwjkpycnwe6k8GhoXG4thQ/7EmNEjUcGtIgoWKoS42Fi8euWHl6nrJo9wH4V27Tuk295TJ0/g9KmT2HfwiNIc7VGjx2Df3j1o2qg+6tb/A4+9H+Hjhw8qCxm+ffMGgR8/onGTpirnetOPO5Cant+hc9cMl2jzeeKNqamdOoUdHbF0oerVH3r26S8PwrND9Zq1YWJqipvXr6ncv371SkybOA7lXCvAobATEhMT4PvsKd77v4NQKMS8hUvhWkF5eVZZRoCswxWQrlrxvwG9IRaLUbiwI7Zv2YjtWzYqndu8ZRs0b6W6dsFTn8fYtnkDZsxdgHzfrUHef/AQrFuzAoP6dEf9ho3x7s0bvHzxHO6jxyq9zmNiYuD96AGci5eEo5NiJgzRfxkD/AzY29tj6dKlEAgEKFGiBHx8fLB06VJ5gN+8eXMMHToUADBu3DgsXboUly9fVhngBwQEoEKFCqhUqRIAaZG+73l6eqJFC+kXyRkzZsDFxQWvX79GyZIllY4FpHMJt23bJu9179WrFy5evIg5c+YgOjoa27dvx549e9CgQQMAwNatW1GgQIFMf+558+ZhxowZmR6XVdZ5jFHFRbnnOe026zzf5mgFh8di4urTqF2hCEo75YNbyYIQCgT4HBqN/ecfY9Oxeyrnm+cxl35AOxW0glNBq3Tb832AHxWbiHqD12Fs73ro8EcZNKtREjHxSTh54wUW77qqMs1/3SEvPHv7BcM71UBlF3u0rF1KOhL/Kgh7znhj07G7SsvWZWTHyQeY0LceOjcqrzLA//fac9hamaJsMTtUL+uA8OgEnL/zCiv331L5XPxqYVFxWLTzKqq42MPZ3hrVyjhAJJbAPygcu049xMp9t1QWHJTR19PBQvcWOOflh3+v+yrtf/rmCzpP2I1pgxqiWY0S+BIag8lrzmDzMeWRsy6NpOlyW/9Vrxr876J2nboYO34irl+7Ch+fJwgNCYG+vj4KOzqiXfuOGDb8L6VgIzO9+/bHvDmzsH/vHpUBvqGhIc5euIyFC+Zh3949+PfYUVhZWaFX776YOmMWChUqlKX7WVtb4/qtu5g9czr+PX4Ux48eQT5bWwwd/hemTJuRYarapYsXcPTwIWzf9Y/KOdYzZs2BRCLB3j278Ob1a1Rwq4gFC5eozAjYv+8fWFtbo03bdllqP+W+Pv36w6lIESz6ez7u3b2D+Ph4OBUpgiHDRmCkhydMTNRfWtPRyQl/NGiIK5cv4fPnzyqXN/pr5CgULVYMSxcvxM0b0iU/3SpWgofnWDRv0VLte9nky4c58//G9atX8Pz5Mzx8cB9isRj57ezQqUtXDBw0GHXq1kv3/MTERIwZPRKNGjdB6zZtlfaXLVcO+w8dxYypk3H65AnY5s+PWXPnY+CfyqOr+1IrvPcbMEjt9lPmEhMT8e8x6fJtnbp2z/DYyIhIeebovTteuHfHS+VxNWvXzdYA39TUFO07dsHObZvx8ME9uFWsrLB/6IiRuHzpAl76PoffC18kJyfDNr8dOnXtjkFDhisdn5H4+Dj5MpDPnz3F82dPVR5n7+CYboA/fvRIFC9REgMHK3fc2trmx4GjJzFt0jhcOn8WFhaWGObuoXLpvVP/HkVCQgJ69euvdvuJ/gsEkqzU3P+N1KtXD0WKFMGWLd9Gno4dO4aOHTsiISEBRYsWxbBhwzBmzBj5/vLly6NDhw6YOnUq/P394eTkhEePHsHV1RWnT59Ghw4dULx4cTRu3Bht27ZFjRo1AEB+7N27d1G5svRDMDw8HFZWVrh69Srq1KmDbdu2YeTIkfLiQNOnT8eBAwfw7Nm30eulS5di5cqVePv2LR4/fgxXV1e8f/8eDg7fAmg3NzfUqVMnwxUAVI3g29vbw6DKaAh0f349VcrYvrk90KxmCTi3+xtfwpSrNpOU956RMDXSR4mOiyASqb82aEbCr2atiMnvpHPHdjh98gRevfuQ7vqt2sTr9m3Ur1MDHp5jMScLo72knf49fgydO7TFvL8XYeSo0bndnGwnkUjgWrYUYmJi8PK1/y+rJ5STYhOZ2fUr+TzxRv0alTFw8FDMX7w8t5uTIzq1aY47t2/C2/ctrPLmze3mKImOioJTgbyIjIz8JUU8c0pUVJR0+nOvbRDqZ734Ym4RJ8UhZGdfjXi+OQf/J+jpKc4NFwgESvNeZZo1a4b3799j1KhR+PTpExo0aABPT890ryeb55He9bJ6/6wwMDCAubm5woNyzoyN5yEUCDCyW/b1xmu61nVKo0RhG8zcdPGXBfeUsWnTZ0EsFmPZkkW53ZQcsXjhfFhaWmL0mHG53RT6D2jVug0qVa6ClcuXKnSAa6vjx47C7+VLTJ02UyODe/r1ypZzRZt2HbFn5zYEq7nEpCZ77P0Qly+ex5ARo/6Twb02yO359No8B58Bfgbu3Lmj8H8vLy84OztnaR3CtGxsbNCnTx/s2rULy5YtUyjK96sVKVIEenp6uHfvW/pyZGQk/Pz8su2e9Gs8f/cVu04/wqB2VWGTzhKAv7sJ/erj6ZvPWapvQD/HpUwZ9OzVBxvXr1V7/XBN5f3oEU78exye4ybAyir9aT70e5m3YCE+BQZiyybl+cDaRCKRYN7smXBxKYNeffrmdnPoP2TyjNlITk7GymXa39G7aP4c2Njkw4hRnpkfTPQfw27ZDAQEBMDDwwODBw/Gw4cPsXLlSixevPiHrjV16lRUrFgRLi4uSExMxIkTJ1CqVKlf3OJvzMzM0KdPH4wZMwZWVlbIly8fpk2bBqFQqFE9UL+r/807jP/NO5zbzfjPqt5vdW434be0ftMWrN+k3rJKmsy1QgXEJ3P2GimqVbvOb/G6EAgE8Lr/awq2knZxKlIUQeHKKzxoo517D+V2E4h+GAP8DPTu3Rvx8fGoUqUKdHR04O7ujj///POHrqWvr48JEybA398fRkZGqF27Nvbu3fuLW6xoyZIl+N///oeWLVvC3NwcY8eOxYcPH2BoaJit9yUiIiIiIkqPpqW9a1RbWWRPtXr16sHV1TXDYnSaJjY2FgULFsTixYsxYMAAtc+TFcNgkT3SdiyyR0SkHVhkj7SdphfZy9dnh8YV2fu6vbdGPN8cwddijx49wosXL1ClShVERkZi5syZAIA2bVQvK0JERERERESaiwG+llu0aBFevnwJfX19VKxYEdevX4e1tXVuN4uIiIiIiIh+MQb46bhy5UpuN+GnVahQAQ8ePMjtZhAREREREclxDn724TJ5RERERERERFqAAT4RERERERGRFmCKPhEREREREeUcQepDU2hQWzmCT0RERERERKQFGOATERERERERaQEG+ERERERERERagHPwiYiIiIiIKMdwmbzswxF8IiIiIiIiIi3AAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOYZz8LMPR/CJiIiIiIiItAADfCIiIiIiIiItwBR9IiIiIiIiyjFM0c8+HMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUcwSpD02hQW3lCD4RERERERGRFmCAT0RERERERKQFmKJPREREREREOYbL5GUfjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKMZyDn304gk9ERERERESkBRjgExEREREREWkBBvhEREREREREWoBz8ImIiIiIiCjHCKBhc/ChOW3lCD4RERERERGRFmCAT0RERERERKQFmKJPREREREREOYbL5GUfjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKOYLUh6bQoLZyBJ+IiIiIiIhICzDAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVGOEQgEGrW2vCa1lSP4RERERERERFqAAT4RERERERGRFmCKPhEREREREeUYpuhnH47gExEREREREWkBBvhEREREREREWoABPhEREREREZEW4Bx8IiIiIiIiyjECgfShKTSprRzBJyIiIiIiItICDPCJiIiIiIiItABT9ImIiIiIiCjHSFP0NSfvXYOayhF8IiIiIiIiIm3AAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOUfDlsmDBrWVI/hEREREREREWoABPhEREREREZEWYIBPREREREREpAU4B5+IiIiIiIhyjEAggECDJuFrUls5gk9ERERERESkBRjgExEREREREWkBpugTERERERFRjhFo2DJ5mtRWjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKMUKhAEKh5kxsl2hQWzmCT0RERERERKQFGOATERERERERaQGm6BMREREREVGO4TJ52Ycj+ERERERERERagAE+ERERERERkRZggE9ERERERESkBTgHn4iIiIiIiHKMQCCAQIMmtmtSWzmCT0RERERERKQFGOATERERERERaQEG+ERERERERERagHPwiYiIiIiIKMcIBJq1trwmtZUj+ERERERERERagAE+ERERERERkRZgij4RERERERHlGC6Tl304gk9ERERERESkBRjgExEREREREWkBBvhEREREREREWoBz8EltAaenwtzcPLebQZRt8lQenttNIMp24fdW5XYTiLKdoZ5ObjeBKFslafhrnHPwsw9H8ImIiIiIiIi0AAN8IiIiIiIiIi3AFH0iIiIiIiLKMQKB9KEpNKmtHMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUYwTQsGXyoDlt5Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHCMQaNba8prUVo7gExEREREREWkBBvhEREREREREWoAp+kRERERERJRjBAINWyZPg9rKEXwiIiIiIiIiLcAAn4iIiIiIiEgLMMAnIiIiIiIi0gKcg09EREREREQ5hsvkZR+O4BMRERERERFpAQb4RERERERERFqAKfpERERERESUY7hMXvbhCD4RERERERGRFmCAT0RERERERKQFGOATERERERERaQHOwSciIiIiIqIcw2Xysg9H8ImIiIiIiIi0AAN8IiIiIiIiIi3AAJ+IiIiIiIhIC3AOPhEREREREeUYgUCgUWvLa1JbOYJPREREREREpAUY4BMRERERERFpAaboExERERERUc7RsGXyoEFt5Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHMNl8rIPR/CJiIiIiIiItAADfCIiIiIiIiItwACfiIiIiIiISAtwDj4RERERERHlGIFA+tAUmtRWjuATERERERERaQEG+ERERERERERagCn6RERERERElGO4TF724Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHMNl8rIPR/CJiIiIiIiItAADfCIiIiIiIiItwBR9IiIiIiIiyjFcJi/7cASfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRjuEc/OzDEXwiIiIiIiIiLcAAn4iIiIiIiEgLMMAnIiIiIiIi0gKcg09EREREREQ5RiCQPjSFJrWVI/hEREREREREWoABPhEREREREZEWYIo+ERERERER5Rguk5d9OIJPREREREREpAUY4BMRERERERFpAQb4RERERERERFqAc/CJiIiIiIgox3CZvOzDEXwiIiIiIiIiLcAAn4iIiIiIiEgLMEWfiIiIiIiIcgyXycs+HMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUYwTQrKXnNKipHMEnIiIiIiIi0gYM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUY4QCAYQaNAlfo9qa2w0gIiIiIiIiop/HAJ+IiIiIiIhICzDAp99ScHAwxo/1RDmXEshjZoQC+axQvbIbJowb80PXmzt7Joz1hXjq46O0TyQSYcWypajkWhZ5zIxgb2eDHt0644Wvb5buERcXh+PHjuJ/gwagnEsJWJoaIq+FCaq4lcfc2TMRExOj8rz3/v5o36YlrMyNYW9ng1HuI5CQkKDyWK/bt2GsL8SmDetV7g8KCkIeMyO4Dx+apbaTVMpXbyS9O43E57uQ8GQjEh6vRcKz7Uh6fwHi+FCl4yUSCcQxn5D86RYSX+5HwpMNSHi8FonPdyL5wxWIE6NU3ifx1REkeK/O9KGKKPwVkl4fRYLPJiR4r0XC0y1IensSoujAH/qZJSmJSPDZhKR3Z1TfL+wlEl8dkv5sT9Yj8eUBpIQ+g0QiSfea4rgvSPI/g4SnW6VtfLIRia8OIyXUN8Pz1CGO+SR/fpIDLqluc/RH6e8j9XeREqL8vpdJ+fIACd5rVf5+AUAU8RYJ3qshCn/1U+3+HTVuUA9GeoJ0H+fOqn7NZWbwwP7Ia2GCr1+/Ku2Lj4/HzOlTUbZ0cViaGsLJoQAGD+yPwMCsvT8iIiKw95896N2zG0o6O8HcWB82ecxQu0ZVrFqxHMnJySrPe/L4MRrWrwNLU0MUKVwQs2dOh1gsVnns/n17YaQnwPlzZ1Xu9370CEZ6Aixe9HeW2k45IzQ0FI6FbGFqIES5Us4qj/n44QM2rFuDwQP7wa1caZgZ6sDUQIhrV6/81L337NoBUwMhzpw6mW33S05OxsXz5+DhPhyVK5SFjaUJrC2M4VauNCaO80RwcLDK80JDQ9G/T0/YWVuggI0lBvbrjbCwMJXH+r97B2sLY0ybPEHl/vj4eBQtXADtW7fIcvvp5wkEmvfQFALJz34bIq0XFRUFCwsLfAmNhLm5eW4356c9fPAArVs0QWhoKEq7uKC0SxlER0XB1/c5Aj9+RExCSpau9+XLF5QpWQyNmzbD7n/2K+wTi8Xo1qUjjh89AktLS9T7owFCQ0Jw4/o1GBkZ4cz5y6hcpYpa99m6eROG/m8QAKBkqVLydnvdvoXo6GiUKFkS5y5eRb58+eTniEQiVKpQFi9fvECjxk3w9csXeHs/wsBBg7FyzTqlttasWglCoRDXb9+FUKi6/2/0KHdsWLcGDx8/g3Px4ll5qv7z8lQenq3XT/DZDIiTITDKC4GeKQBAkhAGSWIEIBBCz7EZdCwc5ceLEyOQ5Ltb+h9dYwiN8wECIcRxX4DkWECoB/0iLSE0LaBwn5QvDyBOiFDZBkn8V0gSwiAwKQAD53YK+5IDb0AU/BiAEEJTO0DXCJLESEjipV+0dAvVg661S5Z+5uTAmxAFe0O/RFcIjfIq7vtwBaLQZ4BACIFxfgh09CCO/QyIEiHMUxL6hRsoXU8U8QbJ/mcBSCAwsoHAwAJIiYc4JgiAGMI8ztAv3DhLbZSRiEVIerlX+vsAoGNVCnoOfygcI06MQtKLPYBACKFZIYjjgoHkGOgVbgydPIpfwiVJMUh8sRs6eV2gV7CW6ntKJEh6uQ8QJ0O/VHcIBDo/1PasCL+3KtvvkRMaN6iH69euom37DjA1MVXa7z5qNMqULZulaz718UHVSq5wHzUac+crBr4JCQlo0rA+7t7xQn47O9SsVRvv/f1x/95d2NjY4OoNLzgVKaLWfaZPnYwF8+ZAIBCgfHlXFCteHCHBwbh96yYSExNRo2Yt/HvqLIyNjeXnREVFwaVEUURHR6Nho8Z49coPfi9fYuaceRgzdrzC9WNiYlC+TElUrFQZ+w8eSbcdndq3wY3r1/Ds5RtYWVll4Zn67xOJNfvr7eCB/bBn1w5IJBIUKVIUT3yVOwFXr1iGcWM8lLafOncJderW+6H7JiQkwLVMCdja5sfVm3ey7X6XL15Aq+bSz+rChR1RvoIbUpKTcefObYSGhMA2f36cPncZxUuUUDivTYumuHjhHGrWrgOJRIJbN66jYaMmOHritNI9unRoC2/vh3j4xBcmJiYq27Fq+VKMHzsaJ85cQL36f6g85r8qKioKBWwsERmpWd/PZXFF/YUXoGuk+vfyX5QSH4vLYxpqxPPNInv0WwkODkablk0RHx+PA4ePoWWr1gr77929m+Vr/j1/LmJiYjBmrHIP8fatW3D86BEUc3bGhcvXYWtrCwA4cvgQunfpiH59esDbxxe6upm/FfX09DBg4J8Y/tdIlCxVSr49KCgI7Vu3gLf3I4wZPRLbd+6R7zt65DBe+Ppi1tz58BwzDmKxGG1aNsO2rZsxcco02NnZyY/dtGE9Hj/2xuVrt9IN7gHAw3Ms1q1ZhRnTp2DXnn1qPUckpe/UHAJjGwiEir/vlBAfpHy8huQPlyA07wuBQPb8CyA0s4dOPjcITQtCkNp9LBGLkPLxCkRhL5D0/jwMSvdUCAx1bSum24ZEvwMAAB0rxS9N4vgQaXCvYwB95/YQGn77si8Kf4Xk9+eQ8ukGdPI4Q6Cjr9bPK0mOhSjEB0JzR6XgXhTxRhrc6xhAv2hraedF6jlJb45DHP4CInN76OT51okkkYiR/PEqAAn0CjdS2CdOCEPSq8MQh7+CyKo0dMwKqdXGtFK+3IckMQI6VqUhCnuu8hhR8CNAIoJ+sbYQmuSHJCUBiS/2IOXLfaUAP/nTTUCoD9386XfiCQQC6NpWRPL7cxCF+kLXukyW2/27m79gEQo7Ov6Sa82YNhk6OjoY6eGpfJ+5s3H3jheqVquOE6fPwdRU2qmwfOkSjB87GoMH9ce5i1fUuo+JiQk8PMdi8JBhcHBwkG9//eoVmjdtiFs3b2D+3NmYOXuufN+mjesREhKCHbv3olPnLkhISECtapWxZOECjBw1Gnp6evJj582ZhfCwMCxctDTDdniOnYAT/x7H4oULMGfeArXaTtnv8qWL2L1zO/oNGIStmzeme5yjUxEMG+GOipUqw61iZYweOQIXL5z7qXtvWr8WHz98wN+Ll2Xr/QRCIdp37Iy/RnqgUuVvn5GRkZHo06MrLpw/iyF/9sfFqzfl+x7cv4eLF85hwKDBWL5qLQBg+JBB2LZlMx4+uA+3ipXkx54/ewYnTxzH9t170w3uAWDAn//D/LmzMH3KRFy54fVDPwvRfw1T9Om3MnvGNISEhGDu/IVKwT0AtUfTZeLi4rB753a4uJSBa4UKSvtXLF8CAJgz7295cA8A7dp3QMtWrfHm9Wv8e/yYWvfq2bsPVq1drxDcA4CdnR2WrpCmWx87chhJSUnyfU8ee0vP7dUHACAUCtGzd1+kpKTA9/kz+XGhoaGYMW0yevXui6rVqmXYjoIFC6Juvfo4fvQIvnz5olbbSUpoaqcU3AOArnVZCPTNgZR4SBK+pRoKDSygX7Q1dMwKyYN7ABAIdaBbqC4g1AeSYyCJ/azW/cWJEZDEfQUEOtCxLKq4L+YTAEDHsphCcA9AGtQb5gXEKZAkhKv984pCfQGJCDpWJZX3hTwFAOjmc5UH9wAg0DOBbupod8rXRwrnSBLCgZR4CAwsFYJ7ABAaWkEnj7TTQhKnnFqdGXF8KERfH0LHqjQEJvkzOC4EAgNLCFOPEegaQsfCCZKEcEjEom8/X/RHiCNeQ69A9Uw7RIQWToBQT/6cUO748OEDTp08gUaNmyhkQgFAUlIS1q2RZj4sW7FaHtwDgPsoD5QtWw7Xr13FwwcP1LrXmHETMGfeAoXgHgCKOTtj1pz5AID9+/5R2PfE2xtGRkbo2KkzAMDQ0BBdunVHREQEAt6/lx/3ys8Pq1Ysg+fY8Zl2fFStVg1FixXDjm1bFP52UO6Jj4+H+7D/oWSp0nAfpdzRlFaLVq2xYNFSdO7aHcWcnRX+TvyoTRvWwcrKCs2at8zW+9Wr/wd27N6rENwDgIWFBdZu2AwAuON1W+G1LftO0yP1Ow0A9OrTX2EfIH2/jvFwR916f6BDx84ZtsPIyAht2rXH/Xt38dj7UYbHEv2I1atXw9HREYaGhqhatSruZjKYGBERgWHDhsHOzg4GBgYoXrw4Tp06laV7MsCn30Z8fDz+2bMLJiYm6N233y+55uGDBxAZGYnOXbsp7fN/9w4vfH1hZGSEZs2V53e1a98RAHDqxL8/3Y5y5csDABITExEa+m2ub0S4NBjLkyePfJvs3+Hh3wK1aZMnQiwWY9bc+Wrdr0vX7khOTsbOHdt+tukkIxuBVzNFWyDUhcDQEoB01FsdorCXAAChhSMEOgaKO4VqpobrGqp1mEQigSjMFxDqQWheWGm/ODXtX2haUGmf0KQAAAEk8SGQJEVnWxvTtjX54xVAxwC6BapnfHBKIvD9c6djCEACiJNSrydGSuB1CEzsIMxTQvka3xEIdSG0KAJJQqh0igLlih3btkAsFqNTF+XP89u3biIyMhJFihZV2ZnbrkPq5/nJX/B5Xk76eR706ZPC9oiIcFhYWCgEVZaWyp/nHiNHoGChQvDwHKvW/Tp36YaQkBAcO5p+Kj/lnHmzZ+Ddu7dYvmqtQlZGTrh+7Spev36F1m3b5/i907IrUADWNjYAgKCgb+8D2Xca2es+7b8j0rwHVixbDH//d1i0bIVa9+vUpTsAYMumDT/XcMoSgUCgcY+s2rdvHzw8PDBt2jQ8fPgQ5cuXR5MmTVTWeAGknVONGjWCv78/Dh48iJcvX2Ljxo0oWFD5u1JGGODTb+PBg/uIjo5GedcKMDIywtkzpzHW0wPuw4di5fJl+PTdlyl1nDp1AgBQu049pX1PnjwGAJR2KaPyD6VrBTcAwFOfJ1m+7/fevX0LQJrGn3YeZaHU0aFXfn7ybX4vpUGevb1034P797F1yyZMmTZTadQqPbK5dt8X4KEfIwp7CUliOAQGFtI55WqQSCTfgl9d44wPTiUOl74OdFQEndJAWwhRxGuIExQLFonCX0GSEAqBSQEI1W1fQhgkSVEQmuRXmbUAcWoRse+DZUgzFCCUvmfE8SHftuubQ6BvDkliBEThfgrniBPCIAp/CegYQMdCvXnQMqLQp5DEfoZegZoQZNI5INA3gyQpChLJt8JmksRwQKALga6R9HrBTyBJCIdewdpqfyGQ1VEQRb3P5Ej63ratm+E+fChG/jUcq1euQEBAwA9d59RJ6ee5qrnETx5LP89ln9vfk233+RWf5++kn+e2+RUzSeztHRAcHIyIiAj5Nj+/1M/z1M/6o0cO48L5c1i4eBkMDdXr6OLn+X/HU58nWLFsCXr16YuatWrn+P3PnEr/PZCTIiIi5AG7re2394HsO83rV98+/1+lvgdk+z5++ICF8+diyLARKFWqtFr3q1a9BvT09HD2TNZGSYkys2TJEgwaNAj9+vVD6dKlsW7dOhgbG2PLli0qj9+yZQvCwsJw9OhR1KxZE46Ojqhbty7Kpw7kqYsBPv02XjyXzqm1yZcPnTq0RdtWzbFy+VJsWL8WYz1HoUzJYti3959MrqLo1o3r0NXVVTmi8yH1S2bBQqrnAsu2BwT8/Bf61SuXAwAaN2kKA4NvAVOTJs0gEAgwZdJ4fP36FU99fLByxVIUKFgQ5cqXh0QiwSj34XBxKYPBQ9SvjO9UpAisra1x/97ddCvyU/pSvj5E0vuLSHp3Bokv/kFywAVAzwR6hRunmX+fMXG4H5ASD+gaQWhil/nxsZ8hSYoCdAwhNHdQ2i80sIRuwZqAKAlJL/Yh6fVRJPmfReLL/Uh+fw5Cc0foOzVT+2cUxwYBAATG6XQapQbDCiP0qSQpCd9Gw9PsFwiE0HNoCOgYIPn9eSS+3I8k/7PStr7YB4GeKfSLtsk0SFe4V1IMUj55QWhaUKkugSpCcwcgJR4pn+9BIkqCKOItxJHv5VkKkuRYpHy+Bx3rMhAa26jdDqGxdAqPbKoEqW/+3NnYsH4t1q9dDU8Pd5QpWQzz5szK0jViYmLw2PsR7AoUQIECBZT2f/iQ+nleMJ3P89TtH97/us/zlq3aKGxv0qw5RCIRJoz1RHh4OG7cuI5dO7bBza0ibG1tER8fj3FjPNCseQu0aNlK7fu5VUwtrnr96k+3nX6cWCzGsP8NgoWlJWbNzZ2VDW7dvAEAcKtYOVfuL7Nh3WqkpKTApUxZODo5ybfXqVMPRkZGmDdnJgLev8d7f3/MmzMTxsbG8oGWCeM8YWZujolTpqt9P0NDQ5QpWw4fP3yA/7t3v/inIW0TFRWl8EhMTFR5XFJSEh48eICGDRvKtwmFQjRs2BC3b99Wec7x48dRvXp1DBs2DLa2tihTpgzmzp0LkUik8vj0MMCn30Z4hLQ3+OS/x3H+7BksW7EaAZ++4sVrf4z08ER8fDwG9e+Dx97eal3v69ev+PLlCwrZ28PIyEhpf2ysdNk6YyPVo6uyoi/R0coBTlacOX0K27Zuhp6eHqZOV/xSW658efTrPxBnTp9C4YK2qOxWDh8CAjD/78UwNDTEjm1bce/uHSxZsQo6Ot/Sn+Pj4zO9r3PxEkhMTMzycn8EiKM+QBz+AuLIN9I593pm0C/cWGEuekYkSdFIDpR+EdPNX0U64p0JWXq+Th7ndCu169qUg17hRoBQCHFMIMQRr6UV9HWNITSzVznanm4bU5eFExpYqtwvTcMHRGEvVLQ1zWtKrLhcmNDUDvrF2kpH8uODIY54DXFMICAAhGb2EBhkrbJtcuA1QJIirWmgBp28LhAY5oXoy30k+mxEsv9pQEcPunbS2hXJn24DAqFCYT2JRKwwP18VgaE0zVSSJmOBMlardh1s2bYTz1++QVhUHJ48e4kZs+ZAV1cXM6dPxaoVy9W+lu/z5xCJRCheXHUnT2zqMqRpq9qnJf88j/m5z/ON69fh0sULsLS0hOd3lfFbtmqNho0aY9vWzSiQzwqN6tdBfHw8FiyWFtJbuGAevnz+jEVLvv3cEokk005Yc3Nz5Lezw4eAAIVUf8pZa1evxIP79zBn3t/Imzdv5idkg6c+TyAUClG0WLFcuT8APPZ+hL/nzQEAeT0KGdv8+TF2wiQ8evgApYs7waVEETz2foQJk6bC1tYWVy5fwpFDBzB77gKYmZnJz4uLi8v0vsVLSGvFPHni/et+GMqQUKB5DwCwt7eHhYWF/DFv3jyVP19ISAhEIpFCDS4AsLW1xefPqqfjvX37FgcPHoRIJMKpU6cwZcoULF68GLNnz87Sc8sq+vTbkKSuFZySkoLps+YojFjPW7AQAQHvcfjgASxdvBDbdu7O9HrBqfNn8qSZC5bTXr54gf59ekIikWDu/IXyufhprVq7HvX+aIAb167C0MgIHTt1QeUqVRAREYGpkyegW/eeqFWrNsRiMWZMm4L1a1cjMjISDoULY868v+UFnb4nmwoQEqJ6rVpKn34x6cicJCURkoRQpHy+h6TXR6Cbvyp081fK8FyJKFm6prwoAUILJ7WqrkskIogiXgOAUnG6b8dIkBJ4A6KQJ9DJ6wKdfK4Q6JpAkhCG5E83kRJ4HZLEcOipGQhLUlI7idLpFNDN54qkiDcQR7xG8icz6FqXBYS6EEW8QUrQXUj7n8UAFFPcReF+SA64BIGxLfQLN4bA0AqSlFiIvj6CKNgb4phA6Dt3UK/TI+INxJHvoGNbCUJD9d7HAqEu9J3bQxTmK+2c0TWBbt5SEOibQRwTBHH4S+ja14dA1xCSlAQkf7gCcdQ7QCKGwNgWevb1IDSyVr6uQCidliBOgkQsUqv9v7up02cq/N+5eHGMHT8RbhUroVXzJpgzazoGDPpTZQfs94KDpZ/nlnly7/P8xo3r8PRwh0AgwLqNW1RmEhw+dgK7dmzHwwf3YZknD3r07I2SpUrh3du3WLp4IUaNHoMiRYsiPj4eYzxG4p89uxAXF4dSpUtj6fJVqFuvvsp7W+WxwqfAQIQEByvUbKGc8SEgALOmT0GtOnXRs3ffXGlDTEwM4uPjYWVl9UuK9f2IL1++oHvnDkhISMCwEe5o3FQ5a2zMuIlwdXXDmdMnIRAI0LxFK/zRsBFSUlLgOeov1KhVG1279wQgzYZZ9Pc8BH/9Cpt8+TB2/CQMGTZC5b1lr/uQYH6noYx9+PBBYZm8tJmzP0ssFiNfvnzYsGEDdHR0ULFiRQQGBmLhwoWYNm2a2tdhgE+/DZM06yT37qNcZK93n344fPCA2mmKkZGRAADTNL3Equ4XF6+65zg2VloYzSyd8zMTGBiI1i2bIjw8HH+N9MDwv9xVHicQCNCpcxd06txFYfuMaVMQHx+PuQsWAgBWLl+Gv+fPxfC/RqJuvfrYtGEd+vTsBmfn4ijv6qp0XTMz6Ydb2vmglDUCXQMITAtAr2hLJPkdQsrnOxCa28vTtb8nkYiQ7H8GkvivEJjYQU/N9d7FUQGAKAECAwt59ffvicJeQBTyBEJzJ+jZ1/vWRhNb6BdpicQXeyAKeQqdvGWUlrxTfcHUlDWh6gryQuN80HP4A8kfLkuD8zQV84XmhQGBEOLIdwodBOLECCQHXAR0jaBfpIW8Or1AxxJC+/qQJMdBHOUPUVjmy81JRElIDrwOgYEFdG0z7lT5nkBHH7o2ip1pEokYyYHXIDDOBx0r6UoXyQEXIY75CN0CNSHQNUJKkBeS3p6AQakeEAhVFLDS0ZdmLIgSAaF6dRVIWcNGjeFWsRIePriPe3fvqDWfWPZ5bmaazud5atX89EYC5Z/n6ZyfmWdPn6Jz+zZISkrC4qUr0KZtO5XH6enpod+Ageg3YKDCdk8P99QAZiIAYNKEcdi2dTMmTZmG0i5lsHDBPHRo2wo+vq8UlkeVMTPn53lu8nAfjqSkJCxfuTbX2hCVyXea7BYdHY0ObVrg/Xt/tOvQCfP+XpzusY2aNEWjJk0Vtq1ZuRyv/F7i5h3pShbHjh7GOM9R6Nq9J9q174ijRw5hjIc7HBwKo4WKVZRk74FIvgcoE+bm5goBfnqsra2ho6OjtOLUly9fkD+/6u9idnZ20NPTU8iqLVWqFD5//oykpCTo66u3TDED/F+kXr16cHV1xbJly7LtHn379kVERASOHj2abffQZg6FpXNkjY2NYWOjPDe2cGFHAN9G5jNjYSEtNhaTToq9rOhR4MePKvfLtjs4KFcYz0xYWBhaNW+MgPfv0btPP8z/e1GWzvd58gQb16/FnHl/yz9kli1dhDp162Fharpn3Xr1UbRwQSxbsghbd+xSukZUlPTLgKWlZZbbT4oEAh3o5CmGlPhgiCL9VQb4EokEye8vQhwdAIGRNfSdWqguXqeCKFyWnp/+HHOx7Jjvls8DpAGtjpkDRGG+EMcGqRfgywJzcfpLb+lYlYDQtCBEEa8hSYwAhLoQmhaC0Lwwkl5LK3qnXbJPHP4KkIihY+agcuk5HctiEEf5S+exZxLgi+OCgeRYQN8MSW+OK+5MkQZxoqj3EL86AoGeMfQdm2R4PVHIM0jiQ6FfvCMEAgHECREQR/lDN39l6NqUkx6ka4zkN0chCn8F3bwqij+JUp+rLEyFINWKOTvj4YP7CAoKUut42ed5ein2sqKkgYHpfJ6nbrcvnPXPc/9379CyeWOEh4dj8tTpGDpc9Qhjes6cPoVTJ0/gn/2HYGRkhNjYWGzasA7de/TChElTAADly7uiVPEiWL92NabPVE71lAV3/DzPHadPnYClpSXcRwxR2J6YOr3i06dANG0kzb7YvvMfpQKMv4J5Jt9pslNCQgI6d2gD70cP0aBhY2zethNCofqziL98/ox5c2Zi0OAhKFNW+nm7YuliODkVwYbN2yAUCtGsRUvcvnkDy5YsVBngy94DFnwP0C+ir6+PihUr4uLFi2jbti0A6Qj9xYsXMXz4cJXn1KxZE3v27IFYLJa/B/z8/GBnZ6d2cA8wwNcoy5cvh0Qiye1maKzyrtJCePHx8UhMTFRKqQkLk1YOT7u+cUZsUivOh4WHqdwvW+ro+bOnSE5OVqqk7/3oIQDI/xipKyYmBm1aNoPv8+do06491qzfmOV0ulHuw1G8RAkMG/EXAGnBkM9BQeiWmtYGSDMLipcoiRe+z1VeQzZX09pa/UJilAGd1DTiFNX1D1ICr0Ec8QoCA0voF2kFga56QaBElARxpD8AQJhOej6QZqm99NZsl20XqS4m8z1ZRfnMjhfom0I3n6tiW8Qp0rn/Qj0I0hSqkyTH/NI2AqlF/FQU+gMApMRBkhIHiV7GI1qSlHikfL4Dnbyl5HUUJInS90faIoNCk9R9CcqfGRKJSDp6L9Rnev4vIKvALZsbnxkbG+nvJjwsnc/z1OlPss/t78m2l83i53lQUBBaNGuEz0FBGDbCHZOmqJ+CCUiXRvX0cEeDho3Qtl17AMDbN2+QnJyMipW+FUpzdHKCjY0NfNP7PE+tUWOtovObckZERARuXFOdQZiQkCDfl12FbU1NTWFkZISIiAiF4CK7paSkoE+Prrh+9QqqVa+BPfsPZSmQAYBJE8bC0MgIk6d9m7bj9/IF6v3RUP5zCIVCVKhYCVcuXVB5DVn2Ct8DOUiAXJsO8kN+oKkeHh7o06cPKlWqhCpVqmDZsmWIjY1Fv37STOLevXujYMGC8nn8Q4YMwapVq+Du7o4RI0bg1atXmDt3Lv76668s3ZcBvgaRjTDQj3FwcEC5cuXx5MljXL92FQ0bKaY330hNzZd1BGQmX758yJ8/Pz5++IC4uDil4kuOTk4oWaoUXvj64vSpk2jdpq3C/iOHDwIAmmeh2nFiYiI6tW+D+/fuolHjJtix6x+FNB51/LNnN27euI7T5y5CV1fxI+D79NO4uFgYGaqev+r38gUMDAxQslSpLN2fVJNVT1e1TF5ykBdEIU8BPVPoF20NgZ766duiiNeARCRdkz2jJe50jYHECIjjvkLHwklptzhOmtki0FeviJ0gdZRfnBCOrIarolBfQJwCHesyilkKqcsBiuNUz5H81sbMU0x1zApCx3WYyn0pob5I+XAJOlaloOfwR6bXSvnkJW2eXXUVjUpR8W/lbwmShAjpHhXz8ylrgoODcfPGdQDpL2v3vdIuLtDV1ZUvO/e96jVqwsLCAm/fvMFjb2+laUtHDqV+nrdQ//M8PDwcrZs3wds3b9C7Tz959lRWLFuyCAHv3+Pw0RNK+76fHhYXF6cyaIuKikLQp0+wd3Dg/PtcEpMoVrn9vb8/XEoUQZEiRfHE91W2t6NsufK4e8cLb16/hnPx9DuEfxWJRIL/DeqPkyeOo1x5Vxw8ekLtTjmZWzdvYO+eXVi7YbNSBkr8999pYmMhSKfj4uULaXHXcuVcs3R/oox06dIFwcHBmDp1Kj5//gxXV1ecOXNGXngvICBA4XPZ3t4eZ8+exahRo1CuXDkULFgQ7u7uGDduXJbuyyr6v1BKSgqGDx8OCwsLWFtbY8qUKfIR98TERHh6eqJgwYIwMTFB1apVceXKFfm527Ztg6WlJc6ePYtSpUrB1NQUTZs2VUgv7Nu3rzzFA5DOV+rRowdMTExgZ2eHpUuXol69ehg5cqT8GEdHR8ydOxf9+/eHmZkZHBwcsGHDhux+Kv6zRnmOBQBMGOup8Nw+9vbG8qXS+V4D//yf2terUas2RCIRvB89Urn/L3cPANLe5a9pUv+PHjmME/8eR9FixdCqteJSSMeOHkH5MiUxoG9vhe0ikQi9e3bDlcuXULNWbew9cDjLvdzR0dGYOH4MOnTqjHr1vwUu5ubmKFioEE6eOC6v6u/96BFe+PqiVGkXpeu8ffMGoaGhqFS5itprLf/uxDFBEEW9V8rCkUhESAl+Ik2RF+hCx1KxenHKV2+IvjwAdI2hX6yNWsGrwn1T14tPr7iejCyoFwU/hjhWcb5YSvATSGKDAKGetJq+GmTrukvi0p/yIlaxTxT5FilBtwAdQ4VK9NI2Ste3l8R+QkrIU8VrxX6GKNhbeu/vphkkf7qNRN/dSAn++TXKvyeO+wJR2HPo2lVTWJ5PkDq1QBT+Sv47F4X5Kez7/jrAt+eNMnb71i0cP3ZUaemg9/7+6NKxHWJjY9GyVWsUSmeZ0u+ZmJigvGsFfA4KQmBgoNJ+fX19/G+oNKVy5F/D5HPuAWD50iXw8XmC2nXqwq1iRYXz1q5ehfJlSmLKpAkK2+Pi4tCudQs8feqDDp06/1AmVkBAAP6ePxcj3EeheIlv02+KFisGAwMDHDqwH8nJ0lUojh87itjYWJRW8Xn+4P49SCQS1K6tXgFN0l41atYCADx8cO+XXfP+vbuoULYUWjRpqLRv7OiR2LtnF4qXKIljJ89meYqISCTC6JEjUKVqNaXihCVLu+D6tSv4lPp+/hQYiBvXr6r8TpOQkIBnT31QyN5eYVk+ol9h+PDheP/+PRITE3Hnzh1UrVpVvu/KlSvYtm2bwvHVq1eHl5cXEhIS8ObNG0ycODHLg3kcwf+Ftm/fjgEDBuDu3bu4f/8+/vzzTzg4OGDQoEEYPnw4nj9/jr1796JAgQI4cuQImjZtCh8fHzg7OwOQ/sFftGgRdu6Uzj3q2bMnPD09sXu36oruHh4euHnzJo4fPw5bW1tMnToVDx8+hOt3IwuLFy/GrFmzMHHiRBw8eBBDhgxB3bp1UaKE6vm4iYmJCms6RkVF/Zon6D+ga7fuuHj+HHbt3A63cqVRrXoNxMfHw+v2LSQmJqL/gEHo0LGT2tdr1qyFtDDftSuoUbOm0v4+/frjzJlTOH70CFzLlES9PxogNCQE169dhZGREbZs26U0ih4VGQm/ly9ha6s4x27t6lU4flQ6LzmvtTXch6tet37e34tgba16FHDOrBmIjorCfBXFazzHjMco9+Go7FYO5V0r4OrlSxAKhfBI7RRJ69rVKwCAps1bqLwPKRMnRiDlwyXpOvTG+QBdAyAlAeL4UOmcb4EO9Bz+UAjgxXHBSPl0E4B05Dzl8wOV19bNW0plYChJipFmBgiESh0H39OxLgNR5FtIYoOQ9OoQBCb5IdAzhiQhDJKEcAAC6BWqq/Ya8wKDPBDom0Mc9wUScYrKegFJfgcg0DeXBrxC3dR7hQE6htAv2upbmn8qobENdGxcIQr2RsrHqxCF+EBgmAeS5DhIYj8DkEAnb2nofNcJIUmOgyQxApKUX5vaKpFIkPzxGgRGNtDJq/ilUWhgAaFFUYgj3yDJ7yAEekYQRwVAoG8GnTzOStcSx0i/hOqYZ30O9+/o9Ss//DmwH/Lnzw/XCm6wsLBEQMB7PHr4AAkJCSjt4oLV6zZm6ZrNmrfAg/v3cO3qFXTr3kNp//iJk3Hp4gV43b6FMqWcUbNWbQS8f497d+/AxsYG6zduUTonNDQEfi9f4vN3tQCmTZmEO163oaOjA10dXfxv0ACVbdq4ZVu67R03xgOWefLI59nLGBsbY8iwEVi2ZBGqVnJF0WLOuHDuLMzNzTF4iHLWCj/PNdfnoCB069xe/n+/l9JlR0f9NUxeBKxJs+YYP3GKyvO/16RZCyxbsgjXr11Bl27K74EfuV9cXBxe+b1EYqLi5++J48ewdvVKAEChQvaYPEH5uwYAeHiOQ4mSJVXu27h+LZ499cHVm3eUOshGe45Dx3atUKt6JVSrXhNet28iNjYWnmPGK13n9q2bSE5ORpOmzVXeh0jTMMD/hezt7bF06VIIBAKUKFECPj4+WLp0KZo0aYKtW7ciICBAvuyNp6cnzpw5g61bt2Lu3LkAgOTkZKxbtw5Fi0pHn4YPH46ZM2eqvFd0dDS2b9+OPXv2oEGDBgCArVu3qlxWp3nz5hg6VBoMjhs3DkuXLsXly5fTDfDnzZuHGTNm/NyT8R+2YfNWVK9RE5s3rse1q1cgEAjgWsENAwcNRs/efbJ0rQ6dOsPTwx379u7BuAmTlPYLhULs2XsAq1Ysx47tW3D6pDT9rG37DpgydQZKlVZRaCsdERHf1ieWBfqqTJ46XWWA/8LXF2tWrcCU6TNVjmoNHjIU0THR2LBuDU6fPIESJUpi5px5KO2i3Nu9b+8e6OnpoVcuLeejiYSmBaFjWxHimE8Qx4cAogRAIIRA3xxCy6LQsSmntGa8RPStQJ0k7jMkcarXTRWbFlAZ4IvC/QBIIDR3yjQwFwh1oV+0DUQhPhBFvIIkPgSSWBGgawihRVHo5nNNtwK/yusJBNDJWwopQXcgjvJX2cGgY1Me4phAiGODAHEKBPqm0LEpD918bulOQ9ArWBNCEzuIQp9CHBcsTW3X0YPQtIA0uM8kU+FXEoX5QhL3Vbosn4rRVz2HP5ASqC/tOEkIhfD/7N11eFPXGwfw702aulFKBQoUaHFocXdnuA4YDmNsOBR3dxv8gOEbDNmGOxR3LQ7FixUopa5J7u+PtIGQlKakQsL3w5Pn2a6dN+WS5r3nnPfYecAsVzWthx2iUg5l+BMIltnT9DP+npUrXwE/9+mLSxcv4MrlS/jw4QNsbGxQ0scXrVq3xc+/9NVrebxPdenWAzOmTcHWzX/rTPAtLS1x8MgxzJk1A1s2/43dO3fAyckJnbt0w/hJU/QeLQB8rBGgUCiwZfPfKR6XUoJ/1P8Idmz7D+s3bNJZN2bSlGkQRRGb/96ARw8folTpMpg1Zz5cXFy0jt26ZROcnZ1TrNxP3674+HhcunhBa3vycHPg4/ru+qhWvQa8vQti5/ZtmL9oqdYowfRs79PvNEf9D6d4XKfOXXUm+CEhIZg2eQK69eiFUqXLaO1v2PgH/G/FKsyfMwv79+5Gnjx5MXnqDK3q+wDwzxbVv8HuPXvrFTulD0FQvYyFUcUqsmpbuqhZsyby58+PNWs+PsHfuXMn2rRpgx07dqBJkyZa84ri4+PRqlUrbNmyBevWrcNvv2kO+9u+fTtat24NZdL67Z9W0b9+/Tp8fX3x7Nkz5Emq1g4ApUuXRvXq1dXV/D09PfHbb7/Bz89PfYyPjw9at26N8ePH63wvunrwc+fOjTfvw/VaFuJ74zd0MJYsXogz5y9rDc80RS9evEChAnnRsnUbbPh7S1aHk66yldNd1ZS+jpgYjfg7f0Filxvm+dk7mBLFh0AkPjsMM48aqS7vlx4+XFqS4W0Yq3ZtWmL/3j148OR5issYmZLz586hVvXKGDJsOKbNmJXV4aQrhZJfb7/G0t8XYcSwwdiw+R+0aNk6q8PJcLGxsfD2zAUv74I4fvp8VoeTJhEREciZwxHh4cb1/TwiIgIODg6ot8AfMiv9Clt/CxJjo3B4cB2j+HlzDn4miIqKglQqxZUrVxAQEKB+3b17F4sWLVIf93mVdUEQ0qVqvq7rJj800MXCwkK9xqO+az1+z/xGjIKtrS3mzJ6R1aFkigXz5kAikWD8BN2jS4iSCTIbSHOUVC1dF/s+q8P5JomiCPmbqxDM7SF1YsHKrDZh4hQolUosnJ+2pUeN1bw5M+Ho6Iihfmkr4ESmq2fvPsidJw/mzzGtBz4pWf3HcoSFhWHilOlZHQpRumGCn44uXNActnT+/Hl4e3ujVKlSUCgUePv2Lby8vDReX9tDkD9/fshkMly69LEQSnh4OAIDAw16D5R2Li4uGDzUDzu3b8OtmzezOpwM9fr1a6xZ9Qd69OytUdSJKCVmLmUAqQXkwelXtMmUKMOfQIx7ryrSx+Xxslyx4sXxU+euWLlimUZhVFMUcO0a9uzehWEjRsHJSbvwI32fLC0tMW7CZFy9chn792qvzmBKYmNjsWD+HNRv0Eij8DBlDsEI/xgLzsFPR0FBQRgyZAj69OmDq1ev4vfff8e8efNQsGBBdOrUCV26dMG8efNQqlQpvHv3Dv7+/ihZsiR++CHtQ1ft7OzQtWtX+Pn5wcnJCS4uLpgwYQIkEolxrSlpIkaPHY/RY3VPeTAl7u7u+BCpe512Il0EMwtYluiV1WF8s6SO+VNcro+yxopVa7BilXbBPFPjW6oUYhM5jJ20dfypCzr+1CX1A42clZUVHj17ldVhEKU7JvjpqEuXLoiNjUX58uUhlUoxcOBA/PzzzwBUBfCmTp2KoUOH4uXLl3B2dkbFihXRpEmTr25v/vz5+OWXX9CkSRPY29tj+PDheP78OZctIyIiIiIi+g6xyJ4JiY6ORq5cuTBv3jz07Kl7yZ2vkVwMg0X2yNSxyB59D1hkj74HLLJHps7Yi+zVX3DU6IrsHRpc2yh+3uzBN2LXrl3DvXv3UL58eYSHh6uX1GvevHkWR0ZERERERKSbRFC9jIUxxcoE38jNnTsX9+/fh7m5OcqUKYNTp07pXAOdiIiIiIiITBsTfCNWqlQpXLlyJavDICIiIiIiom8AE3wiIiIiIiLKNIIgGNXKX8YUqySrAyAiIiIiIiIiwzHBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVGmEQTVy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRpJIIAiRFNbDemWPVK8KVSaYY0LggC5HJ5hlybiIiIiIiI6HuiV4IvimJGx0FEREREREREBtArwa9evToEIxqWQERERERERN8mLpOXcfRK8I8fP57BYRARERERERGRIVhFn4iIiIiIiMgEMMEnIiIiIiIiMgFcJo+IiIiIiIgyjSAIRlXjzZhiTdcE/9KlSzh48CDu3LmD0NBQJCYmwt/fX+OYkJAQJCQkwNLSEk5OTunZPBEREREREdF3K10S/IcPH6JHjx44c+aMepsoijqfdMyYMQMLFy5Ejhw58PLlS0il0vQIgYiIiIiIiOi7ZvAc/KtXr6Js2bI4c+YMRFFUv1LSt29fiKKId+/e4dChQ4Y2T0REREREREQwMMGPjY1FixYtEBERAalUitGjR+P+/fvYunVriud4eXnB19cXAHD48GFDmiciIiIiIiIjIwjG9zIWBiX4K1euxIsXLyAIArZs2YKpU6fC29sbMpnsi+dVq1YNoiji8uXLhjRPREREREREREkMSvB37twJQRDQqFEjtGzZUu/zihQpAkA1d5+IiIiIiIiIDGdQkb3bt28DAH744Yc0nZdcPT8sLMyQ5omIiIiIiMjISAQBEiMa925UsRpy8ocPHwAALi4uaTrvS0X4iIiIiIiIiCjtDErwHRwcAAARERFpOu/FixcAgOzZsxvSPBERERERERElMSjB9/T0BABcuXIlTef5+/sDAIoWLWpI80RERERERESUxKAEv06dOhBFEVu2bNG7Fz8gIAAHDx6EIAioW7euIc0TERERERGRkRGM8GUsDErwe/fuDTMzM4SGhqJr166Qy+VfPP7x48do06YNRFGEtbU1evToYUjzRERERERERJTEoAQ/f/78GDZsGERRxK5du+Dr64tVq1bh8ePH6mPu3LmDAwcOYODAgfDx8cHjx48hCAImTJjAOfhERERERERE6cSgZfIAYNq0aXj+/Dk2btyIu3fvok+fPgAAIWkpgRIlSqiPTa6e36NHDwwbNszQpomIiIiIiMjICIKgzheNgTHFalAPPqB6s3/99ReWLVsGNzc3iKKY4itHjhxYunQpVq5cmR6xExEREREREVESg3vwk/Xp0wfdu3fHoUOHcPLkSTx9+hRhYWGwtbWFh4cHatSogUaNGsHa2jq9miQiIiIiIiKiJOmW4AOAubk5mjRpgiZNmqTnZYmIiIiIiIgoFema4BMRERERERF9iURQvYyFUcWa1QEQERERERERkeHSNcHfs2cPunXrhqJFi8LR0RFmZmZwdHRE0aJF0b17d+zduzc9myMiIiIiIiKiJOkyRP/KlSvo1q0b7ty5o96WvCReREQEIiMjcf/+ffz5558oXrw41q5di9KlS6dH00RERERERESEdOjBP3ToEKpXr447d+5oLInn6OiIXLlywdHRUWP7zZs3UbVqVRw5ciQ94iciIiIiIiIjIgiC0b2MhUEJ/ps3b/Djjz8iNjYWoiiibNmy2LRpE969e4fQ0FA8f/4coaGhCAkJwaZNm1C+fHkAQFxcHNq1a4c3b96ky5sgIiIiIiIi+t4ZlODPmzcPYWFhEAQB/fv3x4ULF9C+fXtkz55d4zgnJye0b98e586dw4ABAwAA4eHhmD9/viHNExEREREREVESgxL8vXv3QhAE+Pr6YuHChakOXRAEAQsWLECpUqUgiiJ2795tSPNERERERERkhATBeF7GxKAE/9mzZwCATp066T0vQRAEdOrUCQAQFBRkSPNERERERERElMSgBN/CwgIAkCdPnjSdlzt3bo3ziYiIiIiIiMgwBiX4np6eAJDmYnlv374FAOTLl8+Q5omIiIiIiIgoiUEJfqtWrSCKIv777780nffvv/9CEAS0atXKkOaJiIiIiIjIyGT1kndcJi8Fv/32G/LkyYMTJ05g3rx5ep2zcOFCnDhxAp6enujXr58hzRMRERERERFREoMSfEdHR+zduxf58uXD8OHD0a5dO1y6dEnnsZcuXUL79u0xdOhQFChQALt374a9vb0hzRMRERERERFREjN9Dqpdu/YX99vb26uH6v/333+wt7dHgQIFYGNjg+joaDx69AgREREax/fr1w+CIMDf39+wd0BERERERERGQyKoXsbCmGLVK8E/fvy4XmvcA4AoiggPD8e1a9fU+0RR1DgmICAAoiga1VwGIiIiIiIiom+ZXgk+8DFJN+T4tF6DiIiIiIiIiPSjV4KvVCozOg4iIiIiIiIiMoDePfhEREREREREhjK2peeMKVaDqugTERERERER0beBCT4RERERERGRCWCCT0RERERERGQC0nUO/uvXr3H+/Hm8ePECERERUCgUqZ4zfvz49AyBiIiIiIiIvmFC0stYGFOs6ZLgBwQEYPjw4fD390/zuUzwiYiIiIiIiAxncIK/b98+tGnTBvHx8amucy8IgsYxxlSNkIiIiIiIiOhbZlCC//79e3Ts2BFxcXGwtrbGkCFDULVqVTRs2BCCIGDKlCnw9fXFkydPsH//fuzfvx+CIKBr167o2rVrer0HIiIiIiIiMhISQYDEiDp7jSlWgxL85cuXIyIiAoIgYOfOnahTp47G/uLFi6Nx48YAgN9++w3nzp1DmzZtsH79ehQtWhTDhg0zpHkiIiIiIiIiSmJQFf1Dhw5BEAQ0bNhQK7nXpVKlSti/fz/MzMwwevRoBAQEGNI8ERERERERESUxKMG/d+8eAKBu3bo698vlcq1tJUuWRPv27SGXy7Fy5UpDmiciIiIiIiKiJAYl+GFhYQAADw8Pje0ymQwAEBMTo/O8mjVrAgCOHj1qSPNERERERERkZATB+F7GwqAE39zcXOd2Ozs7AMCrV6907re2tv7ifiIiIiIiIiJKG4MSfHd3dwBAaGioxvb8+fMDAK5du6bzvIcPHwLQPYSfiIiIiIiIiNLOoAS/ePHiAD7OxU9Wvnx5iKKIvXv34t27dxr74uPjsWrVKgBA3rx5DWmeiIiIiIiIjIwgCEb3MhYGJfjVqlWDKIo4deqUxvYOHToAAKKjo1GvXj3s378fgYGB2LdvH6pXr46goCAIgoAmTZoY0jwRERERERERJTEowU9O0AMCAvD48WP19ipVqqBZs2YQRRE3b95EkyZNUKRIETRt2hSXL18GADg7O2Po0KGGNE9EREREREREScwMOdnb2xvr169HTEwM4uPjNfZt3LgR7dq1w/79+7XOy5MnD7Zt2wZXV1dDmiciIiIiIiKiJAYl+ADQuXNnndttbGywd+9enD17FocOHUJwcDBsbGxQrlw5tGrVKsUK/ERERERERGS6jG3pOWOK1eAEPzWVK1dG5cqVM7oZIiIiIiIiou9ahif4uty/fx/3798HADRr1iwrQiAiIiIiIiIyKVmS4G/YsAHTpk2DRCKBXC7PihCIiIiIiIiITEqWJPjJRFHMyuaJiIiIiIgok0kEARIjmthuVLFmdQBEREREREREZDgm+EREREREREQmIEuH6BMREREREdH3hcvkZRz24BMRERERERGZACb4RERERERERCaACT4RERERERGRCeAcfCIiIiIiIso0giBAMKKJ7cYUK3vwiYiIiIiIiEyA3j34kydPTrdGT506lW7XosyjUIpQKMWsDoMow3y4tCSrQyDKcNmqDs/qEIgyXPCxGVkdAlGGkiuUWR0CfaP0TvAnTpxoVEMTiIiIiIiIiL4naZqDL4rsvSUiIiIiIqKvJ4FxzRU3plj1TvAnTJiQkXEQERERERERkQGY4BMRERERERGZAC6TR0RERERERJmGy+RlHGOaTkBEREREREREKWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIwiAxHimtcOIpuCzB5+IiIiIiIjIFDDBJyIiIiIiIjIBHKJPREREREREmUZiZEP0jSrWrA6AiIiIiIiIiAzHBJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYQBAhGtPacMcWaIT34CQkJCA4ORlBQUEZcnoiIiIiIiIg+k249+IGBgVi0aBEOHjyIJ0+eAFA96ZDL5RrHbd68GY8fP4abmxt69OiRXs0TERERERERfdfSJcGfNWsWxo0bB4VCAVEUv3hsdHQ0xo4dCzMzMzRp0gQuLi7pEQIRERERERHRd83gIfozZ87E6NGjIZfLIZFIUKlSJVStWjXF4zt06ABLS0soFArs2rXL0OaJiIiIiIjIiEgE43sZC4MS/AcPHmDcuHEAgOLFi+PWrVs4c+YMhg4dmuI51tbWqF27NgDg+PHjhjRPREREREREREkMSvCXLFkChUIBBwcHHDx4EIUKFdLrvLJly0IURdy8edOQ5omIiIiIiIgoiUFz8I8ePQpBENClSxe4u7vrfV6+fPkAAM+fPzekeSIiIiIiIjIygqB6GQtjitWgHvzkBL1s2bJpOs/Ozg4AEBUVZUjzRERERERERJTEoAQ/Pj4eAGBpaZmm85ITexsbG0OaJyIiIiIiIqIkBiX4OXLkAAC8fPkyTefduXMHAODq6mpI80RERERERESUxKAE38fHB6Io4siRI3qfI4oitm/fDkEQUKFCBUOaJyIiIiIiIiMjEQSjexkLgxL8pk2bAgAOHDiAS5cu6XXO77//jgcPHgAAmjdvbkjzRERERERERJTEoAS/a9euyJkzJ5RKJZo1a4azZ8+meGxiYiJmzZqFoUOHQhAEFCpUCK1atTKkeSIiIiIiIiJKYtAyeRYWFti4cSPq16+Pt2/folq1aqhUqRKyZcumPsbPzw/Pnz/HsWPHEBISAlEUYWlpiQ0bNhgcPBERERERERkXCQzsac5kxhSrQQk+ANSoUQM7duxA586dERoainPnzgEAhKR5CvPnzwegmnsPAI6Ojti6dStKly5taNNERERERERElCRdHkY0atQIt27dwqBBg+Dk5ARRFLVeDg4O+PXXX3Hr1i3UrVs3PZolIiIiIiIioiQG9+Anc3Nzw/z58zF//nzcuXMHT58+RVhYGGxtbeHh4QFfX19IJMY0uIGIiIiIiIjIeKRbgv+pokWLomjRohlxaSIiIiIiIjJigqB6GQtjipVd6kREREREREQmgAk+ERERERERkQkwaIj+yZMnDQ6gevXqBl+DiIiIiIiI6HtnUIJfs2ZN9XJ4X0MQBMjlckNCICIiIiIiIiMigQCJEU1sl8B4YjW4yF7y+vZERERERERElHUMSvAnTJiQ6jEKhQIhISE4d+4crl+/DkEQ0Lx5c/j4+BjSNBERERERERF9IsMT/E/5+/uja9euOHLkCH799VfUrVvXkOaJiIiIiIjIyHCZvIyTqVX069Spg4MHDyIhIQEdO3bE69evM7N5IiIiIiIiIpOV6cvkFStWDB06dEBISAh+//33zG6eiIiIiIiIyCRleoIPfFwab+fOnVnRPBEREREREZHJMbiK/tews7MDAAQFBWVF80RERERERJRFJILqZSyMKtasaPT+/fsAAMGYqhUQERERERERfcMyPcEPCQnB8uXLIQgCvLy8Mrt5IiIiIiIiIpOUKUP05XI5Xr58iSNHjmDatGl4+fIlBEFAq1atMqN5IiIiIiIi+kYIAiAxotHcRhSqYQm+VCr96nO9vLwwePBgQ5onIiIiIiIioiQGDdEXRfGrXrVr14a/vz9sbGzS630QERERERERfdcM6sGvXr26XoXyLCwskC1bNhQrVgyNGjVCmTJlDGmWiIiIiIiIiD5jUIJ//PjxdAqDiIiIiIiIvgeCYFzz2o0p1ixZJo+IiIiIiIiI0pdBPfiTJ08GAOTPnx8//fRTugRERERERERERGlnUII/ceJECIKAKVOmpFc8RERERERERPQVDErwHRwcEBERAS8vr/SKh4iIiIiIiEyYRFC9jIVRxWrIybly5QIAREdHp0swRERERERERPR1DErwGzRoAFEUcfr06fSKh4iIiIiIiIi+gkEJft++fWFpaYmNGzfi9u3b6RUTERERERERmSjBCP8YC4MSfC8vL6xcuRJKpRJ169bF7t270ysuIiIiIiIiIkoDvYvs9ejRAwAwYMAA+Pr6Avi4TF6tWrVw+PBhtGjRAnnz5kWVKlXg4eEBKyurVK87fvz4rwibiIiIiIiIiD6ld4K/bt06CIKAFi1aqBP85GXyAEAQBIiiiGfPnuHZs2d6B8AEn4iIiIiIiMhwBi2TBwCiKH7x/78k+eEAERERERERfR+4TF7GMSjBP3bsWHrFQUREREREREQGMCjBr1GjRnrFQUREREREREQGMHiIPhEREREREZG+OEQ/4xi0TB4RERERERERfRuY4BMRERERERGZgDQP0R87diwWLlyYLo0LggB/f/90uRYRERERERHR9yzNCf7t27fTpWFRFLlMHhERERER0XdGEASjygWNKdY0J/hpWeeeiIiIiIiIiDJHmhP8qVOnokqVKhkRCxERERERERF9pTQn+MWLF0eNGjUyIhYiIiIiIiIi+kppTvCJiIiIiIiIvpZEMLK15Y0p1qwOgIiIiIiIiIgMxwSfiIiIiIiIyARwiD4RERERERFlGkFQvYyFMcXKHnwiIiIiIiIiE5CmBF8UxYyKgyhTNKxXC7YWkhRfhw8e+Krr9v25B1yy2eLt27ca269dvYJ5c2aiQ7vWKJg/t7qdryGXyzFtykS0bt4ExQsVgFt2e2S3t4JP0YIY1P9XBD17pvO8mzeuo36dGshubwXvfB6YNmUilEqlzmP/2boZthYSHDl0UOf+6wHXYGshwYK5s7/qPVDmiY2NxeSJ41GiaEE42loiX56c6NOrB16+fPnV1+zTqweyO9ho3ecZ0d6HDx8wdPBAFCyQFw42FihYIC+GDRmEsLAwncffuH4ddWtVh6OtJfLnzYWpk1O+z7du2QwrmYDDKdznAdeuwUomYB7v83Qlf30JCYE7EB+wEnGXFyHu4nzEXVuBhEd7oYx5p/OcxBdnEHdhToqvxKATOs8TRSXkwVcRf/NPxF1aiLjLixB/ZxMUoYFfHb8oj0Pcld+R8GCnzv2KkDuIv71R1d6lhYi/9Rfkb6+n+N0p/s7mL743RdiTNMUXd23FF6+njH2vdY4y+i3i72xS/V1cXYbEF2dSjFfx/u4X41JGv0HchTmQv7qQprhJJeDqFSyYOws//dgGRb3ywtHaDI7WKQ+0VSqVOHvmFMaPGYEalcvDw8URLo7W8C1WEIP7/4qnT9N2/3xq08a/4GhthoP792ps37dnN37p3R2Vy/kif25XONtbwiuvO9q2aIID+/akqY3ExEQcPXIIfoMHoFJZH7hnt4Obky3KlyqOsaP8EPJO92dC6Pv36N29M3K7ZkMeNyf83LMrPoSG6jz26dMncHOyxaTxo3Xuj42NRaF8HmjbokmaYif61gminln7s6TkwcXFBVZWVhkaFH1bIiIi4ODggFfvwmBvb5/V4RikYb1aOH3yBJq3bA1bW1ut/f0HDUHx4iXSdM1bt26icrlSGDBoCKbO0EwIfmzTEnt2a38ZjIrXnXh8SVRUFNyy28PW1hbFS5SEm3tOJCYk4MaNADwPCoK9vT32HDiC0mXKqs+JiIhAiSJeiIqMRJ269fHgQSAeBN7HpKnTMdRvpNb1S5csgtJlymHzP9tSjKN96xY4c/okbtx9CCcnpzS/j2+Z1JhKpH5BXFwcGtSthYsXzsPN3R1VqlbDs6dPcfnSReTIkQMnTp9Hvvz503TNWzdvokJZXwwcPBTTZ2re5+ndXkhICGpWq4RHDx8iX/78KF2mLO7euY07t2/Du2BBHD91TuPei4iIQLFCBRAZGYm69VT3eeD9+5g8bQb8hmvf5z7FC6NM2XLY+u/2FGNo26o5Tp86idv3H5ncfZ6t6vAsaTfuyhJAkQjBOgcEc9XnrxgbAjHuAyBIIPNuAWm2AhrnJL44A8XLsxBsc0GwdNS6ptSxAKTZC2lsE0UlEgN3QBn2CJDIILHLBYgilFGvAGUipLkqQ+ZRJc3xJwYdh+L1JZiX6AaJdQ7NfU8OQfH2OiBIIdjmhCCVQRn5ElDEQ+JcDOYFGmtdL/7OZoiRzyHJVhCQyrT2m7mX02rnS+KurQASIiBxLqZzvyx3dfXPHQBEeTzir68EFAmQOHhCjPsAMS4UZrmrwyxnBY1zRUUC4q+vhsTWDeYFW6YYQ8L97VBGPoeFb28IZln7XTH42IwsbT+tOrZrhX17dmltD4uR6zz+8aOHKF2iMADA1dUNpcuWg1QqxdXLl/Dq1UvY2dlh6/bdqFS5apriiIuLQ9mSReDi6oqjp85r7OvSsR1279yOIkWLwcMjN2zt7BD0TPVZDwBDho3A+MnT9Grn+NEjaNGkIQAgT15P+PiWQmJiIi5dPI/3ISFwdXXDnoP+8C6o+e+7VbNGOHrkMCpXrQZRFHHuzGnUqVsf/+3ap9VGh7YtcSPgGi4G3IaNjY3OOJb+vhBjRgzDzn2HUKNmbb1i/1ZEREQgj5sTwsPDjer7eXJeMW1fACxt7LI6HL3FRUdiTGNfo/h56z0HP2/evBkZB1Gmmj5zDvJ6eqbLtaZMGAepVIoBg4dp7StfsSKKlSiBMmXKoUzZcihaMB/i4+O/qh1LS0scPnYK5cpXgJnZx3+6CoUCkyeMxbw5szCwX1+cOndJvW/NyhV4HxKCdRs2oU3b9oiLi0P1yuWxYO5sDBg0FDLZxy+Vs6ZPwYfQUMyaM/+LcQwdPhJ79+zCgrmzMGX6rK96L5SxZk6fiosXzqNCxUrYs/+Q+mHWogXzMXL4UPTp3QOH/I+n6ZqTJoyFVCrFoCHa93l6t+c3ZBAePXyI5i1bYcPfW9T3+5BBA7Bs6e8YMWwIVq5Zpz5+1coVCAkJwZ8bN6NtO9V9XrViOcyfMwuDBmve5zOmqe7zOXMXfDGGYcNHYc/uXZg3ZxamzeB9nh7MC7aAYOMGQaL51UP+5hrkT48g8ckBSBz7QhC0RzlJXUrCLEdxvdpRBF+BMuwRBAsHyAq3hcQyGwBAGfseCXe3QvHyLKQOnqrEX09iQhQUwVchcfTSSroVofdVyb3UEuZF2kJi46Y+J+HeP1CG3IbCIR+kzkV0Xtssb01ILBz0jiU1uh4m6KJ4ex2Qx0Lm1RTS7IUhKuVIuPUX5K8uQOpWFoJEqj5W/vIcoIiDWd4vJ0BmOSsg4c5DyF9dhCxPDYPex/emfIWKKFa8BEqXKYvSZcqhZJECX/y+IAgCatWpi0FDh6N6jVoQkiYIx8fHY3D/X/H3hvXo3b0Lrt26r/EZmJrVK5fjxYvnmDFH+zNy6PBRWPj7Mjhlz66x/fLFC2jRpAEWzJuN1u1+RDE9OkoEiQQtW7dFvwGDUaZcefX28PBw9OjcAf5HDuG3Pj1x6Nhp9b6rly/h6JHD6NGrD+YvXgoAGPBrH/y5bjWuXbmMUp90cBw5dAD79+7G2r82pZjcA0CPXn0we8ZUTB4/Bv4nz6UaN6UfiSBAYkQT240q1qwOgMiYvXj+HPv37UHdeg3g4uKitX/IsBEYN2EyGjdpClc3N4PaMjMzQ6XKVTSSewCQSqUYN3EKLC0tce3qFYSHh6v33bhxHVZWVmjdph0A1UOCdj92QFhYmMaQ/geBgVj6+yIM8RuR6oOP8hUqokABL/y5fi0SEhIMek+U/hISErD8f0sAAAsXL9UYqTJw8BCUKFESp06ewNUrV/S+5vPnz7Fv7x7Uq699n6d3e69fv8bWLZtgbm6ORb//T+N+nzFrDnLkyIFNf2/QmCZwIyAAVlZWaNP2433evkNHnff5ksULMWz4yFTv8woVK6KAlxf+XLeG93k6kdh5aCX3AGDmWgqChSOQGAMxNsTgdhRvAlTX9aiqTu4BQGKVHWYelQEA8tcX03bNdzcBUQFpjqIpt+deTp3cA4BgbguzvLW+qr3MoIx5C0jMIHFS9ZAKEjNIsxcBFPEQEyI+HhcbCkXwFZi5V0j1QYTELicEC0co3t2EqFRkaPymZtDQ4RgzfhIa/aDf94V8+Qtg++4DqFGztjq5BwALCwvMW7QE9g4OePE8CBfOn01THGtWrkA2Jyc0bPyD1j4f31JayT0AlC1fAS1bt4Moijh18rhe7dSoWRtr/9qkkdwDgIODA5YsXwUAuHjhPIKCPn6G37xxHQDQ4afO6m0/de2msQ9Q/V4aMWwwqteshZat234xDisrKzRr3gpXLl/C9YBresVO9K1jgk9kgD/Xr4FSqUTb9j9maRyCIEAqlUIQBJibm6u3h334AHsHB41f/o6Oqi+8YWEf1NuGDR6AXLk8MHiofkN327T/Ee9DQrBrZ8pDnClrnDt7BuHh4chfoAB8S5XS2t+ydRsAwL69u/W+5p/rku/zDhne3uGDB6BUKlGlajW4urpq7LOwsEDjH5pCoVDg4P6PwzHDwj7AIYX7/MOHj/f5kEH9kcvDA0OG6Xeft2vfASEhIdi5g/d5hkvutRekXz4uFaI8HmJ8GABAYp9Ha3/yNmX4U4hK3UOfta4piqoEX2IOiWMBrf3K6DdJ186t3Z5dbgACxJi3EOMjtPZnKXkcILXQ+HcDM8uP+5IPe+YPwdwW0pzloQ+JcxFAHgvlhwfpGS2lgZWVFby8vAEAwa9f633e6VMn8OjhAzRr3ipNvf4A1Meby8xTOTJ17jlzwjmHaqRM8OtX6u3J31uSP98//e9Pv9MsWTQfz54+wex5i/Rqr03Sd7j1a1YZFjjRN4IJPn2X1q9bjUH9f8WQgf3wvyWL8Two6Kuuc2CfqgBNteo10zG6tBFFEfPnzkJ0dDSq16ilUSPDI3duhLx7p1GY7EHg/aR9qi+6O3dsg/+RQ5g1dwEsLS31ajP5/X6aZNG34cZ1VS+Gb6nSOvcnb79584be19y3V1U8qXqNmhne3o0bab9e7tx58O6z+zww6T7PnUd1n+/Yvg1HDh/CnHkL9b7Pk99v8r9zyhiKd7chxoVCsMwG4ZMe908pI54h8dlRJD45BPnLc1BGB+u+mDLx43+bWWjtVs8LV8pVc//1IMa+hxgfDomtu84RCOo2zbTvK0EiVc+vV8ZoF6cEAMXbm0h8chiJT49AHnzF4AcB8lcXkfjkEBKf+quK/CXG6DxOsLBXjZr4JJkX40I/7gOgCA2EMvwpzPLW1v3edVA91AAUYY8MeRtkAKVSiefPVd9rXD57UPolyUX1qlZP2/SK27duYtt/WyGTyVCrTt00natLWFgYwpIezrq4fhzNkPy95eGDj8UyHwQGaux78eI55s2egT6/9kPhItojbnSpULEyZDIZDh3gdxpKf0uXLoWnpycsLS1RoUIFXLyo34iuzZs3QxAEtGjRIs1t6j0Hn8iUzJ6hWQRmzEg/jBg9FiNHj9P7GlFRUbgecA3uOXPCPWfO9A7xi8aNHoG3b98iIiICt2/ewOPHj1CocBEsXb5S47gGDRtjzao/MGbkMEydMQd3bt/Cxr/Wo1TpMnB1dUVsbCxGDR+Kho1+QOMmTfVuv3SZspBIJDh9SncFa8o6yV/qcuXy0Lk/efvzFFZd+Nyn93lOHfd5ereX6vU8VNs/HbbZoFFjrFq5AqOGD8P0WXNw+/YtbPhzHUp/cp+P8BuCRo1/wA9fcZ+f4n2eruSvLkIZGwIoEyHGhqqG5ctsIfNqonP+PQAoQ+5obnhxGpJsBSEr0AiC9JMeQzNLAAIAEWJ8BAQrzeHEYnz4J/8dAehRxE4Z+QIAINi66z7AzBpIjFJd7/P25LGAIuFjezooXmnO+5UHHYdZrkowy1U51dh0kT/XvF/lz47BLG8dmLlozouWOOaH4u11VXt5akKMCYHi3S0INq4QZDYQlYlIfHYMEsf8kGbz0rt91TQFAcqIF18VPxnu362b8e7tWzjnyIEKFfW/j86dUc13/7RYry779+7Grp3bIU9MTJoGcA4ymQyLlq5Avvzao1zSatWK/0Eul6No8RLw9Myn3l61Wg1YWVlh1vSpKFaiJERRxKzpU2BtbY2q1VQPJcaO9IOdnT1Gjpmgd3uWlpYoVrwkAq5dwdOnTzTapIwjEVQvY/E1sW7ZsgVDhgzB8uXLUaFCBSxcuBANGjTA/fv3dU7tTfb06VMMGzYM1apV+6pYmeDTd6VK1Wro1r0nKlSsDDd3d7x4/hw7tv+L2TOmYeqkCbCzs8dv/Qfqda17d+9AoVBoVXjNDDu3b8Pjxx97R4qXKIlV6/6CZz7NX0o/NG2GOnXrY/3aNVi/dg0A1TDnmUmF9ObOnoE3wcHYs/+I+hxRFBEfH//FXk57e3u4ubvjeVAQPnz4gGzZdPe6UeaLjooCAFhbW+vcn1xsKDIqUq/r3b2jus8LpnCfp3d7+l4vKvLj9Zo0bYa69epj3drVWLd2NQDVfT5rnqpI1JxZqvt8/0F/9Tm8z7OOMvwJlBGfjJoyt4d5gcYa89eTSSwdIeSpCYlDPlWvsjweysjnSAw6AeWHQCQ+UmpUdRckZhBs3SBGvYbi3S1IPiv0pnh385P/0a+2gpi0hJ8khdEFEnsPKN/fg+LdLUgdNT+Dv9SexN4DEpcSqhUCzG0gxkdCGRoI+atzkL84A0gtYOZWRq8YAUCazQsS+9yqn6PMCmJcOBTvbkIRfAXyJwcgmFlC6uStcbzCwVN1THKcghSyPKpCevJXF4DEaJjlbffxZyGKgKj4Ym++YGYByGyAhAiI8jgIOkY2UMZ58eI5Rg0fAgAYPXYiLCy0R7Kk5Patm5BIJMhf4MsPdG7dvIFNG/5U/7+VlRVmzlmAHzv+9HVBf+J6wDXMnTUdADBpynSNfa5ubhg2YjSmTByHkoU/PkiYNHUGXFxdceL4UezY9i9WrF4PO7uP1dljYmJS/J2SrGChQgi4dgU3r19ngk/pZv78+ejduze6d+8OAFi+fDn27t2LNWvWYOTIkTrPUSgU6NSpEyZNmoRTp06luDzwl3CIPn1Xxk2YjB87/oR8+fPDysoK3gULwm/EaGz+RzXHdsbUSYiNjdXrWu+Sinx9Ohcss9y4+wBR8Uo8ffkWO3bvh0wmQ7WKZbHxr/Vax/67YzeWLPsDPXr9jKF+I3DmwlVUqVoNTx4/xqL5czFwyDDkL1AAsbGx6P9rH7g62cHZwRplfYvjxPFjKcaQLZtq6bCU1qol0/DuXdJ9/o0nt9t27sH/lq9Er959MGz4SJy/dA1Vk+7zBfPmYPBQP/V93q9vHzg72iKbnRVK+xT74n3uxPs83ZkXaQ/LCn6wKNMf5kU6QGKZDQl3N6sqtX9G6lwsabk4ZwhScwgWdpA6F4VF8c6AmRWUHx5CGflK4xwzd9USb4rgy5C/vggxIQpiQhTkL8+pCuKp5/vr1x2jHuKeQqJq5l4OECRQht5DYtBxiPEREBNjIH8ToErUU2hP5lEVUudiqocYEhkkVk4wy1URMu8WAAD5izMQP51ykAqZZx1InQpCsLBXXc/aGbK8tWCWr57qes9Pap9TsBXM8jWA1MUHUvcKMC/RVfXAIi4MileXIHUvD4llNlVv/pODiL+8CPGXFiD+xhoowlOe2pac1Kc0PYAyRnR0NDr/2BbvQ0LwQ9Pm6NG7j97nRkVFITY2Fg6Ojpp1GXTwGzkGYTFyBIdG4eylAHTq3A0D+/2CDm1bGlSU9O2bN+jcoS3i4uLQt98A1GvQSOuYocNH4d8de9D7l9/wc99+2L57PwYO8YNcLseIoYNQqUpVtO/QCQCwbOlieHvmRE5ne3h75sSKZUtSbNsx6bP+fQg/6+nLIiIiNF4prXaRkJCAK1euoG7dj9NWJBIJ6tati3PnUl6xYfLkyXBxcUHPnj2/Okb24BMBqFOvPkqXKYurVy7j0sULOucafy4iQjXU89OnxJnN2dkZdes3QLkKFVGhTEkM6v8ratSsDY/cH4s9yWQydOvRC9169NI4d/jQQcjh4gK/EaMBqIb9/7luDUaNHY+ixYpj3uyZaNeqGa7fDoSbu/bQ1OQ1QMPDwzLuDVKa2SRVsY+J0f3FOjo6GgBgZ6vffZu8KkNKx6d3e/pez/azf3cymQzde/ZC956a9/mwIQORw8UFw0eq7vMxo0Zg3drVGDNuAooWK445s2agdYumuHn3Adx13Od2Sff51zxBpy8TzCwh2HtAZtsaCXc2Qv7iNCQOnpCkNBT+03PNbSHNURyK15egCH8Cid3H6SNSJ2+IuatD/vwU5EEnIA/6OGRd6lISyui3EKODAamePZuKpC9vUt3FwyQ2bpDlb4jEx4dU8bz+uFSpxDG/Kvn/8DDFBwSfkzrmg9zGDWJ0MJRRryHVUSwwLaQ5SkL+/DTEuFAo48M1KuELEinMXEoCKKlxjvzZUUBmDbNcqocl8qCTULy9CTOPyhCsnCF/dQGJgdsg8ekFwdwWWpJ/toqvWxaW0i4xMRHdOrXHtauXUalyFaxatyFN50ckfdbb6vlZDaiGthctVhxzF/4OiVSKP5YtwYplS9B/4JA0tQ0AkZGRaNuyKYKePUWLVm0wbebcFI+tW78h6tZvqLFt2dLFeBB4HyfOqv797dqxHaP8hqBdh05o0bINdu74DyOGDkLu3Hl1Tkm0T/qdwu80mUjQ+znrtyEp1ty5NQuqTpgwARMnTtQ6PCQkBAqFQqtgsKurK+7du6ezidOnT2P16tUICAgwKFST6sGvWbMmBg0apPfxO3bsgJeXl2pt5zScR6apQHLF2WD9Ks7a26u+JEVG6jf0OCM5ODigUeMmiI2NxVH/w6kef3D/Puzftwcz58yHlZUVoqOjsXrlCnTo1BkjR49Ds+YtsX7DZkRHR2PF8qU6r5Gc+Dk4OKbnWyED5U4qNPType75r8nbc+fNq9f1HByS7vMUhtind3upXu+FanuePKlf78D+fdi3dw9mz12gvs9X/bEcHTt1xqgx49C8RUts+HuL6j5fpvs+T/7S6+joqFf8lHaCRAqpU2EAaSvMpi7Ilxiltc8sZwWY+/SEmUc1SF1KQupeDuZFfoQsXwOICarjJdbO+jWkTlZT7pmUOheDhW8vmOWppeoNdysDWcFWkBVsBTFRNSpMYqW9vFiq7y0hWu9zUryWIECwdEy6nvbP6nOKsMdQhj2CLG8tCBIZREUCFG8DVKMpclWG1KkgZF5NAWUi5G9SWFZM/VBE/+Hh9PWUSiX69u6Ow4cOoERJX2z6d6dGwV192Cd91kfpOZ3qcz8m9Zrv27MrzefGxcWhQ9sWuB5wFbXr1sMfa/6ERKJ/ivImOBizp09Bz5/7ongJ1cOqJYvmwTNffixfuRaNmzTFsj/WIK9nPixeMEfnNcIjVDUy+J2GUvP8+XOEh4erX6NGjUqX60ZGRqJz585YuXIlnJ31/P2Ugu+6B79Pnz7o3r07BgwYkKW9sJnF09MTgwYN4sOMFCRXbLWxttHr+BxJxTE+fAjNsJjSInvSh0FIKsPL4uPjMXzoINSuUw/NW7QCADx5/AiJiYkahXU88+WDc44cuHf3rs7rJC9Jk7yUDX0bSvr4AAACrl3VuT95e4kSJXXu/1yOHEn3eaju+zy92ytZMn2uFx8fj2FDBqJO3Xpo0VJ1nz9+pLrPy5Qtpz7OM18+5MiRA3fv3tF5nQ+8zzOHLCkZScuQ7uTq7xLdy3lJLLNBkquixjYxPgJIjIJg4QjBXL/f+4LMWrO9lI4zt4OZu2ZxMlGZCDHmLSAxh2CjfzVzdVvStC1VZuj1RKUc8qf+kNjnhdSpoGpbfBggKiHYfqyRILF0BMysIca+132dpPbUPzvKUMOHDMS/WzfDy7sgtu3a91UPJG1tbWFlZYXwsDAolco0JdgA4JT0HeR9SEiazpPL5ejeuQNOnzyBChUr4a9N/2os96uPcWNGwNLKCqPHTVRvCwy8j5q16qjfh0QiQanSZXD8mL/Oa4QnfdZnd+ZnPX2Zvb29ehTrlzg7O0MqleLNmzca29+8eQM3N+2aM48ePcLTp0/RtOnHESZKpRIAYGZmhvv376NAAf2KWJpUD35aREVF4e3bt2jQoAFy5sz5XST4lLJ3797h7JlTAFJenutzRYoWg5mZmXrZuax2+pRqfmVqFWwXLZiLoKBnmLtgsda+2M+GRcfGxOj8JR8REYHXr14hd548LDz2jalUuQocHBzw+NEjXNcxxGv7f/8CABr/oF81+aLFVPd5YAr3eXq3V69BQ0gkEpw5fQpv32ouKxYfH499e3dDKpWiQaPGX7zOwvlzEfTsGeYv/F1rX0ys5n0ew/s8yykjngPAx57mVIiiCEWoap11SRoSZ/kb1QMiqYuP3ucISZX2lXFpf5ireHsTUCZC6lwUQgoPIj4nJsaoK/dLrNPwUCAFypgQ1fJ3EhkEyy+PIlC8vgQxIQJmnjqWOvu8HoAyEeoxq58Q5fGqURXm9iywlwmmThyHVX8sg0fuPNi+54C68+FrFC9REkqlEo8fPUzzuWeSv4Pky6/3OaIo4tc+PbF/726UKOmLLdt2qwup6uvc2dPYumkjJkyervVg4/PvNDHR0Sk+uLifNGS6hI/+nw1EX2Jubo4yZcrA3//jQyWlUgl/f39UqlRJ6/jChQvj5s2bCAgIUL+aNWuGWrVqISAgQGtqwJcYbYIfHR2NLl26wNbWFu7u7pg3b57G/vj4eAwbNgy5cuWCjY0NKlSogOPHjwMAjh8/rk7oa9euDUEQcPz4cbx//x4dOnRArly5YG1tjRIlSmDTpk0a11UqlZg9eza8vLxgYWGBPHnyYNq0j0uuPX/+HO3atYOjoyOcnJzQvHlzPH36VL2/W7duaNGiBaZPnw5XV1c4Ojpi8uTJkMvl8PPzg5OTEzw8PLB27VqNdvW97ty5c+Hu7o7s2bPjt99+Q2Ki6hdyzZo18ezZMwwePFg1XM+oJr2kj/PnzmL3zh1QKBQa2589fYqO7VohOjoaPzRppl6GKzU2Njbw8S2F4Nev8erly3SLc/n/lqBUiSKYMFZzyM+BfXtx/txZreNjYmIwcfwYnD55Aq5ubqj32by0Tz0PCsLcWTPQb8AgFCz0sSp6/gKq+3nbf/+o75ndO3cgOjoaRYpqryN75fIliKKoXpaGvh3m5ub45dd+AIBBA35Tz1kHgEUL5uPmzRuoVr0GSpfRrzr3p/f5Sx33+de2t2zpEvgUL4xxYzTvc3d3d7Rr3wEJCQkY2P9XyOVy9b7RI4fj3bt36NDxpy8uLxMUFITZM6ej/8DBGvd5gaTP7f/+2aq+z3cl3edFixbTuk7yfV6N97nBlJEvoAh7oqrC/glRqYA8+KpqGTyJmXqoPqBKdOXBVyF+NjReVCRA/vQwxOjXgMwGkmwFtfYrdfQsy98EQPH6MgRLJ0jd9HuQCwASO9XvBDEqOOX3p2OfIvSBqrCdmRXMPKpoHh/5EorQBxBFpeb2+HAkBO4AlImQOHpBsNDsfJAHX0X89dVIDNIsmKcIewxFuPZSlMqYt0h8oBoyLc1RAoJEmuJ7EOMjIH91AVK3spBYOam3CxbZAEEKxfv7EJUK9XuDMhGCtfYDA2W06mchsdfvdyl9vaW/L8Tc2TPg6uqGnXsPqqc4fa1KVaoCAK5euay1L+TdO6xfs0pnfZRj/ocxYayqInjHLt009l25dBHlfIuhWeN6WueN9BuCrZs2omChwti+e3+aRx4oFAr4DR6IcuUroFPnrhr7ihQpitOnTqi/n716+RJnTp9E4SLa32ni4uJw5/ZNeHjkZgX9TCSBYHSvtBoyZAhWrlyJ9evX4+7du+jbty+io6PVVfW7dOmiHuJvaWmJ4sWLa7wcHR1hZ2eH4sWLp2lki9EO0ffz88OJEyewc+dOuLi4YPTo0bh69Sp8fX0BAP369cOdO3ewefNm5MyZE9u3b0fDhg1x8+ZNVK5cGffv30ehQoXw33//oXLlynBycsK7d+9QpkwZjBgxAvb29ti7dy86d+6MAgUKoHz58gCAUaNGYeXKlViwYAGqVq2K169fqwslJCYmokGDBqhUqRJOnToFMzMzTJ06FQ0bNsSNGzfUfzFHjx6Fh4cHTp48iTNnzqBnz544e/YsqlevjgsXLmDLli3o06cP6tWrBw8PD72ve+zYMbi7u+PYsWN4+PAh2rdvD19fX/Tu3Rvbtm2Dj48Pfv75Z/Tu3Tvz/8K+AQ8fBOKX3j3g6uYGX9/ScHB0xPOgZ7h29Qri4uJQpGgx/L7sjzRds0Gjxrhy+RJOnTyurtr6qQP79mLWjKnq/0+uLlur2scndyNGjUXDxj+o///9+xA8CLyP4GDNL4xXrlzCjKmTkTNXLpQs6Qt7Bwe8CQ7GzRsBCA0NhYODA/7cuAW2tjoKHiUZOXwoHLNlw4jR4zS2W1tb45df+2HRgnmoVK4UvLy8ceTwQdjb2+PnX37Tus6pk8fV75++PSNHj8VR/yM4f+4sihfxRpWq1RD07BkuXbyAHDlyYMXKNWm6XqPGP+DK5Us4eeI4OnTUvs+/pr3370MQeP8+gl9r17yYM38hLl48jx3b/oNP8cIoXaYs7t6+jdu3b8HL2xuz5s7/Yrwj/IbAMVs2jBqjfZ/3/a0/Fs6fiwplfVHAyxtHDqnu8z59te/zkyeOA4DGv0/6Osq4MMgf7wfMrFQ97mZWgDwWyph3QGI0IJhBlr+Raim8JKIyEfJn/pA/P6kqvCezARJjoIx5C8hjAakFzL2bQfhs2Lkoj0XCjTUQrJxVIwIEKcToYIjx4RAsHCAr1PqLy7x9TrDKDsHCAcqo1xCVcp3nJtz+SzXs3yo7IJFBjA2BGBsCmFnBvFAbraHqyrgPqp+HzEb185BaqKrvR78BRDkEK2fI8tfXakeUx0KMC4X4Wd0BZdRrKF6eRaK5PSTWLoDUDGJcOMSYN4CohMQuN8zyVP/i+0x8dky1NF8uzZ4lQSqD1K00FK8vIeHWegiW2aAMewpIzWHmWkrrOsmjMaSOhq+H/j05uH8v5sz82GGU/H2hbo2P69j7jRyDBo1Un0c3rgdg7Eg/AEBeT0/MnT1D53W7dOuBSpWr6hVD/YaNsXjBPJw+eQLtfuyosS86JhoD+/2CUcOHwKdUaeTK5YHo6Gg8evgAgfdV34N/7T9QPfUvWUxsDB4E3kdcnOYUl727d2HF/1QjrHJ5eGDcmBE6Yxo8dDgKFiqsc9/qP5bjzu2bOHrynFbH1aChw9G+dXPUrFIeFSpVxoVzZxEdHY0hw7TbuXDuDBITE1G/Ib/TUPpq37493r17h/HjxyM4OBi+vr44cOCAuvBeUFBQmqfD6MMoE/yoqCisXr0aGzZsQJ06dQAA69evh0dSz2tQUBDWrl2LoKAg5Mypqqw7bNgwHDhwAGvXrsX06dPVvT9OTk7qeRC5cuXCsGHD1O30798fBw8exNatW1G+fHlERkZi0aJFWLJkCbp2VT0pLFCgAKpWVX1wbtmyBUqlEqtWrVJ/0KxduxaOjo44fvw46tevr25z8eLFkEgkKFSoEGbPno2YmBiMHq2q8jxq1CjMnDkTp0+fxo8//qj3dbNly4YlS5ZAKpWicOHC+OGHH+Dv74/evXvDyckJUqkUdnZ2Oud9fCo+Pl5jyYeIpMIjxq5suQro9fMvuHzpIq5cuYSwDx9gY2ODkj6+aNmqDXr16ZvmojRduvbArOlTsXXzJp0JfkjIO1y6eEFr+6fbUpszn6x5i1aIiozE2TOnceXKJXwIDYWVlRXyF/BCj14/45df++usdp/smP8R7Nz+H9b+9bfOhwATJk+DKIrYvGkjDh18iFKly2DG7Hk6e0r/3bIZ2Z2d0ax5S619lPUsLS1x8MgxzJk1A1s2/43dO3fAyckJnbt0w/hJU9Sflfrq0q0HZkybgq2b/9aZ4Kd3e87Ozjh19iKmTp6I3bt2YNeO7XBxdcWv/QZg3IRJX+zlOep/BDu2/Yf1GzbpvM8nTUm6z//egEcPVff5rDnzdd7nW7dsgrOzM5q34H1uKImdB6Q5K0IZ8VyV1MtjAUEKwcIBEqdCkLqV1lpnXjCzgtS9PJRRr6GMDQUiXwKCRHWOczGYuZfVOY9ekFpC6uIDZeQLKMODAIgQLBwgzVUZZu7lIKRQDT8lgiCoKtG/OAXlh0eQZi+kdYzUrYzqvUW+AJRyCBb2kLqVhVnO8hBk2kOOJbbukLr4qt5bVDCgiFMNobfJAalTIUhdffUe0g8AUgdPICEy6XovVUXupOaQ2OaCxLkopDmKQxBS/hKpCH8K5YdAyLya6Pz5mHlUA0QRivd3IIaFQbBxhSxPLZ3vTfn+rupBTjZvveMnVcXty5cuam3/dFvIJ/Pbw8PD1CNiLl44j4sXzuu8btVqNfRO8KtWqwEv74LYtXMb5i78XaPHMEcOF0yeNhOnT57A3bt3EHD1CpRKJVzd3NG6bXt069kb1arX1Ksd4GMdH0D1/SQlHX/qojPBfx8SgulTJ6Jr917wLa09Iq1Box/w+7KVWDhvNg7s24PcefJiwpTpWtX3AeCfLZsBAF26f/2yZEQp6devH/r166dzX/Lo8pSsW7fuq9oUxM/HyxmB69evw9fXF8+ePUOePB+HI5UqVQo1atRAvXr10KRJE615PPHx8WjVqhW2bNmCsLAwZMuWDceOHUPNmjUBqIb6TJ8+HVu3bsXLly+RkJCA+Ph4tGzZElu3bsXFixdRoUIFPH78GPnyaQ/h8fPzw4IFC2BpqTnnLCYmBkuXLkXfvn3RrVs3vHv3Dnv37lXvr1GjBooXL46lSz9Wcc6bNy+GDh2KAQMGfPV1Bw4ciJs3b+Lo0aMA9C+yN3HiREyaNElr+6t3YXoVlfje/Ni2FQ7s24P7j4LgmsrDE1Nw4fw51KlRBYOH+mHK9FlZHU66kkq+v6kr+mrXpiX2792DB0+ep/qQ0BScP3cOtapXxpBhwzFthmnd59mqDs/qEIyOmBCF+ICVkDjkhXmhVqmf8J1SRr5Ewp2/IXUvD1merJ3aEnxMd482fdmypYsxym8I1v+9Vas33hTFxsaicIHc8PLyhv/JlNcm/xZFREQgj5sTwsPDjer7eUREBBwcHDD30A1Y2RhPDbTY6EgMq1/SKH7eRtmDn5qoqChIpVJcuXIFUqnmfLMvDV+eM2cOFi1ahIULF6JEiRKwsbHBoEGD1MOkUuvdjYqKQpkyZbBx40atfTk+qcAsk2k+lRcEQee25MqJhlw3+RppMWrUKAwZ8nEN04iIiDQVdvjejJs4Gfv27MKiBXMxfVbK67aaivlzZsHR0RGDdQxzI9M1YeIU7N29Cwvnz8XM2aZ/n8+bMxOOjo4Y6sf7nADB3BZSt1JQvL4EZcw7SKxZaVsX+auLqmH+OctndSj0lbr3/BlLFy/Ewrmzv4sEf82qFQgPC8P4ydNSP5jISBhlkb0CBQpAJpPhwoWPw5w/fPiAwMBAAKqefIVCgbdv38LLy0vj9aWepzNnzqB58+b46aef4OPjg/z586uvCQDe3t6wsrLSqIb4qdKlS+PBgwdwcXHRajd5LemvkV7XNTc31yowp4uFhYV6CQh9l4L4nhUrVhydOnfBqj+Wa1X9NjXXA65h755dGOo3Ek5OTqmfQCajWPHi+KlzV6xcsczk7/OAa9ewZ/cuDBsxivc5qZnlrAiYWUL+QrvYKQHK6DdQhj2EWc4KEMzSNt2Nvh2WlpYYM34Srl29jAP79mR1OBkqNjYWi+fPRb36DVGjZu2sDoco3Rhlgm9ra4uePXvCz88PR48exa1bt9CtWzd1kYKCBQuiU6dO6NKlC7Zt24YnT57g4sWLmDFjhsYQ9s95e3vj8OHDOHv2LO7evYs+ffporF1oaWmJESNGYPjw4fjzzz/x6NEjnD9/HqtXrwYAdOrUSTVfs3lznDp1Ck+ePMHx48cxYMAAvHjx4qvfb3pd19PTEydPnsTLly815nGR4Zb9sQZvP0R9sbK3KfDxLYWoeCUGD+MQ3+/RilVr8D482uTvc99SpRCbKGIo73P6hGBmCcsy/WFesHlWh/JNkti4wrKCH8xyVsjqUMhAHTp1RliMHA0bN8nqUDKUlZUV7j95gX92mPaDDPr+GO0Q/Tlz5iAqKgpNmzaFnZ0dhg4divDwcPX+tWvXYurUqRg6dChevnwJZ2dnVKxYEU2apPxhNXbsWDx+/BgNGjSAtbU1fv75Z7Ro0ULjuuPGjYOZmRnGjx+PV69ewd3dHb/88gsAVYXmkydPYsSIEWjVqhUiIyORK1cu1KlTx6Be8PS67uTJk9GnTx8UKFAA8fHxWssVERERERERZTSJoHoZC2OK1SiL7FHmSi6GwSJ7ZOpYZI++ByyyR98DFtkjU2fsRfbmHza+IntD6hlHkT2jHKJPRERERERERJqY4BMRERERERGZAKOdg09ERERERETGRyIIkAjGMzXSqGLN6gCIiIiIiIiIyHBM8ImIiIiIiIhMAIfoExERERERUaYRBNXLWBhTrOzBJyIiIiIiIjIBTPCJiIiIiIiITAATfCIiIiIiIiITwDn4RERERERElGkkMLJl8mBMsRIRERERERGR0WOCT0RERERERGQCOESfiIiIiIiIMg2Xycs47MEnIiIiIiIiMgFM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUaSQwrp5mxkpEREREREREmYoJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjSAIEIxocXljipU9+EREREREREQmgAk+ERERERERkQngEH0iIiIiIiLKNELSy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRpJIIAiTEtPWdMsWZ1AERERERERERkOCb4RERERERERCaAQ/SJiIiIiIgoUxnPoHfjwh58IiIiIiIiIhPABJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYQVC9jYUyxsgefiIiIiIiIyAQwwSciIiIiIiIyAUzwiYiIiIiIiEwA5+ATERERERFRphEEAYIRTWw3pljZg09ERERERERkApjgExEREREREZkADtEnIiIiIiKiTCOBcfU0M1YiIiIiIiIiylRM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUabhMXsZhDz4RERERERGRCWCCT0RERERERGQCOESfiIiIiIiIMo2Q9DIWxhQre/CJiIiIiIiITAATfCIiIiIiIiITwASfiIiIiIiIyARwDj4RERERERFlGi6Tl3HYg09ERERERERkApjgExEREREREZkAJvhEREREREREJoBz8ImIiIiIiCjTSGBcPc2MlYiIiIiIiIgyFRN8IiIiIiIiIhPAIfpERERERESUabhMXsZhDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIyS9jIUxxcoefCIiIiIiIiITwASfiIiIiIiIyAQwwSciIiIiIiIyAZyDT0RERERERJlGEFQvY2FMsbIHn4iIiIiIiMgEMMEnIiIiIiIiMgEcok9ERERERESZRgIBEiNafM64YiUiIiIiIiIio8cEn4iIiIiIiMgEMMEnIiIiIiIiMgGcg09ERERERESZhsvkZRz24BMRERERERGZACb4RERERERERCaAQ/SJiIiIiIgo0whJf4yFMcXKHnwiIiIiIiIiE8AEn4iIiIiIiMgEMMEnIiIiIiIiMgGcg09ERERERESZhsvkZRz24BMRERERERGZACb4RERERERERCaACT4RERERERGRCeAcfNKbXKGEXKHM6jCIMkxIZGJWh0CU4Z4empbVIRBluEIDt2d1CEQZSpkQk9UhGESAAIkRrS0vGFGs7MEnIiIiIiIiMgFM8ImIiIiIiIhMAIfoExERERERUabhMnkZhz34RERERERERCaACT4RERERERGRCWCCT0RERERERGQCOAefiIiIiIiIMg3n4Gcc9uATERERERERmQAm+EREREREREQmgEP0iYiIiIiIKNMISX+MhTHFyh58IiIiIiIiIhPABJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYiqF7GwqhizeoAiIiIiIiIiMhwTPCJiIiIiIiITAATfCIiIiIiIiITwDn4RERERERElGmEpD/GwphiZQ8+ERERERERkQlggk9ERERERERkAjhEn4iIiIiIiDKNIKhexsKYYmUPPhEREREREZEJYIJPREREREREZAKY4BMRERERERGZAM7BJyIiIiIiokwjwLiWnjOeSNmDT0RERERERGQSmOATERERERERmQAO0SciIiIiIqJMIxFUL2NhVLFmdQBEREREREREZDgm+EREREREREQmgAk+ERERERERkQngHHwiIiIiIiLKNELSH2NhTLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVGmEQTVy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAh+gTERERERFRphGSXsbCmGJlDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMI4EAiRGtPScxoln47MEnIiIiIiIiMgFM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUaQQY19ryxhQre/CJiIiIiIiITAATfCIiIiIiIiITwCH6RERERERElHk4Rj/DsAefiIiIiIiIyAQwwSciIiIiIiIyAUzwiYiIiIiIiEwA5+ATERERERFRphGS/hgLY4qVPfhEREREREREJoAJPhEREREREZEJ4BB9IiIiIiIiyjwCIBjPqHcuk0dEREREREREmYsJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjQCjmtZuVLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVHm4ST8DMMefCIiIiIiIiITwASfiIiIiIiIyARwiD4RERERERFlGiHpj7EwpljZg09ERERERERkApjgExEREREREZkAJvhEREREREREJoBz8ImIiIiIiCjTCILqZSyMKVb24BMRERERERGZACb4RERERERERCaAQ/SJiIiIiIgo0whJL2NhTLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITAATfDJJAVevYMHcWfjpxzYo6pUXjtZmcLT+csmJfXt245fe3VG5nC/y53aFs70lvPK6o22LJjiwb89Xx7Jp419wtDbDwf17M6W9ZAkJCahQugQcrc2Q3c5C5zGh79+jd/fOyO2aDXncnPBzz674EBqq89inT5/AzckWk8aP1rk/NjYWhfJ5oG2LJgbHTin7EPoeZQrngaezFWqUK6bzmMP792DIb73QoFpZlCroAS83O5QpnAfdfmwB/4P7vrrt/7ZshKezFY4e2q+x/dXL5/hrzQoM7dcbdSr5Il8Oa3g6W+Hc6ZMpXismOhrbtv6NCSMHo3n9aiiY0wGezlZYMGvqV8V2M+AqFsyailaNaqJEfjd4u9ujUkkvDPqlO+7evqnzHKVSifkzJqN8sXwo5JEN7ZvVT/FYuVyOBtXKolWjmhBFUecxvTu3RdkieREdFfVV74G0xcTEYP+enRj828+oUqYY8rrYIZ+7I2pXKYN5s6Z+8Wcd/PoVRg0biIq+RZAnhy3yuTmgVuXSmD19EqIiI78qnnmzpsLd0ULjPgl69hRuDuapvgb91lvvdpYvWYgendqiUqmi8M7tjDw5bFGmuBf69Un5fg569hQ/tWuBfG4OKJo/J0b7DUJcXJzOYy9fPA93Rwv8uWalzv1vgl/D09UeI4b01ztmAkR5POKeXkT4if8hZOsAvFnTEW/W/oT3/w1D1NV/oEyMTfFcZVwkIi/8iZAt/fBmdQe8/asnwo7MReL7J19sM/bhKYTuGou36zrj7dqf8H77SMTcO5Li51Sq70GpQMjWAXi/Y6TG9qgrW/FmZdtUXwmv72hdM/HdQ4QdmY93G3/Gm1U/4u36rgjdNQ6x94+lOc74oCuIuvQ3PuydjLfru+LNyrYI3TPhi+ckvLqF99uH483qDgjZ/Bti7hxM8djogO14s+pHyEODdO6Pe3oRb1a2Rdyjs2mKm3QQjPBlJATxaz8B6LsREREBBwcHBAWHwt7ePqvD0UvHdq2wb88ure1hMfIUz+nSsR1279yOIkWLwcMjN2zt7BD07CkuX7oIABgybATGT56Wpjji4uJQtmQRuLi64uip8xne3qdmTJ2E2TOmQhRFSKVSvI+M1zqmVbNGOHrkMCpXrQZRFHHuzGnUqVsf/+3STgI7tG2JGwHXcDHgNmxsbHS2ufT3hRgzYhh27juEGjVrf3XsWSUsJjGrQ0jV0H69sW3LRoiiiLz58uPEpdtax/Tt3gEH9uxEwcJFkTNXbtjY2uLF82cIuHIJAPDrID8MHzs5Te3GxcWhdoUSyOHiip2HT2vsW738d0wZO1zrnE07DqJS1eo6r3f75nX8UKui1vaBfmMweMTYNMUml8vh5WYHAHDM5gTfMuVgbW2N2zev49mTxzA3N8fC5WvRuFkrjfOWLpyDOVPHo4B3IeTL74WTxw7Dzt4BJy7dhq2dncaxq5YtxvQJo7DryBkUL+mrM45b16+hSZ3KGDB0FIaMGp+m95CZLGXSrA5BbxvXr8HQAb8AALwLFUbhIsUQFRmJSxfPISoyEt4FC2HbPn/kyOGicd7jRw/QtH5NvA95h9x5PFHSxxdx8fG4fOEcwsPDULBwEew5dBL2Dg56x/Lu7RtULFUEtes2wMr1m9Tb378PwaSxI1I8b9e2fxAXF4cFS1eiw09d9WqraD53xMREo0ixEnB3zwkAuH/vDh49fACZTIbVG7aifsMf1McrFArUrFQKDwPvo2ad+gh5+wY3bwSgS/femL1wqca1lUolGtSoCEEiwYFjZyGR6O7rGTtiCNatWo4TFwJQwKugXnF/S3yG7cz0NmPu+SPy1HIAgNQxF8yy5YGYGIPEN4EQE2MhdcwFpyaTILHSvO8UMR/wYdc4KCLfQGLlCJmLN5SxYUh8+xCQSOHYYCQsPHy02os4/Qdi7x4GJGaQuRaEYGahaishGpbeNeBQs1/a38PtA4g8uxqODUbBIk9p9fa4pxcR//SiznOUMaFIeHkTMLNAjp9WQiKz+njek/MI918AiEqYOeeD1N4NytgIJAbfA0QFLAtUhUPtgXrH93Z9V4gJMRrbZO5F4dRkks7jFRFvEPLvYAgSM5jnLI7EkMdQRr+HQ+1BsCxQRfPYqPd4/89AWBWuC7tK3XReTxRFhG7zgyiPQ/a2CyFIsq5euTIhBu/Wd0V4eLjRfD8HPuYVJ24+h62d8cQdFRmBGiVyG8XPm1X0ySSVr1ARxYqXQOkyZVG6TDmULFIA8fHaCe6nhg4fhYW/L4NT9uwa2y9fvIAWTRpgwbzZaN3uRxQrXkLvOFavXI4XL55jxpwFmdJesvv37mLB3Fno2r0X1qXQQ3P18iUcPXIYPXr1wfzFqi+AA37tgz/Xrca1K5dRqkxZ9bFHDh3A/r27sfavTSkm9wDQo1cfzJ4xFZPHj4H/yXNpjpu+7MzJY/hv8wZ06NITm/5cneJxvw0egenzliCbk+a9de3KRfzU6gcsWzQXzVq1Q+GixfVue8PaP/Dq5QuMnz5Xa1+evPnQo08/+JQqg5KlymL8yME4dezIF69na2uH9p26oWSpMvApVQZHDx/A/Jlpe+jwKZ9SZfDb4BGo06AxpFJVAqtUKjF/5mQsmT8Lwwf8gopVqsMpuzMAIDExESt+n48ixUtix8GTsLCwwI5/NmFQ3x74e/0q/NxvsPra796+waLZ09Cxa68Uk3sAKO5TCtVr18PKZYvQvc9vWj9/SjszmRk6d+uF3r/2R8FCRdTb3wS/xk9tm+PmjQCMHzkUy1b/pXHe1PGj8T7kHbr1+gXTZi9Q3xMR4eHo0LoJrly6gOVLF2L46C/3/H1q0bxZiI6KwoAhmg+zsmd3xuJluv89Bt6/i61//wUrKys0adZS77bWbfoPJX1Lw9LSUmP72pXLMWrYAAzt/wuu3X0CMzPV17i9u7bjwf17GDNxGvoP9oNSqUTH1k3x919rMXTkWLi6uauv8eealbh18zr2HD6ZYnIPAL8NHIo1f/wPs6ZOxB/r/tY79u+ZIJHCqnBdWBf/AWbZPNTbFTEfEHZgBuTvnyDy3Fo41B6kcV7EqRVQRL6Bee5ScKwzBIJM9fce9/Qiwo/MRfixRXBuvxQSc83EOfbuYQgWNsjWaBxkOQp8bGvfFMQ9OAFzD19YeVXVO35RkYjoa//CzCmvRnIPAJae5WHpWV7neZEXNiDh5U1YepbXSO5FpQKRZ1YBohL2tQbAyquaep/8wwuE7h6HuEenYVW4Dsxz6vf7yMKzAsyyeUDmXACiUo6w/V8e9RV9czegSITjDxNh7loQyrhIvP93MKKu/aeV4EdeWA9BZgWbMu1SvJ4gCLDxbYnwowsRe88f1kUb6BU3UWbiEH0ySYOGDseY8ZPQ6IemcHVz0+scH99SWsk2AJQtXwEtW7eDKIo4dfJ4muJYs3IFsjk5oWHjH7T2ZUR7gOrp8qB+v8DB0RETp0xP8bibN64DADr81Fm97aeu3TT2Aaqh/iOGDUb1mrXQsnXbL7ZtZWWFZs1b4crlS7gecC3NsVPK4mJjMXpoP3gXKoKffxv0xWOLl/TVmVyWKlMeTVq0UY3WOH0iTe1vXLsSjtmcUKd+Y6199Ro1wfhpc9C8zY/IV8ALgpD6OLa8+fJj1qJl6NStF4r7lIKZ7OufN5uZmWHn4dOo37ipOpEDAIlEgqGjJiC/V0FERUXi6OED6n0vgp4hIjwMTVu2gYWFagpLs9btYWFpiTu3bmhcf8akMTCTyTBMj2SwZZsOiI2JwX+bN3z1+6GP2nfsgjmL/qeR3AOAq5s7ZsxbDADYt3sHEhISNPafP6saZTJk+GiNe8LewQG/DRwKQDWVS18xMTHYuukvFC5aDCV8Sul93n9bVIlxg8ZNYZeGHp/yFStrJfcA0L33L/DMVwDv3r5B4L2PQ6Fv31R9ZrfvqPo8l0gkaN+pM+RyOe7f/XhcaOh7zJo6Ae07dUGZchW+GIN7zlyoUq0m9u/ZiXdv3+gd+/fMqmBN2Ffro5HcA4DUOhvsqvQEoEraRcXH0WKKqBAkBF0BBCnsq/RWJ/dAUlKdvwrEuEjEBR7VuGbsnUMAAJsSzdTJfXJbthVVI0VibqRtFEPck/NQxobD0ruG3ueIooi4R6p/b5ZemiO2FGEvoYwNh9Qhp0ZyDwBm2TxgmbQt8d0jvdtzqPErbEo2g3nOYhA+eZiQEvn7p5A65IS5q2oUisTSDhZ5y0ER9kLj7yHh1S3EPz4H2/I/QWJu/cVrWuQtC0FmpRo9QfQNYoJPpAeZTAYAMJeZ633O6VMn8OjhAzRr3kp9fka2l2ztqj9w7uwZTJ0xB47ZsqV4XFjYBwCAo+PHY5L/O3kfACxZNB/Pnj7B7HmL9Gq/TfsfAQDr16xKc+yUsoVzpiHo6RNMm7sYZmm8nz6VfK4sDffW+TOn8OTxQzRq0iLN93JWEwQBRYqpeobeBL9Wbw8PV93jDg4f73+JRAI7eweEh4Wpt125eA7bt/6N4WMnwzGbU6rt1W/cFJZWVtj019p0egeUkqLFSwIA4uPj8SH0vcY+cwvddUc+5eSU+t9nst07/kVEeDhatm6v9zmiKGLbP1sAAG1+7KT3eamRJT0Mk5l//DcclnTPOnzyee6g4/N8xqRxUCqVGDNRv+lfLdv+iMTERGze+KehYX/3ZNk9Vf+hSIQy/mPtiMQQ1Rx7qZ0LpHY5tM9L6tmOe3pJY3tiyOOk/dq1WMzdiwKCAPn7p1BEvdM7xth7/gAEWBaorPc5ia9vQxn9HhIrR5jn+mzEoVS/3xcSC1u920srZXwUJBaaIw8FCxtAFNVD/UWlAhFn10DmWgiW3rqnlWmcb2YBi7zlIA99hsS3DzIk7u+BYIR/jAUTfKJU3L51E9v+2wqZTIZaderqfV5yUb2q1fV/Em5IewAQ/Po1Jo4fjRq1aqN9hy9/ofTInQcA8PBBoHrbg8BAjX0vXjzHvNkz0OfXfihcpKheMVSoWBkymQyHDnx9MTfSdPf2Taz63yK07dgF5SvpP9zyc/fu3MKeHf9CJpOhWs06ep939JDq77JilWqpHPltCnr6FACQw8VVvS1nrtwAgCePPn45Cw/7gNCQd8jpodqnVCoxfsQQlPAphfY/ddOrLRtbW5T0KY1HD+4j6OmXi2ORYZ49TUpwZDKthy81aqs+O+fPng6FQqHeHhEejqWL5gEAftTz7xQADid9nlWupv/n+YVzZ/A86Cmcc7igZu16ep/3Jf9s3oCHDwKRv4AX8hfwVm/3SLpnHz/8+Hn+6IHm53nA1SvY+Oca+I2ZoFWzICVVkmpo+H9WWJPSThGRNApCItVIaEW5qhCiYKF7+lvysfLQZxrbk8+TmGufJ0hlEMxUIwHk759p7ddFmRCDxOC7kNq7QWqj//Si2AeqYqqWBapAkGjW95DauUBq7wpF+CvEPjylsU/+4QXiHp6CYGEDixSG/qcHqa0zFJFvISo/fg4owl4BUnN1LYSYW/ugCHsJuyo99RqBBgDmSQ9W4oP0HwlElFk4B5/oM/v37saundshT0zEi+dBuHD+HGQyGRYtXYF8+QukfoEk586ohqyV/mQue0a2BwB+QwYgPi4O8xYuSfXYqtVqwMrKCrOmT0WxEiUhiiJmTZ8Ca2trVE36Ejt2pB/s7Owxcoz+81QtLS1RrHhJBFy7gqdPn8DTM1+a3gNpUiqVGDmoL+wdHDFqQtqKLh45sBf79+yAPDERr14+x5WL52Emk2HGgv8hb778el/n4vkzAICSpb58L3+LLp0/g5vXr8Lc3FwjyXJxdUPxkqXwz6a/0OCHZihYuCimjBsBpVKJ2vUaAgA2rluJO7euY/vBE1+cq/w5n9JlcfH8GZw/ewp5eP9nmFXLVJ9zterWV0+zSDZmwlTcCLiKdauWw//QAZT0LYX4+HhcOn8WFpaWWLpyHapWr6l3WxfOnYGZmdkXazB8Lnl4fovW7dRz5dNq6aJ5uH/vDmKio/Eg8B7u370DN/ecWLZ6g8bUg9r1GmD65HGYOnEsFv5vJULevsGK/y2Ge85cKFpc9fk+2m8gChcthu69ftG7/bz58sMpuzOuXbmEuLg4ndMGSD8xt1QPicw9fCF80rMtsVRN3VCm0NOuiHwLABDjo6BMjFXPcZdY2kMZ8wGKqHdaUwKUcZEQkyr269uDn/jmPiAqNYb7p0aUJyD+6QUA0DmsX5BIYV+jH8IOzkTEscWIubkbUnt3KGPDkRh8D2bZPGBf4zdILO20zk0vFrlLI+HFdURf+xfWJZqqhuIHXYWFp+r3mSLmA6Kv/gOrIvUgy67/57UshxcA6Fw1gCirMcEn+sytmzewacPH4YhWVlaYOWcBfuz4U5quc/vWTUgkEuQv4JUp7e3dvQu7d27HiNHj4OWdesVjVzc3DBsxGlMmjkPJwh9/oU+aOgMurq44cfwodmz7FytWr4fdJxXFY2JiYG395flpBQsVQsC1K7h5/ToTfAOtW/k/XL92BXN+/yPNRdvu3r6pMRfc0soKE6bNRat2HdN0nXt3bkEikcAzjQ+cslpkZASGJ1Vg7/FLf7h8UmgMAMZMnomu7ZqibZOPI2Vq1W2IOg0a40Poe8ybMRntOnaFb+ly6v1xcXEwNzf/YsJfwLsQAODOrespHkOGOXJoP/7+ay1kMhlGjJmotd/F1Q3b9hxB356dcfzoYTwPeqre90P1FijpW1rrnJS8e/cW796+QZ68+WBllfqcX0A1bWD3jv8AAG3af/3w/OP+h3HqxMe51x558uL35WvgU0oz/mIlfNCpSw9sWL8aJbxUyZ4gCFi2+i9YWlri77/W4erli9ix/6jGg4HY2NhU35OXd0FcPH8WD+7fTVP9AfooPugqYu8fBSRS2Jb9UWOfzMULkMqgjA1H/PNrsMj98WcsiiLiHhz/+P+JcUBSgi9zL4r4R2cQG3hc4xwAiA08pnmOHpKXhZM65tT/fT27DDEhBtJsuSFz1v273tytMLI1mYTww3MgD3kCedKUBEjMYJ6rJKT2+o0m+VpWhesi9r4/oq/+i+ir/wIABHMb2JZV/R6MurABkJpp/L2ISgUgKjUexHxO6pgLgGqOP30dQVC9jMXXxrp06VLMmTMHwcHB8PHxwe+//47y5XWPWlm5ciX+/PNP3Lp1CwBQpkwZTJ8+PcXjU8Ih+kSf8Rs5BmExcgSHRuHspQB06twNA/v9gg5tW2oVckpJVFQUYmNj4eDomOpwr/RoLzIyEsOHDICXd0EM8RuZ+glJhg4fhX937EHvX37Dz337Yfvu/Rg4xA9yuRwjhg5CpSpV1UP9ly1dDG/PnMjpbA9vz5xYsSzlUQLJw2Xfh+g/94+0vXwRhHnTJ6FC5Wpo26Fz6id8pv/QkXgaEot7Lz7g4KnLaNuhC0YN+Q29f2qr970VHRWFuNhY2Dukfi9/SxQKBQb16Y4njx/Cp3RZDBmpvWxdparVsefoOfwyYCg6du2F2YtXYOWGfwAAs6eMhyiKGDF+CgDVCgb1qpRGYY9sKJrXGaOG9EtxjfHk2hehISEZ9O6+bw8C76Ff724QRRHjp8xEsRLay4fduXUDdaqWxcOHgVi/6T/cf/YW1+4+wZSZ83D0yEE0q18TDx/c16u9kHeqHlRHR0e9YzxycB/Cwj7Au2Ah+JYuo/d5n/tn1wEEhyfg/rO32LH/KPLn90LLxnWwcM4MrWPnLPoflq/ZgK49+6BPv0HY638aLVq3Q3hYGKZPGos27TuiYuWqUCqVmDF5HArmyYF8bg4oW8IbO7f9k2IMyffze97PX0Ue9hLhxxcDEGFXofPHufhJJOY2sC5SHwAQcWIp4p5cgDIhWnXe0QWQf3j5ydEfP4NtSjQFBCniH59F5IW/oIh6B2VcBGLuHkbU5S2AINU650uUseFJ8eg/Hz72oWp4vpVXyvPWYx+eRujOUZDYZodT8+lw6fYXsrdbDKuCNRFzczc+7J2kUewuvQlm5sjWbCrsKnWDVeG6sCndFtlbz4WZY04kBN9D3MNTsCvXCRILWyjjIhF2ZB7eru2Et2s6InTnaCSmkMALEikEmRXExNgMjZ+M25YtWzBkyBBMmDABV69ehY+PDxo0aIC3b9/qPP748ePo0KEDjh07hnPnziF37tyoX78+Xr58qfP4lLAHnygFlpaWKFqsOOYu/B0SqRR/LFuCFcuWoP/AIameGxGu+kVpa6v/sDND2ps8YSxevnyBnXsPag1VTU3d+g1Rt35DjW3Lli7Gg8D7OHFWVdRn147tGOU3BO06dEKLlm2wc8d/GDF0EHLnzovGTZpqXdM+qcc/PDwsTbGQpvHDByMxMQHT5v1u0HUsLS1RqEgxTJm9EFKpBOtWLsP6lf9D71Sq8QNAZKTqXraxzbgiSBlh7LAB8D+0D/m9CmLtpu0wN9ddVLBg4aIYOV5zmaUb165gy8Z1mDhjHpyyOyP49Uv07NQahQoXxfJ1m/Dg/j0snD0V1tbWGDd1ttY1k9f1jYgIT/839p17/eolOrRuirCwD+jTbxB69+2vdUxiYiJ6dfkRwa9f4cCxcyjpq+rddHB0RO++/aFQKDBxzHDMnjZJr+XfIiMiAAA2dvp/nicPzzek9/5TDo6OqFi5Kjb+uws/1K2GWdMmokbtehrLmQqCgBat26FFa80lvmZNm4i4uFiMnzITAPDH/xZj0bxZ+PnXAahSrQbWr1mJvj07o4CXt84pCHZJ9zM/z9NOEf0eH/ZPgxgfDesSTWBdXHtFHQCwLd8Jiuj3iH9yHuFHPlmKVGIGu8rdVUvNARrF4mQ5CsC+xq+IOLUcMTd2IebGLvU+89ylIUikiH92KcW5/Z9LLjgnmOs3DUMZF4mEFwGAIKir4X9OHv4aESeWQGLlAMcGI9XTC8wc3GFfrQ8UMR+QEHQFsfePZuhycxKZldbPXlQqEHl2NcxyFIBlodoAgPATS5H46hbsKnSFxMoBUZf/RtjBGXButxiCmfZ3K8E8KcFPiIGQNJ+f6FPz589H79690b17dwDA8uXLsXfvXqxZswYjR2p3yG3cuFHj/1etWoX//vsP/v7+6NKli97tsgc/k3Tr1g0tWrTI6jDoK/2Y1Iu9b8+uVI5UsXdQfdBHRUVmSnsH9u2BpaUlZs+chh8a1NZ4AarezOT/v3E94IvXehMcjNnTp6Dnz31RvISqSvWSRfPgmS8/lq9ci8ZNmmLZH2uQ1zMfFi+Yo/Ma4UlfiB0cHPWKn3TzP7QPllbWGDO0P9o3q69+9e+t6s0Pfv1Kve3tm2C9rtmyrWpY4uH9e/Q63s5OdS9HR0WlcuS3Y+bksdj01xrkzOWBDf/tgVN2Z73PFUUR40YMQuFiJdCpW28AwJ+rVyA+Lg5LVm9EwyYt0H/oSLRo2wF/rVmB2JgYrWtEJiX29vb8wpeePoSGon3LxngR9Aw//tQVE6fO0nnclUsX8PjRQ+TJm0+d3H+qaYvWAD4upZea5OXtoiP1+zwPDwuD/+EDEAQBrdp10OscfclkMjRv1RaiKOLQgdT/Dd+5dQPrV6/AsJHj4OKqWjJ22e8LULlaDUyeMRcNGjfFH2s3wtrGBst+X6DzGskPqvh5njbKuEh82DcVyqh3sCxYC7YVUv5yLkhlcKw7FNmaTIaNb0tYFa4DmzLtkb3NfJjnUv0eltq7aQ0Zt/KuDuf2v8O2YldYFakH6+I/wLH+SDg2GAllnOr3sFm23HrFKyQtDScm6DekP+7xWUCpgMytKKS2uqePxT06AygVMPfwVSf3n7LMXwkAkBB8V68201Ps3cOQhz6DfZVeEAQB8rBXSAi6AuuSzWFdvBEsC1SGfbW+UEaHIvah7s+Kjw9FvjxtkUxLRESExis+Pl7ncQkJCbhy5Qrq1v04DVAikaBu3bo4d+6cXm3FxMQgMTExTau+AOzBJ9KLk7MqQdB3iKKtrS2srKwQHhYGpVKZpgJdX9MeoJobfObUyRT3J+9LrRdm3JgRsLSywuhxE9XbAgPvo2atOur3IZFIUKp0GRw/5q/zGuFJyzJld9Ze8ofSJiI8DBfOntK5Lz4uTr0vpV8wn0tOdt+/1+/esrG1haWVFSLCv+5ezmzLF8/D8sXz4JzDBX/9u1ddLV9fWzeux41rV/DPniPqucqPHtyHU3Zn5M6TV32cb+my+G/zBjx98ghFimkuDZW8zF7yv2MyXHRUFDq2aYrAe3fxQ9MWmLd4eYpTRl6/egEAsE9h3fnkBy/hnywf9yXOSRXnP3zQ7/hd2/9FfHw8KlappnHPpBf1v2E9fj+M9huEAt4F0euXfgBUoxHeBL9G608ePNja2cHLuxAC7+lOspLv5+y8n/WmTIzFhwPToQh7AQvPCrCv1kevKU7m7kVg7l5EY1ts4ImkfdrL4QGA1CY7bEo00dgmyuMhf/8Ugswqxbnxn0uuKP/pEn5fEpdUPd9KR3G9ZMpo1fKVKa0rr36ooGeb6UUZF4GoK5thVai2uqigPFw1BPrTIoMyF1UNJcWH51rXEJVyiIlxEGRWX5yrTykToO8Ekm9Dcqy5c2t+r5gwYQImTpyodXxISAgUCgVcXV01tru6uuLevXt6tTlixAjkzJlT4yGBPpjgm6iEhIQUh6RS2iUnx/nSUHm8eImSuHRR1ZOkT9E7Q9q7ee9Rivscrc0glUrxPjL1BPDc2dPYumkjlixfpTXf9POeypjo6BSTvftJH1wlfLTnxpL+nobE6tz+POgZqpUujLz58uPEpdtpuub5pAcCeT31v5eLFCuBa5cv4unjR8jv5Z36CVlk059rMHPyWNg7OGL91l0okMZ/d+HhYZg9dTxatuuIshU014GOi9X8u4iJjgYAnf8GHgaq7v+ixXn/p4f4+Hh07dAa165cQq069bFsjWYF+c/lcFH1VD98GIioyEjYfja0PuDqZQDQO/nOkcMFLq5uePXyuV5FRv/bqhqe3zadhud/7twZ1e8Hz1R+P/y39W+cP3sa/+46qFXFP/bz+zkmGpaWuovtPQy8DwsLC3gXKqJzP2kSFYkIPzQb8ncPYe7hA4faA7WWj9P7WqKImDsHAABWhfVf2jT2/jGI8nhYFW2gc2i5LmZOqn8PivDU5/rKI94g8W0gIDWHRb4KKR4nsXYEACS+0/0dRZ60XWqbsYX2Phd18W8AAmzLaf8bFeUfvyupCxQK2p/z8jDVz8nss5oKZPqeP3+u8QA5rVNj9TVz5kxs3rwZx48fT/MKJt92V0wWqVmzJvr3749BgwYhW7ZscHV1xcqVKxEdHY3u3bvDzs4OXl5e2L9ftS6sQqFAz549kS+fqsJuoUKFsGjRohSvv2fPHjg6OqrX5g0ICIAgCBpzMXr16oWfflJVUX///j06dOiAXLlywdraGiVKlMCmTZu0Yu7Xrx8GDRoEZ2dnNGigmst069YtNGrUCLa2tnB1dUXnzp0RwkI5WkLevcP6NasQo2O47TH/w5gwVvV307FLN72vWamKar3yq1cup1t7Vy5dRDnfYmjWOH3WVP6UQqGA3+CBKFe+Ajp17qqxr0iRojh96gReJRX5ePXyJc6cPonCRYpqXScuLg53bt+Eh0duVtDPAu9D3mHTn2t0Dh0/ddwfMyeNAQC07ah/0b7yFasAAG5c076XM1vtij6oXdEHwa81v4Tu27UNY4b1h42NLdZu3q6z8Fpq5k2fiIT4eK3lCAsWLoro6Cgc2rcbgGqO975d22BuYaHzQcn1pJ9Txcq656WS/hQKBfr2+AmnTx5DxcpVsXrD1lQfXpctXxHOOVwQEx2NUX4DNUa3BL9+hfGjhwEAmjRvpXccFSpVgUKhwK0bAV887nnQM1w4dwaWlpbqqQAp2bd7B6qWLY5+fbprbL94/iyOHjkIpVKpsT0xMRGrVizFv5s3wsrKCs1btU3x2lGRkZg8bhSatWyDqjVqqbfb2dsjZy4PHNq/B1FJUw5uXr+GB/fvoZCOz/Onjx8hNPQ9SpUpxyXy9CAqFQg/uhAJr25B5lYEjvX89OrdVUS9Uxe5U19LHo/IUysgf/cQlgVrQuai/XBVV+Ic9/QSIi9ugGBpB9sy7bT2p0TmWggQJCkm4xptJBXXs/Asl2LvPABY5FWtQJIYfBcxdw5q7Et4E4iYm6ppJhb5K2rsi7y4ESFbByLm9n6949dX4ruHiL1/FLZlf9RYni95KkPco9MQRREA1EPzdU1zkL99CAAwd9f+d0Omzd7eXuOVUoLv7OwMqVSKN2/eaGx/8+YN3NzcvtjG3LlzMXPmTBw6dAglS5ZMc4zswU/B+vXrMXz4cFy8eBFbtmxB3759sX37drRs2RKjR4/GggUL0LlzZwQFBUEmk8HDwwP//PMPsmfPjrNnz+Lnn3+Gu7s72rXT/nCtVq0aIiMjce3aNZQtWxYnTpyAs7Mzjh8/rj7mxIkTGDFiBABVwlSmTBmMGDEC9vb22Lt3Lzp37owCBQpoLJuwfv169O3bF2fOqNasDgsLQ+3atdGrVy8sWLAAsbGxGDFiBNq1a4ejR4/ClB3cvxdzZn78kp5cMbxujY+9cn4jx6BBI1XRleiYaAzs9wtGDR8Cn1KlkSuXB6Kjo/Ho4QME3lf1xv3afyCat9D/C2H9ho2xeME8nD55Au1+1FyW7Gvbi4mNwYPA+ylW7zbE6j+W487tmzh68pzWUMJBQ4ejfevmqFmlPCpUqowL584iOjoaQ4aN0LrOhXNnkJiYiPoNG6d7jJS6mJgYjBryGyaP9UOJkqXgljMXYmJi8OTRAzxKqhre85f+aNS0pd7XrFWvEVYsWYDzZ06hRVvtOcVvg1/j567t1f//6EEgAGDc8IHq3tPa9RphwLBRGuf93KWdunbA2+DXAIAtG9bixNFDAFRLnf3x51aNcx4/VF07MVGu3hby7i0G/dIdSqUSufN64u/1q/H3+tVacdZv3BQNGjfT+R7v3LqBjetWYfSkGcjhojmcrnOPPlizfAn69e6M6rXq4dmTR3hw/y76DhwGy8+WGIuOisKNgKso4F0IefiAy2Br/vgf9u3ZCQBwcsqOkUO1i+oBwISps5A9aei6paUl5ixcit5dO+CfTRtw+sQx+JQqjbjYOFy+dB5RkZEo6VMK/QcP1zuOug0aYfeO/3D21AmUr1g5xeO2bd0EURRRr+EP6losKYmIiMDDB4HI4ar5Re/xo4cY9GsvOGV3ho9vaWRzckLo+/e4e+cW3gS/hqWlJRb+bxVyeaQ8/WTuzKmIjIzAxGnaRSD7DfbD6GEDUatyGZQo6YPTp45DIpHgt4FDtY49e1qVyNWp3+iL74VUYu8cQPzTiwAAiaUdIk6v1HmcXcUukFh+7AFMeHULESdXQJYjPyS2zhDlCUh8cx9ifBTMPXxgX6W3zuuE7hgJqb0rpI4eEMwsIP/wHIoPzyFY2CFbwzEabaRGYm4FmVsRJL6+DUXU+xTn1QNA3EPVSLAvVc8HAJlzfliXbIqYG7sReWYVYu4chJmjB5QxoaoRAKIIq8J1YZFLM4FRxnyAIvwVlHHadS+irv6LhOdXVccl9bDLQ54gdOdo9TEO9fwgtc6mda4oiog4swpmzp6wKqLZUWJm7waLfBUR/+Q8QneMgsTKHgkvAiCxzQHLAlW0rpXwWjV6ziLP16+S8d0z1jH6ejI3N0eZMmXg7++vrsOmVCrh7++Pfv36pXje7NmzMW3aNBw8eBBly5ZN8bgvYYKfAh8fH4wdOxYAMGrUKMycORPOzs7o3Vv1ITt+/HgsW7YMN27cQMWKFTFp0iT1ufny5cO5c+ewdetWnQm+g4MDfH19cfz4cZQtWxbHjx/H4MGDMWnSJERFRSE8PBwPHz5EjRqqeU25cuXCsGHD1Of3798fBw8exNatWzUSfG9vb8ye/fGX+dSpU1GqVClMnz5dvW3NmjXInTs3AgMDUbCg7uGr8fHxGj0eEUkF04xJSEgILl+6qLX9022fjmTIkcMFk6fNxOmTJ3D37h0EXL0CpVIJVzd3tG7bHt169ka16jXTFEPVajXg5V0Qu3Zuw9yFv2v0OmVEe4Z4HxKC6VMnomv3XjqXdGrQ6Af8vmwlFs6bjQP79iB3nryYMGW6VvV9APhny2YAQJfuPTM8btLm7JwDoyZMw/kzpxB4/w5uXL8KpVIJF1c3NG3ZFh279kKlql/+Uva5ilWqIX8Bb+zfswOTZy/U6kGNT0hAwJVLWuclD1UHPq4N/6nbN6/j5fMgjW3Br18h+PUrAECu3Hn0ii82Nlb9EO/enVu4d+eWzuM8cudNMcGfOHIIvAoWRtdefbX2ubi64c9/dmHahFE4efQQ7B0c8fNvg3QuvXdw3y7Ex8WhQ+fuWvso7cI+mSefnOjrMmzkOHWCDwCNmjTH/qNnsOz3BTh/9jT8Dx2AzNwc+fN7oVnLNuj96wC917QHgGYt22LcyKHY9u9mDPIbleJx//2jGl3Xpn3HFI9JTaUq1TBw6AicO3MKd27fROj7EMjMzZE7T140ad4Kvfr8hnwFvFI8P/D+XaxesQTDR09AzlweWvu79/oF0ZGRWLd6BQ4f3AevgoUwesJUFC6iPcd72z+bIZPJ8GMn/as3f8+U8dHq/05O9HWxLdMO+CT5NnPOD4v8FZH4JhCJ759CkMpgli0PrArVgmXBWinO37cu/gMSXt9BYvA9iIoESG2cYV2iCWx8Wqjn1KeFVeE6SHx9G3GPTsPGp7nOYxLfPoAi/DUkVg4w90h9pJRdhS6QuRRC7N3DSAx5jPiwVxDMLSFzKwqrwnVh5VU1TTEqVL+M6wAAMF9JREFUIoKR+PaBxjYxMVZzWwrL1sXePwr5u8fI1mwKBB3D7u2r90WkzArxzy5C/iEI5jlLwK5yDwhmmr/zRHk84p9dgplTXp0jK4iSDRkyBF27dkXZsmVRvnx5LFy4UD0iHAC6dOmCXLlyYcYM1dKns2bNwvjx4/H333/D09MTwcGqThBbW1vYpmE1I0FMHodCajVr1kSxYsWwdOlS9ba8efOiX79+8PPzA6B6CiiRSLBz5040a9YMS5cuxZo1axAUFKT+sunr64uLF1Uf8N26dUNYWBh27NgBQPUXHhgYiN27dyNHjhw4ffo0fvzxR8ycOROhoaHw8/NTr3moUCgwffp0bN26FS9fvkRCQgLi4+PRsmVLbN26VR2zt7c3Vq78+LS4bdu22Llzp9aX8ejoaOzbtw+NGul+Ij9x4kSNBxbJgoJDUyxaRLotW7oYo/yGYP3fW9PU+2+sYmNjUbhAbnh5ecP/pH4VQr8lYTFcyzYla1YsweQxfli29u809f5/bzq3bYrLF87ibEAgsjml3AOWlSxlXzcf+Hs3ftQw/PG/xTh4/Dx8SpXO6nAy3KuXL1C2uBeaNG+l13KC3xqfYSk/ECLdREUiQjb1hcTKAdlbz8vqcL5ZsQ9PI+LYIthV6ZWhy/ulRpkQg3fruyI8PNyovp9HRETAwcEBp2+/UC8rawyiIiNQtZhHmn/eS5YswZw5cxAcHAxfX18sXrwYFSqoalfUrFkTnp6eWLduHQDA09MTz54907pGSoX8UsI5+CmQyTTnTAmCoLEt+WmqUqnE5s2bMWzYMPTs2ROHDh1CQEAAunfvru5R0qVmzZo4ffo0rl+/DplMhsKFC6NmzZo4fvw4Tpw4oe69B4A5c+Zg0aJFGDFiBI4dO4aAgAA0aNBA6/o2NpprnUZFRaFp06YICAjQeD148ADVq6fcgzdq1CiEh4erX8+fa1cPJf107/kzPHLnwcK52sMkTdGaVSsQHhaG8ZOnpX4wGZWOXXshl0duLFs0N/WDv1O3rl/DqWNH0LvvwG82uaev13/IcNjY2mLxfN3L85ma/y2eD4lEguFjJmR1KJRJBKkMNqXbQh4ahPhnV7I6nG+SKIqIub4DUntXWBWqndXhkBHo168fnj17hvj4eFy4cEGd3APA8ePH1ck9ADx9+hSiKGq90pLcA0zw08WZM2dQuXJl/PrrryhVqhS8vLzw6NGXi5Qkz8NfsGCBOplPTvCPHz+OmjVraly/efPm+Omnn+Dj44P8+fMjMDAw1bhKly6N27dvw9PTE15eXhqvzx8GfMrCwkKrgAR9HUtLS4wZPwnXrl7GgX36rTturGJjY7F4/lzUq98QNWryl56psbS0xJBRE3Aj4Cr8D+7L6nC+SYvmTodzDhf06T8kq0OhDJAjhwt+HTAE+3bvwN3bN7M6nAz1Jvg1NqxbhU5de8JLx/QaMl1WhetC6uCOqKv/ZHUo36T4Z5cgD30G27IduTyegQQj/GMsmOCnA29vb1y+fBkHDx5EYGAgxo0bh0uXtOejfipbtmwoWbIkNm7cqE7mq1evjqtXryIwMFCjB9/b2xuHDx/G2bNncffuXfTp00erIqMuv/32G0JDQ9GhQwdcunQJjx49wsGDB9G9e3d1BX/KeB06dUZYjBwNGzdJ/WAjZmVlhftPXuCfHab9ION71rp9JzwNiUWdBiygqMvKv/7B5bvPYJOGeXJkXIaOGIvXYfEoUqxEVoeSoVzd3PH0TQRmzf89q0OhTCZIpHButxjZW87M6lC+SZae5eHa+x9YFki52CZRVmOCnw769OmDVq1aoX379qhQoQLev3+PX3/9NdXzatSoAYVCoU7wnZycULRoUbi5uaFQoY9PzMeOHYvSpUujQYMGqFmzJtzc3NTVGL8kZ86cOHPmDBQKBerXr48SJUpg0KBBcHR0THH9ciIiIiIiIjJOLLJHqUouhsEie2TqWGSPvgcsskffAxbZI1Nn7EX2ztx+aXRF9qoUy2UUP28uk0dERERERESZRhBUL2NhTLFynDYRERERERGRCWCCT0RERERERGQCOESfiIiIiIiIMo2Q9DIWxhQre/CJiIiIiIiITAATfCIiIiIiIiITwASfiIiIiIiIyARwDj4RERERERFlHk7CzzDswSciIiIiIiIyAUzwiYiIiIiIiEwAh+gTERERERFRphGS/hgLY4qVPfhEREREREREJoAJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjSCoXsbCmGJlDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIyS9jIUxxcoefCIiIiIiIiITwASfiIiIiIiIyARwiD4RERERERFlHo7RzzDswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRphKQ/xsKYYmUPPhEREREREZEJYIJPREREREREZAKY4BMRERERERGZAM7BJyIiIiIiokwjCKqXsTCmWNmDT0RERERERGQCmOATERERERERmQAO0SciIiIiIqJMIyS9jIUxxcoefCIiIiKi/7d353FVlfsex79bkkkQRRQEBzyKCuWQlog3hZOe1JSLDWrmWJSWWg5lHb2lnToNx6HsnupkWmrmkJaZ1/GYigM5ZE4pJKmoqKipCIgCCuv+YazDlhkZ3NvPm9d+vfZe61nP+u3ls5HffoYFAHaABB8AAAAAADtAgg8AAAAAgB1gDj4AAAAAoOIwCb/c0IMPAAAAAIAdIMEHAAAAAMAOMEQfAAAAAFBhLH/82ApbipUefAAAAAAA7AAJPgAAAAAAdoAEHwAAAAAAO8AcfAAAAABAxbFIFtuZ1s5t8gAAAAAAQMUiwQcAAAAAwA6Q4AMAAAAAYAeYgw8AAAAAqDAW2dS0dpuKlR58AAAAAADsAAk+AAAAAAB2gCH6AAAAAICKwxj9ckMPPgAAAAAAdoAEHwAAAAAAO0CCDwAAAACAHWAOPgAAAACgwlj++LEVthQrPfgAAAAAANgBEnwAAAAAAOwAQ/QBAAAAABXGYrnxsBW2FCs9+AAAAAAA2AESfAAAAAAA7AAJPgAAAAAAdoA5+AAAAACACmP542ErbClWevABAAAAALADJPgAAAAAANgBEnwAAAAAAOwAc/ABAAAAABWHSfjlhh58AAAAAADsAAk+AAAAAAB2gCH6AAAAAIAKY/njx1bYUqz04AMAAAAAYAdI8AEAAAAAsAMk+AAAAAAA2AHm4AMAAAAAKoxFksV2prXb0Ax8evABAAAAALALJPgAAAAAANgBhugDAAAAACqMRbY17N2WYqUHHwAAAAAAO0CCDwAAAACAHSDBBwAAAADADjAHHwAAAABQYSwWG7tNng3FSg8+AAAAAAB2gAQfAAAAAAA7QIIPAAAAAIAdYA4+AAAAAKACWWRbd5e3nVjpwQcAAAAAwA6Q4AMAAAAAYAcYoo8iGYYhSbJcS5PlmkMlRwOUn5pVKzsCAEBZiJv6UGWHAJSrlJQU1Z/7n7/TbQ23ySs/JPgoUmpqqiSpfv36lRwJAAAAgBypqany8PCo7DBwGyHBR5F8fX2VkJAgd3d3WWzp6ysblpKSovr16yshIUHVq1ev7HCAckE7x52Ado47Ae284hmGodTUVPn6+lZ2KLjNkOCjSFWqVFG9evUqO4w7UvXq1fmPEnaPdo47Ae0cdwLaecWi5x75IcEHAAAAAFQYbpJXflhFHwAAAAAAO0CCD9yGnJycNGnSJDk5OVV2KEC5oZ3jTkA7x52Adg7cPiyGrd5bAQAAAABgM1JSUuTh4aFDJ36Xuw2t15CakqJmDWorOTn5tl9ngh58AAAAAADsAAk+AAAAAAB2gAQfAAAAAAA7QIIPlAF/f39Nnz69wP3Hjh2TxWLR3r17i6yrOGXnzJmjGjVqlDhOoDTCwsI0evTocj3HkCFD1KtXr3I9B+4sJW23y5YtU5MmTeTg4FDu7R2wRfyeRlmy2OCPrSDBBypA/fr1lZiYqHvuuadM6uvbt6/i4uLKpC7gdvDhhx9qzpw5lR0G7mDDhg3T448/roSEBL311luVHU65K+qLaQCAbbqrsgMA7gQODg7y8fEps/pcXFzk4uJSZvUBlc3Dw6OyQ8Ad7PLlyzp37py6du0qX1/fyg4HgKTMzEw5OjpWdhiAzaEHHyiGsLAwjRw5UiNHjpSHh4e8vLz0+uuvK/ddJq9cuaKnn35a7u7uatCggT777DNz383D7pOSktS/f3/Vrl1bLi4uCggI0OzZs63OefToUf35z3+Wq6urWrVqpW3btpn7bh6i/8Ybb6h169aaN2+e/P395eHhoSeeeEKpqalmmdTUVPXv31/VqlVT3bp19cEHH1TI0GvYh+vXrxfY/jMyMvTyyy/Lz89P1apVU3BwsKKiosxjc9rr2rVrFRgYKDc3N3Xr1k2JiYlmmZuHfhanvfr7++udd94p8HOHO0daWpoGDRokNzc31a1bV9OmTbPaX1gbjYqKkru7uyTpwQcflMViUVRUlC5cuKB+/frJz89Prq6uatGihRYuXGhVb3Z2tiZPnqwmTZrIyclJDRo00Ntvv23uT0hIUJ8+fVSjRg15enoqIiJCx44dM/fntPt33nlH3t7eqlGjht58801dv35d48aNk6enp+rVq5fn/4fi1jt16lTVrVtXtWrV0ogRI3Tt2jVJN/5PO378uMaMGSOLxSKLxXaGnqJ4wsLC9MILL2j06NGqWbOmvL29NXPmTKWlpempp56Su7u7mjRpotWrV0uSsrKyFBkZqUaNGsnFxUXNmjXThx9+WGD9K1asUI0aNZSVlSVJ2rt3rywWi/7617+aZZ555hkNGDBAkor1ecr5W2v06NHy8vJS165dJUkHDhxQ9+7d5ebmJm9vbw0cOFDnz58v0+sF2BMSfKCY5s6dq7vuuks7d+7Uhx9+qPfff1+zZs0y90+bNk333Xef9uzZo+HDh+v555/XoUOH8q3r9ddfV0xMjFavXq3Y2Fj961//kpeXl1WZ//mf/9HLL7+svXv3qmnTpurXr5+uX79eYHxHjhzRsmXLtGLFCq1YsUKbNm3Se++9Z+4fO3asoqOjtXz5cq1bt05btmzR7t27b/Gq4E5RWPsfOXKktm3bpkWLFmn//v3q3bu3unXrpt9++808/sqVK5o6darmzZunzZs368SJE3r55ZcLPF9x22tJPnewX+PGjdOmTZv0/fff69///reioqKs2kthbbRDhw5mm/n222+VmJioDh06KD09XW3bttXKlSt14MABDR06VAMHDtTOnTvNesePH6/33nvP/J2+YMECeXt7S5KuXbumrl27yt3dXVu2bFF0dLT55VZmZqZZx4YNG3T69Glt3rxZ77//viZNmqSePXuqZs2a2rFjh5577jkNGzZMJ0+eLFG9Gzdu1JEjR7Rx40bNnTtXc+bMMafBLF26VPXq1dObb76pxMREqy/bYD/mzp0rLy8v7dy5Uy+88IKef/559e7dWx06dNDu3bv10EMPaeDAgbpy5Yqys7NVr149LVmyRDExMZo4caImTJigxYsX51t3x44dlZqaqj179kiSNm3aJC8vL6svdzdt2qSwsDBJKtbnKSdmR0dHRUdH69NPP9WlS5f04IMP6t5779WuXbu0Zs0anT17Vn369CmXa4YKZLHBh60wABQpNDTUCAwMNLKzs81tr776qhEYGGgYhmE0bNjQGDBggLkvOzvbqFOnjvGvf/3LMAzDiI+PNyQZe/bsMQzDMMLDw42nnnoq33PllJ01a5a57eDBg4YkIzY21jAMw5g9e7bh4eFh7p80aZLh6upqpKSkmNvGjRtnBAcHG4ZhGCkpKUbVqlWNJUuWmPsvXbpkuLq6GqNGjSrFFcGdpLD2f/z4ccPBwcE4deqU1TGdO3c2xo8fbxjGjfYqyTh8+LC5/+OPPza8vb3N14MHDzYiIiIMwyh+ey3qc4c7Q2pqquHo6GgsXrzY3HbhwgXDxcXFGDVqVLHaaFJSkiHJ2LhxY6Hn6tGjh/HSSy8ZhnGjnTo5ORkzZ87Mt+y8efOMZs2aWX1uMjIyDBcXF2Pt2rWGYdxo9w0bNjSysrLMMs2aNTM6duxovr5+/bpRrVo1Y+HChSWu9/r162aZ3r17G3379jVfN2zY0Pjggw8Kfb+wXaGhocYDDzxgvs5pRwMHDjS3JSYmGpKMbdu25VvHiBEjjMcee8x8nfv3tGEYRps2bYwpU6YYhmEYvXr1Mt5++23D0dHRSE1NNU6ePGlIMuLi4gqMMffnKSfme++916rMW2+9ZTz00ENW2xISEgxJxqFDhwq5ArhdJScn32gbCeeNxORMm3nEJZw3JBnJycmVfQmLxBx8oJjat29vNYwxJCRE06ZNM4entWzZ0txnsVjk4+Ojc+fO5VvX888/r8cee8z8Br1Xr17q0KGDVZnc9dWtW1eSdO7cOTVv3jzfOv39/c1hpjnH5Jz/6NGjunbtmtq1a2fu9/DwULNmzYr13oGC2v8vv/yirKwsNW3a1Kp8RkaGatWqZb52dXVV48aNzde52+fNStJeS/K5g306cuSIMjMzFRwcbG7z9PQ020tx2+jNsrKy9M4772jx4sU6deqUMjMzlZGRIVdXV0lSbGysMjIy1Llz53yP37dvnw4fPmz1e1m60ZN55MgR8/Xdd9+tKlX+M6DS29vbakFWBwcH1apVy2zXJanXwcHBfF23bl398ssvBb5f2J/cvx9z2lGLFi3MbTmjTXLa1scff6wvvvhCJ06c0NWrV5WZmanWrVsXWH9oaKiioqL00ksvacuWLXr33Xe1ePFibd26VRcvXpSvr68CAgIkFf15ytG2bVur1/v27dPGjRvl5uaW5/xHjhzJ87kGwCJ7QJmpWrWq1WuLxaLs7Ox8y3bv3l3Hjx/XqlWrtG7dOnXu3FkjRozQ1KlT860vJ7EqqL6Snh8oK5cvX5aDg4N+/vlnq2RCktUfZPm1TyPXGhalRbtHUYrbRm82ZcoUffjhh5o+fbpatGihatWqafTo0eYw+KIWOr18+bLatm2r+fPn59lXu3Zt83l+bbiwdn0r9fLZuLMU1bZy/22xaNEivfzyy5o2bZpCQkLk7u6uKVOmaMeOHQXWHxYWpi+++EL79u1T1apV1bx5c4WFhSkqKkpJSUkKDQ01yxb1ecpRrVo1q9eXL19WeHi4/vGPf+Q5f07nB2yTrY16t6VYSfCBYrr5P7nt27crICAgzx+MxVW7dm0NHjxYgwcPVseOHTVu3DirBL8s/elPf1LVqlX1008/qUGDBpKk5ORkxcXFqVOnTuVyTtiXgtr/vffeq6ysLJ07d04dO3Ysk3PRXlESjRs3VtWqVbVjxw6zvSQlJSkuLk6hoaGlbqPR0dGKiIgwFwnLzs5WXFycgoKCJEkBAQFycXHR+vXr9cwzz+Q5vk2bNvr6669Vp04dVa9evQzeadnW6+joaI5AA6Kjo9WhQwcNHz7c3JZ7REh+cubhf/DBB2YyHxYWpvfee09JSUl66aWXrOov7PNUkDZt2ujbb7+Vv7+/7rqLtAUoDhbZA4rpxIkTGjt2rA4dOqSFCxfqn//8p0aNGlWquiZOnKjvv/9ehw8f1sGDB7VixQoFBgaWccT/4e7ursGDB2vcuHHauHGjDh48qMjISFWpUoXVk1EsBbX/pk2bqn///ho0aJCWLl2q+Ph47dy5U++++65WrlxZqnPRXlESbm5uioyM1Lhx47RhwwYdOHBAQ4YMMYe9l7aNBgQEaN26dfrxxx8VGxurYcOG6ezZs+Z+Z2dnvfrqq3rllVf05Zdf6siRI9q+fbs+//xzSVL//v3l5eWliIgIbdmyRfHx8YqKitKLL75oLphXGmVVr7+/vzZv3qxTp06xIjkUEBCgXbt2ae3atYqLi9Prr7+un376qdBjatasqZYtW2r+/PnmYnqdOnXS7t27zS/Yctdf2OepICNGjNDFixfVr18//fTTTzpy5IjWrl2rp556ii+ogAKQ4APFNGjQIF29elXt2rXTiBEjNGrUKA0dOrRUdTk6Omr8+PFq2bKlOnXqJAcHBy1atKiMI7b2/vvvKyQkRD179lSXLl30X//1XwoMDJSzs3O5nhf2obD2P3v2bA0aNEgvvfSSmjVrpl69eln1vpcG7RUlMWXKFHXs2FHh4eHq0qWLHnjgAau5vKVpo6+99pratGmjrl27KiwsTD4+Pla3cpRu3BHlpZde0sSJExUYGKi+ffua85ldXV21efNmNWjQQI8++qgCAwMVGRmp9PT0W+p5L6t633zzTR07dkyNGze2GtqPO9OwYcP06KOPqm/fvgoODtaFCxesevMLEhoaqqysLDPB9/T0VFBQkHx8fKzWTSnO5yk/vr6+io6OVlZWlh566CG1aNFCo0ePVo0aNazWrgDwHxajLCZBAnYuLCxMrVu31vTp0ys7lDKTlpYmPz8/TZs2TZGRkZUdDlAo2isAALYvJSVFHh4eOnzyvNzLcPpSeUtNSVGTel5KTk4u02lX5YHJLMAdYs+ePfr111/Vrl07JScn680335QkRUREVHJkQF60VwAAgJIjwQfuIFOnTtWhQ4fk6Oiotm3basuWLfLy8qrssIB80V4BAABKhiH6AAAAAIByxxD98kcPPgAAAACgwlj++LEVthQry08CAAAAAGAHSPABAAAAALADDNEHAAAAAFQcyx8PW2FDsdKDDwBALkOGDJHFYpHFYtGxY8fy7I+KijL3v/HGGxUe3+1kzpw55rWYM2dOZYdTZopqA5XFXq83AKDs0IMPACiSxVLwV9fVqlWTp6enWrZsqe7du2vgwIG3/QqztiDnywN/f38NGTKkUmMpb8eOHVOjRo0kSQ0bNrytkmoAAGwJPfgAgFuSlpamhIQErVy5UiNHjlTTpk21du3ayg7L5v3tb3/T3/72N3pqAQBAsdGDDwAoke+++87qdWpqqvbu3asvv/xS58+f19mzZxUREaGoqCi1b9++kqIsP2FhYTIMo7LDAADAZjEFv/yQ4AMASqRXr155tg0cOFATJkxQt27dtGvXLmVkZGjMmDHatm1bxQcIAABwh2KIPgCgTNSqVUtz5841X2/fvl0JCQmVGBEAAMCdhQQfAFBmgoKC1KRJE/P1/v37zef5rQC+e/duPffcc2ratKnc3d0LXB08OTlZ06ZNU5cuXeTr6ysnJyd5enqqbdu2Gj9+vE6dOlWs+K5evarJkyfr/vvvl4eHh9zd3RUUFKRXXnml2F9GlHQV/ejoaA0fPlwtWrSQp6enqlatKk9PTwUHB2vMmDHaunWrVfmcunNs2rTJ3Jb7UdDc/KysLM2fP1+9e/eWv7+/qlWrJjc3NzVr1kzPPvusdu3aVaz3KUmLFi1S165dVadOHTk7O6tRo0YaNGiQduzYUew6KlJqaqoWLVqkYcOG6f777zevd40aNRQUFKRnn31WO3fuLFXdS5cuVY8ePVSvXj05OTnJz89PvXv31oYNG4pdR3p6umbMmKGePXuqfv36cnZ2loeHh+655x69+OKLiouLK1VsAGBrLBbbe9gKhugDAMpUnTp1dPjwYUk3EvOCTJ48WRMmTFBWVlah9S1ZskTPPfecLl68aLU9MzNTSUlJ2r17t6ZPn65PP/1UgwcPLrCeo0ePqmvXrmZsOWJjYxUbG6vPP/9cS5YsKertFdvFixc1ePBgrVixIs++pKQk7dy5Uzt37tT06dO1d+9etWrV6pbPeeDAAfXu3Vu//vprnn1xcXGKi4vTrFmzNHLkSE2fPl0ODg751nP16lX17t1bK1eutNp+7NgxHTt2TAsWLNB7770nLy+vW465rGRmZqpOnTpKT0/Psy85OVnJycmKjY3VrFmzNGzYMH300Ue6666i/wy6fv26nnjiCX399ddW20+fPq1vvvlG33zzjYYPH66PPvqo0LtNbNq0Sf3798/zZVRGRoYOHjyogwcP6pNPPtFbb72l8ePHF/NdAwBgjQQfAFCmzp07Zz738PDIt8zixYu1evVqubm5adCgQWrXrp2qVq2qmJgY+fj4mOVmzpypYcOGyTAMOTo6KiIiQp06dZK3t7cuX76srVu3asGCBUpPT9eQIUPk6Oiofv365TnfpUuX9OCDD+r48eOSpHr16unpp59WYGCgUlNTtWrVKi1btkyPP/54mSTaFy9eVEhIiNkj6+rqqj59+igkJEQ1a9ZUamqqDhw4oDVr1ig2NtZq0b6cRQwfeeQRSdLdd9+tv//973nO0aZNG6vXe/bsUWhoqFJTUyVJHTt2VI8ePdSwYUNlZ2dr//79mjNnjs6ePauPPvpImZmZmjFjRr7x9+vXz0zuXVxc9PTTTys4OFjSjakXs2fP1rhx48wYbwfZ2dlKT0+Xt7e3OnfurFatWsnX11cuLi5KSkrSrl27tHjxYiUlJWnGjBmqXr26Jk+eXGS9r776qpYuXaq6devq6aef1t13362rV69q/fr1WrRokbKzs/XJJ5/I2dlZ06ZNy7eO1atXKyIiQteuXVOVKlXUrVs3denSRX5+fkpPT9euXbv05ZdfKjk5WRMmTJAkknwAQOkYAAAUQZL5KExsbKxV2ePHj5v7Zs+ebbWvadOmVvtvtm/fPsPR0dGQZAQEBBixsbH5louJiTF8fX0NSYa7u7tx4cKFPGWGDh1qnrdjx45GSkpKnjJLliwxHBwcrGKMj4/PU27jxo3m/kmTJuUbU3h4uFmmffv2xunTpwt8n9HR0UZiYmKe7TnHh4aGFnhsjrS0NONPf/qTIclwdXU1li9fnm+5S5cuGX/+85/NutetW5enzIIFC8z9Pj4++V73mJgYw9vb2+pazZ49u8g4CxIfH2/W07Bhw1LVcf36dWPVqlVGVlZWgWXOnz9vhISEGJIMBwcH49ixY/mWGzx4sNV7CwkJMZKSkvKU27hxo+Hq6mpIMiwWixEdHZ2nzOnTpw1PT09DklGnTh1j27Zt+Z7z5MmTxj333GPGlt91z/0ZupXrDQCVJTk5+cb/r6cvGOcvX7OZR/zpC4YkIzk5ubIvYZGYgw8AKBNJSUkaMmSI+To4OFgNGjTIt6zFYtGiRYsK3C9Jb7zxhjIzM+Xs7KxVq1apefPm+ZYLDAw056OnpqZq5syZVvt///13c7+7u7sWL14sd3f3PPU8/vjjGjNmTCHvsHh27Nih//u//5N0Y6TAqlWrVLdu3QLLd+jQwWrUQmnMmjVLR48elSTNmDFD4eHh+Zbz8PDQkiVLVL16dUnKt8d5ypQpVvXmd90DAwP1+eef31LMZc3BwUHdu3dXlSoF/2lTq1Ytffnll5JurFXw1VdfFVmvm5ubvvnmG9WoUSPPvrCwML377ruSJMMwNHXq1DxlpkyZYk4v+eabbwq8daSfn5+WLFkiBwcHZWVl6cMPPywyNgCwXRab+rGlG+WR4AMASmTZsmVWj6+++krjxo1T8+bNzcXXHB0d9cEHHxRYxwMPPKB77723wP2XLl3S999/L+nGUPXcC/fl5y9/+YuZRK9du9Zq38qVK5WZmSlJevLJJwtNpseOHVtoglgc8+bNM5+/8sorqlmz5i3VVxw5dy/w8/PTk08+WWjZWrVqqUePHpJuLBiYkZFh7jt27Jj27NkjSWrWrJlZLj89evRQYGDgrYZe4Zo0aWK2ge3btxdZfsCAAfL19S1w/9ChQ82pKCtWrLBaA8AwDPMLhZCQEHXs2LHQczVv3lzt2rWTlLcdAwBQHMzBBwCUSFHzrmvXrq05c+YoJCSkwDJFJTrR0dHKzs6WJDk5OWnZsmVFxuXu7q7ExETFxMRYbc+9anrnzp0LraNu3boKCgrSgQMHijxfQbZs2WI+j4iIKHU9xZWSkqK9e/dKuhH/8uXLizwmJ6lPT09XfHy82UtfkmuVUyY2NrYUUZef06dPa968eVq/fr1iYmKUlJSkK1eu5Fv25MmTRdbXpUuXQvc7OzvrgQce0MqVK3Xt2jXt3bvX7KWPiYnRhQsXJEk1a9YsVjvOWfgwPj5e6enpcnZ2LvIYAABykOADAG6Ji4uLatWqpRYtWqh79+4aOHBgvsOZc6tXr16h+48dO2Y+nzNnToG3hMvPzavtnz592nxe1EiAnDK3kuDnJI3VqlUrdApCWUlISDC/DNm1a1eJF77Lfb1Kc61uJzNmzNDYsWMLTOhvlpKSUmSZgICAEpXJfQ1zt+NVq1Zp1apVxYorx8WLFwsdPQAAwM1I8AEAJWLkWvG9tFxcXArdf+nSpVLXfe3aNavXly9fNp+7uroWeXy1atVKfW7pP0mjm5vbLdVTXLdyrSSZ0xekir9WZSnndoo5QkJCFBoaqkaNGsnDw0NOTk7mvqFDh+r3338v8haNUvHeY+4yOXcxkMr23wYA7Imt3VvelmIlwQcA3HZyJ8f/+7//qxdeeKFM6ipOz25aWlqpzyVJ1atX18WLF62S5fKU+/09+uij+vbbb8ukroq4VmUp5/ZyDg4O+u677wpcaFCSnn322WLXW5z3mLtM7gUcc1/PsWPHFngbPQAAygqL7AEAbju5h/AnJCTcUl1+fn7m88OHDxdZvjhlCpMTe1pamk6cOHFLdRVH7vdna9eqrMTHx5ux9OrVq9DkPiUlJc80jsKU9DrkHlJflu0YAIDiIMEHANx2OnbsKMsf4+HWrFlzS3XlrEouSRs2bCi0bGJi4i0vGtepUyfzec6dAEoj5/0XNSXCy8tLd999tyRp9+7dOnv2bKnPWZJrJUnr168v9bnK0pkzZ8znRa0LsHbtWnPNguJYt25dofszMjK0detWSTfuHtG6dWtzX+vWrc0V9jdu3Gh1xwIAAMoDCT4A4LZTp04dde/eXZL0yy+/aOHChaWu6+GHH5ajo6MkacGCBYUmwNOnTy/WvOzCDBw40Hw+efJkJSUllaqenOHdxRkiPnjwYEk37u0+ceLEUp1Pkho2bKg2bdpIkn799VetXr26wLKrV6++bVbQzz0HvrAe98zMTP39738vUd3z589XYmJigftnzZplzrXv2bOn1ar3Dg4O6t+/vyTp/Pnzev/990t0bgAASooEHwBwW3r77bfNxPyZZ54pMsm/ePGi3n//ff3www9W22vXrq0hQ4ZIujE8+4knnsh3fvx3331XJglYu3btzNvjnTx5Ug8//HChCeL27duteqBzNGrUSNKNRPvq1auFnnPEiBHy9/eXJH322Wd69dVX8yw2mFtmZqYWL16sjz/+OM++l19+2XweGRmpuLi4PGXi4uIUGRlZaEwVqXnz5uYXIsuXL9e2bdvylLl69aoGDBig/fv3l6ju1NRU9enTJ98V9zdv3qxXX31V0o0RF7mvXY4JEyaYd5V47bXXNH369EJHEKSlpWnWrFm39KUWAODOxSJ7AIDbUuvWrTVjxgxFRkbqypUrevLJJzV58mSFh4crICBALi4uSk5O1uHDh7Vz505t3rxZ169f17x58/LU9Y9//ENr1qzRiRMnFBUVpaCgIEVGRqp58+ZKTU3V6tWrtXTpUtWsWVOtWrVSVFTULcX+xRdfqH379vrtt9+0fft2NWnSRH379lVISIhq1qyp1NRUxcbGas2aNfrll1+0Z88e+fj4WNXRpUsX7d+/X2lpaQoPD9egQYNUu3Ztc+h+ixYtzDnzrq6uWr58uTp16qRLly5p8uTJ+uqrr/T444+rVatWql69uq5cuaKEhATt3r1bP/zwg1JSUvJN0vv166dFixZp+fLlSkxM1L333qunn35awcHBkm58ITF79mxduXJFjzzyiL777rtbulY3u3Tpkl577bVilQ0KCtKTTz4pR0dHDR8+XJMnT9a1a9cUGhqqIUOGqF27dqpWrZpiYmI0d+5cJSQkqHPnzjp06JB5O8OiPPbYY/r2228VGBioyMhIBQUF6erVq1q/fr0WLVpkjvgYM2aMQkJC8hzv5+enxYsXKzw8XBkZGRozZow++eQTPfLIIwoKCpKbm5tSU1MVHx+vXbt2acOGDUpPT9dbb71V/IsGAEAOAwCAIkgyH6U1e/Zss47Zs2cX+7g1a9YYvr6+VjEU9HBycjJWr16dbz2HDx82mjRpUuCxnp6exvr1643Bgweb2+Lj4/PUs3HjRnP/pEmTCoz7/PnzRteuXYsV9759+/Icf+rUKcPb27vAY/K7hocPHzaCg4OLdU6LxWJMnDgx39ivXLliPPzwwwUe6+DgYEydOrXU/6Y3i4+PL1bMNz8iIiLMOjIyMoxu3boVWj40NNQ4f/680bBhQ0OS0bBhw3zjyd0GfvvtN6Nfv36F1vv8888bWVlZhb7Hn376yWjWrFmx3peDg4Mxc+bMPHWU1fUGgMqSnJxsSDKOn7loJF25bjOP42cuGpKM5OTkyr6ERaIHHwBwW+vatauOHj2qBQsWaNWqVfr555/1+++/Kz09Xe7u7vL391erVq304IMPKjw83BwOfbPGjRtr//79+uc//6mvv/5av/32m7Kzs1W/fn317NlTL774ourXr68vv/yyTOKuVauW1qxZow0bNmj+/PnaunWrEhMTdfXqVXl4eKhJkyZ64IEH1KdPH7Vs2TLP8b6+vtq9e7emTZumH374QfHx8bp8+XKhi+41btxY27dv17///W8tWbJEP/74o06fPq3U1FS5urrKz89PQUFBCg0NVXh4uDkN4GYuLi5auXKlFi5cqC+++EJ79uzR5cuX5ePjo44dO2rkyJEKDg7WnDlzyuRalQVHR0etXLlSc+bM0dy5c7Vv3z5dvXpVtWvXVosWLdSvXz8NGDBAVaqUbHbiXXfdpQULFuixxx7TF198ob179+r8+fOqVauWQkJCNHz4cHXu3LnIeu677z7FxMRo6dKl+v7777Vjxw6dPXtWaWlpcnNzU/369dWiRQuFhYXpv//7v/OM6AAAoDgsRmF/KQAAAAAAUAZSUlLk4eGh42cuqnr16pUdTrGlpKSooY+nkpOTb/u46cEHAAAAAFQYyx8/tsKWYmUVfQAAAAAA7AAJPgAAAAAAdoAEHwAAAAAAO8AcfAAAAABAhbFYbjxshS3FSg8+AAAAAAB2gAQfAAAAAAA7QIIPAAAAAIAdYA4+AAAAAKDCWP542ApbipUefAAAAAAA7AAJPgAAAAAAdoAh+gAAAACAisMY/XJDDz4AAAAAAHaABB8AAAAAADtAgg8AAAAAgB1gDj4AAAAAoMJY/vixFbYUKz34AAAAAADYARJ8AAAAAADsAEP0AQAAAAAVxmK58bAVthQrPfgAAAAAANgBEnwAAAAAAOwACT4AAAAAAHaAOfgAAAAAgApj+eNhK2wpVnrwAQAAAACwAyT4AAAAAADYARJ8AAAAAADsAHPwAQAAAAAVh0n45YYefAAAAAAA7AAJPgAAAAAAdoAh+gAAAACACmP548dW2FKs9OADAAAAAGAHSPABAAAAALADJPgAAAAAANgBEnwAAAAAQIWxWGzvURoff/yx/P395ezsrODgYO3cubPQ8kuWLFHz5s3l7OysFi1aaNWqVSU+Jwk+AAAAAABl6Ouvv9bYsWM1adIk7d69W61atVLXrl117ty5fMv/+OOP6tevnyIjI7Vnzx716tVLvXr10oEDB0p0XothGEZZvAEAAAAAAAqSkpIiDw8Pnb2QrOrVq1d2OMWWkpIi71oeSk4uftzBwcG6//779dFHH0mSsrOzVb9+fb3wwgv661//mqd83759lZaWphUrVpjb2rdvr9atW+vTTz8tdqzcJg8AAAAAUGFSUlIqO4QSyYn35ridnJzk5OSUp3xmZqZ+/vlnjR8/3txWpUoVdenSRdu2bcv3HNu2bdPYsWOttnXt2lXLli0rUawk+AAAAACAcufo6CgfHx8FNKpf2aGUmJubm+rXt4570qRJeuONN/KUPX/+vLKysuTt7W213dvbW7/++mu+9Z85cybf8mfOnClRnCT4AAAAAIBy5+zsrPj4eGVmZlZ2KCVmGIYsN622l1/vfWUjwQcAAAAAVAhnZ2c5OztXdhjlysvLSw4ODjp79qzV9rNnz8rHxyffY3x8fEpUviCsog8AAAAAQBlxdHRU27ZttX79enNbdna21q9fr5CQkHyPCQkJsSovSevWrSuwfEHowQcAAAAAoAyNHTtWgwcP1n333ad27dpp+vTpSktL01NPPSVJGjRokPz8/PTuu+9KkkaNGqXQ0FBNmzZNPXr00KJFi7Rr1y599tlnJTovCT4AAAAAAGWob9+++v333zVx4kSdOXNGrVu31po1a8yF9E6cOKEqVf4zoL5Dhw5asGCBXnvtNU2YMEEBAQFatmyZ7rnnnhKd12IYhlGm7wQAAAAAAFQ45uADAAAAAGAHSPABAAAAALADJPgAAAAAANgBEnwAAAAAAOwACT4AAAAAAHaABB8AAAAAADtAgg8AAAAAgB0gwQcAAAAAwA6Q4AMAAAAAYAdI8AEAAAAAsAMk+AAAAAAA2IH/B6y0q5kJrIJCAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "loss,accuracy=model_4.evaluate(test_url,test_target)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wgL9fyUrUEqm",
        "outputId": "70aa2b50-f0c5-4088-9d88-17c354e2c432"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 3s 4ms/step - loss: 0.0665 - accuracy: 0.9500\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(f\"The accuracy of the model_4 is :{accuracy*100:.2f}%\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DkPX-cFKULaL",
        "outputId": "2274aea1-89a7-4448-9b8b-ca1197c46620"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The accuracy of the model_4 is :95.00%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_4.save('model_4.tf')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rtqlEOnqH3dT",
        "outputId": "c1ec9fa9-fbfb-4bfb-eb8e-4b791c98c883"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING:absl:Found untraced functions such as _jit_compiled_convolution_op while saving (showing 1 of 1). These functions will not be directly callable after loading.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "N03em4UHTKPB"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "##Model 5 "
      ],
      "metadata": {
        "id": "KxiFZ_gELqjX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "inputs=layers.Input(shape=(1,),dtype=tf.string)\n",
        "x=text_vec(inputs)\n",
        "x=embedding(x)\n",
        "x=layers.Bidirectional(layers.LSTM(64,return_sequences=True))(x)\n",
        "x=layers.Bidirectional(layers.GRU(64))(x)\n",
        "outputs=layers.Dense(4,activation='softmax')(x)\n",
        "\n",
        "model_5=tf.keras.models.Model(inputs,outputs)"
      ],
      "metadata": {
        "id": "1prv3bs8LffO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_5.compile(loss='binary_crossentropy',\n",
        "                optimizer=tf.keras.optimizers.Adam(),\n",
        "                metrics=['accuracy'])"
      ],
      "metadata": {
        "id": "QBPgCj2XThqv"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_5.history=model_5.fit(train_url,train_target,validation_data=(valid_url,valid_target),epochs=30,callbacks=[callback])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "hpq1_50YNjgH",
        "outputId": "2c612726-6e8d-4d3b-b585-453744665cd8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/30\n",
            "1813/1813 [==============================] - 44s 20ms/step - loss: 0.0575 - accuracy: 0.9473 - val_loss: 0.0560 - val_accuracy: 0.9457\n",
            "Epoch 2/30\n",
            "1813/1813 [==============================] - 31s 17ms/step - loss: 0.0471 - accuracy: 0.9539 - val_loss: 0.0549 - val_accuracy: 0.9456\n",
            "Epoch 3/30\n",
            "1813/1813 [==============================] - 29s 16ms/step - loss: 0.0463 - accuracy: 0.9538 - val_loss: 0.0573 - val_accuracy: 0.9462\n",
            "Epoch 4/30\n",
            "1813/1813 [==============================] - 38s 21ms/step - loss: 0.0461 - accuracy: 0.9542 - val_loss: 0.0569 - val_accuracy: 0.9464\n",
            "Epoch 5/30\n",
            "1813/1813 [==============================] - 29s 16ms/step - loss: 0.0459 - accuracy: 0.9540 - val_loss: 0.0546 - val_accuracy: 0.9466\n",
            "Epoch 6/30\n",
            "1813/1813 [==============================] - 28s 15ms/step - loss: 0.0464 - accuracy: 0.9541 - val_loss: 0.0564 - val_accuracy: 0.9461\n",
            "Epoch 7/30\n",
            "1813/1813 [==============================] - 28s 15ms/step - loss: 0.0457 - accuracy: 0.9546 - val_loss: 0.0553 - val_accuracy: 0.9497\n",
            "Epoch 8/30\n",
            "1813/1813 [==============================] - 28s 15ms/step - loss: 0.0454 - accuracy: 0.9549 - val_loss: 0.0569 - val_accuracy: 0.9459\n",
            "Epoch 9/30\n",
            "1813/1813 [==============================] - 30s 17ms/step - loss: 0.0452 - accuracy: 0.9547 - val_loss: 0.0577 - val_accuracy: 0.9459\n",
            "Epoch 10/30\n",
            "1813/1813 [==============================] - 28s 16ms/step - loss: 0.0453 - accuracy: 0.9550 - val_loss: 0.0565 - val_accuracy: 0.9497\n",
            "Epoch 10: early stopping\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plot_loss_curves(model_5.history)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 718
        },
        "id": "-En8UN37VZZ7",
        "outputId": "926fe256-e27a-4020-8403-2211ae7cde46"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pred_labels=np.argmax(test_pred,axis=1)\n",
        "print(pred_labels[:5])\n",
        "actual_labels=np.argmax(test_target,axis=1)\n",
        "print(actual_labels[:5])"
      ],
      "metadata": {
        "id": "IWBYCUdMV4OE",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "f9fa260e-5314-4d9f-e016-47115f25ed24"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0 1 0 0 0]\n",
            "[0 1 0 0 0]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "make_confusion_matrix(pred_labels,actual_labels,labels)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "XG5_THLCVYsU",
        "outputId": "5ced4d67-273b-47e3-b35d-749f57966992"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[13268     3    46   724]\n",
            " [    6  3278     5    41]\n",
            " [    5     0   359    12]\n",
            " [   13    43    28   299]]\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ],
            "image/png": 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nJ6dfPv8fgEInwI9mVWRk2LBhEAp/3Vev9evXyzt1li9fjv3796Nr167y+hpp9xMR0e+BAT4R0W9GIpFky3Xv3Lkj/3fjxo0zPLZw4cIoWbIkACAgIABBQUHpHlu9evUMr5U2AyE8PFydpuYI2XMQFhaGOnXqYNeuXb800M/K8w0ATZo0kf87o+C1RIkSsLKyyvBasuc8u55v2ej8y5cv5Z0RHz58kGdoyCraZ9Xr168xdepU1KtXD3Z2djA2NlaogJ92CcWPHz/+gp9EUe3atX/p9czNzbF3717o6elBIpGgS5cuePHiBQDFEX4iIvp9MMAnIvrN5M2bV/7vXxlwyoJ0MzMz5M+fP9Pj047KZxTgZ1S0DIB87XRAurTbf8X48eNRtmxZAICPjw969eqFvHnzokKFChg6dCj27duHqKioH75+2ucsowwHVcf8zPMNfHvOZSPFv1qHDh1gYWEB4Nuo/bZt2yAWiyEUCjNcljA906dPR6lSpTBr1ixcvXoVnz9/VliV4Xs/87tJz6+aDpNWlSpVlObYlyxZUr4MJhHRf1Jur2n/Iw8NoTktJSKiXyJ//vzyNOHExMRfNlIZHR0N4FtqembSFjCTnavKr0xpzkkWFha4ffs2pk2bhgIFCgCQFiL09vbG2rVr0bVrV9ja2mL48OGIjIzM8vXTPmfqPOea9HwbGRnJR5/3798vL6IIAA0aNICDg0OWrrdw4ULMmDEDKSkpEAqFaNCgAaZOnYpNmzZh3759OHLkiPwhIxKJftnPI2NkZPTLrwlIsy7SatGihdrvQyIi0i6sukJE9JsxNTVFhQoV8ODBAwDAzZs30aVLl5++rpmZGSIiIuRV9DMTExOjcK6mUScANDExwfTp0zFt2jT4+Pjg5s2buHXrFi5evIigoCAkJCRg9erVuHr1Kry8vLIUlKV9ztR5zjXt+e7fvz/Wr1+PmJgYDBs2DG/fvpVvz4qEhATMnDkTgPS1f/HiRVSpUkXlseq+dv9LAgMDlZaaXLZsGdq2bZtpYUEiItI+ud9NT0REOS7tfOzvK5X/KNlyZtHR0fjy5Uumx/v5+cn/LRvhzm1p0/0zqzQfEhKi9nUFAgHKlSuHIUOGYOfOnQgMDMS5c+dgb28PQFqsbt26dVlqa9rl4169epXp8f/F5zsjVapUgYuLCwBgx44dAIA8efKgXbt2WbrO7du35Z0bgwcPTje4B4B37979YGtzh2xpSlnhzPbt28tXIOjRo8d/qiYFEZEC2TJ5mvTQEAzwiYh+Q0OHDpUHs2fOnMmwqrq60lZxP3fuXIbHBgQEyIuBOTg4qDVnPyfkyZNH/u/AwMAMj71169YP30cgEKBRo0YK86SvX7+epWtk5fkGgLNnz6o897/s+9H6bt26KXTCqEO20gAAFCtWLMNj1Vn2L+0UhuwqWKmuOXPm4OrVqwCAhg0b4uDBgxg5ciQA6Xts0KBBudg6IiLKDQzwiYh+QwULFsTw4cMBSIOU7t274/3792qf7+vri0mTJils69Chg/zfixcvzjCFfcGCBfLgKO15uU02YgxAXrFdlYSEBKxdu/an75d2CbOUlJQsnVujRg35KP7ly5dx9+7ddI+9e/cuLl++DEBag6FmzZo/0Nqc16tXL1SrVg1Vq1ZF1apVfyhgTTvt4fXr1+keFx4ejmXLlmV6vbS1DHIzpf/GjRuYMWMGACBfvnzYuXMnBAIB5s+fDzc3NwDAoUOHsH79+lxrIxER5TwG+EREv6l58+bJA72AgABUq1YNhw4dynBUMiwsDJMnT0blypXx7NkzhX3NmzeXV41//PgxhgwZojJo3bZtmzwd3djYOMM113Oavb29PMi/desWDhw4oHRMYmIi+vTpk2la/KBBg/DkyZMMj0nbSeDq6pqlturp6cHDwwOAtJOma9eu8Pf3VzrO398fXbt2lf9ePTw8oK+vn6V75RYbGxvcvn0bXl5e8PLyyvJzBACVKlWSL6m3adMmvHnzRumYsLAwtG3bFp8+fcr0emk7ZR4+fJjl9vwK4eHh6NGjB0QiEQQCAbZt2ybPgtHX18fevXvlHRGjRo3C8+fPc6WdRESU81hkj4joN6Wnp4fjx4+jS5cuuHDhAj5//oyOHTvC2dkZTZs2RenSpZE3b17Exsbi06dPuH79Oq5cuZLuUnRCoRC7du1CjRo1EBsbi40bN+L27dvo1asXHB0dERYWhmPHjuHMmTPyc1asWIHChQvn1I+slnHjxqF3794AgO7du+P06dP4448/oKurC19fX+zYsQP+/v7o0aMHdu/ene51Nm3ahE2bNqFkyZL4448/UKZMGeTNmxcJCQkICAjAgQMH5B0AefLkwZAhQ7Lc1lGjRuHEiRO4evUq3r17h7Jly6Jfv36oUqUKBAIB7t69i61bt8qr5terV0/eKfC7KFCgADp16oT9+/cjMjISrq6uGDhwIMqXLw9dXV08evQI27dvR2hoKPr27Suv1p+ehg0byv89duxYfP36FSVKlICenh4AwMrKKsN5/r/CwIEDERAQAED6GmjWrJnCfmdnZ6xevRp9+vRBfHw8unbtirt378LQ0DBb20VEpDYNW3pOk9rKAJ+I6DdmZWWFM2fOYNGiRVi4cCFCQ0Px6tWrDEendXR00K1bN8yaNUtpX7ly5XD58mW0b98eHz9+xNOnTzFu3Dil44yNjbFixQql6t//Bb169cKtW7ewbt06pKSkYOvWrdi6davCMcOHD4eHh0eGAb7Mixcv5PUGVHFwcMChQ4dQsGDBLLdVR0cHJ0+eRK9evXDkyBHExMRg5cqVKo9t164ddu3aBR0dnSzfR9OtW7cOr1+/xsOHDxETE6MyFb9jx45Yu3ZtpgF+2bJl0bNnT+zatQtfvnzBmDFjFPbXrVsXV65c+XWN/866detw+PBhAICbmxvmzZun8rjevXvj3Llz2L17N3x8fDB69GisXr0629pFRET/DQzwiYh+czo6Ohg3bhyGDRuGw4cP4+LFi7h//z6+fv2KiIgIGBsbw8bGBuXLl0edOnXQpUuXDIviVa5cGX5+fti0aROOHTuGp0+fIiwsDKampihSpAiaNGmCYcOG/acrua9duxZNmzbFunXrcP/+fURFRcHGxgZVq1bF0KFD0aBBA5Xp8GkFBgbi7NmzuHHjBp48eYJ3794hMjISOjo6sLGxQbly5dCmTRv06tXrp9ZHNzExweHDh3Hp0iVs374dN27ckBeWs7W1Ra1atdCnTx80aNDgh++h6fLkyYObN29i7dq12Lt3L3x9fZGUlARbW1tUqlQJvXr1Qtu2bdW+3vbt21G3bl38888/ePr0KcLDw5GcnJx9P0Cqp0+fyjMwTE1NsXfv3gynW6xduxZeXl548+YN1qxZg8aNG6NNmzbZ3k4iIso9Aklul4AlIiIiIiIirRcVFQULCwsYNJgDga7mTBuSpCQg8eIkREZGwtzcPLebkyGO4BMREREREVHO0bC15TWprZpTLYCIiIiIiIiI0sUAn4iIiIiIiEgLMEWfiIiIiIiIcpCGLZOnQePimtNSIiIiIiIiIkoXR/ApU2KxGJ8+fYKZmRkEGlRggoiIiIhIG0kkEkRHR6NAgQIQCjlmS98wwKdMffr0Cfb29rndDCIiIiIiSuPDhw8oVKhQbjeD/kMY4FOmzMzMAAD6FYdDoGOQy60hyj4Bp6fmdhOIiOgXiEtMye0mEGWr6OgolCvhJP+ernG4TF62YYBPmZKl5Qt0DCDQZYBP2svc3Dy3m0BERL+ADgN8+k1w+ix9jxM2iIiIiIiIiLQAR/CJiIiIiIgo5wgEmrVMngZlSmjQs0pERERERERE6WGAT0RERERERKQFGOATERERERERaQHOwSciIiIiIqKcIxBq2Bx8zWmr5rSUiIiIiIiIiNLFAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOUcg0Ki15TWprRzBJyIiIiIiItICDPCJiIiIiIiItABT9ImIiIiIiCjncJm8bKM5LSUiIiIiIiKidDHAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVHO4TJ52YYj+ERERERERERagAE+ERERERERkRZgij4RERERERHlHC6Tl200p6VERERERERElC4G+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKOVwmL9twBJ+IiIiIiIhICzDAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVGOEQgEEGjQvHbOwSciIiIiIiKiHMUAn4iIiIiIiEgLMEWfiIiIiIiIcgxT9LMPR/CJiIiIiIiItAADfCIiIiIiIiItwACfiIiIiIiISAtwDj4RERERERHlHEHqQ1NoUFs5gk9ERERERESkBRjgExEREREREWkBpugTERERERFRjuEyedmHI/hEREREREREWoABPhEREREREZEWYIBPREREREREpAU4B5+IiIiIiIhyDOfgZx+O4BMRERERERFpAQb4RERERERERFqAAT4RERERERGRFuAcfCIiIiIiIsoxnIOffTiCT0RERERERKQFGOATERERERERaQGm6BMREREREVGOYYp+9uEIPhEREREREZEWYIBPREREREREpAUY4BMRERERERFpAc7BJyIiIiIiopwjSH1oCg1qK0fwiYiIiIiIiLQAA3wiIiIiIiIiLcAUfSIiIiIiIsoxXCYv+3AEn4iIiIiIiEgLMMAnIiIiIiIi0gIM8ImIiIiIiIi0AOfgExERERERUY4RCKBhc/BzuwHq4wg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHCOAQLPm4GvQJHyO4BMRERERERFpAQb4RERERERERFqAKfpERERERESUYwQCDUvR16C2cgSfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRzhFAk1ae06i2cgSfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRzhEIINCgteUlGtRWjuBTjqlQogA8e9bB3rnd8frIWMTfnIP4m3MyPKdFrZLYOLkD7u0YgQ8nJyLq6ky8PzEBRxb1RrMaJVSeU9zBGqN71MaZlQPk57w7Ph5753ZHzfKFM21n2WL5sXlKR7w+MhYRl2fA/98JOLtyAHo1d1N5fDH7vFg/sT1eHvJE5JUZ+Hp+Km5sGoIRXWpAT1cn8ydGhXUT2iPkwjTYWJoo7StR2AZbp3XC22PjEXF5Bl4c9MRSj1bIa2Gs9vXXjm8nf/5rlMv8OUlrUv8/5Oeqesz6X2Olcwz0dbHUoxU+nJyIkAvTcGBBTzjYWqq8vrmJAd4dH4/t0zun24bbW4fh3o4RGvWHISctX7oEXTq1R5lSzrDNawELEwMUL1oYA/r2xlMfnx++7uCB/ZHXwgRfv35V2hcfH4+Z06eibOnisDQ1hJNDAQwe2B+BgYE/dK/w8HCMHuWO4kULy9vv6TESERERKo9/8vgxGtavA0tTQxQpXBCzZ06HWCxWeez+fXthpCfA+XNnVe73fvQIRnoCLF709w+1nbJPaGgoHArkg5GeAC4li2V4bHJyMlYuX4Za1asgn5U5rC1NUbZ08R9+Xd64fg1GegKsW7Na5f6TJ/5Foz/qIp+VOfJZmaNxg3o4fepklu9z4t/jGNivDyq5lkWh/NYwM9KDQ4F8aNuqOU6dPKHynISEBIwcMQyF8lsjr4UJOrZrjffv36s8NjIyEo6F8qN3z24q90skElSrVAGVXMum+x6irLtx7SqsTfUyfSycN1t+jlgsxu2bNzB98nj8UasKCufPgwJWJqhUtgRG/zUU7/3fqX3/RfPnyO+xf+/uH/oZ3r55Dbs8xpg2aVyWfrYm9Wtm6T7ejx5gwZyZaNagNooUtIZdHmOUK+GE/w3ojWdPn6g8RywWY96s6XAp5oBC1mZo3bRBusempKSgdhVXNGtQGxKJROUxvbp2QCmngoiJiclS24n+CwSS9F7ZRKmioqJgYWEBgyqjIdA1+OHr7J/XA63qlFbablRzUrrn7JndDW3qlsbzd1/x4UskYuISUdjOElVcHAAAf++4gmnrzyuc8/rIWBTMZ4HouETcffYB4VFxKOmYD2WK5odYLMa4laexav8tlffr26oSVni2hgDA3Wcf8PFrJPJZmaKcsx28X35Ci5FbFY6vVsYBJ5b1g4mRPnzffcXzt19gbmqImuULw9hQH9cevkXzkVshEqn/JcmliC3ubBuO5XtvYNIaxQCkrlsRHPq7F0yM9PHC/yte+H9F6SK2KO5gg49fIlBv8HoEBkdleP06bk44u3IgxGIxhEIhGgzZgFtPVH8RVGVS/z8weUAD3HrsjzeBYUr7z9x6icOXnypsWzmmDQa2rYKHLwIREhGLhlWK4cX7YFTuvRJiseJH0CL3FujdsiJcuy3DpxDVP0vrOqWxb14PDJ57GDtOPlC77ZkJv5pxh5OmKJTfGrGxsShTthwKFCwIAPB9/gyv/Pygp6eHvQcOo3mLllm65lMfH1St5Ar3UaMxd75i4JuQkIAmDevj7h0v5LezQ81atfHe3x/3792FjY0Nrt7wglORImrfKyQkBPVqV8eb16/hVKQI3CpWgu/zZ3j+7BmcixfHleu3YWVlJT8+KioKLiWKIjo6Gg0bNcarV37we/kSM+fMw5ix4xWuHRMTg/JlSqJipcrYf/BIum3o1L4Nbly/hmcv3yjci3LXoP59sXvXDkgkEhQpWhTPXrxWeVxYWBhaNWuMhw8fIL+dHapUrQYAePv6NZ4+9cGFy9dRs1Ytte8rkUhQu0ZVfP4chGcvXsPAQPFv4crlyzDWcxR0dXXxR4OG0DcwwMXz5xAfH48ly1ZiyLDhat+rW5eOOHbkMEqXdoG9gwNMzczw3t8f9+7eAQCMGTcBM2fPVThn+JDB2LxpAypUcIO1jQ0unD+HkqVK4d7DJ9DRUexoHj3KHTu2bYH30xcomPr58L1jR4+ga6f2WLdhM/r066922/9LYhNTcrsJCl69fIHlS1R3GopEIhzYuwcAcOTkedSuWw+ANKCuUr4UACCfbX64VaoMHaEOHj64h6BPgTA1M8PeQ8dRrUbGr+VXfi9Rr3pFJCUlQSKRYM2mbejctUeWf4b+Pbvi4vkzePD0FaxtbOTbb1y7irbNG8KpSFFUrV5D6TxHp6LwHJ/+d720UlJSkN/SCACQx8oKFStVgbGxCXyeeOPd2zfQ19fHus070LpdB4Xzli1agNnTJ8O5eEkUKVYMly+cg7m5Be75vISZmZnCsWtXLcO0ieNw4boXypWvoLIdj70fokGtqhg9bhImTJmuVttzWnRUFJwK5EVkZCTMzc1zuzlqk8UVebpthlBf/cGp3CZOikP4PwM04vlmgE+Z+lUB/ugetWFspI8HvoF44PsRLw56wtBAL8MAv7yzHT58iUBYVLzC9sqlC+Hk8v4wMdRDlT6r8OztF/m+k8v6YdfpRzh8+SkSk779gR/QpjJWjW2LlBQRKvdZiRf+wQrXrOtWBKeW98PbwDB0HLcLL99/26+nq4PSTvnw+FWQwjm3tgxDhRIFMGXtWSzadU2+3c7aDBfWDEKRgnnx55xD2HnqodrP0/75PdGkmjOKtf0bwRGx8u1GBnp4fmA08uc1w5wtlzB780X5vrnDmmJU99o4f+cVWntsS/faBvq6uLd9BJJSRIiKSUD1coV/OMAfNOcgdp16lOnx+fOawe/wGFy4+xrtx+wAAIztXQ8zBjdC90l7cOTKM/mxLkVscXvrMExffx5L9lzP8LqPdrvDzNgAJTouylIHSka0JcC/dfMm3CpWhKGhocL29WvXYORfw2Bra4vX/h+hq6v+LK1O7dvg7JnTeO3/Efny5VPYN33qZCyYNwdVq1XHidPnYGpqCkCaSTB+7GjUrlMX5y5eUfte/Xr3xN5/dqNNu/bYtWefvJ0eI//C2tUr0bNXH2zcsk1+/JLFCzFp/Fjs2L0XnTp3QUJCAmpVq4zAwI8I+PQVenp68mMnTRiHtatX4tGT5yjs6JhuG+54eaFe7erw8ByLOfMWqN12yj6XL11E8yYNMWDgn9i8aUO6Ab5EIkGzxg1w9cplTJoyDeMnTlZ4rb97+xZm5uawtrZW+96ygHfBwiX4a+QohX1+L1/CrbwLdHV1ceb8ZVSrXh0A8MrPD/Xr1EBkZCS8fXxRtFjGGQcy3o8ewd7BAXnz5lXYfvfOHbRo2hCxsbG4++AxypQtCwAICgpC8SIOaNioMQ4fOwGBQIAF8+Zg+tTJ2L33ANp36Ci/xlMfH1Sv4obps+ZgtOfYdNsgkUhQoVxpREdH4+Vr/yx9VvxX/NcC/IxcOHcGXdu3QsFC9vD2fSPPTnv39g3GjByOvzzGonbdevLtiYmJ8HQfin927UAhewfce/JC4XMuLYlEgtZNG+DNKz9UrFIVp08c/6EAXxbw/jlkOOYuXKqwTxbgd+3RC6vWb/mBZ+CblJQUNGtQG6PGTECTZi3kHVRisRjzZ03HkoXzYGpmhgc+fsib+h5OTk5GSacCsLd3wNkrt2BgYIAD+/ZgyIA+mD5nAYa7e8iv//XLF1StUBodO3fDwmWrMmxL57Yt4HXrBrx938Lqu/fjf4GmB/hW3bdoXIAftqd/lp/v1atXY+HChfj8+TPKly+PlStXokqVKukev2zZMqxduxYBAQGwtrZGx44dMW/ePKXvdBlhij7lmMW7r2PWpos4dfMFvoSpl/L0+FWQUnAPAPeef8TBiz4QCoWo66Y4Mthi5Fb8c9ZbIbgHgM3H7uH8nVfQ1dVB+/plla65xKMlJBKg68Q9CsE9ACSniJSCexMjfVQoUQCx8UlYvFsxGA0Kica6Q14AgIqlCqn1swJAoXwWaF6jBM7fea0Q3ANAm7qlkT+vGV6+D8acLZcU9k1ddw7+n8LQqKozyhbLn+71J/Stj6KFrPDXwmNIThGp3a6fUbpIPujp6uCfM986A2Sj7uWc7RSOXTKqJd4GhmHFvpuZXnfvuccomM8CLWuV/LUN1gI1atZU+Ydg8JChKFK0KL58+QLf58/Vvt6HDx9w6uQJNGrcRCm4T0pKwro10i9Jy1aslgf3AOA+ygNly5bD9WtX8fCBepkWQUFB2L/vH+jr62P5yjUKgcW8BQthY2ODf/bsUpgm8MTbG0ZGRujYSTqtw9DQEF26dUdERAQC0qQpv/Lzw6oVy+A5dnyGwT0AVK1WDUWLFcOObVuQlJSkVtsp+8THx2P40MEoVbo0Rnp4ZnjsoYMHcPXKZbTv2AmTp05XCk6dihTJUnAPABvWrYGOjg66dOuutG/1yuUQiUQY+Of/5ME9ADgXL46x4ychJSUFq1YuV/terhUqKAX3AFClalV07NQFEokEV69clm9//uwpUlJS0K1HL3kA2LuvdNT9yWNvhWt4jByBIkWL4i93xU6K7wkEAnTt1gOfAgNx4t/jaredfsyB1JT5jl26KUw9cypSFAePn0adevUVthsYGODvpatgbmGBjx8CcNfrdrrX3rltM27fvI4Z8/6GhYXFD7dx66b1AIDO3Xv+8DXUoauri/NXb6N5y9YK2SdCoRATps5AMecSiImOxvmzp+T7At77IzIiAu06dpFn13To1BWGhoZ4+sRb4fozpoyHnq4eJk6dmWlbOnbtjri4OOzds+PX/HD029m3bx88PDwwbdo0PHz4EOXLl0eTJk1UTnUEgD179mD8+PGYNm0afH19sXnzZuzbtw8TJ07M0n0Z4JPGkgWoSVkIVH1eS4N0O2vFdK3qZR1Q2skW1x69U8gGyOz+6owch0XFqd2+3i0qQkdHiAMXHivtcyspTaW84e2vNGcsRSTGbZ8AAEDL2qVUXtuliC1Gda+F7ScfZmnE/mflMZOm2oVHf+uokf3bMnUfAHRuWA513IrAY+m/SFHjed13Xvoc9WtV+Vc2V+vJRnn09fXVPmfHti0Qi8Xo1EV5zu7tWzcRGRmJIkWLwrWCcqpju9TRw1Mn/1XrXufPnoFYLEbNWrVha2ursM/AwADNW7SCSCTC2dPfvtxFRITDwsJC4QuwpWUeANK5/DIeI0egYKFC8Mhg5DKtzl26ISQkBMeOpp/KTzljzqwZePf2LVasXpfuSKXM1s0bAQBDho34Jff2f/cOly9dRL36fyi9JgHg9GnpPPt27Tsq7cvq6z8zqt6/std4njx55Ntk/45I8/rft/cfXL92FUuWrcz0OQSALl2lnRmy55OyR2xsLM6kvj6yMqpuZGSEosWcAQCfgz6pPObLl8+YMWUC6tT7A526KHdOqSsmJgZHDu5HkWLOcK1Q8Yev87MEAgFcykgHaD4HfRt0iYyQvs4tLC3l24RCIczNLRTqttz1uoX9/+zG5BmzkUeNqVfNW7aBkZERdm79uawE+n0tWbIEgwYNQr9+/VC6dGmsW7cOxsbG2LJF9Wvq1q1bqFmzJrp37w5HR0c0btwY3bp1w927d7N0Xwb4pJFcitiiY4OySEpOwcV7qudgquJUQPqB/n0GQd2KRQEAXk8DYKivi17N3bDUoxUWubdA96auMNRXTk9MShbhxmN/mBjpY3SP2gr77KzNMLh9NSQlp2DPmczT2GWa15QWDrz2SLlwjrGh9AtdRLRyRgMAhEVKOxLKqRjBFwgEWD2uLSJiEjBp9Rm125ORem5FsdC9OVaMaYNxfeqhQokCKo/78CUSAODs8G3ErHjqvz9+iQAgzYaYN7wZjl55ikv33qh1f/9P4fjwOQL1KhZR+fshZXt27YTfy5co5uyMYs7Oap8nK+xVJ3VeaFpPHks7WlwrqC5CKdvu46O62JHS9Z5k/Xr29g4IDg5W+CLn5/dSus9BWq/j6JHDuHD+HBYuXqZ2mpvs5z3zA4XS6NfxefIEy5cuRu8+/VCrVu0Mj01OTsatmzegq6uLypWrwOfJE8yYNgXDhwzG3Nkz5a/XrDhz+hQkEonK139ERAQ+BEg7V1V1cNnb28Pa2hoB798jKirj+iiZeerjg4MH9kFPTw8NGjZKcw/pa/yVn598m99L6eu/UOrrPyYmBhPGeaJNu/YK52bEqUgRFLK3x5XLlxAfr/rvDv28k8ePIDY2FmXLu6JEKeU6RekRi8X4mPray2erOnNvoucoJMTHZ5qKnplbN64hNiYGNWvVyfC4t29eY9a0SRg1/H+YPX0yzp89/csLNfr7vwUA5EvT2VYw9T3w5vUr+baI8HCEhASjUCF7ANLna9xod5Sv4IaefdSrK2FqaoryFSrild8L+L97+6t+BNJwUVFRCo/ExESVxyUlJeHBgwdo2LChfJtQKETDhg1x+7bqrJsaNWrgwYMH8oD+7du3OHXqFJo3b56lNvJbMWmE5jVLom09F+jpCmFva4lqZRyQnCLC0AVH8U5FoTdVnApaySvvn7zhq7CvlKO0WIxQIIDXtuEoUdhGYf+0QQ3RfsxOpdH9EQuP4eTSfpg1pAm6N62A52+/wMzEALVcHfE5NBrtxuzA6w+harXPxEgf5Z3t8Ck4CkEh0Ur7Q1JT9h3yW6o8v3AB6YiNff48Svv+16EqqpZxwIBZBxRG0n9Gj2aKX2an/9kIRy4/xaA5hxAb/y2l+fGrIASFRGFE55q4+uAtQiJiMXtIE4jFYpz1kn4hndivPixMDTF2xSlkxX3fj2hXvwyqlLHHtYfqVxP+XSxZvBC+z54hNi4WL1/44vmzZ7ArUADbd/6jVHgrPTExMXjs/Qh2BQqgQAHlTpwPH6RfMAsWVD0VRbb9QzoVvbN8vULS7QEB367XpFlzbNq4HhPGemLugoV49uwpdu3YBje3irC1tUV8fDzGjfFAs+Yt0KJlK7XaAQBuFStBKBTi+vWrap9Dv5ZYLMaQwQNhaWmJOfMzX9Xg3du3SEhIgK2tLVYsX4rpUyYpBBizZ07HsBHuWLh4afoX+c7Nm9IpWBUrKWcLyYL7PHnywMREedUTQPpaDgkJQcD79/J58+o4eeJfHD18CMnJyfjwIQBet29BT08Pa9ZtRJGiReXHlXd1RX47O6xcsRR169WHtY0NJk8cB4FAgCZNmgEA5s6eiciICPy9SP2fGwAqVa6Co4cP4e4dL9StVz9L55J6ZMX1OnfL2pz4Qwf2Ijj4K6ytbVClWnWl/WdPn8SxIwcxbtI0+Uj/j/K6dQMAUKFipQyPu+t1W2m6QGmXMti6e/9Pt0HWjsePHkJfXx9/NGoi325rmx/lXCvgn13b0aJVG5Qs5YIpEzwhFovRqKk0MNq2aT2ePnmMs5dvQChUf3zTrVJleN26gVs3rsHRSf1isZQ5gYYtkydrq729vcL2adOmYfr06UrHh4SEQCQSKWV+2dra4sWLFyrv0b17d4SEhKBWrVqQSCRISUnB//73vyyn6DPAJ41Qtlh+hWXq4hKS4LnsJPac8VbrfB0dITZO6gBDAz0cuPAEj14qprPJUsU9etTGl9BotBm9HbefvIe9rQUW/NUcDas449DfvVChx3LEJybLz3sVEIIGQzdg79wecCtZEKWcpPOTxWIxrj58B993qufYqFLKMR90dXXgFxCscv8N73cY16cemtYogbwWxgiN/Jb6X8DaHA0qSws4mRkrpl4XtDHH9D8b4erDt2o/Xxl58zEU41eewlkvPwR8jkAeMyPUcnXEnKFN0a5+GegIhegy8dsSPIlJKZi4+gw2T+mIB7vc5dvXH76Dp2++wNnBGsM718DcrZflo/0AYKivi4SkjIskyWollHe2Y4CvwoVzZ3H50rdijA6FC2Pz1h1wq6h+iqXv8+cQiUQoXlz1spSxqUsIGRurLpQjC3qiY5Q7rX7mejHR367XslVrNGzUGNu2bsa2rZsBSNP5F6QGcQsXzMOXz59x+uy350IikSAxMTHD0Xxzc3Pkt7PDh4AAhIeHK6RAU85Ys2olHty/hw2btqqcl/49Wbp6aGgopk6agMH/Gwr3UaNhbmGBE8ePwWPkCKxasQxFixbD/4YOU6sNT1OzRZxVvAdkS2gZpfN6BQBj2XsgWr33gIzPk8fYtXO7/P9GRkZYtGQ5uvfspXCcoaEh5s5fiAF9e6FShW8dCH8OHoKy5crB7+VLrFqxDBMnT4VD6og+IK1rYGhomOEX7BIlpDVOHnt7M8DPBp8/B+HalUvQ0dFB+05d1T4v8OMHTB47GgAwbvI0pVUdYmJiMHbUCBR1Lo6/PMb8dDufP5Uur1rMWfXfAXMLcwwfORqt2rRDkaLSQN7nyWPMnTkF9+/eQac2zXHl1n2Y/0QNgOioKPw19E8AwP+GuyN/fsUaPjPnLkTnts3RsvG312nDJs3QpFkLhIWGYt7s6ejeuy/cKn0rbpaQkAB9ff0MA37Z+/7pk6xn/5B2+vDhg0KRve/ffz/jypUrmDt3LtasWYOqVavi9evXcHd3x6xZszBlyhS1r8MUfdIIC7ZfgVHNSbCsPw0Vey7HjpMPsWZ8OxyY31OtteYXj2yJmuUd8TYwFO6LlAsGCYXSLzh6ujroNukfnPPyQ3RcIp6/+4oOY3fi45cIFLbLg66NyyucV9etCO5sGwE9XR00GbEJNo1moESHhViw4yp6N3fDpbV/wtpSvQqhNnmkXwLTS8G/cPc1Hr4IhJmxAY4t7oNKpQrBxEgfVV3scXRxH+jqSN/O3y87t3R0axjo6eKvhcfUakdm9p57jOV7b+KFfzDiEpIRGByFfeefoNbAtQiJiEXruqVRxcVe6Zw//rcBK/bewPrDd9B90h6MXCz9PSwZ1RIfvkRiaWrV/E4NyuLFQU+EX56BoDOTMW1Qw3S/gIanFmC0tlQ9cva7O3X2AuKTJQgKDsf5y9dQrJgzGv1RFwvmqb9aQHCwtJPK8j8e3B4+dgJr1m3EwEGD4Tl2PLzuPUKtWrXx7u1bLF28EKNGj0GRokWlxdqGDIa1pSnymBnBrbyLQsGy71nlkU7rCQlW3fFG2ScgIAAzpk1G7Tp10atPX7XOkY3Wp6SkoEnTZli2cjWcihRB3rx50adff8ydvxAAsPDveWq3Izi1GFJOd/CMnzgZ8ckShEfH4/4jH/Tu0w/DhvyJTu3bKBV+7Na9By5dvYkR7qPw5+Ah2L33AJatXA1AWnvC3sEBo0ZLA739+/aiRDFHWJkbw84mD6ZPnZxuGnUe2es/hK//7HD4wF6IRCLU+6MhbNNJs/9ebGws+nTvhNDQEDRv2Qb9Bg5WOmbO9MkI/PgBC5eu+iXBh/zvQJo57mmVK18B02fPR8XKVZHHygp5rKxQp159nDx/FdVq1ELAe39s2bjuh+8vEokweEBvvH39Cm6VKmP85OlKx9SqUxeXbtzFXx5j0Kf/IKxYuxG79h0GAMyaNgkSiQRTZ0iXl7x2+RJqViqPQtZmKGxrCY8RQ5CQkKDy3t/eAyE/3H7SLubm5gqP9N5j1tbW0NHRwZcvitm/X758Qf78qt/vU6ZMQa9evTBw4ECULVsW7dq1w9y5czFv3rwsTXdhgE8aJTEpBc/ffcWoJf9izYFbaFGrJIZ2rJbhOWN718Pg9lXxOTQarUZtU5miLkspf/7uC+77flTYl5Qswr7z0hGc2hWc5NvzmBlh9+xu0NMVou3o7bj28B1i4pIQ8DkCMzdewPrDXnAsYIWR3TKeMypjYSodSYyOS79id7eJe/Ds7RdULFUI1zcNQciFabiy4X+wyWOC2ZullfXTdhC0reeCVrVLYfHua/ALyN4/Tp9Do+XLATaqqpyKd+fZB4xbeRojFx+XL43Xtp4LGlZxhueyk0hKFqFCiQLYNr0zXvgHo9O4Xdhx8gHG962PIR1U/46j4qTznixMjVTuJylLS0vUqlUbR/89BTe3ipgxbQru37un1rmRkdKsCjNTM5X7TVKr5sfFqS4mGRsbm+H5P3o90+/WNdbT00O/AQOxcs06zJozDyVLSYtNenq4wyZfPowdL01vmzRhHLZt3QzPseOx98BhGBuboEPbVghKU7ApLbPUXvq08/spZ4z6axiSkpKwcrX6gUHaVRx69emntF/WUfApMBBvXqtXv0X2Hkh77e/vF5/O6xUA4mTvATP13gPfMzQ0hEuZMli2cjWGDBuBUydPYM3qlUrHVateHX8vWoLlq9agfYeOEAgEOHL4EC5eOI9FS5bDwMAADx88QN9e3VGyZCnsP3QUvfv2x4J5c7B2teo52rJRqki+/rOFLD2/k5rp+cnJyRjQqyu8Hz5Ateo1sX7rTqVjHt6/i80b1qJztx6o84uyLmT1I77/3M2Mjo6OPIPg0oVzP3x/T/dhOHf6JIo5l8A/B4+nWyS2ZGkXTJ05F4tXrEH3Xn2hq6uLRw/vY/eOrZgweTryWlsj6FMgenRuC2MTY2zbvR8jPcdj946tmD19sspryv4GREVG/HD7KR0CDXxkgb6+PipWrIiLF79lD4rFYly8eBHVqytPqwGk332+zyiRTanMysr2DPB/kKOjI5YtW5bufn9/fwgEAnh7e2d6LXWO3bZtW7o9p78rWbp5elXjAWBg2yqYMbgRIqLj0Wb0drxNZ75+wOcIAMD7oAiV+98HSdM+ZaPsAOSp8neffcCnEOXiSYcvPwUA1HJ1zOQnkYqMkfYef59ir9DOLxGo2ncVekz+Byv33cTGo3fhsfRfuPVYjq/h0lTR52mmBTSvKU2vbFC5GM6uHKDwkC1Rt3hUS5xdOQA9mysXiMoqWb2B/Hkz/xJgqK+L+cOb4cQNX5y5LS0I5d61FmLik9Bz6j84ccMX41aexrWHb+HRQ3UniYWJtNc0MoYFoNShp6eHDp2ly2ypW9VbtqxSein2sgJfgYEfVe6XbbcvXFit+2V6vY/S7Q4OmV/vzOlTOHXyBP5etBRGRkaIjY3Fpg3r0L1HL0yYNAVt2rbDrj37EBsbi/VrV6u8RlRqcMfP35x36uQJGBsbY8Sw/6Fxg3ryR68e0lTmT4GB8m2fP38GIJ2GIlO4sKPSNY2NjeVLPaa3TNH3ZO8BWTp+WrIijuHh4fLOp+/JXssOar4HMtK9hzQ9/8TxzDOy4uPjMX7saLRo2QrNmrcAACxfthimpqbY9c9+tGrdBn8vWoLadepiyWLV9Q0io6Svfwu+/n85vxe+8HnsDRNTUzRv2SbT48ViMYb92R8Xzp1B2XLlsfvAURgZKXduy1Yi8X32FK2bNlB4XDovDbKX/j0frZs2wPJ0fu/fk3X0xGRxmgkAFCkqnT745cvnLJ8LADOnTsTObZtRsJA9Dv17GnmzsMSlRCLBOI+/4FKmLPqmZjps3rAWCQkJ2LzjH7Rs0w6jx01Ep67dsWXDWpUdy7K/AeYWlj/Ufvq9eXh4YOPGjdi+fTt8fX0xZMgQxMbGol8/aQd07969MWHCBPnxrVq1wtq1a7F37168e/cO58+fx5QpU9CqVSu1aycBnIOfbezt7REUFJTltXbT06VLlyxXUNR2Ialz0NNLz+7UoCyWebRCbHwS2o/ZgSevVI/QAYC3n3ROfh4z1fNx85hL0+zTFo8rmC+1VzdWdVqXLGBPuxRcRoLDYxXulR6RSIzDl5/KOxBkqpWRftG8rqICf9UyDkrbZFyLSwunqarcn1Wy5y8uIfN1w8f2qYd8VqYY89e3CuXFC9vA730IYtJkMdz3/Yg6bkVgZmyA6DjFSqWy51ZWgJAyZ51X+pmkbsq5jY00GAoPU905Vq68dNqK96OHKvfLtpctW06t+5Ur92uul5iYCE8PdzRo2Aht27UHALx98wbJyckKxdIcnZxgY2MDX9/nKq8Tnrr8krWNjcr9lL0iIiJw/ZrqIocJCQnyfYmp6bUWFhZwdHKC/7t3iIgIVzpHLBbLszFUjcirYpMvH0JDQxEWFqY0Cm9paQl7Bwd8CAiA96NHqFmrlsL+Dx8+ICQkBA6FCyvM2fxRsu8U6qTM/z1/Lr5++YKF55bJt/m9eIHiJUoq/ByVKlfB9WtXERUVpdRG2TJ71tZ8/f9q+/dKa9W0bN023ZojaY0f7Y7DB/aiqHNx7D96KtNOF58M5oy/8nuBV34v1O50kv8dCFd+T2VGtoSdOj/j91YsXYQVSxbCxiYfDh4/jYKF7DM/KY3dO7bi0YP7OHHusjw4evXyJfLmtYZDmg5At4qVsXf3Trx7+xouZRT/tsg+R37V93n6vXTp0gXBwcGYOnUqPn/+DFdXV5w5c0ZeeC8gIEBhxH7y5MkQCASYPHkyAgMDYWNjg1atWmHOHPWnVgIcwc82Ojo6yJ8/P3R1f00fipGRkXzUgaRqV3AEAJWj8k2qF8emKR2RIhKjy8Td8jXi03P2th+SU0RwKZpfvm67qnt5+33rJPgSKh3NKe9cQD6HP62KpaTVvmWj/5l5/u4LklNE8iXkssLWyhTt6rsgJCIWR1PT3wHgzzmHYFRzksrHtYfSJV8aDNkAo5qTMGfLpSzf93ut60qX+Pm+iOH3nApaYVS3Wliy+zr8Pyk+P0aGiuszy5YHlEA5Nalk6uoHjzPovCFFsoDIKU0V7oyUdnGBrq6ufNm571WvURMWFhZ4++YNHqvIQjpy6CAAoHkL9arXN2rSFEKhEDdvXFcaYU1MTMSpk/9CR0cHTZpl3OG5bMkiBLx/jyXLlFOZ4+IVR2lUpcQB0rTUoE+fYO/gwAJ7uSA+WaLy8eKVtDOySNGi8m2FHR3l57Vo2RoAcO3qFaVr3vHyQlJSEoyMjFC8hOqCYd8rm9rp9Cqd90CzZtLR8SOHDyrty+rrPzOy92+RIhm/f9++eYOlixfCw3MsnIooVv6O//71n5p5oKrWyYsX0hVnyru6/miTSQWJRIJD+/cCADp365np8XNnTMWWjetQyN4Bh46fhk0G3wfHTZqKkJhklY+uqRkgazZtQ0hMMlatV299d5fUDtXXr1S/BzLy77EjAIByrlnLEtyxdRNmTpkAC0tL7D92UmWRy4xERkRg9rTJ6NytB6pWr6mwLz5BMesvNnXkXihQ/jvg91Ja7bxMufJK+4jUMXz4cLx//x6JiYm4c+cOqlatKt935coVbNu2Tf5/XV1dTJs2Da9fv0Z8fDwCAgKwevXqLGcRMsBPR7169TB8+HAMHz4cFhYWsLa2xpQpUxTmP8TFxaF///4wMzODg4MDNmzYIN/3fdp9eHg4evToARsbGxgZGcHZ2Rlbt25VuOfbt29Rv359GBsbo3z58gprJH6foj99+nS4urpi586dcHR0hIWFBbp27apQpTc6Oho9evSAiYkJ7OzssHTpUtSrVw8jR478tU9WNrG2NEa/VpVgZKCntO+PykUxZ2hTAJDP+5apXtYBe2Z3g0AgQK+pe3HxbubzLEMj47Dj5EOYGRtg8aiWCoX7ejSrgIZVnBGfmIxdae51/s4rJCQmw6mglVIhOGcHa0wdKF338kiagDsjcQnJeOwXBDtrcxSwVj3SU9opHwy+W/O9oI05DszvCXMTQ4xfdTrTyvPqKGBtDu89I+G9Z6TCdmtLYwxuXxWm300jMDHSx4oxbVDFxQFBIdE4dlX1aKjMIvcW+BwajUU7FUfmfN99QSlHG5RPnT5gaqyPFjVLIuBzuMKovkylUoWQmJSCu08//MBPqZ1u3byJc6kpmmklJydjzaqV2LN7J4yMjNCxUxe1rmdiYoLyrhXwOSgIgYGBSvv19fXxv6HDAQAj/xqmkKa8fOkS+Pg8Qe06dZUq969dvQrly5TElEkTFLbb2dmhc5duSEpKgvuIoUhJ+fZ6njh+LIKDg9Gte88MOzwDAgLw9/y5GOE+SiGIK1qsGAwMDHDowH4kJ0tXwzh+7ChiY2NRurSL0nUe3L8HiUSC2rXrZvQU0X/MiL9GQl9fH+vWrMIdLy/59pCQEIwZPRIA0LtPP7WLj9WsKZ0i9OC+6roVw0a4Q0dHB5s2rFO43+tXr/D3/DnQ1dXF8BHuCucEBgaifJmSKF+mpML24OBgbNm0UWWq8MUL5zFpwlgAqusLpOXp4Y78dnbwHDteYXup0i7wff4c3o8eAZB+Tzh58l/YOziorBFw/95d6Ovro0rVjGvdUNbcvnkDHwLew65AQdSum/E8+bWrlmHJwnnIZ5sfh/49g0L26WfkZZdqNaSZKY8e3le5f93q5Qj8qPh3WCKRYNvmDVi3ajkEAoHKYoDVKpRBtQplEPRJ8W/L8SOH4Ok+DCampth76DjKlnPNcpvnzpyKxKRETJs1X2F7yVKlERsTg1MnpIV+k5OTcfzIQRgYGMBRRcfZo9T3fY1adbLcBsqYbJk8TXpoCqboZ2D79u0YMGAA7t69i/v37+PPP/+Eg4MDBg0aBABYvHgxZs2ahYkTJ+LgwYMYMmQI6tatixIqRgWmTJmC58+f4/Tp07C2tpb3zKQ1adIkLFq0CM7Ozpg0aRK6deuG169fp5sF8ObNGxw9ehQnTpxAeHg4OnfujPnz58vTODw8PHDz5k0cP34ctra2mDp1Kh4+fAjXTHriExMTkZj4LRVaVlzlZzWtXgIT+tWT/19fTxpEX93w7UN/3tYr8vnYxob6WDO+HRa6t8Cjl4EI/BoFYyN9ONvnRUlH6Zf7FXtvKIxYA8Chv3vD2FAf7wLD0KpOabSqU1qpLbeevMe2fxX/UE1cfRpVXOzRrYkrapYvjIcvAmFva4mKpQohJUWEYQuO4uPXb8u4fQ6NxoTVZ7B4ZAuM7V0PHRuUxWO/IFhZGKOqiz0MDfRw+tZLpQ6IjJy+9RKVShdCHTcn7D2nnF43sntttK5TGt5+n/A5JBo2eUxQo1xhGBroYe7WS9h9+pHa98qIrq4QJQorp2QaG+pj2ejWmDWkCR74fsTn0GhYW5rAtXgBWFuaIDwqHj0m71FYSvB7zWqUQPOaJdF5/C6lzoile66jS6PyOLNyAK4+fIvyznawz2+J4X8fVbqOU0ErFLK1xNnbfr+kU0NbvHn9Cn8O7Adra2tUcKsIK6u8CA0NwdOnPvgcFARDQ0Ns2LxNaR3XjDRr3gIP7t/DtatX0K27cjGo8RMn49LFC/C6fQtlSjmjZq3aCHj/Hvfu3oGNjQ3Wb1QeJQoNDYHfy5f4rKK43cIly3D3rheOHj6E8mVKwq1iJfg+e4Znz56imLMzFixakmF7x43xgGWePJgwSXFJGWNjYwwZNgLLlixC1UquKFrMGRfOnYW5uTkGD1FeMk02Atw0df4yaYbCjo5YsWothgweiEZ/1EHVatVhYWEBr9u3EBoaigoV3DB73gK1r9ekaTMIBAJcu3oF4yZMUtpfvEQJzJ2/EOPGeKBh/dpo0LAR9PT1cfH8OcTHx2Px0hUoWqyYwjkpycnwe6k8GhoXG4thQ/7EmNEjUcGtIgoWKoS42Fi8euWHl6nrJo9wH4V27Tuk295TJ0/g9KmT2HfwiNIc7VGjx2Df3j1o2qg+6tb/A4+9H+Hjhw8qCxm+ffMGgR8/onGTpirnetOPO5Cant+hc9cMl2jzeeKNqamdOoUdHbF0oerVH3r26S8PwrND9Zq1YWJqipvXr6ncv371SkybOA7lXCvAobATEhMT4PvsKd77v4NQKMS8hUvhWkF5eVZZRoCswxWQrlrxvwG9IRaLUbiwI7Zv2YjtWzYqndu8ZRs0b6W6dsFTn8fYtnkDZsxdgHzfrUHef/AQrFuzAoP6dEf9ho3x7s0bvHzxHO6jxyq9zmNiYuD96AGci5eEo5NiJgzRfxkD/AzY29tj6dKlEAgEKFGiBHx8fLB06VJ5gN+8eXMMHToUADBu3DgsXboUly9fVhngBwQEoEKFCqhUqRIAaZG+73l6eqJFC+kXyRkzZsDFxQWvX79GyZIllY4FpHMJt23bJu9179WrFy5evIg5c+YgOjoa27dvx549e9CgQQMAwNatW1GgQIFMf+558+ZhxowZmR6XVdZ5jFHFRbnnOe026zzf5mgFh8di4urTqF2hCEo75YNbyYIQCgT4HBqN/ecfY9Oxeyrnm+cxl35AOxW0glNBq3Tb832AHxWbiHqD12Fs73ro8EcZNKtREjHxSTh54wUW77qqMs1/3SEvPHv7BcM71UBlF3u0rF1KOhL/Kgh7znhj07G7SsvWZWTHyQeY0LceOjcqrzLA//fac9hamaJsMTtUL+uA8OgEnL/zCiv331L5XPxqYVFxWLTzKqq42MPZ3hrVyjhAJJbAPygcu049xMp9t1QWHJTR19PBQvcWOOflh3+v+yrtf/rmCzpP2I1pgxqiWY0S+BIag8lrzmDzMeWRsy6NpOlyW/9Vrxr876J2nboYO34irl+7Ch+fJwgNCYG+vj4KOzqiXfuOGDb8L6VgIzO9+/bHvDmzsH/vHpUBvqGhIc5euIyFC+Zh3949+PfYUVhZWaFX776YOmMWChUqlKX7WVtb4/qtu5g9czr+PX4Ux48eQT5bWwwd/hemTJuRYarapYsXcPTwIWzf9Y/KOdYzZs2BRCLB3j278Ob1a1Rwq4gFC5eozAjYv+8fWFtbo03bdllqP+W+Pv36w6lIESz6ez7u3b2D+Ph4OBUpgiHDRmCkhydMTNRfWtPRyQl/NGiIK5cv4fPnzyqXN/pr5CgULVYMSxcvxM0b0iU/3SpWgofnWDRv0VLte9nky4c58//G9atX8Pz5Mzx8cB9isRj57ezQqUtXDBw0GHXq1kv3/MTERIwZPRKNGjdB6zZtlfaXLVcO+w8dxYypk3H65AnY5s+PWXPnY+CfyqOr+1IrvPcbMEjt9lPmEhMT8e8x6fJtnbp2z/DYyIhIeebovTteuHfHS+VxNWvXzdYA39TUFO07dsHObZvx8ME9uFWsrLB/6IiRuHzpAl76PoffC18kJyfDNr8dOnXtjkFDhisdn5H4+Dj5MpDPnz3F82dPVR5n7+CYboA/fvRIFC9REgMHK3fc2trmx4GjJzFt0jhcOn8WFhaWGObuoXLpvVP/HkVCQgJ69euvdvuJ/gsEkqzU3P+N1KtXD0WKFMGWLd9Gno4dO4aOHTsiISEBRYsWxbBhwzBmzBj5/vLly6NDhw6YOnUq/P394eTkhEePHsHV1RWnT59Ghw4dULx4cTRu3Bht27ZFjRo1AEB+7N27d1G5svRDMDw8HFZWVrh69Srq1KmDbdu2YeTIkfLiQNOnT8eBAwfw7Nm30eulS5di5cqVePv2LR4/fgxXV1e8f/8eDg7fAmg3NzfUqVMnwxUAVI3g29vbw6DKaAh0f349VcrYvrk90KxmCTi3+xtfwpSrNpOU956RMDXSR4mOiyASqb82aEbCr2atiMnvpHPHdjh98gRevfuQ7vqt2sTr9m3Ur1MDHp5jMScLo72knf49fgydO7TFvL8XYeSo0bndnGwnkUjgWrYUYmJi8PK1/y+rJ5STYhOZ2fUr+TzxRv0alTFw8FDMX7w8t5uTIzq1aY47t2/C2/ctrPLmze3mKImOioJTgbyIjIz8JUU8c0pUVJR0+nOvbRDqZ734Ym4RJ8UhZGdfjXi+OQf/J+jpKc4NFwgESvNeZZo1a4b3799j1KhR+PTpExo0aABPT890ryeb55He9bJ6/6wwMDCAubm5woNyzoyN5yEUCDCyW/b1xmu61nVKo0RhG8zcdPGXBfeUsWnTZ0EsFmPZkkW53ZQcsXjhfFhaWmL0mHG53RT6D2jVug0qVa6ClcuXKnSAa6vjx47C7+VLTJ02UyODe/r1ypZzRZt2HbFn5zYEq7nEpCZ77P0Qly+ex5ARo/6Twb02yO359No8B58Bfgbu3Lmj8H8vLy84OztnaR3CtGxsbNCnTx/s2rULy5YtUyjK96sVKVIEenp6uHfvW/pyZGQk/Pz8su2e9Gs8f/cVu04/wqB2VWGTzhKAv7sJ/erj6ZvPWapvQD/HpUwZ9OzVBxvXr1V7/XBN5f3oEU78exye4ybAyir9aT70e5m3YCE+BQZiyybl+cDaRCKRYN7smXBxKYNeffrmdnPoP2TyjNlITk7GymXa39G7aP4c2Njkw4hRnpkfTPQfw27ZDAQEBMDDwwODBw/Gw4cPsXLlSixevPiHrjV16lRUrFgRLi4uSExMxIkTJ1CqVKlf3OJvzMzM0KdPH4wZMwZWVlbIly8fpk2bBqFQqFE9UL+r/807jP/NO5zbzfjPqt5vdW434be0ftMWrN+k3rJKmsy1QgXEJ3P2GimqVbvOb/G6EAgE8Lr/awq2knZxKlIUQeHKKzxoo517D+V2E4h+GAP8DPTu3Rvx8fGoUqUKdHR04O7ujj///POHrqWvr48JEybA398fRkZGqF27Nvbu3fuLW6xoyZIl+N///oeWLVvC3NwcY8eOxYcPH2BoaJit9yUiIiIiIkqPpqW9a1RbWWRPtXr16sHV1TXDYnSaJjY2FgULFsTixYsxYMAAtc+TFcNgkT3SdiyyR0SkHVhkj7SdphfZy9dnh8YV2fu6vbdGPN8cwddijx49wosXL1ClShVERkZi5syZAIA2bVQvK0JERERERESaiwG+llu0aBFevnwJfX19VKxYEdevX4e1tXVuN4uIiIiIiIh+MQb46bhy5UpuN+GnVahQAQ8ePMjtZhAREREREclxDn724TJ5RERERERERFqAAT4RERERERGRFmCKPhEREREREeUcQepDU2hQWzmCT0RERERERKQFGOATERERERERaQEG+ERERERERERagHPwiYiIiIiIKMdwmbzswxF8IiIiIiIiIi3AAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOYZz8LMPR/CJiIiIiIiItAADfCIiIiIiIiItwBR9IiIiIiIiyjFM0c8+HMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUcwSpD02hQW3lCD4RERERERGRFmCAT0RERERERKQFmKJPREREREREOYbL5GUfjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKMZyDn304gk9ERERERESkBRjgExEREREREWkBBvhEREREREREWoBz8ImIiIiIiCjHCKBhc/ChOW3lCD4RERERERGRFmCAT0RERERERKQFmKJPREREREREOYbL5GUfjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKOYLUh6bQoLZyBJ+IiIiIiIhICzDAJyIiIiIiItICDPCJiIiIiIiItADn4BMREREREVGOEQgEGrW2vCa1lSP4RERERERERFqAAT4RERERERGRFmCKPhEREREREeUYpuhnH47gExEREREREWkBBvhEREREREREWoABPhEREREREZEW4Bx8IiIiIiIiyjECgfShKTSprRzBJyIiIiIiItICDPCJiIiIiIiItABT9ImIiIiIiCjHSFP0NSfvXYOayhF8IiIiIiIiIm3AAJ+IiIiIiIhICzDAJyIiIiIiItICnINPREREREREOUfDlsmDBrWVI/hEREREREREWoABPhEREREREZEWYIBPREREREREpAU4B5+IiIiIiIhyjEAggECDJuFrUls5gk9ERERERESkBRjgExEREREREWkBpugTERERERFRjhFo2DJ5mtRWjuATERERERERaQEG+ERERERERERagAE+ERERERERkRbgHHwiIiIiIiLKMUKhAEKh5kxsl2hQWzmCT0RERERERKQFGOATERERERERaQGm6BMREREREVGO4TJ52Ycj+ERERERERERagAE+ERERERERkRZggE9ERERERESkBTgHn4iIiIiIiHKMQCCAQIMmtmtSWzmCT0RERERERKQFGOATERERERERaQEG+ERERERERERagHPwiYiIiIiIKMcIBJq1trwmtZUj+ERERERERERagAE+ERERERERkRZgij4RERERERHlGC6Tl304gk9ERERERESkBRjgExEREREREWkBBvhEREREREREWoBz8EltAaenwtzcPLebQZRt8lQenttNIMp24fdW5XYTiLKdoZ5ObjeBKFslafhrnHPwsw9H8ImIiIiIiIi0AAN8IiIiIiIiIi3AFH0iIiIiIiLKMQKB9KEpNKmtHMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUYwTQsGXyoDlt5Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHCMQaNba8prUVo7gExEREREREWkBBvhEREREREREWoAp+kRERERERJRjBAINWyZPg9rKEXwiIiIiIiIiLcAAn4iIiIiIiEgLMMAnIiIiIiIi0gKcg09EREREREQ5hsvkZR+O4BMRERERERFpAQb4RERERERERFqAKfpERERERESUY7hMXvbhCD4RERERERGRFmCAT0RERERERKQFGOATERERERERaQHOwSciIiIiIqIcw2Xysg9H8ImIiIiIiIi0AAN8IiIiIiIiIi3AAJ+IiIiIiIhIC3AOPhEREREREeUYgUCgUWvLa1JbOYJPREREREREpAUY4BMRERERERFpAaboExERERERUc7RsGXyoEFt5Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHMNl8rIPR/CJiIiIiIiItAADfCIiIiIiIiItwACfiIiIiIiISAtwDj4RERERERHlGIFA+tAUmtRWjuATERERERERaQEG+ERERERERERagCn6RERERERElGO4TF724Qg+ERERERERkRZggE9ERERERESkBRjgExEREREREWkBzsEnIiIiIiKiHMNl8rIPR/CJiIiIiIiItAADfCIiIiIiIiItwBR9IiIiIiIiyjFcJi/7cASfiIiIiIiISAswwCciIiIiIiLSAgzwiYiIiIiIiLQA5+ATERERERFRjuEc/OzDEXwiIiIiIiIiLcAAn4iIiIiIiEgLMMAnIiIiIiIi0gKcg09EREREREQ5RiCQPjSFJrWVI/hEREREREREWoABPhEREREREZEWYIo+ERERERER5Rguk5d9OIJPREREREREpAUY4BMRERERERFpAQb4RERERERERFqAc/CJiIiIiIgox3CZvOzDEXwiIiIiIiIiLcAAn4iIiIiIiEgLMEWfiIiIiIiIcgyXycs+HMEnIiIiIiIi0gIM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUYwTQrKXnNKipHMEnIiIiIiIi0gYM8ImIiIiIiIi0AAN8IiIiIiIiIi3AOfhERERERESUY4QCAYQaNAlfo9qa2w0gIiIiIiIiop/HAJ+IiIiIiIhICzDAp99ScHAwxo/1RDmXEshjZoQC+axQvbIbJowb80PXmzt7Joz1hXjq46O0TyQSYcWypajkWhZ5zIxgb2eDHt0644Wvb5buERcXh+PHjuJ/gwagnEsJWJoaIq+FCaq4lcfc2TMRExOj8rz3/v5o36YlrMyNYW9ng1HuI5CQkKDyWK/bt2GsL8SmDetV7g8KCkIeMyO4Dx+apbaTVMpXbyS9O43E57uQ8GQjEh6vRcKz7Uh6fwHi+FCl4yUSCcQxn5D86RYSX+5HwpMNSHi8FonPdyL5wxWIE6NU3ifx1REkeK/O9KGKKPwVkl4fRYLPJiR4r0XC0y1IensSoujAH/qZJSmJSPDZhKR3Z1TfL+wlEl8dkv5sT9Yj8eUBpIQ+g0QiSfea4rgvSPI/g4SnW6VtfLIRia8OIyXUN8Pz1CGO+SR/fpIDLqluc/RH6e8j9XeREqL8vpdJ+fIACd5rVf5+AUAU8RYJ3qshCn/1U+3+HTVuUA9GeoJ0H+fOqn7NZWbwwP7Ia2GCr1+/Ku2Lj4/HzOlTUbZ0cViaGsLJoQAGD+yPwMCsvT8iIiKw95896N2zG0o6O8HcWB82ecxQu0ZVrFqxHMnJySrPe/L4MRrWrwNLU0MUKVwQs2dOh1gsVnns/n17YaQnwPlzZ1Xu9370CEZ6Aixe9HeW2k45IzQ0FI6FbGFqIES5Us4qj/n44QM2rFuDwQP7wa1caZgZ6sDUQIhrV6/81L337NoBUwMhzpw6mW33S05OxsXz5+DhPhyVK5SFjaUJrC2M4VauNCaO80RwcLDK80JDQ9G/T0/YWVuggI0lBvbrjbCwMJXH+r97B2sLY0ybPEHl/vj4eBQtXADtW7fIcvvp5wkEmvfQFALJz34bIq0XFRUFCwsLfAmNhLm5eW4356c9fPAArVs0QWhoKEq7uKC0SxlER0XB1/c5Aj9+RExCSpau9+XLF5QpWQyNmzbD7n/2K+wTi8Xo1qUjjh89AktLS9T7owFCQ0Jw4/o1GBkZ4cz5y6hcpYpa99m6eROG/m8QAKBkqVLydnvdvoXo6GiUKFkS5y5eRb58+eTniEQiVKpQFi9fvECjxk3w9csXeHs/wsBBg7FyzTqlttasWglCoRDXb9+FUKi6/2/0KHdsWLcGDx8/g3Px4ll5qv7z8lQenq3XT/DZDIiTITDKC4GeKQBAkhAGSWIEIBBCz7EZdCwc5ceLEyOQ5Ltb+h9dYwiN8wECIcRxX4DkWECoB/0iLSE0LaBwn5QvDyBOiFDZBkn8V0gSwiAwKQAD53YK+5IDb0AU/BiAEEJTO0DXCJLESEjipV+0dAvVg661S5Z+5uTAmxAFe0O/RFcIjfIq7vtwBaLQZ4BACIFxfgh09CCO/QyIEiHMUxL6hRsoXU8U8QbJ/mcBSCAwsoHAwAJIiYc4JgiAGMI8ztAv3DhLbZSRiEVIerlX+vsAoGNVCnoOfygcI06MQtKLPYBACKFZIYjjgoHkGOgVbgydPIpfwiVJMUh8sRs6eV2gV7CW6ntKJEh6uQ8QJ0O/VHcIBDo/1PasCL+3KtvvkRMaN6iH69euom37DjA1MVXa7z5qNMqULZulaz718UHVSq5wHzUac+crBr4JCQlo0rA+7t7xQn47O9SsVRvv/f1x/95d2NjY4OoNLzgVKaLWfaZPnYwF8+ZAIBCgfHlXFCteHCHBwbh96yYSExNRo2Yt/HvqLIyNjeXnREVFwaVEUURHR6Nho8Z49coPfi9fYuaceRgzdrzC9WNiYlC+TElUrFQZ+w8eSbcdndq3wY3r1/Ds5RtYWVll4Zn67xOJNfvr7eCB/bBn1w5IJBIUKVIUT3yVOwFXr1iGcWM8lLafOncJderW+6H7JiQkwLVMCdja5sfVm3ey7X6XL15Aq+bSz+rChR1RvoIbUpKTcefObYSGhMA2f36cPncZxUuUUDivTYumuHjhHGrWrgOJRIJbN66jYaMmOHritNI9unRoC2/vh3j4xBcmJiYq27Fq+VKMHzsaJ85cQL36f6g85r8qKioKBWwsERmpWd/PZXFF/YUXoGuk+vfyX5QSH4vLYxpqxPPNInv0WwkODkablk0RHx+PA4ePoWWr1gr77929m+Vr/j1/LmJiYjBmrHIP8fatW3D86BEUc3bGhcvXYWtrCwA4cvgQunfpiH59esDbxxe6upm/FfX09DBg4J8Y/tdIlCxVSr49KCgI7Vu3gLf3I4wZPRLbd+6R7zt65DBe+Ppi1tz58BwzDmKxGG1aNsO2rZsxcco02NnZyY/dtGE9Hj/2xuVrt9IN7gHAw3Ms1q1ZhRnTp2DXnn1qPUckpe/UHAJjGwiEir/vlBAfpHy8huQPlyA07wuBQPb8CyA0s4dOPjcITQtCkNp9LBGLkPLxCkRhL5D0/jwMSvdUCAx1bSum24ZEvwMAAB0rxS9N4vgQaXCvYwB95/YQGn77si8Kf4Xk9+eQ8ukGdPI4Q6Cjr9bPK0mOhSjEB0JzR6XgXhTxRhrc6xhAv2hraedF6jlJb45DHP4CInN76OT51okkkYiR/PEqAAn0CjdS2CdOCEPSq8MQh7+CyKo0dMwKqdXGtFK+3IckMQI6VqUhCnuu8hhR8CNAIoJ+sbYQmuSHJCUBiS/2IOXLfaUAP/nTTUCoD9386XfiCQQC6NpWRPL7cxCF+kLXukyW2/27m79gEQo7Ov6Sa82YNhk6OjoY6eGpfJ+5s3H3jheqVquOE6fPwdRU2qmwfOkSjB87GoMH9ce5i1fUuo+JiQk8PMdi8JBhcHBwkG9//eoVmjdtiFs3b2D+3NmYOXuufN+mjesREhKCHbv3olPnLkhISECtapWxZOECjBw1Gnp6evJj582ZhfCwMCxctDTDdniOnYAT/x7H4oULMGfeArXaTtnv8qWL2L1zO/oNGIStmzeme5yjUxEMG+GOipUqw61iZYweOQIXL5z7qXtvWr8WHz98wN+Ll2Xr/QRCIdp37Iy/RnqgUuVvn5GRkZHo06MrLpw/iyF/9sfFqzfl+x7cv4eLF85hwKDBWL5qLQBg+JBB2LZlMx4+uA+3ipXkx54/ewYnTxzH9t170w3uAWDAn//D/LmzMH3KRFy54fVDPwvRfw1T9Om3MnvGNISEhGDu/IVKwT0AtUfTZeLi4rB753a4uJSBa4UKSvtXLF8CAJgz7295cA8A7dp3QMtWrfHm9Wv8e/yYWvfq2bsPVq1drxDcA4CdnR2WrpCmWx87chhJSUnyfU8ee0vP7dUHACAUCtGzd1+kpKTA9/kz+XGhoaGYMW0yevXui6rVqmXYjoIFC6Juvfo4fvQIvnz5olbbSUpoaqcU3AOArnVZCPTNgZR4SBK+pRoKDSygX7Q1dMwKyYN7ABAIdaBbqC4g1AeSYyCJ/azW/cWJEZDEfQUEOtCxLKq4L+YTAEDHsphCcA9AGtQb5gXEKZAkhKv984pCfQGJCDpWJZX3hTwFAOjmc5UH9wAg0DOBbupod8rXRwrnSBLCgZR4CAwsFYJ7ABAaWkEnj7TTQhKnnFqdGXF8KERfH0LHqjQEJvkzOC4EAgNLCFOPEegaQsfCCZKEcEjEom8/X/RHiCNeQ69A9Uw7RIQWToBQT/6cUO748OEDTp08gUaNmyhkQgFAUlIS1q2RZj4sW7FaHtwDgPsoD5QtWw7Xr13FwwcP1LrXmHETMGfeAoXgHgCKOTtj1pz5AID9+/5R2PfE2xtGRkbo2KkzAMDQ0BBdunVHREQEAt6/lx/3ys8Pq1Ysg+fY8Zl2fFStVg1FixXDjm1bFP52UO6Jj4+H+7D/oWSp0nAfpdzRlFaLVq2xYNFSdO7aHcWcnRX+TvyoTRvWwcrKCs2at8zW+9Wr/wd27N6rENwDgIWFBdZu2AwAuON1W+G1LftO0yP1Ow0A9OrTX2EfIH2/jvFwR916f6BDx84ZtsPIyAht2rXH/Xt38dj7UYbHEv2I1atXw9HREYaGhqhatSruZjKYGBERgWHDhsHOzg4GBgYoXrw4Tp06laV7MsCn30Z8fDz+2bMLJiYm6N233y+55uGDBxAZGYnOXbsp7fN/9w4vfH1hZGSEZs2V53e1a98RAHDqxL8/3Y5y5csDABITExEa+m2ub0S4NBjLkyePfJvs3+Hh3wK1aZMnQiwWY9bc+Wrdr0vX7khOTsbOHdt+tukkIxuBVzNFWyDUhcDQEoB01FsdorCXAAChhSMEOgaKO4VqpobrGqp1mEQigSjMFxDqQWheWGm/ODXtX2haUGmf0KQAAAEk8SGQJEVnWxvTtjX54xVAxwC6BapnfHBKIvD9c6djCEACiJNSrydGSuB1CEzsIMxTQvka3xEIdSG0KAJJQqh0igLlih3btkAsFqNTF+XP89u3biIyMhJFihZV2ZnbrkPq5/nJX/B5Xk76eR706ZPC9oiIcFhYWCgEVZaWyp/nHiNHoGChQvDwHKvW/Tp36YaQkBAcO5p+Kj/lnHmzZ+Ddu7dYvmqtQlZGTrh+7Spev36F1m3b5/i907IrUADWNjYAgKCgb+8D2Xca2es+7b8j0rwHVixbDH//d1i0bIVa9+vUpTsAYMumDT/XcMoSgUCgcY+s2rdvHzw8PDBt2jQ8fPgQ5cuXR5MmTVTWeAGknVONGjWCv78/Dh48iJcvX2Ljxo0oWFD5u1JGGODTb+PBg/uIjo5GedcKMDIywtkzpzHW0wPuw4di5fJl+PTdlyl1nDp1AgBQu049pX1PnjwGAJR2KaPyD6VrBTcAwFOfJ1m+7/fevX0LQJrGn3YeZaHU0aFXfn7ybX4vpUGevb1034P797F1yyZMmTZTadQqPbK5dt8X4KEfIwp7CUliOAQGFtI55WqQSCTfgl9d44wPTiUOl74OdFQEndJAWwhRxGuIExQLFonCX0GSEAqBSQEI1W1fQhgkSVEQmuRXmbUAcWoRse+DZUgzFCCUvmfE8SHftuubQ6BvDkliBEThfgrniBPCIAp/CegYQMdCvXnQMqLQp5DEfoZegZoQZNI5INA3gyQpChLJt8JmksRwQKALga6R9HrBTyBJCIdewdpqfyGQ1VEQRb3P5Ej63ratm+E+fChG/jUcq1euQEBAwA9d59RJ6ee5qrnETx5LP89ln9vfk233+RWf5++kn+e2+RUzSeztHRAcHIyIiAj5Nj+/1M/z1M/6o0cO48L5c1i4eBkMDdXr6OLn+X/HU58nWLFsCXr16YuatWrn+P3PnEr/PZCTIiIi5AG7re2394HsO83rV98+/1+lvgdk+z5++ICF8+diyLARKFWqtFr3q1a9BvT09HD2TNZGSYkys2TJEgwaNAj9+vVD6dKlsW7dOhgbG2PLli0qj9+yZQvCwsJw9OhR1KxZE46Ojqhbty7Kpw7kqYsBPv02XjyXzqm1yZcPnTq0RdtWzbFy+VJsWL8WYz1HoUzJYti3959MrqLo1o3r0NXVVTmi8yH1S2bBQqrnAsu2BwT8/Bf61SuXAwAaN2kKA4NvAVOTJs0gEAgwZdJ4fP36FU99fLByxVIUKFgQ5cqXh0QiwSj34XBxKYPBQ9SvjO9UpAisra1x/97ddCvyU/pSvj5E0vuLSHp3Bokv/kFywAVAzwR6hRunmX+fMXG4H5ASD+gaQWhil/nxsZ8hSYoCdAwhNHdQ2i80sIRuwZqAKAlJL/Yh6fVRJPmfReLL/Uh+fw5Cc0foOzVT+2cUxwYBAATG6XQapQbDCiP0qSQpCd9Gw9PsFwiE0HNoCOgYIPn9eSS+3I8k/7PStr7YB4GeKfSLtsk0SFe4V1IMUj55QWhaUKkugSpCcwcgJR4pn+9BIkqCKOItxJHv5VkKkuRYpHy+Bx3rMhAa26jdDqGxdAqPbKoEqW/+3NnYsH4t1q9dDU8Pd5QpWQzz5szK0jViYmLw2PsR7AoUQIECBZT2f/iQ+nleMJ3P89TtH97/us/zlq3aKGxv0qw5RCIRJoz1RHh4OG7cuI5dO7bBza0ibG1tER8fj3FjPNCseQu0aNlK7fu5VUwtrnr96k+3nX6cWCzGsP8NgoWlJWbNzZ2VDW7dvAEAcKtYOVfuL7Nh3WqkpKTApUxZODo5ybfXqVMPRkZGmDdnJgLev8d7f3/MmzMTxsbG8oGWCeM8YWZujolTpqt9P0NDQ5QpWw4fP3yA/7t3v/inIW0TFRWl8EhMTFR5XFJSEh48eICGDRvKtwmFQjRs2BC3b99Wec7x48dRvXp1DBs2DLa2tihTpgzmzp0LkUik8vj0MMCn30Z4hLQ3+OS/x3H+7BksW7EaAZ++4sVrf4z08ER8fDwG9e+Dx97eal3v69ev+PLlCwrZ28PIyEhpf2ysdNk6YyPVo6uyoi/R0coBTlacOX0K27Zuhp6eHqZOV/xSW658efTrPxBnTp9C4YK2qOxWDh8CAjD/78UwNDTEjm1bce/uHSxZsQo6Ot/Sn+Pj4zO9r3PxEkhMTMzycn8EiKM+QBz+AuLIN9I593pm0C/cWGEuekYkSdFIDpR+EdPNX0U64p0JWXq+Th7ndCu169qUg17hRoBQCHFMIMQRr6UV9HWNITSzVznanm4bU5eFExpYqtwvTcMHRGEvVLQ1zWtKrLhcmNDUDvrF2kpH8uODIY54DXFMICAAhGb2EBhkrbJtcuA1QJIirWmgBp28LhAY5oXoy30k+mxEsv9pQEcPunbS2hXJn24DAqFCYT2JRKwwP18VgaE0zVSSJmOBMlardh1s2bYTz1++QVhUHJ48e4kZs+ZAV1cXM6dPxaoVy9W+lu/z5xCJRCheXHUnT2zqMqRpq9qnJf88j/m5z/ON69fh0sULsLS0hOd3lfFbtmqNho0aY9vWzSiQzwqN6tdBfHw8FiyWFtJbuGAevnz+jEVLvv3cEokk005Yc3Nz5Lezw4eAAIVUf8pZa1evxIP79zBn3t/Imzdv5idkg6c+TyAUClG0WLFcuT8APPZ+hL/nzQEAeT0KGdv8+TF2wiQ8evgApYs7waVEETz2foQJk6bC1tYWVy5fwpFDBzB77gKYmZnJz4uLi8v0vsVLSGvFPHni/et+GMqQUKB5DwCwt7eHhYWF/DFv3jyVP19ISAhEIpFCDS4AsLW1xefPqqfjvX37FgcPHoRIJMKpU6cwZcoULF68GLNnz87Sc8sq+vTbkKSuFZySkoLps+YojFjPW7AQAQHvcfjgASxdvBDbdu7O9HrBqfNn8qSZC5bTXr54gf59ekIikWDu/IXyufhprVq7HvX+aIAb167C0MgIHTt1QeUqVRAREYGpkyegW/eeqFWrNsRiMWZMm4L1a1cjMjISDoULY868v+UFnb4nmwoQEqJ6rVpKn34x6cicJCURkoRQpHy+h6TXR6Cbvyp081fK8FyJKFm6prwoAUILJ7WqrkskIogiXgOAUnG6b8dIkBJ4A6KQJ9DJ6wKdfK4Q6JpAkhCG5E83kRJ4HZLEcOipGQhLUlI7idLpFNDN54qkiDcQR7xG8icz6FqXBYS6EEW8QUrQXUj7n8UAFFPcReF+SA64BIGxLfQLN4bA0AqSlFiIvj6CKNgb4phA6Dt3UK/TI+INxJHvoGNbCUJD9d7HAqEu9J3bQxTmK+2c0TWBbt5SEOibQRwTBHH4S+ja14dA1xCSlAQkf7gCcdQ7QCKGwNgWevb1IDSyVr6uQCidliBOgkQsUqv9v7up02cq/N+5eHGMHT8RbhUroVXzJpgzazoGDPpTZQfs94KDpZ/nlnly7/P8xo3r8PRwh0AgwLqNW1RmEhw+dgK7dmzHwwf3YZknD3r07I2SpUrh3du3WLp4IUaNHoMiRYsiPj4eYzxG4p89uxAXF4dSpUtj6fJVqFuvvsp7W+WxwqfAQIQEByvUbKGc8SEgALOmT0GtOnXRs3ffXGlDTEwM4uPjYWVl9UuK9f2IL1++oHvnDkhISMCwEe5o3FQ5a2zMuIlwdXXDmdMnIRAI0LxFK/zRsBFSUlLgOeov1KhVG1279wQgzYZZ9Pc8BH/9Cpt8+TB2/CQMGTZC5b1lr/uQYH6noYx9+PBBYZm8tJmzP0ssFiNfvnzYsGEDdHR0ULFiRQQGBmLhwoWYNm2a2tdhgE+/DZM06yT37qNcZK93n344fPCA2mmKkZGRAADTNL3Equ4XF6+65zg2VloYzSyd8zMTGBiI1i2bIjw8HH+N9MDwv9xVHicQCNCpcxd06txFYfuMaVMQHx+PuQsWAgBWLl+Gv+fPxfC/RqJuvfrYtGEd+vTsBmfn4ijv6qp0XTMz6Ydb2vmglDUCXQMITAtAr2hLJPkdQsrnOxCa28vTtb8nkYiQ7H8GkvivEJjYQU/N9d7FUQGAKAECAwt59ffvicJeQBTyBEJzJ+jZ1/vWRhNb6BdpicQXeyAKeQqdvGWUlrxTfcHUlDWh6gryQuN80HP4A8kfLkuD8zQV84XmhQGBEOLIdwodBOLECCQHXAR0jaBfpIW8Or1AxxJC+/qQJMdBHOUPUVjmy81JRElIDrwOgYEFdG0z7lT5nkBHH7o2ip1pEokYyYHXIDDOBx0r6UoXyQEXIY75CN0CNSHQNUJKkBeS3p6AQakeEAhVFLDS0ZdmLIgSAaF6dRVIWcNGjeFWsRIePriPe3fvqDWfWPZ5bmaazud5atX89EYC5Z/n6ZyfmWdPn6Jz+zZISkrC4qUr0KZtO5XH6enpod+Ageg3YKDCdk8P99QAZiIAYNKEcdi2dTMmTZmG0i5lsHDBPHRo2wo+vq8UlkeVMTPn53lu8nAfjqSkJCxfuTbX2hCVyXea7BYdHY0ObVrg/Xt/tOvQCfP+XpzusY2aNEWjJk0Vtq1ZuRyv/F7i5h3pShbHjh7GOM9R6Nq9J9q174ijRw5hjIc7HBwKo4WKVZRk74FIvgcoE+bm5goBfnqsra2ho6OjtOLUly9fkD+/6u9idnZ20NPTU8iqLVWqFD5//oykpCTo66u3TDED/F+kXr16cHV1xbJly7LtHn379kVERASOHj2abffQZg6FpXNkjY2NYWOjPDe2cGFHAN9G5jNjYSEtNhaTToq9rOhR4MePKvfLtjs4KFcYz0xYWBhaNW+MgPfv0btPP8z/e1GWzvd58gQb16/FnHl/yz9kli1dhDp162Fharpn3Xr1UbRwQSxbsghbd+xSukZUlPTLgKWlZZbbT4oEAh3o5CmGlPhgiCL9VQb4EokEye8vQhwdAIGRNfSdWqguXqeCKFyWnp/+HHOx7Jjvls8DpAGtjpkDRGG+EMcGqRfgywJzcfpLb+lYlYDQtCBEEa8hSYwAhLoQmhaC0Lwwkl5LK3qnXbJPHP4KkIihY+agcuk5HctiEEf5S+exZxLgi+OCgeRYQN8MSW+OK+5MkQZxoqj3EL86AoGeMfQdm2R4PVHIM0jiQ6FfvCMEAgHECREQR/lDN39l6NqUkx6ka4zkN0chCn8F3bwqij+JUp+rLEyFINWKOTvj4YP7CAoKUut42ed5ein2sqKkgYHpfJ6nbrcvnPXPc/9379CyeWOEh4dj8tTpGDpc9Qhjes6cPoVTJ0/gn/2HYGRkhNjYWGzasA7de/TChElTAADly7uiVPEiWL92NabPVE71lAV3/DzPHadPnYClpSXcRwxR2J6YOr3i06dANG0kzb7YvvMfpQKMv4J5Jt9pslNCQgI6d2gD70cP0aBhY2zethNCofqziL98/ox5c2Zi0OAhKFNW+nm7YuliODkVwYbN2yAUCtGsRUvcvnkDy5YsVBngy94DFnwP0C+ir6+PihUr4uLFi2jbti0A6Qj9xYsXMXz4cJXn1KxZE3v27IFYLJa/B/z8/GBnZ6d2cA8wwNcoy5cvh0Qiye1maKzyrtJCePHx8UhMTFRKqQkLk1YOT7u+cUZsUivOh4WHqdwvW+ro+bOnSE5OVqqk7/3oIQDI/xipKyYmBm1aNoPv8+do06491qzfmOV0ulHuw1G8RAkMG/EXAGnBkM9BQeiWmtYGSDMLipcoiRe+z1VeQzZX09pa/UJilAGd1DTiFNX1D1ICr0Ec8QoCA0voF2kFga56QaBElARxpD8AQJhOej6QZqm99NZsl20XqS4m8z1ZRfnMjhfom0I3n6tiW8Qp0rn/Qj0I0hSqkyTH/NI2AqlF/FQU+gMApMRBkhIHiV7GI1qSlHikfL4Dnbyl5HUUJInS90faIoNCk9R9CcqfGRKJSDp6L9Rnev4vIKvALZsbnxkbG+nvJjwsnc/z1OlPss/t78m2l83i53lQUBBaNGuEz0FBGDbCHZOmqJ+CCUiXRvX0cEeDho3Qtl17AMDbN2+QnJyMipW+FUpzdHKCjY0NfNP7PE+tUWOtovObckZERARuXFOdQZiQkCDfl12FbU1NTWFkZISIiAiF4CK7paSkoE+Prrh+9QqqVa+BPfsPZSmQAYBJE8bC0MgIk6d9m7bj9/IF6v3RUP5zCIVCVKhYCVcuXVB5DVn2Ct8DOUiAXJsO8kN+oKkeHh7o06cPKlWqhCpVqmDZsmWIjY1Fv37STOLevXujYMGC8nn8Q4YMwapVq+Du7o4RI0bg1atXmDt3Lv76668s3ZcBvgaRjTDQj3FwcEC5cuXx5MljXL92FQ0bKaY330hNzZd1BGQmX758yJ8/Pz5++IC4uDil4kuOTk4oWaoUXvj64vSpk2jdpq3C/iOHDwIAmmeh2nFiYiI6tW+D+/fuolHjJtix6x+FNB51/LNnN27euI7T5y5CV1fxI+D79NO4uFgYGaqev+r38gUMDAxQslSpLN2fVJNVT1e1TF5ykBdEIU8BPVPoF20NgZ766duiiNeARCRdkz2jJe50jYHECIjjvkLHwklptzhOmtki0FeviJ0gdZRfnBCOrIarolBfQJwCHesyilkKqcsBiuNUz5H81sbMU0x1zApCx3WYyn0pob5I+XAJOlaloOfwR6bXSvnkJW2eXXUVjUpR8W/lbwmShAjpHhXz8ylrgoODcfPGdQDpL2v3vdIuLtDV1ZUvO/e96jVqwsLCAm/fvMFjb2+laUtHDqV+nrdQ//M8PDwcrZs3wds3b9C7Tz959lRWLFuyCAHv3+Pw0RNK+76fHhYXF6cyaIuKikLQp0+wd3Dg/PtcEpMoVrn9vb8/XEoUQZEiRfHE91W2t6NsufK4e8cLb16/hnPx9DuEfxWJRIL/DeqPkyeOo1x5Vxw8ekLtTjmZWzdvYO+eXVi7YbNSBkr8999pYmMhSKfj4uULaXHXcuVcs3R/oox06dIFwcHBmDp1Kj5//gxXV1ecOXNGXngvICBA4XPZ3t4eZ8+exahRo1CuXDkULFgQ7u7uGDduXJbuyyr6v1BKSgqGDx8OCwsLWFtbY8qUKfIR98TERHh6eqJgwYIwMTFB1apVceXKFfm527Ztg6WlJc6ePYtSpUrB1NQUTZs2VUgv7Nu3rzzFA5DOV+rRowdMTExgZ2eHpUuXol69ehg5cqT8GEdHR8ydOxf9+/eHmZkZHBwcsGHDhux+Kv6zRnmOBQBMGOup8Nw+9vbG8qXS+V4D//yf2terUas2RCIRvB89Urn/L3cPANLe5a9pUv+PHjmME/8eR9FixdCqteJSSMeOHkH5MiUxoG9vhe0ikQi9e3bDlcuXULNWbew9cDjLvdzR0dGYOH4MOnTqjHr1vwUu5ubmKFioEE6eOC6v6u/96BFe+PqiVGkXpeu8ffMGoaGhqFS5itprLf/uxDFBEEW9V8rCkUhESAl+Ik2RF+hCx1KxenHKV2+IvjwAdI2hX6yNWsGrwn1T14tPr7iejCyoFwU/hjhWcb5YSvATSGKDAKGetJq+GmTrukvi0p/yIlaxTxT5FilBtwAdQ4VK9NI2Ste3l8R+QkrIU8VrxX6GKNhbeu/vphkkf7qNRN/dSAn++TXKvyeO+wJR2HPo2lVTWJ5PkDq1QBT+Sv47F4X5Kez7/jrAt+eNMnb71i0cP3ZUaemg9/7+6NKxHWJjY9GyVWsUSmeZ0u+ZmJigvGsFfA4KQmBgoNJ+fX19/G+oNKVy5F/D5HPuAWD50iXw8XmC2nXqwq1iRYXz1q5ehfJlSmLKpAkK2+Pi4tCudQs8feqDDp06/1AmVkBAAP6ePxcj3EeheIlv02+KFisGAwMDHDqwH8nJ0lUojh87itjYWJRW8Xn+4P49SCQS1K6tXgFN0l41atYCADx8cO+XXfP+vbuoULYUWjRpqLRv7OiR2LtnF4qXKIljJ89meYqISCTC6JEjUKVqNaXihCVLu+D6tSv4lPp+/hQYiBvXr6r8TpOQkIBnT31QyN5eYVk+ol9h+PDheP/+PRITE3Hnzh1UrVpVvu/KlSvYtm2bwvHVq1eHl5cXEhIS8ObNG0ycODHLg3kcwf+Ftm/fjgEDBuDu3bu4f/8+/vzzTzg4OGDQoEEYPnw4nj9/jr1796JAgQI4cuQImjZtCh8fHzg7OwOQ/sFftGgRdu6Uzj3q2bMnPD09sXu36oruHh4euHnzJo4fPw5bW1tMnToVDx8+hOt3IwuLFy/GrFmzMHHiRBw8eBBDhgxB3bp1UaKE6vm4iYmJCms6RkVF/Zon6D+ga7fuuHj+HHbt3A63cqVRrXoNxMfHw+v2LSQmJqL/gEHo0LGT2tdr1qyFtDDftSuoUbOm0v4+/frjzJlTOH70CFzLlES9PxogNCQE169dhZGREbZs26U0ih4VGQm/ly9ha6s4x27t6lU4flQ6LzmvtTXch6tet37e34tgba16FHDOrBmIjorCfBXFazzHjMco9+Go7FYO5V0r4OrlSxAKhfBI7RRJ69rVKwCAps1bqLwPKRMnRiDlwyXpOvTG+QBdAyAlAeL4UOmcb4EO9Bz+UAjgxXHBSPl0E4B05Dzl8wOV19bNW0plYChJipFmBgiESh0H39OxLgNR5FtIYoOQ9OoQBCb5IdAzhiQhDJKEcAAC6BWqq/Ya8wKDPBDom0Mc9wUScYrKegFJfgcg0DeXBrxC3dR7hQE6htAv2upbmn8qobENdGxcIQr2RsrHqxCF+EBgmAeS5DhIYj8DkEAnb2nofNcJIUmOgyQxApKUX5vaKpFIkPzxGgRGNtDJq/ilUWhgAaFFUYgj3yDJ7yAEekYQRwVAoG8GnTzOStcSx0i/hOqYZ30O9+/o9Ss//DmwH/Lnzw/XCm6wsLBEQMB7PHr4AAkJCSjt4oLV6zZm6ZrNmrfAg/v3cO3qFXTr3kNp//iJk3Hp4gV43b6FMqWcUbNWbQS8f497d+/AxsYG6zduUTonNDQEfi9f4vN3tQCmTZmEO163oaOjA10dXfxv0ACVbdq4ZVu67R03xgOWefLI59nLGBsbY8iwEVi2ZBGqVnJF0WLOuHDuLMzNzTF4iHLWCj/PNdfnoCB069xe/n+/l9JlR0f9NUxeBKxJs+YYP3GKyvO/16RZCyxbsgjXr11Bl27K74EfuV9cXBxe+b1EYqLi5++J48ewdvVKAEChQvaYPEH5uwYAeHiOQ4mSJVXu27h+LZ499cHVm3eUOshGe45Dx3atUKt6JVSrXhNet28iNjYWnmPGK13n9q2bSE5ORpOmzVXeh0jTMMD/hezt7bF06VIIBAKUKFECPj4+WLp0KZo0aYKtW7ciICBAvuyNp6cnzpw5g61bt2Lu3LkAgOTkZKxbtw5Fi0pHn4YPH46ZM2eqvFd0dDS2b9+OPXv2oEGDBgCArVu3qlxWp3nz5hg6VBoMjhs3DkuXLsXly5fTDfDnzZuHGTNm/NyT8R+2YfNWVK9RE5s3rse1q1cgEAjgWsENAwcNRs/efbJ0rQ6dOsPTwx379u7BuAmTlPYLhULs2XsAq1Ysx47tW3D6pDT9rG37DpgydQZKlVZRaCsdERHf1ieWBfqqTJ46XWWA/8LXF2tWrcCU6TNVjmoNHjIU0THR2LBuDU6fPIESJUpi5px5KO2i3Nu9b+8e6OnpoVcuLeejiYSmBaFjWxHimE8Qx4cAogRAIIRA3xxCy6LQsSmntGa8RPStQJ0k7jMkcarXTRWbFlAZ4IvC/QBIIDR3yjQwFwh1oV+0DUQhPhBFvIIkPgSSWBGgawihRVHo5nNNtwK/yusJBNDJWwopQXcgjvJX2cGgY1Me4phAiGODAHEKBPqm0LEpD918bulOQ9ArWBNCEzuIQp9CHBcsTW3X0YPQtIA0uM8kU+FXEoX5QhL3Vbosn4rRVz2HP5ASqC/tOEkIhfD/7N11eFPXGwfw702aulFKBQoUaHFocXdnuA4YDmNsOBR3dxv8gOEbDNmGOxR3LQ7FixUopa5J7u+PtIGQlKakQsL3w5Pn2a6dN+WS5r3nnPfYecAsVzWthx2iUg5l+BMIltnT9DP+npUrXwE/9+mLSxcv4MrlS/jw4QNsbGxQ0scXrVq3xc+/9NVrebxPdenWAzOmTcHWzX/rTPAtLS1x8MgxzJk1A1s2/43dO3fAyckJnbt0w/hJU/QeLQB8rBGgUCiwZfPfKR6XUoJ/1P8Idmz7D+s3bNJZN2bSlGkQRRGb/96ARw8folTpMpg1Zz5cXFy0jt26ZROcnZ1TrNxP3674+HhcunhBa3vycHPg4/ru+qhWvQa8vQti5/ZtmL9oqdYowfRs79PvNEf9D6d4XKfOXXUm+CEhIZg2eQK69eiFUqXLaO1v2PgH/G/FKsyfMwv79+5Gnjx5MXnqDK3q+wDwzxbVv8HuPXvrFTulD0FQvYyFUcUqsmpbuqhZsyby58+PNWs+PsHfuXMn2rRpgx07dqBJkyZa84ri4+PRqlUrbNmyBevWrcNvv2kO+9u+fTtat24NZdL67Z9W0b9+/Tp8fX3x7Nkz5Emq1g4ApUuXRvXq1dXV/D09PfHbb7/Bz89PfYyPjw9at26N8ePH63wvunrwc+fOjTfvw/VaFuJ74zd0MJYsXogz5y9rDc80RS9evEChAnnRsnUbbPh7S1aHk66yldNd1ZS+jpgYjfg7f0Filxvm+dk7mBLFh0AkPjsMM48aqS7vlx4+XFqS4W0Yq3ZtWmL/3j148OR5issYmZLz586hVvXKGDJsOKbNmJXV4aQrhZJfb7/G0t8XYcSwwdiw+R+0aNk6q8PJcLGxsfD2zAUv74I4fvp8VoeTJhEREciZwxHh4cb1/TwiIgIODg6ot8AfMiv9Clt/CxJjo3B4cB2j+HlzDn4miIqKglQqxZUrVxAQEKB+3b17F4sWLVIf93mVdUEQ0qVqvq7rJj800MXCwkK9xqO+az1+z/xGjIKtrS3mzJ6R1aFkigXz5kAikWD8BN2jS4iSCTIbSHOUVC1dF/s+q8P5JomiCPmbqxDM7SF1YsHKrDZh4hQolUosnJ+2pUeN1bw5M+Ho6Iihfmkr4ESmq2fvPsidJw/mzzGtBz4pWf3HcoSFhWHilOlZHQpRumGCn44uXNActnT+/Hl4e3ujVKlSUCgUePv2Lby8vDReX9tDkD9/fshkMly69LEQSnh4OAIDAw16D5R2Li4uGDzUDzu3b8OtmzezOpwM9fr1a6xZ9Qd69OytUdSJKCVmLmUAqQXkwelXtMmUKMOfQIx7ryrSx+Xxslyx4sXxU+euWLlimUZhVFMUcO0a9uzehWEjRsHJSbvwI32fLC0tMW7CZFy9chn792qvzmBKYmNjsWD+HNRv0Eij8DBlDsEI/xgLzsFPR0FBQRgyZAj69OmDq1ev4vfff8e8efNQsGBBdOrUCV26dMG8efNQqlQpvHv3Dv7+/ihZsiR++CHtQ1ft7OzQtWtX+Pn5wcnJCS4uLpgwYQIkEolxrSlpIkaPHY/RY3VPeTAl7u7u+BCpe512Il0EMwtYluiV1WF8s6SO+VNcro+yxopVa7BilXbBPFPjW6oUYhM5jJ20dfypCzr+1CX1A42clZUVHj17ldVhEKU7JvjpqEuXLoiNjUX58uUhlUoxcOBA/PzzzwBUBfCmTp2KoUOH4uXLl3B2dkbFihXRpEmTr25v/vz5+OWXX9CkSRPY29tj+PDheP78OZctIyIiIiIi+g6xyJ4JiY6ORq5cuTBv3jz07Kl7yZ2vkVwMg0X2yNSxyB59D1hkj74HLLJHps7Yi+zVX3DU6IrsHRpc2yh+3uzBN2LXrl3DvXv3UL58eYSHh6uX1GvevHkWR0ZERERERKSbRFC9jIUxxcoE38jNnTsX9+/fh7m5OcqUKYNTp07pXAOdiIiIiIiITBsTfCNWqlQpXLlyJavDICIiIiIiom8AE3wiIiIiIiLKNIIgGNXKX8YUqySrAyAiIiIiIiIiwzHBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVGmEQTVy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRpJIIAiRFNbDemWPVK8KVSaYY0LggC5HJ5hlybiIiIiIiI6HuiV4IvimJGx0FEREREREREBtArwa9evToEIxqWQERERERERN8mLpOXcfRK8I8fP57BYRARERERERGRIVhFn4iIiIiIiMgEMMEnIiIiIiIiMgFcJo+IiIiIiIgyjSAIRlXjzZhiTdcE/9KlSzh48CDu3LmD0NBQJCYmwt/fX+OYkJAQJCQkwNLSEk5OTunZPBEREREREdF3K10S/IcPH6JHjx44c+aMepsoijqfdMyYMQMLFy5Ejhw58PLlS0il0vQIgYiIiIiIiOi7ZvAc/KtXr6Js2bI4c+YMRFFUv1LSt29fiKKId+/e4dChQ4Y2T0REREREREQwMMGPjY1FixYtEBERAalUitGjR+P+/fvYunVriud4eXnB19cXAHD48GFDmiciIiIiIiIjIwjG9zIWBiX4K1euxIsXLyAIArZs2YKpU6fC29sbMpnsi+dVq1YNoiji8uXLhjRPREREREREREkMSvB37twJQRDQqFEjtGzZUu/zihQpAkA1d5+IiIiIiIiIDGdQkb3bt28DAH744Yc0nZdcPT8sLMyQ5omIiIiIiMjISAQBEiMa925UsRpy8ocPHwAALi4uaTrvS0X4iIiIiIiIiCjtDErwHRwcAAARERFpOu/FixcAgOzZsxvSPBERERERERElMSjB9/T0BABcuXIlTef5+/sDAIoWLWpI80RERERERESUxKAEv06dOhBFEVu2bNG7Fz8gIAAHDx6EIAioW7euIc0TERERERGRkRGM8GUsDErwe/fuDTMzM4SGhqJr166Qy+VfPP7x48do06YNRFGEtbU1evToYUjzRERERERERJTEoAQ/f/78GDZsGERRxK5du+Dr64tVq1bh8ePH6mPu3LmDAwcOYODAgfDx8cHjx48hCAImTJjAOfhERERERERE6cSgZfIAYNq0aXj+/Dk2btyIu3fvok+fPgAAIWkpgRIlSqiPTa6e36NHDwwbNszQpomIiIiIiMjICIKgzheNgTHFalAPPqB6s3/99ReWLVsGNzc3iKKY4itHjhxYunQpVq5cmR6xExEREREREVESg3vwk/Xp0wfdu3fHoUOHcPLkSTx9+hRhYWGwtbWFh4cHatSogUaNGsHa2jq9miQiIiIiIiKiJOmW4AOAubk5mjRpgiZNmqTnZYmIiIiIiIgoFema4BMRERERERF9iURQvYyFUcWa1QEQERERERERkeHSNcHfs2cPunXrhqJFi8LR0RFmZmZwdHRE0aJF0b17d+zduzc9myMiIiIiIiKiJOkyRP/KlSvo1q0b7ty5o96WvCReREQEIiMjcf/+ffz5558oXrw41q5di9KlS6dH00RERERERESEdOjBP3ToEKpXr447d+5oLInn6OiIXLlywdHRUWP7zZs3UbVqVRw5ciQ94iciIiIiIiIjIgiC0b2MhUEJ/ps3b/Djjz8iNjYWoiiibNmy2LRpE969e4fQ0FA8f/4coaGhCAkJwaZNm1C+fHkAQFxcHNq1a4c3b96ky5sgIiIiIiIi+t4ZlODPmzcPYWFhEAQB/fv3x4ULF9C+fXtkz55d4zgnJye0b98e586dw4ABAwAA4eHhmD9/viHNExEREREREVESgxL8vXv3QhAE+Pr6YuHChakOXRAEAQsWLECpUqUgiiJ2795tSPNERERERERkhATBeF7GxKAE/9mzZwCATp066T0vQRAEdOrUCQAQFBRkSPNERERERERElMSgBN/CwgIAkCdPnjSdlzt3bo3ziYiIiIiIiMgwBiX4np6eAJDmYnlv374FAOTLl8+Q5omIiIiIiIgoiUEJfqtWrSCKIv777780nffvv/9CEAS0atXKkOaJiIiIiIjIyGT1kndcJi8Fv/32G/LkyYMTJ05g3rx5ep2zcOFCnDhxAp6enujXr58hzRMRERERERFREoMSfEdHR+zduxf58uXD8OHD0a5dO1y6dEnnsZcuXUL79u0xdOhQFChQALt374a9vb0hzRMRERERERFREjN9Dqpdu/YX99vb26uH6v/333+wt7dHgQIFYGNjg+joaDx69AgREREax/fr1w+CIMDf39+wd0BERERERERGQyKoXsbCmGLVK8E/fvy4XmvcA4AoiggPD8e1a9fU+0RR1DgmICAAoiga1VwGIiIiIiIiom+ZXgk+8DFJN+T4tF6DiIiIiIiIiPSjV4KvVCozOg4iIiIiIiIiMoDePfhEREREREREhjK2peeMKVaDqugTERERERER0beBCT4RERERERGRCWCCT0RERERERGQC0nUO/uvXr3H+/Hm8ePECERERUCgUqZ4zfvz49AyBiIiIiIiIvmFC0stYGFOs6ZLgBwQEYPjw4fD390/zuUzwiYiIiIiIiAxncIK/b98+tGnTBvHx8amucy8IgsYxxlSNkIiIiIiIiOhbZlCC//79e3Ts2BFxcXGwtrbGkCFDULVqVTRs2BCCIGDKlCnw9fXFkydPsH//fuzfvx+CIKBr167o2rVrer0HIiIiIiIiMhISQYDEiDp7jSlWgxL85cuXIyIiAoIgYOfOnahTp47G/uLFi6Nx48YAgN9++w3nzp1DmzZtsH79ehQtWhTDhg0zpHkiIiIiIiIiSmJQFf1Dhw5BEAQ0bNhQK7nXpVKlSti/fz/MzMwwevRoBAQEGNI8ERERERERESUxKMG/d+8eAKBu3bo698vlcq1tJUuWRPv27SGXy7Fy5UpDmiciIiIiIiKiJAYl+GFhYQAADw8Pje0ymQwAEBMTo/O8mjVrAgCOHj1qSPNERERERERkZATB+F7GwqAE39zcXOd2Ozs7AMCrV6907re2tv7ifiIiIiIiIiJKG4MSfHd3dwBAaGioxvb8+fMDAK5du6bzvIcPHwLQPYSfiIiIiIiIiNLOoAS/ePHiAD7OxU9Wvnx5iKKIvXv34t27dxr74uPjsWrVKgBA3rx5DWmeiIiIiIiIjIwgCEb3MhYGJfjVqlWDKIo4deqUxvYOHToAAKKjo1GvXj3s378fgYGB2LdvH6pXr46goCAIgoAmTZoY0jwRERERERERJTEowU9O0AMCAvD48WP19ipVqqBZs2YQRRE3b95EkyZNUKRIETRt2hSXL18GADg7O2Po0KGGNE9EREREREREScwMOdnb2xvr169HTEwM4uPjNfZt3LgR7dq1w/79+7XOy5MnD7Zt2wZXV1dDmiciIiIiIiKiJAYl+ADQuXNnndttbGywd+9enD17FocOHUJwcDBsbGxQrlw5tGrVKsUK/ERERERERGS6jG3pOWOK1eAEPzWVK1dG5cqVM7oZIiIiIiIiou9ahif4uty/fx/3798HADRr1iwrQiAiIiIiIiIyKVmS4G/YsAHTpk2DRCKBXC7PihCIiIiIiIiITEqWJPjJRFHMyuaJiIiIiIgok0kEARIjmthuVLFmdQBEREREREREZDgm+EREREREREQmIEuH6BMREREREdH3hcvkZRz24BMRERERERGZACb4RERERERERCaACT4RERERERGRCeAcfCIiIiIiIso0giBAMKKJ7cYUK3vwiYiIiIiIiEyA3j34kydPTrdGT506lW7XosyjUIpQKMWsDoMow3y4tCSrQyDKcNmqDs/qEIgyXPCxGVkdAlGGkiuUWR0CfaP0TvAnTpxoVEMTiIiIiIiIiL4naZqDL4rsvSUiIiIiIqKvJ4FxzRU3plj1TvAnTJiQkXEQERERERERkQGY4BMRERERERGZAC6TR0RERERERJmGy+RlHGOaTkBEREREREREKWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIwiAxHimtcOIpuCzB5+IiIiIiIjIFDDBJyIiIiIiIjIBHKJPREREREREmUZiZEP0jSrWrA6AiIiIiIiIiAzHBJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYQBAhGtPacMcWaIT34CQkJCA4ORlBQUEZcnoiIiIiIiIg+k249+IGBgVi0aBEOHjyIJ0+eAFA96ZDL5RrHbd68GY8fP4abmxt69OiRXs0TERERERERfdfSJcGfNWsWxo0bB4VCAVEUv3hsdHQ0xo4dCzMzMzRp0gQuLi7pEQIRERERERHRd83gIfozZ87E6NGjIZfLIZFIUKlSJVStWjXF4zt06ABLS0soFArs2rXL0OaJiIiIiIjIiEgE43sZC4MS/AcPHmDcuHEAgOLFi+PWrVs4c+YMhg4dmuI51tbWqF27NgDg+PHjhjRPREREREREREkMSvCXLFkChUIBBwcHHDx4EIUKFdLrvLJly0IURdy8edOQ5omIiIiIiIgoiUFz8I8ePQpBENClSxe4u7vrfV6+fPkAAM+fPzekeSIiIiIiIjIygqB6GQtjitWgHvzkBL1s2bJpOs/Ozg4AEBUVZUjzRERERERERJTEoAQ/Pj4eAGBpaZmm85ITexsbG0OaJyIiIiIiIqIkBiX4OXLkAAC8fPkyTefduXMHAODq6mpI80RERERERESUxKAE38fHB6Io4siRI3qfI4oitm/fDkEQUKFCBUOaJyIiIiIiIiMjEQSjexkLgxL8pk2bAgAOHDiAS5cu6XXO77//jgcPHgAAmjdvbkjzRERERERERJTEoAS/a9euyJkzJ5RKJZo1a4azZ8+meGxiYiJmzZqFoUOHQhAEFCpUCK1atTKkeSIiIiIiIiJKYtAyeRYWFti4cSPq16+Pt2/folq1aqhUqRKyZcumPsbPzw/Pnz/HsWPHEBISAlEUYWlpiQ0bNhgcPBERERERERkXCQzsac5kxhSrQQk+ANSoUQM7duxA586dERoainPnzgEAhKR5CvPnzwegmnsPAI6Ojti6dStKly5taNNERERERERElCRdHkY0atQIt27dwqBBg+Dk5ARRFLVeDg4O+PXXX3Hr1i3UrVs3PZolIiIiIiIioiQG9+Anc3Nzw/z58zF//nzcuXMHT58+RVhYGGxtbeHh4QFfX19IJMY0uIGIiIiIiIjIeKRbgv+pokWLomjRohlxaSIiIiIiIjJigqB6GQtjipVd6kREREREREQmgAk+ERERERERkQkwaIj+yZMnDQ6gevXqBl+DiIiIiIiI6HtnUIJfs2ZN9XJ4X0MQBMjlckNCICIiIiIiIiMigQCJEU1sl8B4YjW4yF7y+vZERERERERElHUMSvAnTJiQ6jEKhQIhISE4d+4crl+/DkEQ0Lx5c/j4+BjSNBERERERERF9IsMT/E/5+/uja9euOHLkCH799VfUrVvXkOaJiIiIiIjIyHCZvIyTqVX069Spg4MHDyIhIQEdO3bE69evM7N5IiIiIiIiIpOV6cvkFStWDB06dEBISAh+//33zG6eiIiIiIiIyCRleoIPfFwab+fOnVnRPBEREREREZHJMbiK/tews7MDAAQFBWVF80RERERERJRFJILqZSyMKtasaPT+/fsAAMGYqhUQERERERERfcMyPcEPCQnB8uXLIQgCvLy8Mrt5IiIiIiIiIpOUKUP05XI5Xr58iSNHjmDatGl4+fIlBEFAq1atMqN5IiIiIiIi+kYIAiAxotHcRhSqYQm+VCr96nO9vLwwePBgQ5onIiIiIiIioiQGDdEXRfGrXrVr14a/vz9sbGzS630QERERERERfdcM6sGvXr26XoXyLCwskC1bNhQrVgyNGjVCmTJlDGmWiIiIiIiIiD5jUIJ//PjxdAqDiIiIiIiIvgeCYFzz2o0p1ixZJo+IiIiIiIiI0pdBPfiTJ08GAOTPnx8//fRTugRERERERERERGlnUII/ceJECIKAKVOmpFc8RERERERERPQVDErwHRwcEBERAS8vr/SKh4iIiIiIiEyYRFC9jIVRxWrIybly5QIAREdHp0swRERERERERPR1DErwGzRoAFEUcfr06fSKh4iIiIiIiIi+gkEJft++fWFpaYmNGzfi9u3b6RUTERERERERmSjBCP8YC4MSfC8vL6xcuRJKpRJ169bF7t270ysuIiIiIiIiIkoDvYvs9ejRAwAwYMAA+Pr6Avi4TF6tWrVw+PBhtGjRAnnz5kWVKlXg4eEBKyurVK87fvz4rwibiIiIiIiIiD6ld4K/bt06CIKAFi1aqBP85GXyAEAQBIiiiGfPnuHZs2d6B8AEn4iIiIiIiMhwBi2TBwCiKH7x/78k+eEAERERERERfR+4TF7GMSjBP3bsWHrFQUREREREREQGMCjBr1GjRnrFQUREREREREQGMHiIPhEREREREZG+OEQ/4xi0TB4RERERERERfRuY4BMRERERERGZgDQP0R87diwWLlyYLo0LggB/f/90uRYRERERERHR9yzNCf7t27fTpWFRFLlMHhERERER0XdGEASjygWNKdY0J/hpWeeeiIiIiIiIiDJHmhP8qVOnokqVKhkRCxERERERERF9pTQn+MWLF0eNGjUyIhYiIiIiIiIi+kppTvCJiIiIiIiIvpZEMLK15Y0p1qwOgIiIiIiIiIgMxwSfiIiIiIiIyARwiD4RERERERFlGkFQvYyFMcXKHnwiIiIiIiIiE5CmBF8UxYyKgyhTNKxXC7YWkhRfhw8e+Krr9v25B1yy2eLt27ca269dvYJ5c2aiQ7vWKJg/t7qdryGXyzFtykS0bt4ExQsVgFt2e2S3t4JP0YIY1P9XBD17pvO8mzeuo36dGshubwXvfB6YNmUilEqlzmP/2boZthYSHDl0UOf+6wHXYGshwYK5s7/qPVDmiY2NxeSJ41GiaEE42loiX56c6NOrB16+fPnV1+zTqweyO9ho3ecZ0d6HDx8wdPBAFCyQFw42FihYIC+GDRmEsLAwncffuH4ddWtVh6OtJfLnzYWpk1O+z7du2QwrmYDDKdznAdeuwUomYB7v83Qlf30JCYE7EB+wEnGXFyHu4nzEXVuBhEd7oYx5p/OcxBdnEHdhToqvxKATOs8TRSXkwVcRf/NPxF1aiLjLixB/ZxMUoYFfHb8oj0Pcld+R8GCnzv2KkDuIv71R1d6lhYi/9Rfkb6+n+N0p/s7mL743RdiTNMUXd23FF6+njH2vdY4y+i3i72xS/V1cXYbEF2dSjFfx/u4X41JGv0HchTmQv7qQprhJJeDqFSyYOws//dgGRb3ywtHaDI7WKQ+0VSqVOHvmFMaPGYEalcvDw8URLo7W8C1WEIP7/4qnT9N2/3xq08a/4GhthoP792ps37dnN37p3R2Vy/kif25XONtbwiuvO9q2aIID+/akqY3ExEQcPXIIfoMHoFJZH7hnt4Obky3KlyqOsaP8EPJO92dC6Pv36N29M3K7ZkMeNyf83LMrPoSG6jz26dMncHOyxaTxo3Xuj42NRaF8HmjbokmaYif61gminln7s6TkwcXFBVZWVhkaFH1bIiIi4ODggFfvwmBvb5/V4RikYb1aOH3yBJq3bA1bW1ut/f0HDUHx4iXSdM1bt26icrlSGDBoCKbO0EwIfmzTEnt2a38ZjIrXnXh8SVRUFNyy28PW1hbFS5SEm3tOJCYk4MaNADwPCoK9vT32HDiC0mXKqs+JiIhAiSJeiIqMRJ269fHgQSAeBN7HpKnTMdRvpNb1S5csgtJlymHzP9tSjKN96xY4c/okbtx9CCcnpzS/j2+Z1JhKpH5BXFwcGtSthYsXzsPN3R1VqlbDs6dPcfnSReTIkQMnTp9Hvvz503TNWzdvokJZXwwcPBTTZ2re5+ndXkhICGpWq4RHDx8iX/78KF2mLO7euY07t2/Du2BBHD91TuPei4iIQLFCBRAZGYm69VT3eeD9+5g8bQb8hmvf5z7FC6NM2XLY+u/2FGNo26o5Tp86idv3H5ncfZ6t6vAsaTfuyhJAkQjBOgcEc9XnrxgbAjHuAyBIIPNuAWm2AhrnJL44A8XLsxBsc0GwdNS6ptSxAKTZC2lsE0UlEgN3QBn2CJDIILHLBYgilFGvAGUipLkqQ+ZRJc3xJwYdh+L1JZiX6AaJdQ7NfU8OQfH2OiBIIdjmhCCVQRn5ElDEQ+JcDOYFGmtdL/7OZoiRzyHJVhCQyrT2m7mX02rnS+KurQASIiBxLqZzvyx3dfXPHQBEeTzir68EFAmQOHhCjPsAMS4UZrmrwyxnBY1zRUUC4q+vhsTWDeYFW6YYQ8L97VBGPoeFb28IZln7XTH42IwsbT+tOrZrhX17dmltD4uR6zz+8aOHKF2iMADA1dUNpcuWg1QqxdXLl/Dq1UvY2dlh6/bdqFS5apriiIuLQ9mSReDi6oqjp85r7OvSsR1279yOIkWLwcMjN2zt7BD0TPVZDwBDho3A+MnT9Grn+NEjaNGkIQAgT15P+PiWQmJiIi5dPI/3ISFwdXXDnoP+8C6o+e+7VbNGOHrkMCpXrQZRFHHuzGnUqVsf/+3ap9VGh7YtcSPgGi4G3IaNjY3OOJb+vhBjRgzDzn2HUKNmbb1i/1ZEREQgj5sTwsPDjer7eXJeMW1fACxt7LI6HL3FRUdiTGNfo/h56z0HP2/evBkZB1Gmmj5zDvJ6eqbLtaZMGAepVIoBg4dp7StfsSKKlSiBMmXKoUzZcihaMB/i4+O/qh1LS0scPnYK5cpXgJnZx3+6CoUCkyeMxbw5szCwX1+cOndJvW/NyhV4HxKCdRs2oU3b9oiLi0P1yuWxYO5sDBg0FDLZxy+Vs6ZPwYfQUMyaM/+LcQwdPhJ79+zCgrmzMGX6rK96L5SxZk6fiosXzqNCxUrYs/+Q+mHWogXzMXL4UPTp3QOH/I+n6ZqTJoyFVCrFoCHa93l6t+c3ZBAePXyI5i1bYcPfW9T3+5BBA7Bs6e8YMWwIVq5Zpz5+1coVCAkJwZ8bN6NtO9V9XrViOcyfMwuDBmve5zOmqe7zOXMXfDGGYcNHYc/uXZg3ZxamzeB9nh7MC7aAYOMGQaL51UP+5hrkT48g8ckBSBz7QhC0RzlJXUrCLEdxvdpRBF+BMuwRBAsHyAq3hcQyGwBAGfseCXe3QvHyLKQOnqrEX09iQhQUwVchcfTSSroVofdVyb3UEuZF2kJi46Y+J+HeP1CG3IbCIR+kzkV0Xtssb01ILBz0jiU1uh4m6KJ4ex2Qx0Lm1RTS7IUhKuVIuPUX5K8uQOpWFoJEqj5W/vIcoIiDWd4vJ0BmOSsg4c5DyF9dhCxPDYPex/emfIWKKFa8BEqXKYvSZcqhZJECX/y+IAgCatWpi0FDh6N6jVoQkiYIx8fHY3D/X/H3hvXo3b0Lrt26r/EZmJrVK5fjxYvnmDFH+zNy6PBRWPj7Mjhlz66x/fLFC2jRpAEWzJuN1u1+RDE9OkoEiQQtW7dFvwGDUaZcefX28PBw9OjcAf5HDuG3Pj1x6Nhp9b6rly/h6JHD6NGrD+YvXgoAGPBrH/y5bjWuXbmMUp90cBw5dAD79+7G2r82pZjcA0CPXn0we8ZUTB4/Bv4nz6UaN6UfiSBAYkQT240q1qwOgMiYvXj+HPv37UHdeg3g4uKitX/IsBEYN2EyGjdpClc3N4PaMjMzQ6XKVTSSewCQSqUYN3EKLC0tce3qFYSHh6v33bhxHVZWVmjdph0A1UOCdj92QFhYmMaQ/geBgVj6+yIM8RuR6oOP8hUqokABL/y5fi0SEhIMek+U/hISErD8f0sAAAsXL9UYqTJw8BCUKFESp06ewNUrV/S+5vPnz7Fv7x7Uq699n6d3e69fv8bWLZtgbm6ORb//T+N+nzFrDnLkyIFNf2/QmCZwIyAAVlZWaNP2433evkNHnff5ksULMWz4yFTv8woVK6KAlxf+XLeG93k6kdh5aCX3AGDmWgqChSOQGAMxNsTgdhRvAlTX9aiqTu4BQGKVHWYelQEA8tcX03bNdzcBUQFpjqIpt+deTp3cA4BgbguzvLW+qr3MoIx5C0jMIHFS9ZAKEjNIsxcBFPEQEyI+HhcbCkXwFZi5V0j1QYTELicEC0co3t2EqFRkaPymZtDQ4RgzfhIa/aDf94V8+Qtg++4DqFGztjq5BwALCwvMW7QE9g4OePE8CBfOn01THGtWrkA2Jyc0bPyD1j4f31JayT0AlC1fAS1bt4Moijh18rhe7dSoWRtr/9qkkdwDgIODA5YsXwUAuHjhPIKCPn6G37xxHQDQ4afO6m0/de2msQ9Q/V4aMWwwqteshZat234xDisrKzRr3gpXLl/C9YBresVO9K1jgk9kgD/Xr4FSqUTb9j9maRyCIEAqlUIQBJibm6u3h334AHsHB41f/o6Oqi+8YWEf1NuGDR6AXLk8MHiofkN327T/Ee9DQrBrZ8pDnClrnDt7BuHh4chfoAB8S5XS2t+ydRsAwL69u/W+5p/rku/zDhne3uGDB6BUKlGlajW4urpq7LOwsEDjH5pCoVDg4P6PwzHDwj7AIYX7/MOHj/f5kEH9kcvDA0OG6Xeft2vfASEhIdi5g/d5hkvutRekXz4uFaI8HmJ8GABAYp9Ha3/yNmX4U4hK3UOfta4piqoEX2IOiWMBrf3K6DdJ186t3Z5dbgACxJi3EOMjtPZnKXkcILXQ+HcDM8uP+5IPe+YPwdwW0pzloQ+JcxFAHgvlhwfpGS2lgZWVFby8vAEAwa9f633e6VMn8OjhAzRr3ipNvf4A1Meby8xTOTJ17jlzwjmHaqRM8OtX6u3J31uSP98//e9Pv9MsWTQfz54+wex5i/Rqr03Sd7j1a1YZFjjRN4IJPn2X1q9bjUH9f8WQgf3wvyWL8Two6Kuuc2CfqgBNteo10zG6tBFFEfPnzkJ0dDSq16ilUSPDI3duhLx7p1GY7EHg/aR9qi+6O3dsg/+RQ5g1dwEsLS31ajP5/X6aZNG34cZ1VS+Gb6nSOvcnb79584be19y3V1U8qXqNmhne3o0bab9e7tx58O6z+zww6T7PnUd1n+/Yvg1HDh/CnHkL9b7Pk99v8r9zyhiKd7chxoVCsMwG4ZMe908pI54h8dlRJD45BPnLc1BGB+u+mDLx43+bWWjtVs8LV8pVc//1IMa+hxgfDomtu84RCOo2zbTvK0EiVc+vV8ZoF6cEAMXbm0h8chiJT49AHnzF4AcB8lcXkfjkEBKf+quK/CXG6DxOsLBXjZr4JJkX40I/7gOgCA2EMvwpzPLW1v3edVA91AAUYY8MeRtkAKVSiefPVd9rXD57UPolyUX1qlZP2/SK27duYtt/WyGTyVCrTt00natLWFgYwpIezrq4fhzNkPy95eGDj8UyHwQGaux78eI55s2egT6/9kPhItojbnSpULEyZDIZDh3gdxpKf0uXLoWnpycsLS1RoUIFXLyo34iuzZs3QxAEtGjRIs1t6j0Hn8iUzJ6hWQRmzEg/jBg9FiNHj9P7GlFRUbgecA3uOXPCPWfO9A7xi8aNHoG3b98iIiICt2/ewOPHj1CocBEsXb5S47gGDRtjzao/MGbkMEydMQd3bt/Cxr/Wo1TpMnB1dUVsbCxGDR+Kho1+QOMmTfVuv3SZspBIJDh9SncFa8o6yV/qcuXy0Lk/efvzFFZd+Nyn93lOHfd5ereX6vU8VNs/HbbZoFFjrFq5AqOGD8P0WXNw+/YtbPhzHUp/cp+P8BuCRo1/wA9fcZ+f4n2eruSvLkIZGwIoEyHGhqqG5ctsIfNqonP+PQAoQ+5obnhxGpJsBSEr0AiC9JMeQzNLAAIAEWJ8BAQrzeHEYnz4J/8dAehRxE4Z+QIAINi66z7AzBpIjFJd7/P25LGAIuFjezooXmnO+5UHHYdZrkowy1U51dh0kT/XvF/lz47BLG8dmLlozouWOOaH4u11VXt5akKMCYHi3S0INq4QZDYQlYlIfHYMEsf8kGbz0rt91TQFAcqIF18VPxnu362b8e7tWzjnyIEKFfW/j86dUc13/7RYry779+7Grp3bIU9MTJoGcA4ymQyLlq5Avvzao1zSatWK/0Eul6No8RLw9Myn3l61Wg1YWVlh1vSpKFaiJERRxKzpU2BtbY2q1VQPJcaO9IOdnT1Gjpmgd3uWlpYoVrwkAq5dwdOnTzTapIwjEVQvY/E1sW7ZsgVDhgzB8uXLUaFCBSxcuBANGjTA/fv3dU7tTfb06VMMGzYM1apV+6pYmeDTd6VK1Wro1r0nKlSsDDd3d7x4/hw7tv+L2TOmYeqkCbCzs8dv/Qfqda17d+9AoVBoVXjNDDu3b8Pjxx97R4qXKIlV6/6CZz7NX0o/NG2GOnXrY/3aNVi/dg0A1TDnmUmF9ObOnoE3wcHYs/+I+hxRFBEfH//FXk57e3u4ubvjeVAQPnz4gGzZdPe6UeaLjooCAFhbW+vcn1xsKDIqUq/r3b2jus8LpnCfp3d7+l4vKvLj9Zo0bYa69epj3drVWLd2NQDVfT5rnqpI1JxZqvt8/0F/9Tm8z7OOMvwJlBGfjJoyt4d5gcYa89eTSSwdIeSpCYlDPlWvsjweysjnSAw6AeWHQCQ+UmpUdRckZhBs3SBGvYbi3S1IPiv0pnh385P/0a+2gpi0hJ8khdEFEnsPKN/fg+LdLUgdNT+Dv9SexN4DEpcSqhUCzG0gxkdCGRoI+atzkL84A0gtYOZWRq8YAUCazQsS+9yqn6PMCmJcOBTvbkIRfAXyJwcgmFlC6uStcbzCwVN1THKcghSyPKpCevJXF4DEaJjlbffxZyGKgKj4Ym++YGYByGyAhAiI8jgIOkY2UMZ58eI5Rg0fAgAYPXYiLCy0R7Kk5Patm5BIJMhf4MsPdG7dvIFNG/5U/7+VlRVmzlmAHzv+9HVBf+J6wDXMnTUdADBpynSNfa5ubhg2YjSmTByHkoU/PkiYNHUGXFxdceL4UezY9i9WrF4PO7uP1dljYmJS/J2SrGChQgi4dgU3r19ngk/pZv78+ejduze6d+8OAFi+fDn27t2LNWvWYOTIkTrPUSgU6NSpEyZNmoRTp06luDzwl3CIPn1Xxk2YjB87/oR8+fPDysoK3gULwm/EaGz+RzXHdsbUSYiNjdXrWu+Sinx9Ohcss9y4+wBR8Uo8ffkWO3bvh0wmQ7WKZbHxr/Vax/67YzeWLPsDPXr9jKF+I3DmwlVUqVoNTx4/xqL5czFwyDDkL1AAsbGx6P9rH7g62cHZwRplfYvjxPFjKcaQLZtq6bCU1qol0/DuXdJ9/o0nt9t27sH/lq9Er959MGz4SJy/dA1Vk+7zBfPmYPBQP/V93q9vHzg72iKbnRVK+xT74n3uxPs83ZkXaQ/LCn6wKNMf5kU6QGKZDQl3N6sqtX9G6lwsabk4ZwhScwgWdpA6F4VF8c6AmRWUHx5CGflK4xwzd9USb4rgy5C/vggxIQpiQhTkL8+pCuKp5/vr1x2jHuKeQqJq5l4OECRQht5DYtBxiPEREBNjIH8ToErUU2hP5lEVUudiqocYEhkkVk4wy1URMu8WAAD5izMQP51ykAqZZx1InQpCsLBXXc/aGbK8tWCWr57qes9Pap9TsBXM8jWA1MUHUvcKMC/RVfXAIi4MileXIHUvD4llNlVv/pODiL+8CPGXFiD+xhoowlOe2pac1Kc0PYAyRnR0NDr/2BbvQ0LwQ9Pm6NG7j97nRkVFITY2Fg6Ojpp1GXTwGzkGYTFyBIdG4eylAHTq3A0D+/2CDm1bGlSU9O2bN+jcoS3i4uLQt98A1GvQSOuYocNH4d8de9D7l9/wc99+2L57PwYO8YNcLseIoYNQqUpVtO/QCQCwbOlieHvmRE5ne3h75sSKZUtSbNsx6bP+fQg/6+nLIiIiNF4prXaRkJCAK1euoG7dj9NWJBIJ6tati3PnUl6xYfLkyXBxcUHPnj2/Okb24BMBqFOvPkqXKYurVy7j0sULOucafy4iQjXU89OnxJnN2dkZdes3QLkKFVGhTEkM6v8ratSsDY/cH4s9yWQydOvRC9169NI4d/jQQcjh4gK/EaMBqIb9/7luDUaNHY+ixYpj3uyZaNeqGa7fDoSbu/bQ1OQ1QMPDwzLuDVKa2SRVsY+J0f3FOjo6GgBgZ6vffZu8KkNKx6d3e/pez/azf3cymQzde/ZC956a9/mwIQORw8UFw0eq7vMxo0Zg3drVGDNuAooWK445s2agdYumuHn3Adx13Od2Sff51zxBpy8TzCwh2HtAZtsaCXc2Qv7iNCQOnpCkNBT+03PNbSHNURyK15egCH8Cid3H6SNSJ2+IuatD/vwU5EEnIA/6OGRd6lISyui3EKODAamePZuKpC9vUt3FwyQ2bpDlb4jEx4dU8bz+uFSpxDG/Kvn/8DDFBwSfkzrmg9zGDWJ0MJRRryHVUSwwLaQ5SkL+/DTEuFAo48M1KuELEinMXEoCKKlxjvzZUUBmDbNcqocl8qCTULy9CTOPyhCsnCF/dQGJgdsg8ekFwdwWWpJ/toqvWxaW0i4xMRHdOrXHtauXUalyFaxatyFN50ckfdbb6vlZDaiGthctVhxzF/4OiVSKP5YtwYplS9B/4JA0tQ0AkZGRaNuyKYKePUWLVm0wbebcFI+tW78h6tZvqLFt2dLFeBB4HyfOqv797dqxHaP8hqBdh05o0bINdu74DyOGDkLu3Hl1Tkm0T/qdwu80mUjQ+znrtyEp1ty5NQuqTpgwARMnTtQ6PCQkBAqFQqtgsKurK+7du6ezidOnT2P16tUICAgwKFST6sGvWbMmBg0apPfxO3bsgJeXl2pt5zScR6apQHLF2WD9Ks7a26u+JEVG6jf0OCM5ODigUeMmiI2NxVH/w6kef3D/Puzftwcz58yHlZUVoqOjsXrlCnTo1BkjR49Ds+YtsX7DZkRHR2PF8qU6r5Gc+Dk4OKbnWyED5U4qNPType75r8nbc+fNq9f1HByS7vMUhtind3upXu+FanuePKlf78D+fdi3dw9mz12gvs9X/bEcHTt1xqgx49C8RUts+HuL6j5fpvs+T/7S6+joqFf8lHaCRAqpU2EAaSvMpi7Ilxiltc8sZwWY+/SEmUc1SF1KQupeDuZFfoQsXwOICarjJdbO+jWkTlZT7pmUOheDhW8vmOWppeoNdysDWcFWkBVsBTFRNSpMYqW9vFiq7y0hWu9zUryWIECwdEy6nvbP6nOKsMdQhj2CLG8tCBIZREUCFG8DVKMpclWG1KkgZF5NAWUi5G9SWFZM/VBE/+Hh9PWUSiX69u6Ow4cOoERJX2z6d6dGwV192Cd91kfpOZ3qcz8m9Zrv27MrzefGxcWhQ9sWuB5wFbXr1sMfa/6ERKJ/ivImOBizp09Bz5/7ongJ1cOqJYvmwTNffixfuRaNmzTFsj/WIK9nPixeMEfnNcIjVDUy+J2GUvP8+XOEh4erX6NGjUqX60ZGRqJz585YuXIlnJ31/P2Ugu+6B79Pnz7o3r07BgwYkKW9sJnF09MTgwYN4sOMFCRXbLWxttHr+BxJxTE+fAjNsJjSInvSh0FIKsPL4uPjMXzoINSuUw/NW7QCADx5/AiJiYkahXU88+WDc44cuHf3rs7rJC9Jk7yUDX0bSvr4AAACrl3VuT95e4kSJXXu/1yOHEn3eaju+zy92ytZMn2uFx8fj2FDBqJO3Xpo0VJ1nz9+pLrPy5Qtpz7OM18+5MiRA3fv3tF5nQ+8zzOHLCkZScuQ7uTq7xLdy3lJLLNBkquixjYxPgJIjIJg4QjBXL/f+4LMWrO9lI4zt4OZu2ZxMlGZCDHmLSAxh2CjfzVzdVvStC1VZuj1RKUc8qf+kNjnhdSpoGpbfBggKiHYfqyRILF0BMysIca+132dpPbUPzvKUMOHDMS/WzfDy7sgtu3a91UPJG1tbWFlZYXwsDAolco0JdgA4JT0HeR9SEiazpPL5ejeuQNOnzyBChUr4a9N/2os96uPcWNGwNLKCqPHTVRvCwy8j5q16qjfh0QiQanSZXD8mL/Oa4QnfdZnd+ZnPX2Zvb29ehTrlzg7O0MqleLNmzca29+8eQM3N+2aM48ePcLTp0/RtOnHESZKpRIAYGZmhvv376NAAf2KWJpUD35aREVF4e3bt2jQoAFy5sz5XST4lLJ3797h7JlTAFJenutzRYoWg5mZmXrZuax2+pRqfmVqFWwXLZiLoKBnmLtgsda+2M+GRcfGxOj8JR8REYHXr14hd548LDz2jalUuQocHBzw+NEjXNcxxGv7f/8CABr/oF81+aLFVPd5YAr3eXq3V69BQ0gkEpw5fQpv32ouKxYfH499e3dDKpWiQaPGX7zOwvlzEfTsGeYv/F1rX0ys5n0ew/s8yykjngPAx57mVIiiCEWoap11SRoSZ/kb1QMiqYuP3ucISZX2lXFpf5ireHsTUCZC6lwUQgoPIj4nJsaoK/dLrNPwUCAFypgQ1fJ3EhkEyy+PIlC8vgQxIQJmnjqWOvu8HoAyEeoxq58Q5fGqURXm9iywlwmmThyHVX8sg0fuPNi+54C68+FrFC9REkqlEo8fPUzzuWeSv4Pky6/3OaIo4tc+PbF/726UKOmLLdt2qwup6uvc2dPYumkjJkyervVg4/PvNDHR0Sk+uLifNGS6hI/+nw1EX2Jubo4yZcrA3//jQyWlUgl/f39UqlRJ6/jChQvj5s2bCAgIUL+aNWuGWrVqISAgQGtqwJcYbYIfHR2NLl26wNbWFu7u7pg3b57G/vj4eAwbNgy5cuWCjY0NKlSogOPHjwMAjh8/rk7oa9euDUEQcPz4cbx//x4dOnRArly5YG1tjRIlSmDTpk0a11UqlZg9eza8vLxgYWGBPHnyYNq0j0uuPX/+HO3atYOjoyOcnJzQvHlzPH36VL2/W7duaNGiBaZPnw5XV1c4Ojpi8uTJkMvl8PPzg5OTEzw8PLB27VqNdvW97ty5c+Hu7o7s2bPjt99+Q2Ki6hdyzZo18ezZMwwePFg1XM+oJr2kj/PnzmL3zh1QKBQa2589fYqO7VohOjoaPzRppl6GKzU2Njbw8S2F4Nev8erly3SLc/n/lqBUiSKYMFZzyM+BfXtx/txZreNjYmIwcfwYnD55Aq5ubqj32by0Tz0PCsLcWTPQb8AgFCz0sSp6/gKq+3nbf/+o75ndO3cgOjoaRYpqryN75fIliKKoXpaGvh3m5ub45dd+AIBBA35Tz1kHgEUL5uPmzRuoVr0GSpfRrzr3p/f5Sx33+de2t2zpEvgUL4xxYzTvc3d3d7Rr3wEJCQkY2P9XyOVy9b7RI4fj3bt36NDxpy8uLxMUFITZM6ej/8DBGvd5gaTP7f/+2aq+z3cl3edFixbTuk7yfV6N97nBlJEvoAh7oqrC/glRqYA8+KpqGTyJmXqoPqBKdOXBVyF+NjReVCRA/vQwxOjXgMwGkmwFtfYrdfQsy98EQPH6MgRLJ0jd9HuQCwASO9XvBDEqOOX3p2OfIvSBqrCdmRXMPKpoHh/5EorQBxBFpeb2+HAkBO4AlImQOHpBsNDsfJAHX0X89dVIDNIsmKcIewxFuPZSlMqYt0h8oBoyLc1RAoJEmuJ7EOMjIH91AVK3spBYOam3CxbZAEEKxfv7EJUK9XuDMhGCtfYDA2W06mchsdfvdyl9vaW/L8Tc2TPg6uqGnXsPqqc4fa1KVaoCAK5euay1L+TdO6xfs0pnfZRj/ocxYayqInjHLt009l25dBHlfIuhWeN6WueN9BuCrZs2omChwti+e3+aRx4oFAr4DR6IcuUroFPnrhr7ihQpitOnTqi/n716+RJnTp9E4SLa32ni4uJw5/ZNeHjkZgX9TCSBYHSvtBoyZAhWrlyJ9evX4+7du+jbty+io6PVVfW7dOmiHuJvaWmJ4sWLa7wcHR1hZ2eH4sWLp2lki9EO0ffz88OJEyewc+dOuLi4YPTo0bh69Sp8fX0BAP369cOdO3ewefNm5MyZE9u3b0fDhg1x8+ZNVK5cGffv30ehQoXw33//oXLlynBycsK7d+9QpkwZjBgxAvb29ti7dy86d+6MAgUKoHz58gCAUaNGYeXKlViwYAGqVq2K169fqwslJCYmokGDBqhUqRJOnToFMzMzTJ06FQ0bNsSNGzfUfzFHjx6Fh4cHTp48iTNnzqBnz544e/YsqlevjgsXLmDLli3o06cP6tWrBw8PD72ve+zYMbi7u+PYsWN4+PAh2rdvD19fX/Tu3Rvbtm2Dj48Pfv75Z/Tu3Tvz/8K+AQ8fBOKX3j3g6uYGX9/ScHB0xPOgZ7h29Qri4uJQpGgx/L7sjzRds0Gjxrhy+RJOnTyurtr6qQP79mLWjKnq/0+uLlur2scndyNGjUXDxj+o///9+xA8CLyP4GDNL4xXrlzCjKmTkTNXLpQs6Qt7Bwe8CQ7GzRsBCA0NhYODA/7cuAW2tjoKHiUZOXwoHLNlw4jR4zS2W1tb45df+2HRgnmoVK4UvLy8ceTwQdjb2+PnX37Tus6pk8fV75++PSNHj8VR/yM4f+4sihfxRpWq1RD07BkuXbyAHDlyYMXKNWm6XqPGP+DK5Us4eeI4OnTUvs+/pr3370MQeP8+gl9r17yYM38hLl48jx3b/oNP8cIoXaYs7t6+jdu3b8HL2xuz5s7/Yrwj/IbAMVs2jBqjfZ/3/a0/Fs6fiwplfVHAyxtHDqnu8z59te/zkyeOA4DGv0/6Osq4MMgf7wfMrFQ97mZWgDwWyph3QGI0IJhBlr+Raim8JKIyEfJn/pA/P6kqvCezARJjoIx5C8hjAakFzL2bQfhs2Lkoj0XCjTUQrJxVIwIEKcToYIjx4RAsHCAr1PqLy7x9TrDKDsHCAcqo1xCVcp3nJtz+SzXs3yo7IJFBjA2BGBsCmFnBvFAbraHqyrgPqp+HzEb185BaqKrvR78BRDkEK2fI8tfXakeUx0KMC4X4Wd0BZdRrKF6eRaK5PSTWLoDUDGJcOMSYN4CohMQuN8zyVP/i+0x8dky1NF8uzZ4lQSqD1K00FK8vIeHWegiW2aAMewpIzWHmWkrrOsmjMaSOhq+H/j05uH8v5sz82GGU/H2hbo2P69j7jRyDBo1Un0c3rgdg7Eg/AEBeT0/MnT1D53W7dOuBSpWr6hVD/YaNsXjBPJw+eQLtfuyosS86JhoD+/2CUcOHwKdUaeTK5YHo6Gg8evgAgfdV34N/7T9QPfUvWUxsDB4E3kdcnOYUl727d2HF/1QjrHJ5eGDcmBE6Yxo8dDgKFiqsc9/qP5bjzu2bOHrynFbH1aChw9G+dXPUrFIeFSpVxoVzZxEdHY0hw7TbuXDuDBITE1G/Ib/TUPpq37493r17h/HjxyM4OBi+vr44cOCAuvBeUFBQmqfD6MMoE/yoqCisXr0aGzZsQJ06dQAA69evh0dSz2tQUBDWrl2LoKAg5Mypqqw7bNgwHDhwAGvXrsX06dPVvT9OTk7qeRC5cuXCsGHD1O30798fBw8exNatW1G+fHlERkZi0aJFWLJkCbp2VT0pLFCgAKpWVX1wbtmyBUqlEqtWrVJ/0KxduxaOjo44fvw46tevr25z8eLFkEgkKFSoEGbPno2YmBiMHq2q8jxq1CjMnDkTp0+fxo8//qj3dbNly4YlS5ZAKpWicOHC+OGHH+Dv74/evXvDyckJUqkUdnZ2Oud9fCo+Pl5jyYeIpMIjxq5suQro9fMvuHzpIq5cuYSwDx9gY2ODkj6+aNmqDXr16ZvmojRduvbArOlTsXXzJp0JfkjIO1y6eEFr+6fbUpszn6x5i1aIiozE2TOnceXKJXwIDYWVlRXyF/BCj14/45df++usdp/smP8R7Nz+H9b+9bfOhwATJk+DKIrYvGkjDh18iFKly2DG7Hk6e0r/3bIZ2Z2d0ax5S619lPUsLS1x8MgxzJk1A1s2/43dO3fAyckJnbt0w/hJU9Sflfrq0q0HZkybgq2b/9aZ4Kd3e87Ozjh19iKmTp6I3bt2YNeO7XBxdcWv/QZg3IRJX+zlOep/BDu2/Yf1GzbpvM8nTUm6z//egEcPVff5rDnzdd7nW7dsgrOzM5q34H1uKImdB6Q5K0IZ8VyV1MtjAUEKwcIBEqdCkLqV1lpnXjCzgtS9PJRRr6GMDQUiXwKCRHWOczGYuZfVOY9ekFpC6uIDZeQLKMODAIgQLBwgzVUZZu7lIKRQDT8lgiCoKtG/OAXlh0eQZi+kdYzUrYzqvUW+AJRyCBb2kLqVhVnO8hBk2kOOJbbukLr4qt5bVDCgiFMNobfJAalTIUhdffUe0g8AUgdPICEy6XovVUXupOaQ2OaCxLkopDmKQxBS/hKpCH8K5YdAyLya6Pz5mHlUA0QRivd3IIaFQbBxhSxPLZ3vTfn+rupBTjZvveMnVcXty5cuam3/dFvIJ/Pbw8PD1CNiLl44j4sXzuu8btVqNfRO8KtWqwEv74LYtXMb5i78XaPHMEcOF0yeNhOnT57A3bt3EHD1CpRKJVzd3NG6bXt069kb1arX1Ksd4GMdH0D1/SQlHX/qojPBfx8SgulTJ6Jr917wLa09Iq1Box/w+7KVWDhvNg7s24PcefJiwpTpWtX3AeCfLZsBAF26f/2yZEQp6devH/r166dzX/Lo8pSsW7fuq9oUxM/HyxmB69evw9fXF8+ePUOePB+HI5UqVQo1atRAvXr10KRJE615PPHx8WjVqhW2bNmCsLAwZMuWDceOHUPNmjUBqIb6TJ8+HVu3bsXLly+RkJCA+Ph4tGzZElu3bsXFixdRoUIFPH78GPnyaQ/h8fPzw4IFC2BpqTnnLCYmBkuXLkXfvn3RrVs3vHv3Dnv37lXvr1GjBooXL46lSz9Wcc6bNy+GDh2KAQMGfPV1Bw4ciJs3b+Lo0aMA9C+yN3HiREyaNElr+6t3YXoVlfje/Ni2FQ7s24P7j4LgmsrDE1Nw4fw51KlRBYOH+mHK9FlZHU66kkq+v6kr+mrXpiX2792DB0+ep/qQ0BScP3cOtapXxpBhwzFthmnd59mqDs/qEIyOmBCF+ICVkDjkhXmhVqmf8J1SRr5Ewp2/IXUvD1merJ3aEnxMd482fdmypYsxym8I1v+9Vas33hTFxsaicIHc8PLyhv/JlNcm/xZFREQgj5sTwsPDjer7eUREBBwcHDD30A1Y2RhPDbTY6EgMq1/SKH7eRtmDn5qoqChIpVJcuXIFUqnmfLMvDV+eM2cOFi1ahIULF6JEiRKwsbHBoEGD1MOkUuvdjYqKQpkyZbBx40atfTk+qcAsk2k+lRcEQee25MqJhlw3+RppMWrUKAwZ8nEN04iIiDQVdvjejJs4Gfv27MKiBXMxfVbK67aaivlzZsHR0RGDdQxzI9M1YeIU7N29Cwvnz8XM2aZ/n8+bMxOOjo4Y6sf7nADB3BZSt1JQvL4EZcw7SKxZaVsX+auLqmH+OctndSj0lbr3/BlLFy/Ewrmzv4sEf82qFQgPC8P4ydNSP5jISBhlkb0CBQpAJpPhwoWPw5w/fPiAwMBAAKqefIVCgbdv38LLy0vj9aWepzNnzqB58+b46aef4OPjg/z586uvCQDe3t6wsrLSqIb4qdKlS+PBgwdwcXHRajd5LemvkV7XNTc31yowp4uFhYV6CQh9l4L4nhUrVhydOnfBqj+Wa1X9NjXXA65h755dGOo3Ek5OTqmfQCajWPHi+KlzV6xcsczk7/OAa9ewZ/cuDBsxivc5qZnlrAiYWUL+QrvYKQHK6DdQhj2EWc4KEMzSNt2Nvh2WlpYYM34Srl29jAP79mR1OBkqNjYWi+fPRb36DVGjZu2sDoco3Rhlgm9ra4uePXvCz88PR48exa1bt9CtWzd1kYKCBQuiU6dO6NKlC7Zt24YnT57g4sWLmDFjhsYQ9s95e3vj8OHDOHv2LO7evYs+ffporF1oaWmJESNGYPjw4fjzzz/x6NEjnD9/HqtXrwYAdOrUSTVfs3lznDp1Ck+ePMHx48cxYMAAvHjx4qvfb3pd19PTEydPnsTLly815nGR4Zb9sQZvP0R9sbK3KfDxLYWoeCUGD+MQ3+/RilVr8D482uTvc99SpRCbKGIo73P6hGBmCcsy/WFesHlWh/JNkti4wrKCH8xyVsjqUMhAHTp1RliMHA0bN8nqUDKUlZUV7j95gX92mPaDDPr+GO0Q/Tlz5iAqKgpNmzaFnZ0dhg4divDwcPX+tWvXYurUqRg6dChevnwJZ2dnVKxYEU2apPxhNXbsWDx+/BgNGjSAtbU1fv75Z7Ro0ULjuuPGjYOZmRnGjx+PV69ewd3dHb/88gsAVYXmkydPYsSIEWjVqhUiIyORK1cu1KlTx6Be8PS67uTJk9GnTx8UKFAA8fHxWssVERERERERZTSJoHoZC2OK1SiL7FHmSi6GwSJ7ZOpYZI++ByyyR98DFtkjU2fsRfbmHza+IntD6hlHkT2jHKJPRERERERERJqY4BMRERERERGZAKOdg09ERERERETGRyIIkAjGMzXSqGLN6gCIiIiIiIiIyHBM8ImIiIiIiIhMAIfoExERERERUaYRBNXLWBhTrOzBJyIiIiIiIjIBTPCJiIiIiIiITAATfCIiIiIiIiITwDn4RERERERElGkkMLJl8mBMsRIRERERERGR0WOCT0RERERERGQCOESfiIiIiIiIMg2Xycs47MEnIiIiIiIiMgFM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUaSQwrp5mxkpEREREREREmYoJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjSAIEIxocXljipU9+EREREREREQmgAk+ERERERERkQngEH0iIiIiIiLKNELSy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRpJIIAiTEtPWdMsWZ1AERERERERERkOCb4RERERERERCaAQ/SJiIiIiIgoUxnPoHfjwh58IiIiIiIiIhPABJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYQVC9jYUyxsgefiIiIiIiIyAQwwSciIiIiIiIyAUzwiYiIiIiIiEwA5+ATERERERFRphEEAYIRTWw3pljZg09ERERERERkApjgExEREREREZkADtEnIiIiIiKiTCOBcfU0M1YiIiIiIiIiylRM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUabhMXsZhDz4RERERERGRCWCCT0RERERERGQCOESfiIiIiIiIMo2Q9DIWxhQre/CJiIiIiIiITAATfCIiIiIiIiITwASfiIiIiIiIyARwDj4RERERERFlGi6Tl3HYg09ERERERERkApjgExEREREREZkAJvhEREREREREJoBz8ImIiIiIiCjTSGBcPc2MlYiIiIiIiIgyFRN8IiIiIiIiIhPAIfpERERERESUabhMXsZhDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIyS9jIUxxcoefCIiIiIiIiITwASfiIiIiIiIyAQwwSciIiIiIiIyAZyDT0RERERERJlGEFQvY2FMsbIHn4iIiIiIiMgEMMEnIiIiIiIiMgEcok9ERERERESZRgIBEiNafM64YiUiIiIiIiIio8cEn4iIiIiIiMgEMMEnIiIiIiIiMgGcg09ERERERESZhsvkZRz24BMRERERERGZACb4RERERERERCaAQ/SJiIiIiIgo0whJf4yFMcXKHnwiIiIiIiIiE8AEn4iIiIiIiMgEMMEnIiIiIiIiMgGcg09ERERERESZhsvkZRz24BMRERERERGZACb4RERERERERCaACT4RERERERGRCeAcfNKbXKGEXKHM6jCIMkxIZGJWh0CU4Z4empbVIRBluEIDt2d1CEQZSpkQk9UhGESAAIkRrS0vGFGs7MEnIiIiIiIiMgFM8ImIiIiIiIhMAIfoExERERERUabhMnkZhz34RERERERERCaACT4RERERERGRCWCCT0RERERERGQCOAefiIiIiIiIMg3n4Gcc9uATERERERERmQAm+EREREREREQmgEP0iYiIiIiIKNMISX+MhTHFyh58IiIiIiIiIhPABJ+IiIiIiIjIBDDBJyIiIiIiIjIBnINPREREREREmUYiqF7GwqhizeoAiIiIiIiIiMhwTPCJiIiIiIiITAATfCIiIiIiIiITwDn4RERERERElGmEpD/GwphiZQ8+ERERERERkQlggk9ERERERERkAjhEn4iIiIiIiDKNIKhexsKYYmUPPhEREREREZEJYIJPREREREREZAKY4BMRERERERGZAM7BJyIiIiIiokwjwLiWnjOeSNmDT0RERERERGQSmOATERERERERmQAO0SciIiIiIqJMIxFUL2NhVLFmdQBEREREREREZDgm+EREREREREQmgAk+ERERERERkQngHHwiIiIiIiLKNELSH2NhTLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVGmEQTVy1gYU6zswSciIiIiIiIyAUzwiYiIiIiIiEwAh+gTERERERFRphGSXsbCmGJlDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMI4EAiRGtPScxoln47MEnIiIiIiIiMgFM8ImIiIiIiIhMABN8IiIiIiIiIhPAOfhERERERESUaQQY19ryxhQre/CJiIiIiIiITAATfCIiIiIiIiITwCH6RERERERElHk4Rj/DsAefiIiIiIiIyAQwwSciIiIiIiIyAUzwiYiIiIiIiEwA5+ATERERERFRphGS/hgLY4qVPfhEREREREREJoAJPhEREREREZEJ4BB9IiIiIiIiyjwCIBjPqHcuk0dEREREREREmYsJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjQCjmtZuVLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITADn4BMREREREVHm4ST8DMMefCIiIiIiIiITwASfiIiIiIiIyARwiD4RERERERFlGiHpj7EwpljZg09ERERERERkApjgExEREREREZkAJvhEREREREREJoBz8ImIiIiIiCjTCILqZSyMKVb24BMRERERERGZACb4RERERERERCaAQ/SJiIiIiIgo0whJL2NhTLGyB5+IiIiIiIjIBDDBJyIiIiIiIjIBTPCJiIiIiIiITAATfDJJAVevYMHcWfjpxzYo6pUXjtZmcLT+csmJfXt245fe3VG5nC/y53aFs70lvPK6o22LJjiwb89Xx7Jp419wtDbDwf17M6W9ZAkJCahQugQcrc2Q3c5C5zGh79+jd/fOyO2aDXncnPBzz674EBqq89inT5/AzckWk8aP1rk/NjYWhfJ5oG2LJgbHTin7EPoeZQrngaezFWqUK6bzmMP792DIb73QoFpZlCroAS83O5QpnAfdfmwB/4P7vrrt/7ZshKezFY4e2q+x/dXL5/hrzQoM7dcbdSr5Il8Oa3g6W+Hc6ZMpXismOhrbtv6NCSMHo3n9aiiY0wGezlZYMGvqV8V2M+AqFsyailaNaqJEfjd4u9ujUkkvDPqlO+7evqnzHKVSifkzJqN8sXwo5JEN7ZvVT/FYuVyOBtXKolWjmhBFUecxvTu3RdkieREdFfVV74G0xcTEYP+enRj828+oUqYY8rrYIZ+7I2pXKYN5s6Z+8Wcd/PoVRg0biIq+RZAnhy3yuTmgVuXSmD19EqIiI78qnnmzpsLd0ULjPgl69hRuDuapvgb91lvvdpYvWYgendqiUqmi8M7tjDw5bFGmuBf69Un5fg569hQ/tWuBfG4OKJo/J0b7DUJcXJzOYy9fPA93Rwv8uWalzv1vgl/D09UeI4b01ztmAkR5POKeXkT4if8hZOsAvFnTEW/W/oT3/w1D1NV/oEyMTfFcZVwkIi/8iZAt/fBmdQe8/asnwo7MReL7J19sM/bhKYTuGou36zrj7dqf8H77SMTcO5Li51Sq70GpQMjWAXi/Y6TG9qgrW/FmZdtUXwmv72hdM/HdQ4QdmY93G3/Gm1U/4u36rgjdNQ6x94+lOc74oCuIuvQ3PuydjLfru+LNyrYI3TPhi+ckvLqF99uH483qDgjZ/Bti7hxM8djogO14s+pHyEODdO6Pe3oRb1a2Rdyjs2mKm3QQjPBlJATxaz8B6LsREREBBwcHBAWHwt7ePqvD0UvHdq2wb88ure1hMfIUz+nSsR1279yOIkWLwcMjN2zt7BD07CkuX7oIABgybATGT56Wpjji4uJQtmQRuLi64uip8xne3qdmTJ2E2TOmQhRFSKVSvI+M1zqmVbNGOHrkMCpXrQZRFHHuzGnUqVsf/+3STgI7tG2JGwHXcDHgNmxsbHS2ufT3hRgzYhh27juEGjVrf3XsWSUsJjGrQ0jV0H69sW3LRoiiiLz58uPEpdtax/Tt3gEH9uxEwcJFkTNXbtjY2uLF82cIuHIJAPDrID8MHzs5Te3GxcWhdoUSyOHiip2HT2vsW738d0wZO1zrnE07DqJS1eo6r3f75nX8UKui1vaBfmMweMTYNMUml8vh5WYHAHDM5gTfMuVgbW2N2zev49mTxzA3N8fC5WvRuFkrjfOWLpyDOVPHo4B3IeTL74WTxw7Dzt4BJy7dhq2dncaxq5YtxvQJo7DryBkUL+mrM45b16+hSZ3KGDB0FIaMGp+m95CZLGXSrA5BbxvXr8HQAb8AALwLFUbhIsUQFRmJSxfPISoyEt4FC2HbPn/kyOGicd7jRw/QtH5NvA95h9x5PFHSxxdx8fG4fOEcwsPDULBwEew5dBL2Dg56x/Lu7RtULFUEtes2wMr1m9Tb378PwaSxI1I8b9e2fxAXF4cFS1eiw09d9WqraD53xMREo0ixEnB3zwkAuH/vDh49fACZTIbVG7aifsMf1McrFArUrFQKDwPvo2ad+gh5+wY3bwSgS/femL1wqca1lUolGtSoCEEiwYFjZyGR6O7rGTtiCNatWo4TFwJQwKugXnF/S3yG7cz0NmPu+SPy1HIAgNQxF8yy5YGYGIPEN4EQE2MhdcwFpyaTILHSvO8UMR/wYdc4KCLfQGLlCJmLN5SxYUh8+xCQSOHYYCQsPHy02os4/Qdi7x4GJGaQuRaEYGahaishGpbeNeBQs1/a38PtA4g8uxqODUbBIk9p9fa4pxcR//SiznOUMaFIeHkTMLNAjp9WQiKz+njek/MI918AiEqYOeeD1N4NytgIJAbfA0QFLAtUhUPtgXrH93Z9V4gJMRrbZO5F4dRkks7jFRFvEPLvYAgSM5jnLI7EkMdQRr+HQ+1BsCxQRfPYqPd4/89AWBWuC7tK3XReTxRFhG7zgyiPQ/a2CyFIsq5euTIhBu/Wd0V4eLjRfD8HPuYVJ24+h62d8cQdFRmBGiVyG8XPm1X0ySSVr1ARxYqXQOkyZVG6TDmULFIA8fHaCe6nhg4fhYW/L4NT9uwa2y9fvIAWTRpgwbzZaN3uRxQrXkLvOFavXI4XL55jxpwFmdJesvv37mLB3Fno2r0X1qXQQ3P18iUcPXIYPXr1wfzFqi+AA37tgz/Xrca1K5dRqkxZ9bFHDh3A/r27sfavTSkm9wDQo1cfzJ4xFZPHj4H/yXNpjpu+7MzJY/hv8wZ06NITm/5cneJxvw0egenzliCbk+a9de3KRfzU6gcsWzQXzVq1Q+GixfVue8PaP/Dq5QuMnz5Xa1+evPnQo08/+JQqg5KlymL8yME4dezIF69na2uH9p26oWSpMvApVQZHDx/A/Jlpe+jwKZ9SZfDb4BGo06AxpFJVAqtUKjF/5mQsmT8Lwwf8gopVqsMpuzMAIDExESt+n48ixUtix8GTsLCwwI5/NmFQ3x74e/0q/NxvsPra796+waLZ09Cxa68Uk3sAKO5TCtVr18PKZYvQvc9vWj9/SjszmRk6d+uF3r/2R8FCRdTb3wS/xk9tm+PmjQCMHzkUy1b/pXHe1PGj8T7kHbr1+gXTZi9Q3xMR4eHo0LoJrly6gOVLF2L46C/3/H1q0bxZiI6KwoAhmg+zsmd3xuJluv89Bt6/i61//wUrKys0adZS77bWbfoPJX1Lw9LSUmP72pXLMWrYAAzt/wuu3X0CMzPV17i9u7bjwf17GDNxGvoP9oNSqUTH1k3x919rMXTkWLi6uauv8eealbh18zr2HD6ZYnIPAL8NHIo1f/wPs6ZOxB/r/tY79u+ZIJHCqnBdWBf/AWbZPNTbFTEfEHZgBuTvnyDy3Fo41B6kcV7EqRVQRL6Bee5ScKwzBIJM9fce9/Qiwo/MRfixRXBuvxQSc83EOfbuYQgWNsjWaBxkOQp8bGvfFMQ9OAFzD19YeVXVO35RkYjoa//CzCmvRnIPAJae5WHpWV7neZEXNiDh5U1YepbXSO5FpQKRZ1YBohL2tQbAyquaep/8wwuE7h6HuEenYVW4Dsxz6vf7yMKzAsyyeUDmXACiUo6w/V8e9RV9czegSITjDxNh7loQyrhIvP93MKKu/aeV4EdeWA9BZgWbMu1SvJ4gCLDxbYnwowsRe88f1kUb6BU3UWbiEH0ySYOGDseY8ZPQ6IemcHVz0+scH99SWsk2AJQtXwEtW7eDKIo4dfJ4muJYs3IFsjk5oWHjH7T2ZUR7gOrp8qB+v8DB0RETp0xP8bibN64DADr81Fm97aeu3TT2Aaqh/iOGDUb1mrXQsnXbL7ZtZWWFZs1b4crlS7gecC3NsVPK4mJjMXpoP3gXKoKffxv0xWOLl/TVmVyWKlMeTVq0UY3WOH0iTe1vXLsSjtmcUKd+Y6199Ro1wfhpc9C8zY/IV8ALgpD6OLa8+fJj1qJl6NStF4r7lIKZ7OufN5uZmWHn4dOo37ipOpEDAIlEgqGjJiC/V0FERUXi6OED6n0vgp4hIjwMTVu2gYWFagpLs9btYWFpiTu3bmhcf8akMTCTyTBMj2SwZZsOiI2JwX+bN3z1+6GP2nfsgjmL/qeR3AOAq5s7ZsxbDADYt3sHEhISNPafP6saZTJk+GiNe8LewQG/DRwKQDWVS18xMTHYuukvFC5aDCV8Sul93n9bVIlxg8ZNYZeGHp/yFStrJfcA0L33L/DMVwDv3r5B4L2PQ6Fv31R9ZrfvqPo8l0gkaN+pM+RyOe7f/XhcaOh7zJo6Ae07dUGZchW+GIN7zlyoUq0m9u/ZiXdv3+gd+/fMqmBN2Ffro5HcA4DUOhvsqvQEoEraRcXH0WKKqBAkBF0BBCnsq/RWJ/dAUlKdvwrEuEjEBR7VuGbsnUMAAJsSzdTJfXJbthVVI0VibqRtFEPck/NQxobD0ruG3ueIooi4R6p/b5ZemiO2FGEvoYwNh9Qhp0ZyDwBm2TxgmbQt8d0jvdtzqPErbEo2g3nOYhA+eZiQEvn7p5A65IS5q2oUisTSDhZ5y0ER9kLj7yHh1S3EPz4H2/I/QWJu/cVrWuQtC0FmpRo9QfQNYoJPpAeZTAYAMJeZ633O6VMn8OjhAzRr3kp9fka2l2ztqj9w7uwZTJ0xB47ZsqV4XFjYBwCAo+PHY5L/O3kfACxZNB/Pnj7B7HmL9Gq/TfsfAQDr16xKc+yUsoVzpiHo6RNMm7sYZmm8nz6VfK4sDffW+TOn8OTxQzRq0iLN93JWEwQBRYqpeobeBL9Wbw8PV93jDg4f73+JRAI7eweEh4Wpt125eA7bt/6N4WMnwzGbU6rt1W/cFJZWVtj019p0egeUkqLFSwIA4uPj8SH0vcY+cwvddUc+5eSU+t9nst07/kVEeDhatm6v9zmiKGLbP1sAAG1+7KT3eamRJT0Mk5l//DcclnTPOnzyee6g4/N8xqRxUCqVGDNRv+lfLdv+iMTERGze+KehYX/3ZNk9Vf+hSIQy/mPtiMQQ1Rx7qZ0LpHY5tM9L6tmOe3pJY3tiyOOk/dq1WMzdiwKCAPn7p1BEvdM7xth7/gAEWBaorPc5ia9vQxn9HhIrR5jn+mzEoVS/3xcSC1u920srZXwUJBaaIw8FCxtAFNVD/UWlAhFn10DmWgiW3rqnlWmcb2YBi7zlIA99hsS3DzIk7u+BYIR/jAUTfKJU3L51E9v+2wqZTIZaderqfV5yUb2q1fV/Em5IewAQ/Po1Jo4fjRq1aqN9hy9/ofTInQcA8PBBoHrbg8BAjX0vXjzHvNkz0OfXfihcpKheMVSoWBkymQyHDnx9MTfSdPf2Taz63yK07dgF5SvpP9zyc/fu3MKeHf9CJpOhWs06ep939JDq77JilWqpHPltCnr6FACQw8VVvS1nrtwAgCePPn45Cw/7gNCQd8jpodqnVCoxfsQQlPAphfY/ddOrLRtbW5T0KY1HD+4j6OmXi2ORYZ49TUpwZDKthy81aqs+O+fPng6FQqHeHhEejqWL5gEAftTz7xQADid9nlWupv/n+YVzZ/A86Cmcc7igZu16ep/3Jf9s3oCHDwKRv4AX8hfwVm/3SLpnHz/8+Hn+6IHm53nA1SvY+Oca+I2ZoFWzICVVkmpo+H9WWJPSThGRNApCItVIaEW5qhCiYKF7+lvysfLQZxrbk8+TmGufJ0hlEMxUIwHk759p7ddFmRCDxOC7kNq7QWqj//Si2AeqYqqWBapAkGjW95DauUBq7wpF+CvEPjylsU/+4QXiHp6CYGEDixSG/qcHqa0zFJFvISo/fg4owl4BUnN1LYSYW/ugCHsJuyo99RqBBgDmSQ9W4oP0HwlElFk4B5/oM/v37saundshT0zEi+dBuHD+HGQyGRYtXYF8+QukfoEk586ohqyV/mQue0a2BwB+QwYgPi4O8xYuSfXYqtVqwMrKCrOmT0WxEiUhiiJmTZ8Ca2trVE36Ejt2pB/s7Owxcoz+81QtLS1RrHhJBFy7gqdPn8DTM1+a3gNpUiqVGDmoL+wdHDFqQtqKLh45sBf79+yAPDERr14+x5WL52Emk2HGgv8hb778el/n4vkzAICSpb58L3+LLp0/g5vXr8Lc3FwjyXJxdUPxkqXwz6a/0OCHZihYuCimjBsBpVKJ2vUaAgA2rluJO7euY/vBE1+cq/w5n9JlcfH8GZw/ewp5eP9nmFXLVJ9zterWV0+zSDZmwlTcCLiKdauWw//QAZT0LYX4+HhcOn8WFpaWWLpyHapWr6l3WxfOnYGZmdkXazB8Lnl4fovW7dRz5dNq6aJ5uH/vDmKio/Eg8B7u370DN/ecWLZ6g8bUg9r1GmD65HGYOnEsFv5vJULevsGK/y2Ge85cKFpc9fk+2m8gChcthu69ftG7/bz58sMpuzOuXbmEuLg4ndMGSD8xt1QPicw9fCF80rMtsVRN3VCm0NOuiHwLABDjo6BMjFXPcZdY2kMZ8wGKqHdaUwKUcZEQkyr269uDn/jmPiAqNYb7p0aUJyD+6QUA0DmsX5BIYV+jH8IOzkTEscWIubkbUnt3KGPDkRh8D2bZPGBf4zdILO20zk0vFrlLI+HFdURf+xfWJZqqhuIHXYWFp+r3mSLmA6Kv/gOrIvUgy67/57UshxcA6Fw1gCirMcEn+sytmzewacPH4YhWVlaYOWcBfuz4U5quc/vWTUgkEuQv4JUp7e3dvQu7d27HiNHj4OWdesVjVzc3DBsxGlMmjkPJwh9/oU+aOgMurq44cfwodmz7FytWr4fdJxXFY2JiYG395flpBQsVQsC1K7h5/ToTfAOtW/k/XL92BXN+/yPNRdvu3r6pMRfc0soKE6bNRat2HdN0nXt3bkEikcAzjQ+cslpkZASGJ1Vg7/FLf7h8UmgMAMZMnomu7ZqibZOPI2Vq1W2IOg0a40Poe8ybMRntOnaFb+ly6v1xcXEwNzf/YsJfwLsQAODOrespHkOGOXJoP/7+ay1kMhlGjJmotd/F1Q3b9hxB356dcfzoYTwPeqre90P1FijpW1rrnJS8e/cW796+QZ68+WBllfqcX0A1bWD3jv8AAG3af/3w/OP+h3HqxMe51x558uL35WvgU0oz/mIlfNCpSw9sWL8aJbxUyZ4gCFi2+i9YWlri77/W4erli9ix/6jGg4HY2NhU35OXd0FcPH8WD+7fTVP9AfooPugqYu8fBSRS2Jb9UWOfzMULkMqgjA1H/PNrsMj98WcsiiLiHhz/+P+JcUBSgi9zL4r4R2cQG3hc4xwAiA08pnmOHpKXhZM65tT/fT27DDEhBtJsuSFz1v273tytMLI1mYTww3MgD3kCedKUBEjMYJ6rJKT2+o0m+VpWhesi9r4/oq/+i+ir/wIABHMb2JZV/R6MurABkJpp/L2ISgUgKjUexHxO6pgLgGqOP30dQVC9jMXXxrp06VLMmTMHwcHB8PHxwe+//47y5XWPWlm5ciX+/PNP3Lp1CwBQpkwZTJ8+PcXjU8Ih+kSf8Rs5BmExcgSHRuHspQB06twNA/v9gg5tW2oVckpJVFQUYmNj4eDomOpwr/RoLzIyEsOHDICXd0EM8RuZ+glJhg4fhX937EHvX37Dz337Yfvu/Rg4xA9yuRwjhg5CpSpV1UP9ly1dDG/PnMjpbA9vz5xYsSzlUQLJw2Xfh+g/94+0vXwRhHnTJ6FC5Wpo26Fz6id8pv/QkXgaEot7Lz7g4KnLaNuhC0YN+Q29f2qr970VHRWFuNhY2Dukfi9/SxQKBQb16Y4njx/Cp3RZDBmpvWxdparVsefoOfwyYCg6du2F2YtXYOWGfwAAs6eMhyiKGDF+CgDVCgb1qpRGYY9sKJrXGaOG9EtxjfHk2hehISEZ9O6+bw8C76Ff724QRRHjp8xEsRLay4fduXUDdaqWxcOHgVi/6T/cf/YW1+4+wZSZ83D0yEE0q18TDx/c16u9kHeqHlRHR0e9YzxycB/Cwj7Au2Ah+JYuo/d5n/tn1wEEhyfg/rO32LH/KPLn90LLxnWwcM4MrWPnLPoflq/ZgK49+6BPv0HY638aLVq3Q3hYGKZPGos27TuiYuWqUCqVmDF5HArmyYF8bg4oW8IbO7f9k2IMyffze97PX0Ue9hLhxxcDEGFXofPHufhJJOY2sC5SHwAQcWIp4p5cgDIhWnXe0QWQf3j5ydEfP4NtSjQFBCniH59F5IW/oIh6B2VcBGLuHkbU5S2AINU650uUseFJ8eg/Hz72oWp4vpVXyvPWYx+eRujOUZDYZodT8+lw6fYXsrdbDKuCNRFzczc+7J2kUewuvQlm5sjWbCrsKnWDVeG6sCndFtlbz4WZY04kBN9D3MNTsCvXCRILWyjjIhF2ZB7eru2Et2s6InTnaCSmkMALEikEmRXExNgMjZ+M25YtWzBkyBBMmDABV69ehY+PDxo0aIC3b9/qPP748ePo0KEDjh07hnPnziF37tyoX78+Xr58qfP4lLAHnygFlpaWKFqsOOYu/B0SqRR/LFuCFcuWoP/AIameGxGu+kVpa6v/sDND2ps8YSxevnyBnXsPag1VTU3d+g1Rt35DjW3Lli7Gg8D7OHFWVdRn147tGOU3BO06dEKLlm2wc8d/GDF0EHLnzovGTZpqXdM+qcc/PDwsTbGQpvHDByMxMQHT5v1u0HUsLS1RqEgxTJm9EFKpBOtWLsP6lf9D71Sq8QNAZKTqXraxzbgiSBlh7LAB8D+0D/m9CmLtpu0wN9ddVLBg4aIYOV5zmaUb165gy8Z1mDhjHpyyOyP49Uv07NQahQoXxfJ1m/Dg/j0snD0V1tbWGDd1ttY1k9f1jYgIT/839p17/eolOrRuirCwD+jTbxB69+2vdUxiYiJ6dfkRwa9f4cCxcyjpq+rddHB0RO++/aFQKDBxzHDMnjZJr+XfIiMiAAA2dvp/nicPzzek9/5TDo6OqFi5Kjb+uws/1K2GWdMmokbtehrLmQqCgBat26FFa80lvmZNm4i4uFiMnzITAPDH/xZj0bxZ+PnXAahSrQbWr1mJvj07o4CXt84pCHZJ9zM/z9NOEf0eH/ZPgxgfDesSTWBdXHtFHQCwLd8Jiuj3iH9yHuFHPlmKVGIGu8rdVUvNARrF4mQ5CsC+xq+IOLUcMTd2IebGLvU+89ylIUikiH92KcW5/Z9LLjgnmOs3DUMZF4mEFwGAIKir4X9OHv4aESeWQGLlAMcGI9XTC8wc3GFfrQ8UMR+QEHQFsfePZuhycxKZldbPXlQqEHl2NcxyFIBlodoAgPATS5H46hbsKnSFxMoBUZf/RtjBGXButxiCmfZ3K8E8KcFPiIGQNJ+f6FPz589H79690b17dwDA8uXLsXfvXqxZswYjR2p3yG3cuFHj/1etWoX//vsP/v7+6NKli97tsgc/k3Tr1g0tWrTI6jDoK/2Y1Iu9b8+uVI5UsXdQfdBHRUVmSnsH9u2BpaUlZs+chh8a1NZ4AarezOT/v3E94IvXehMcjNnTp6Dnz31RvISqSvWSRfPgmS8/lq9ci8ZNmmLZH2uQ1zMfFi+Yo/Ma4UlfiB0cHPWKn3TzP7QPllbWGDO0P9o3q69+9e+t6s0Pfv1Kve3tm2C9rtmyrWpY4uH9e/Q63s5OdS9HR0WlcuS3Y+bksdj01xrkzOWBDf/tgVN2Z73PFUUR40YMQuFiJdCpW28AwJ+rVyA+Lg5LVm9EwyYt0H/oSLRo2wF/rVmB2JgYrWtEJiX29vb8wpeePoSGon3LxngR9Aw//tQVE6fO0nnclUsX8PjRQ+TJm0+d3H+qaYvWAD4upZea5OXtoiP1+zwPDwuD/+EDEAQBrdp10OscfclkMjRv1RaiKOLQgdT/Dd+5dQPrV6/AsJHj4OKqWjJ22e8LULlaDUyeMRcNGjfFH2s3wtrGBst+X6DzGskPqvh5njbKuEh82DcVyqh3sCxYC7YVUv5yLkhlcKw7FNmaTIaNb0tYFa4DmzLtkb3NfJjnUv0eltq7aQ0Zt/KuDuf2v8O2YldYFakH6+I/wLH+SDg2GAllnOr3sFm23HrFKyQtDScm6DekP+7xWUCpgMytKKS2uqePxT06AygVMPfwVSf3n7LMXwkAkBB8V68201Ps3cOQhz6DfZVeEAQB8rBXSAi6AuuSzWFdvBEsC1SGfbW+UEaHIvah7s+Kjw9FvjxtkUxLRESExis+Pl7ncQkJCbhy5Qrq1v04DVAikaBu3bo4d+6cXm3FxMQgMTExTau+AOzBJ9KLk7MqQdB3iKKtrS2srKwQHhYGpVKZpgJdX9MeoJobfObUyRT3J+9LrRdm3JgRsLSywuhxE9XbAgPvo2atOur3IZFIUKp0GRw/5q/zGuFJyzJld9Ze8ofSJiI8DBfOntK5Lz4uTr0vpV8wn0tOdt+/1+/esrG1haWVFSLCv+5ezmzLF8/D8sXz4JzDBX/9u1ddLV9fWzeux41rV/DPniPqucqPHtyHU3Zn5M6TV32cb+my+G/zBjx98ghFimkuDZW8zF7yv2MyXHRUFDq2aYrAe3fxQ9MWmLd4eYpTRl6/egEAsE9h3fnkBy/hnywf9yXOSRXnP3zQ7/hd2/9FfHw8KlappnHPpBf1v2E9fj+M9huEAt4F0euXfgBUoxHeBL9G608ePNja2cHLuxAC7+lOspLv5+y8n/WmTIzFhwPToQh7AQvPCrCv1kevKU7m7kVg7l5EY1ts4ImkfdrL4QGA1CY7bEo00dgmyuMhf/8Ugswqxbnxn0uuKP/pEn5fEpdUPd9KR3G9ZMpo1fKVKa0rr36ooGeb6UUZF4GoK5thVai2uqigPFw1BPrTIoMyF1UNJcWH51rXEJVyiIlxEGRWX5yrTykToO8Ekm9Dcqy5c2t+r5gwYQImTpyodXxISAgUCgVcXV01tru6uuLevXt6tTlixAjkzJlT4yGBPpjgm6iEhIQUh6RS2iUnx/nSUHm8eImSuHRR1ZOkT9E7Q9q7ee9Rivscrc0glUrxPjL1BPDc2dPYumkjlixfpTXf9POeypjo6BSTvftJH1wlfLTnxpL+nobE6tz+POgZqpUujLz58uPEpdtpuub5pAcCeT31v5eLFCuBa5cv4unjR8jv5Z36CVlk059rMHPyWNg7OGL91l0okMZ/d+HhYZg9dTxatuuIshU014GOi9X8u4iJjgYAnf8GHgaq7v+ixXn/p4f4+Hh07dAa165cQq069bFsjWYF+c/lcFH1VD98GIioyEjYfja0PuDqZQDQO/nOkcMFLq5uePXyuV5FRv/bqhqe3zadhud/7twZ1e8Hz1R+P/y39W+cP3sa/+46qFXFP/bz+zkmGpaWuovtPQy8DwsLC3gXKqJzP2kSFYkIPzQb8ncPYe7hA4faA7WWj9P7WqKImDsHAABWhfVf2jT2/jGI8nhYFW2gc2i5LmZOqn8PivDU5/rKI94g8W0gIDWHRb4KKR4nsXYEACS+0/0dRZ60XWqbsYX2Phd18W8AAmzLaf8bFeUfvyupCxQK2p/z8jDVz8nss5oKZPqeP3+u8QA5rVNj9TVz5kxs3rwZx48fT/MKJt92V0wWqVmzJvr3749BgwYhW7ZscHV1xcqVKxEdHY3u3bvDzs4OXl5e2L9ftS6sQqFAz549kS+fqsJuoUKFsGjRohSvv2fPHjg6OqrX5g0ICIAgCBpzMXr16oWfflJVUX///j06dOiAXLlywdraGiVKlMCmTZu0Yu7Xrx8GDRoEZ2dnNGigmst069YtNGrUCLa2tnB1dUXnzp0RwkI5WkLevcP6NasQo2O47TH/w5gwVvV307FLN72vWamKar3yq1cup1t7Vy5dRDnfYmjWOH3WVP6UQqGA3+CBKFe+Ajp17qqxr0iRojh96gReJRX5ePXyJc6cPonCRYpqXScuLg53bt+Eh0duVtDPAu9D3mHTn2t0Dh0/ddwfMyeNAQC07ah/0b7yFasAAG5c076XM1vtij6oXdEHwa81v4Tu27UNY4b1h42NLdZu3q6z8Fpq5k2fiIT4eK3lCAsWLoro6Cgc2rcbgGqO975d22BuYaHzQcn1pJ9Txcq656WS/hQKBfr2+AmnTx5DxcpVsXrD1lQfXpctXxHOOVwQEx2NUX4DNUa3BL9+hfGjhwEAmjRvpXccFSpVgUKhwK0bAV887nnQM1w4dwaWlpbqqQAp2bd7B6qWLY5+fbprbL94/iyOHjkIpVKpsT0xMRGrVizFv5s3wsrKCs1btU3x2lGRkZg8bhSatWyDqjVqqbfb2dsjZy4PHNq/B1FJUw5uXr+GB/fvoZCOz/Onjx8hNPQ9SpUpxyXy9CAqFQg/uhAJr25B5lYEjvX89OrdVUS9Uxe5U19LHo/IUysgf/cQlgVrQuai/XBVV+Ic9/QSIi9ugGBpB9sy7bT2p0TmWggQJCkm4xptJBXXs/Asl2LvPABY5FWtQJIYfBcxdw5q7Et4E4iYm6ppJhb5K2rsi7y4ESFbByLm9n6949dX4ruHiL1/FLZlf9RYni95KkPco9MQRREA1EPzdU1zkL99CAAwd9f+d0Omzd7eXuOVUoLv7OwMqVSKN2/eaGx/8+YN3NzcvtjG3LlzMXPmTBw6dAglS5ZMc4zswU/B+vXrMXz4cFy8eBFbtmxB3759sX37drRs2RKjR4/GggUL0LlzZwQFBUEmk8HDwwP//PMPsmfPjrNnz+Lnn3+Gu7s72rXT/nCtVq0aIiMjce3aNZQtWxYnTpyAs7Mzjh8/rj7mxIkTGDFiBABVwlSmTBmMGDEC9vb22Lt3Lzp37owCBQpoLJuwfv169O3bF2fOqNasDgsLQ+3atdGrVy8sWLAAsbGxGDFiBNq1a4ejR4/ClB3cvxdzZn78kp5cMbxujY+9cn4jx6BBI1XRleiYaAzs9wtGDR8Cn1KlkSuXB6Kjo/Ho4QME3lf1xv3afyCat9D/C2H9ho2xeME8nD55Au1+1FyW7Gvbi4mNwYPA+ylW7zbE6j+W487tmzh68pzWUMJBQ4ejfevmqFmlPCpUqowL584iOjoaQ4aN0LrOhXNnkJiYiPoNG6d7jJS6mJgYjBryGyaP9UOJkqXgljMXYmJi8OTRAzxKqhre85f+aNS0pd7XrFWvEVYsWYDzZ06hRVvtOcVvg1/j567t1f//6EEgAGDc8IHq3tPa9RphwLBRGuf93KWdunbA2+DXAIAtG9bixNFDAFRLnf3x51aNcx4/VF07MVGu3hby7i0G/dIdSqUSufN64u/1q/H3+tVacdZv3BQNGjfT+R7v3LqBjetWYfSkGcjhojmcrnOPPlizfAn69e6M6rXq4dmTR3hw/y76DhwGy8+WGIuOisKNgKso4F0IefiAy2Br/vgf9u3ZCQBwcsqOkUO1i+oBwISps5A9aei6paUl5ixcit5dO+CfTRtw+sQx+JQqjbjYOFy+dB5RkZEo6VMK/QcP1zuOug0aYfeO/3D21AmUr1g5xeO2bd0EURRRr+EP6losKYmIiMDDB4HI4ar5Re/xo4cY9GsvOGV3ho9vaWRzckLo+/e4e+cW3gS/hqWlJRb+bxVyeaQ8/WTuzKmIjIzAxGnaRSD7DfbD6GEDUatyGZQo6YPTp45DIpHgt4FDtY49e1qVyNWp3+iL74VUYu8cQPzTiwAAiaUdIk6v1HmcXcUukFh+7AFMeHULESdXQJYjPyS2zhDlCUh8cx9ifBTMPXxgX6W3zuuE7hgJqb0rpI4eEMwsIP/wHIoPzyFY2CFbwzEabaRGYm4FmVsRJL6+DUXU+xTn1QNA3EPVSLAvVc8HAJlzfliXbIqYG7sReWYVYu4chJmjB5QxoaoRAKIIq8J1YZFLM4FRxnyAIvwVlHHadS+irv6LhOdXVccl9bDLQ54gdOdo9TEO9fwgtc6mda4oiog4swpmzp6wKqLZUWJm7waLfBUR/+Q8QneMgsTKHgkvAiCxzQHLAlW0rpXwWjV6ziLP16+S8d0z1jH6ejI3N0eZMmXg7++vrsOmVCrh7++Pfv36pXje7NmzMW3aNBw8eBBly5ZN8bgvYYKfAh8fH4wdOxYAMGrUKMycORPOzs7o3Vv1ITt+/HgsW7YMN27cQMWKFTFp0iT1ufny5cO5c+ewdetWnQm+g4MDfH19cfz4cZQtWxbHjx/H4MGDMWnSJERFRSE8PBwPHz5EjRqqeU25cuXCsGHD1Of3798fBw8exNatWzUSfG9vb8ye/fGX+dSpU1GqVClMnz5dvW3NmjXInTs3AgMDUbCg7uGr8fHxGj0eEUkF04xJSEgILl+6qLX9022fjmTIkcMFk6fNxOmTJ3D37h0EXL0CpVIJVzd3tG7bHt169ka16jXTFEPVajXg5V0Qu3Zuw9yFv2v0OmVEe4Z4HxKC6VMnomv3XjqXdGrQ6Af8vmwlFs6bjQP79iB3nryYMGW6VvV9APhny2YAQJfuPTM8btLm7JwDoyZMw/kzpxB4/w5uXL8KpVIJF1c3NG3ZFh279kKlql/+Uva5ilWqIX8Bb+zfswOTZy/U6kGNT0hAwJVLWuclD1UHPq4N/6nbN6/j5fMgjW3Br18h+PUrAECu3Hn0ii82Nlb9EO/enVu4d+eWzuM8cudNMcGfOHIIvAoWRtdefbX2ubi64c9/dmHahFE4efQQ7B0c8fNvg3QuvXdw3y7Ex8WhQ+fuWvso7cI+mSefnOjrMmzkOHWCDwCNmjTH/qNnsOz3BTh/9jT8Dx2AzNwc+fN7oVnLNuj96wC917QHgGYt22LcyKHY9u9mDPIbleJx//2jGl3Xpn3HFI9JTaUq1TBw6AicO3MKd27fROj7EMjMzZE7T140ad4Kvfr8hnwFvFI8P/D+XaxesQTDR09AzlweWvu79/oF0ZGRWLd6BQ4f3AevgoUwesJUFC6iPcd72z+bIZPJ8GMn/as3f8+U8dHq/05O9HWxLdMO+CT5NnPOD4v8FZH4JhCJ759CkMpgli0PrArVgmXBWinO37cu/gMSXt9BYvA9iIoESG2cYV2iCWx8Wqjn1KeFVeE6SHx9G3GPTsPGp7nOYxLfPoAi/DUkVg4w90h9pJRdhS6QuRRC7N3DSAx5jPiwVxDMLSFzKwqrwnVh5VU1TTEqVL+M6wAAMF9JREFUIoKR+PaBxjYxMVZzWwrL1sXePwr5u8fI1mwKBB3D7u2r90WkzArxzy5C/iEI5jlLwK5yDwhmmr/zRHk84p9dgplTXp0jK4iSDRkyBF27dkXZsmVRvnx5LFy4UD0iHAC6dOmCXLlyYcYM1dKns2bNwvjx4/H333/D09MTwcGqThBbW1vYpmE1I0FMHodCajVr1kSxYsWwdOlS9ba8efOiX79+8PPzA6B6CiiRSLBz5040a9YMS5cuxZo1axAUFKT+sunr64uLF1Uf8N26dUNYWBh27NgBQPUXHhgYiN27dyNHjhw4ffo0fvzxR8ycOROhoaHw8/NTr3moUCgwffp0bN26FS9fvkRCQgLi4+PRsmVLbN26VR2zt7c3Vq78+LS4bdu22Llzp9aX8ejoaOzbtw+NGul+Ij9x4kSNBxbJgoJDUyxaRLotW7oYo/yGYP3fW9PU+2+sYmNjUbhAbnh5ecP/pH4VQr8lYTFcyzYla1YsweQxfli29u809f5/bzq3bYrLF87ibEAgsjml3AOWlSxlXzcf+Hs3ftQw/PG/xTh4/Dx8SpXO6nAy3KuXL1C2uBeaNG+l13KC3xqfYSk/ECLdREUiQjb1hcTKAdlbz8vqcL5ZsQ9PI+LYIthV6ZWhy/ulRpkQg3fruyI8PNyovp9HRETAwcEBp2+/UC8rawyiIiNQtZhHmn/eS5YswZw5cxAcHAxfX18sXrwYFSqoalfUrFkTnp6eWLduHQDA09MTz54907pGSoX8UsI5+CmQyTTnTAmCoLEt+WmqUqnE5s2bMWzYMPTs2ROHDh1CQEAAunfvru5R0qVmzZo4ffo0rl+/DplMhsKFC6NmzZo4fvw4Tpw4oe69B4A5c+Zg0aJFGDFiBI4dO4aAgAA0aNBA6/o2NpprnUZFRaFp06YICAjQeD148ADVq6fcgzdq1CiEh4erX8+fa1cPJf107/kzPHLnwcK52sMkTdGaVSsQHhaG8ZOnpX4wGZWOXXshl0duLFs0N/WDv1O3rl/DqWNH0LvvwG82uaev13/IcNjY2mLxfN3L85ma/y2eD4lEguFjJmR1KJRJBKkMNqXbQh4ahPhnV7I6nG+SKIqIub4DUntXWBWqndXhkBHo168fnj17hvj4eFy4cEGd3APA8ePH1ck9ADx9+hSiKGq90pLcA0zw08WZM2dQuXJl/PrrryhVqhS8vLzw6NGXi5Qkz8NfsGCBOplPTvCPHz+OmjVraly/efPm+Omnn+Dj44P8+fMjMDAw1bhKly6N27dvw9PTE15eXhqvzx8GfMrCwkKrgAR9HUtLS4wZPwnXrl7GgX36rTturGJjY7F4/lzUq98QNWryl56psbS0xJBRE3Aj4Cr8D+7L6nC+SYvmTodzDhf06T8kq0OhDJAjhwt+HTAE+3bvwN3bN7M6nAz1Jvg1NqxbhU5de8JLx/QaMl1WhetC6uCOqKv/ZHUo36T4Z5cgD30G27IduTyegQQj/GMsmOCnA29vb1y+fBkHDx5EYGAgxo0bh0uXtOejfipbtmwoWbIkNm7cqE7mq1evjqtXryIwMFCjB9/b2xuHDx/G2bNncffuXfTp00erIqMuv/32G0JDQ9GhQwdcunQJjx49wsGDB9G9e3d1BX/KeB06dUZYjBwNGzdJ/WAjZmVlhftPXuCfHab9ION71rp9JzwNiUWdBiygqMvKv/7B5bvPYJOGeXJkXIaOGIvXYfEoUqxEVoeSoVzd3PH0TQRmzf89q0OhTCZIpHButxjZW87M6lC+SZae5eHa+x9YFki52CZRVmOCnw769OmDVq1aoX379qhQoQLev3+PX3/9NdXzatSoAYVCoU7wnZycULRoUbi5uaFQoY9PzMeOHYvSpUujQYMGqFmzJtzc3NTVGL8kZ86cOHPmDBQKBerXr48SJUpg0KBBcHR0THH9ciIiIiIiIjJOLLJHqUouhsEie2TqWGSPvgcsskffAxbZI1Nn7EX2ztx+aXRF9qoUy2UUP28uk0dERERERESZRhBUL2NhTLFynDYRERERERGRCWCCT0RERERERGQCOESfiIiIiIiIMo2Q9DIWxhQre/CJiIiIiIiITAATfCIiIiIiIiITwASfiIiIiIiIyARwDj4RERERERFlHk7CzzDswSciIiIiIiIyAUzwiYiIiIiIiEwAh+gTERERERFRphGS/hgLY4qVPfhEREREREREJoAJPhEREREREZEJYIJPREREREREZAI4B5+IiIiIiIgyjSCoXsbCmGJlDz4RERERERGRCWCCT0RERERERGQCmOATERERERERmQDOwSciIiIiIqJMIyS9jIUxxcoefCIiIiIiIiITwASfiIiIiIiIyARwiD4RERERERFlHo7RzzDswSciIiIiIiIyAUzwiYiIiIiIiEwAE3wiIiIiIiIiE8A5+ERERERERJRphKQ/xsKYYmUPPhEREREREZEJYIJPREREREREZAKY4BMRERERERGZAM7BJyIiIiIiokwjCKqXsTCmWNmDT0RERERERGQCmOATERERERERmQAO0SciIiIiIqJMIyS9jIUxxcoefCIiIiKi/7d353FVlfsex79bkkkQRRQEBzyKCuWQlog3hZOe1JSLDWrmWJSWWg5lHb2lnToNx6HsnupkWmrmkJaZ1/GYigM5ZE4pJKmoqKipCIgCCuv+YazDlhkZ3NvPm9d+vfZe61nP+u3ls5HffoYFAHaABB8AAAAAADtAgg8AAAAAgB1gDj4AAAAAoOIwCb/c0IMPAAAAAIAdIMEHAAAAAMAOMEQfAAAAAFBhLH/82ApbipUefAAAAAAA7AAJPgAAAAAAdoAEHwAAAAAAO8AcfAAAAABAxbFIFtuZ1s5t8gAAAAAAQMUiwQcAAAAAwA6Q4AMAAAAAYAeYgw8AAAAAqDAW2dS0dpuKlR58AAAAAADsAAk+AAAAAAB2gCH6AAAAAICKwxj9ckMPPgAAAAAAdoAEHwAAAAAAO0CCDwAAAACAHWAOPgAAAACgwlj++LEVthQrPfgAAAAAANgBEnwAAAAAAOwAQ/QBAAAAABXGYrnxsBW2FCs9+AAAAAAA2AESfAAAAAAA7AAJPgAAAAAAdoA5+AAAAACACmP542ErbClWevABAAAAALADJPgAAAAAANgBEnwAAAAAAOwAc/ABAAAAABWHSfjlhh58AAAAAADsAAk+AAAAAAB2gCH6AAAAAIAKY/njx1bYUqz04AMAAAAAYAdI8AEAAAAAsAMk+AAAAAAA2AHm4AMAAAAAKoxFksV2prXb0Ax8evABAAAAALALJPgAAAAAANgBhugDAAAAACqMRbY17N2WYqUHHwAAAAAAO0CCDwAAAACAHSDBBwAAAADADjAHHwAAAABQYSwWG7tNng3FSg8+AAAAAAB2gAQfAAAAAAA7QIIPAAAAAIAdYA4+AAAAAKACWWRbd5e3nVjpwQcAAAAAwA6Q4AMAAAAAYAcYoo8iGYYhSbJcS5PlmkMlRwOUn5pVKzsCAEBZiJv6UGWHAJSrlJQU1Z/7n7/TbQ23ySs/JPgoUmpqqiSpfv36lRwJAAAAgBypqany8PCo7DBwGyHBR5F8fX2VkJAgd3d3WWzp6ysblpKSovr16yshIUHVq1ev7HCAckE7x52Ado47Ae284hmGodTUVPn6+lZ2KLjNkOCjSFWqVFG9evUqO4w7UvXq1fmPEnaPdo47Ae0cdwLaecWi5x75IcEHAAAAAFQYbpJXflhFHwAAAAAAO0CCD9yGnJycNGnSJDk5OVV2KEC5oZ3jTkA7x52Adg7cPiyGrd5bAQAAAABgM1JSUuTh4aFDJ36Xuw2t15CakqJmDWorOTn5tl9ngh58AAAAAADsAAk+AAAAAAB2gAQfAAAAAAA7QIIPlAF/f39Nnz69wP3Hjh2TxWLR3r17i6yrOGXnzJmjGjVqlDhOoDTCwsI0evTocj3HkCFD1KtXr3I9B+4sJW23y5YtU5MmTeTg4FDu7R2wRfyeRlmy2OCPrSDBBypA/fr1lZiYqHvuuadM6uvbt6/i4uLKpC7gdvDhhx9qzpw5lR0G7mDDhg3T448/roSEBL311luVHU65K+qLaQCAbbqrsgMA7gQODg7y8fEps/pcXFzk4uJSZvUBlc3Dw6OyQ8Ad7PLlyzp37py6du0qX1/fyg4HgKTMzEw5OjpWdhiAzaEHHyiGsLAwjRw5UiNHjpSHh4e8vLz0+uuvK/ddJq9cuaKnn35a7u7uatCggT777DNz383D7pOSktS/f3/Vrl1bLi4uCggI0OzZs63OefToUf35z3+Wq6urWrVqpW3btpn7bh6i/8Ybb6h169aaN2+e/P395eHhoSeeeEKpqalmmdTUVPXv31/VqlVT3bp19cEHH1TI0GvYh+vXrxfY/jMyMvTyyy/Lz89P1apVU3BwsKKiosxjc9rr2rVrFRgYKDc3N3Xr1k2JiYlmmZuHfhanvfr7++udd94p8HOHO0daWpoGDRokNzc31a1bV9OmTbPaX1gbjYqKkru7uyTpwQcflMViUVRUlC5cuKB+/frJz89Prq6uatGihRYuXGhVb3Z2tiZPnqwmTZrIyclJDRo00Ntvv23uT0hIUJ8+fVSjRg15enoqIiJCx44dM/fntPt33nlH3t7eqlGjht58801dv35d48aNk6enp+rVq5fn/4fi1jt16lTVrVtXtWrV0ogRI3Tt2jVJN/5PO378uMaMGSOLxSKLxXaGnqJ4wsLC9MILL2j06NGqWbOmvL29NXPmTKWlpempp56Su7u7mjRpotWrV0uSsrKyFBkZqUaNGsnFxUXNmjXThx9+WGD9K1asUI0aNZSVlSVJ2rt3rywWi/7617+aZZ555hkNGDBAkor1ecr5W2v06NHy8vJS165dJUkHDhxQ9+7d5ebmJm9vbw0cOFDnz58v0+sF2BMSfKCY5s6dq7vuuks7d+7Uhx9+qPfff1+zZs0y90+bNk333Xef9uzZo+HDh+v555/XoUOH8q3r9ddfV0xMjFavXq3Y2Fj961//kpeXl1WZ//mf/9HLL7+svXv3qmnTpurXr5+uX79eYHxHjhzRsmXLtGLFCq1YsUKbNm3Se++9Z+4fO3asoqOjtXz5cq1bt05btmzR7t27b/Gq4E5RWPsfOXKktm3bpkWLFmn//v3q3bu3unXrpt9++808/sqVK5o6darmzZunzZs368SJE3r55ZcLPF9x22tJPnewX+PGjdOmTZv0/fff69///reioqKs2kthbbRDhw5mm/n222+VmJioDh06KD09XW3bttXKlSt14MABDR06VAMHDtTOnTvNesePH6/33nvP/J2+YMECeXt7S5KuXbumrl27yt3dXVu2bFF0dLT55VZmZqZZx4YNG3T69Glt3rxZ77//viZNmqSePXuqZs2a2rFjh5577jkNGzZMJ0+eLFG9Gzdu1JEjR7Rx40bNnTtXc+bMMafBLF26VPXq1dObb76pxMREqy/bYD/mzp0rLy8v7dy5Uy+88IKef/559e7dWx06dNDu3bv10EMPaeDAgbpy5Yqys7NVr149LVmyRDExMZo4caImTJigxYsX51t3x44dlZqaqj179kiSNm3aJC8vL6svdzdt2qSwsDBJKtbnKSdmR0dHRUdH69NPP9WlS5f04IMP6t5779WuXbu0Zs0anT17Vn369CmXa4YKZLHBh60wABQpNDTUCAwMNLKzs81tr776qhEYGGgYhmE0bNjQGDBggLkvOzvbqFOnjvGvf/3LMAzDiI+PNyQZe/bsMQzDMMLDw42nnnoq33PllJ01a5a57eDBg4YkIzY21jAMw5g9e7bh4eFh7p80aZLh6upqpKSkmNvGjRtnBAcHG4ZhGCkpKUbVqlWNJUuWmPsvXbpkuLq6GqNGjSrFFcGdpLD2f/z4ccPBwcE4deqU1TGdO3c2xo8fbxjGjfYqyTh8+LC5/+OPPza8vb3N14MHDzYiIiIMwyh+ey3qc4c7Q2pqquHo6GgsXrzY3HbhwgXDxcXFGDVqVLHaaFJSkiHJ2LhxY6Hn6tGjh/HSSy8ZhnGjnTo5ORkzZ87Mt+y8efOMZs2aWX1uMjIyDBcXF2Pt2rWGYdxo9w0bNjSysrLMMs2aNTM6duxovr5+/bpRrVo1Y+HChSWu9/r162aZ3r17G3379jVfN2zY0Pjggw8Kfb+wXaGhocYDDzxgvs5pRwMHDjS3JSYmGpKMbdu25VvHiBEjjMcee8x8nfv3tGEYRps2bYwpU6YYhmEYvXr1Mt5++23D0dHRSE1NNU6ePGlIMuLi4gqMMffnKSfme++916rMW2+9ZTz00ENW2xISEgxJxqFDhwq5ArhdJScn32gbCeeNxORMm3nEJZw3JBnJycmVfQmLxBx8oJjat29vNYwxJCRE06ZNM4entWzZ0txnsVjk4+Ojc+fO5VvX888/r8cee8z8Br1Xr17q0KGDVZnc9dWtW1eSdO7cOTVv3jzfOv39/c1hpjnH5Jz/6NGjunbtmtq1a2fu9/DwULNmzYr13oGC2v8vv/yirKwsNW3a1Kp8RkaGatWqZb52dXVV48aNzde52+fNStJeS/K5g306cuSIMjMzFRwcbG7z9PQ020tx2+jNsrKy9M4772jx4sU6deqUMjMzlZGRIVdXV0lSbGysMjIy1Llz53yP37dvnw4fPmz1e1m60ZN55MgR8/Xdd9+tKlX+M6DS29vbakFWBwcH1apVy2zXJanXwcHBfF23bl398ssvBb5f2J/cvx9z2lGLFi3MbTmjTXLa1scff6wvvvhCJ06c0NWrV5WZmanWrVsXWH9oaKiioqL00ksvacuWLXr33Xe1ePFibd26VRcvXpSvr68CAgIkFf15ytG2bVur1/v27dPGjRvl5uaW5/xHjhzJ87kGwCJ7QJmpWrWq1WuLxaLs7Ox8y3bv3l3Hjx/XqlWrtG7dOnXu3FkjRozQ1KlT860vJ7EqqL6Snh8oK5cvX5aDg4N+/vlnq2RCktUfZPm1TyPXGhalRbtHUYrbRm82ZcoUffjhh5o+fbpatGihatWqafTo0eYw+KIWOr18+bLatm2r+fPn59lXu3Zt83l+bbiwdn0r9fLZuLMU1bZy/22xaNEivfzyy5o2bZpCQkLk7u6uKVOmaMeOHQXWHxYWpi+++EL79u1T1apV1bx5c4WFhSkqKkpJSUkKDQ01yxb1ecpRrVo1q9eXL19WeHi4/vGPf+Q5f07nB2yTrY16t6VYSfCBYrr5P7nt27crICAgzx+MxVW7dm0NHjxYgwcPVseOHTVu3DirBL8s/elPf1LVqlX1008/qUGDBpKk5ORkxcXFqVOnTuVyTtiXgtr/vffeq6ysLJ07d04dO3Ysk3PRXlESjRs3VtWqVbVjxw6zvSQlJSkuLk6hoaGlbqPR0dGKiIgwFwnLzs5WXFycgoKCJEkBAQFycXHR+vXr9cwzz+Q5vk2bNvr6669Vp04dVa9evQzeadnW6+joaI5AA6Kjo9WhQwcNHz7c3JZ7REh+cubhf/DBB2YyHxYWpvfee09JSUl66aWXrOov7PNUkDZt2ujbb7+Vv7+/7rqLtAUoDhbZA4rpxIkTGjt2rA4dOqSFCxfqn//8p0aNGlWquiZOnKjvv/9ehw8f1sGDB7VixQoFBgaWccT/4e7ursGDB2vcuHHauHGjDh48qMjISFWpUoXVk1EsBbX/pk2bqn///ho0aJCWLl2q+Ph47dy5U++++65WrlxZqnPRXlESbm5uioyM1Lhx47RhwwYdOHBAQ4YMMYe9l7aNBgQEaN26dfrxxx8VGxurYcOG6ezZs+Z+Z2dnvfrqq3rllVf05Zdf6siRI9q+fbs+//xzSVL//v3l5eWliIgIbdmyRfHx8YqKitKLL75oLphXGmVVr7+/vzZv3qxTp06xIjkUEBCgXbt2ae3atYqLi9Prr7+un376qdBjatasqZYtW2r+/PnmYnqdOnXS7t27zS/Yctdf2OepICNGjNDFixfVr18//fTTTzpy5IjWrl2rp556ii+ogAKQ4APFNGjQIF29elXt2rXTiBEjNGrUKA0dOrRUdTk6Omr8+PFq2bKlOnXqJAcHBy1atKiMI7b2/vvvKyQkRD179lSXLl30X//1XwoMDJSzs3O5nhf2obD2P3v2bA0aNEgvvfSSmjVrpl69eln1vpcG7RUlMWXKFHXs2FHh4eHq0qWLHnjgAau5vKVpo6+99pratGmjrl27KiwsTD4+Pla3cpRu3BHlpZde0sSJExUYGKi+ffua85ldXV21efNmNWjQQI8++qgCAwMVGRmp9PT0W+p5L6t633zzTR07dkyNGze2GtqPO9OwYcP06KOPqm/fvgoODtaFCxesevMLEhoaqqysLDPB9/T0VFBQkHx8fKzWTSnO5yk/vr6+io6OVlZWlh566CG1aNFCo0ePVo0aNazWrgDwHxajLCZBAnYuLCxMrVu31vTp0ys7lDKTlpYmPz8/TZs2TZGRkZUdDlAo2isAALYvJSVFHh4eOnzyvNzLcPpSeUtNSVGTel5KTk4u02lX5YHJLMAdYs+ePfr111/Vrl07JScn680335QkRUREVHJkQF60VwAAgJIjwQfuIFOnTtWhQ4fk6Oiotm3basuWLfLy8qrssIB80V4BAABKhiH6AAAAAIByxxD98kcPPgAAAACgwlj++LEVthQry08CAAAAAGAHSPABAAAAALADDNEHAAAAAFQcyx8PW2FDsdKDDwBALkOGDJHFYpHFYtGxY8fy7I+KijL3v/HGGxUe3+1kzpw55rWYM2dOZYdTZopqA5XFXq83AKDs0IMPACiSxVLwV9fVqlWTp6enWrZsqe7du2vgwIG3/QqztiDnywN/f38NGTKkUmMpb8eOHVOjRo0kSQ0bNrytkmoAAGwJPfgAgFuSlpamhIQErVy5UiNHjlTTpk21du3ayg7L5v3tb3/T3/72N3pqAQBAsdGDDwAoke+++87qdWpqqvbu3asvv/xS58+f19mzZxUREaGoqCi1b9++kqIsP2FhYTIMo7LDAADAZjEFv/yQ4AMASqRXr155tg0cOFATJkxQt27dtGvXLmVkZGjMmDHatm1bxQcIAABwh2KIPgCgTNSqVUtz5841X2/fvl0JCQmVGBEAAMCdhQQfAFBmgoKC1KRJE/P1/v37zef5rQC+e/duPffcc2ratKnc3d0LXB08OTlZ06ZNU5cuXeTr6ysnJyd5enqqbdu2Gj9+vE6dOlWs+K5evarJkyfr/vvvl4eHh9zd3RUUFKRXXnml2F9GlHQV/ejoaA0fPlwtWrSQp6enqlatKk9PTwUHB2vMmDHaunWrVfmcunNs2rTJ3Jb7UdDc/KysLM2fP1+9e/eWv7+/qlWrJjc3NzVr1kzPPvusdu3aVaz3KUmLFi1S165dVadOHTk7O6tRo0YaNGiQduzYUew6KlJqaqoWLVqkYcOG6f777zevd40aNRQUFKRnn31WO3fuLFXdS5cuVY8ePVSvXj05OTnJz89PvXv31oYNG4pdR3p6umbMmKGePXuqfv36cnZ2loeHh+655x69+OKLiouLK1VsAGBrLBbbe9gKhugDAMpUnTp1dPjwYUk3EvOCTJ48WRMmTFBWVlah9S1ZskTPPfecLl68aLU9MzNTSUlJ2r17t6ZPn65PP/1UgwcPLrCeo0ePqmvXrmZsOWJjYxUbG6vPP/9cS5YsKertFdvFixc1ePBgrVixIs++pKQk7dy5Uzt37tT06dO1d+9etWrV6pbPeeDAAfXu3Vu//vprnn1xcXGKi4vTrFmzNHLkSE2fPl0ODg751nP16lX17t1bK1eutNp+7NgxHTt2TAsWLNB7770nLy+vW465rGRmZqpOnTpKT0/Psy85OVnJycmKjY3VrFmzNGzYMH300Ue6666i/wy6fv26nnjiCX399ddW20+fPq1vvvlG33zzjYYPH66PPvqo0LtNbNq0Sf3798/zZVRGRoYOHjyogwcP6pNPPtFbb72l8ePHF/NdAwBgjQQfAFCmzp07Zz738PDIt8zixYu1evVqubm5adCgQWrXrp2qVq2qmJgY+fj4mOVmzpypYcOGyTAMOTo6KiIiQp06dZK3t7cuX76srVu3asGCBUpPT9eQIUPk6Oiofv365TnfpUuX9OCDD+r48eOSpHr16unpp59WYGCgUlNTtWrVKi1btkyPP/54mSTaFy9eVEhIiNkj6+rqqj59+igkJEQ1a9ZUamqqDhw4oDVr1ig2NtZq0b6cRQwfeeQRSdLdd9+tv//973nO0aZNG6vXe/bsUWhoqFJTUyVJHTt2VI8ePdSwYUNlZ2dr//79mjNnjs6ePauPPvpImZmZmjFjRr7x9+vXz0zuXVxc9PTTTys4OFjSjakXs2fP1rhx48wYbwfZ2dlKT0+Xt7e3OnfurFatWsnX11cuLi5KSkrSrl27tHjxYiUlJWnGjBmqXr26Jk+eXGS9r776qpYuXaq6devq6aef1t13362rV69q/fr1WrRokbKzs/XJJ5/I2dlZ06ZNy7eO1atXKyIiQteuXVOVKlXUrVs3denSRX5+fkpPT9euXbv05ZdfKjk5WRMmTJAkknwAQOkYAAAUQZL5KExsbKxV2ePHj5v7Zs+ebbWvadOmVvtvtm/fPsPR0dGQZAQEBBixsbH5louJiTF8fX0NSYa7u7tx4cKFPGWGDh1qnrdjx45GSkpKnjJLliwxHBwcrGKMj4/PU27jxo3m/kmTJuUbU3h4uFmmffv2xunTpwt8n9HR0UZiYmKe7TnHh4aGFnhsjrS0NONPf/qTIclwdXU1li9fnm+5S5cuGX/+85/NutetW5enzIIFC8z9Pj4++V73mJgYw9vb2+pazZ49u8g4CxIfH2/W07Bhw1LVcf36dWPVqlVGVlZWgWXOnz9vhISEGJIMBwcH49ixY/mWGzx4sNV7CwkJMZKSkvKU27hxo+Hq6mpIMiwWixEdHZ2nzOnTpw1PT09DklGnTh1j27Zt+Z7z5MmTxj333GPGlt91z/0ZupXrDQCVJTk5+cb/r6cvGOcvX7OZR/zpC4YkIzk5ubIvYZGYgw8AKBNJSUkaMmSI+To4OFgNGjTIt6zFYtGiRYsK3C9Jb7zxhjIzM+Xs7KxVq1apefPm+ZYLDAw056OnpqZq5syZVvt///13c7+7u7sWL14sd3f3PPU8/vjjGjNmTCHvsHh27Nih//u//5N0Y6TAqlWrVLdu3QLLd+jQwWrUQmnMmjVLR48elSTNmDFD4eHh+Zbz8PDQkiVLVL16dUnKt8d5ypQpVvXmd90DAwP1+eef31LMZc3BwUHdu3dXlSoF/2lTq1Ytffnll5JurFXw1VdfFVmvm5ubvvnmG9WoUSPPvrCwML377ruSJMMwNHXq1DxlpkyZYk4v+eabbwq8daSfn5+WLFkiBwcHZWVl6cMPPywyNgCwXRab+rGlG+WR4AMASmTZsmVWj6+++krjxo1T8+bNzcXXHB0d9cEHHxRYxwMPPKB77723wP2XLl3S999/L+nGUPXcC/fl5y9/+YuZRK9du9Zq38qVK5WZmSlJevLJJwtNpseOHVtoglgc8+bNM5+/8sorqlmz5i3VVxw5dy/w8/PTk08+WWjZWrVqqUePHpJuLBiYkZFh7jt27Jj27NkjSWrWrJlZLj89evRQYGDgrYZe4Zo0aWK2ge3btxdZfsCAAfL19S1w/9ChQ82pKCtWrLBaA8AwDPMLhZCQEHXs2LHQczVv3lzt2rWTlLcdAwBQHMzBBwCUSFHzrmvXrq05c+YoJCSkwDJFJTrR0dHKzs6WJDk5OWnZsmVFxuXu7q7ExETFxMRYbc+9anrnzp0LraNu3boKCgrSgQMHijxfQbZs2WI+j4iIKHU9xZWSkqK9e/dKuhH/8uXLizwmJ6lPT09XfHy82UtfkmuVUyY2NrYUUZef06dPa968eVq/fr1iYmKUlJSkK1eu5Fv25MmTRdbXpUuXQvc7OzvrgQce0MqVK3Xt2jXt3bvX7KWPiYnRhQsXJEk1a9YsVjvOWfgwPj5e6enpcnZ2LvIYAABykOADAG6Ji4uLatWqpRYtWqh79+4aOHBgvsOZc6tXr16h+48dO2Y+nzNnToG3hMvPzavtnz592nxe1EiAnDK3kuDnJI3VqlUrdApCWUlISDC/DNm1a1eJF77Lfb1Kc61uJzNmzNDYsWMLTOhvlpKSUmSZgICAEpXJfQ1zt+NVq1Zp1apVxYorx8WLFwsdPQAAwM1I8AEAJWLkWvG9tFxcXArdf+nSpVLXfe3aNavXly9fNp+7uroWeXy1atVKfW7pP0mjm5vbLdVTXLdyrSSZ0xekir9WZSnndoo5QkJCFBoaqkaNGsnDw0NOTk7mvqFDh+r3338v8haNUvHeY+4yOXcxkMr23wYA7Imt3VvelmIlwQcA3HZyJ8f/+7//qxdeeKFM6ipOz25aWlqpzyVJ1atX18WLF62S5fKU+/09+uij+vbbb8ukroq4VmUp5/ZyDg4O+u677wpcaFCSnn322WLXW5z3mLtM7gUcc1/PsWPHFngbPQAAygqL7AEAbju5h/AnJCTcUl1+fn7m88OHDxdZvjhlCpMTe1pamk6cOHFLdRVH7vdna9eqrMTHx5ux9OrVq9DkPiUlJc80jsKU9DrkHlJflu0YAIDiIMEHANx2OnbsKMsf4+HWrFlzS3XlrEouSRs2bCi0bGJi4i0vGtepUyfzec6dAEoj5/0XNSXCy8tLd999tyRp9+7dOnv2bKnPWZJrJUnr168v9bnK0pkzZ8znRa0LsHbtWnPNguJYt25dofszMjK0detWSTfuHtG6dWtzX+vWrc0V9jdu3Gh1xwIAAMoDCT4A4LZTp04dde/eXZL0yy+/aOHChaWu6+GHH5ajo6MkacGCBYUmwNOnTy/WvOzCDBw40Hw+efJkJSUllaqenOHdxRkiPnjwYEk37u0+ceLEUp1Pkho2bKg2bdpIkn799VetXr26wLKrV6++bVbQzz0HvrAe98zMTP39738vUd3z589XYmJigftnzZplzrXv2bOn1ar3Dg4O6t+/vyTp/Pnzev/990t0bgAASooEHwBwW3r77bfNxPyZZ54pMsm/ePGi3n//ff3www9W22vXrq0hQ4ZIujE8+4knnsh3fvx3331XJglYu3btzNvjnTx5Ug8//HChCeL27duteqBzNGrUSNKNRPvq1auFnnPEiBHy9/eXJH322Wd69dVX8yw2mFtmZqYWL16sjz/+OM++l19+2XweGRmpuLi4PGXi4uIUGRlZaEwVqXnz5uYXIsuXL9e2bdvylLl69aoGDBig/fv3l6ju1NRU9enTJ98V9zdv3qxXX31V0o0RF7mvXY4JEyaYd5V47bXXNH369EJHEKSlpWnWrFm39KUWAODOxSJ7AIDbUuvWrTVjxgxFRkbqypUrevLJJzV58mSFh4crICBALi4uSk5O1uHDh7Vz505t3rxZ169f17x58/LU9Y9//ENr1qzRiRMnFBUVpaCgIEVGRqp58+ZKTU3V6tWrtXTpUtWsWVOtWrVSVFTULcX+xRdfqH379vrtt9+0fft2NWnSRH379lVISIhq1qyp1NRUxcbGas2aNfrll1+0Z88e+fj4WNXRpUsX7d+/X2lpaQoPD9egQYNUu3Ztc+h+ixYtzDnzrq6uWr58uTp16qRLly5p8uTJ+uqrr/T444+rVatWql69uq5cuaKEhATt3r1bP/zwg1JSUvJN0vv166dFixZp+fLlSkxM1L333qunn35awcHBkm58ITF79mxduXJFjzzyiL777rtbulY3u3Tpkl577bVilQ0KCtKTTz4pR0dHDR8+XJMnT9a1a9cUGhqqIUOGqF27dqpWrZpiYmI0d+5cJSQkqHPnzjp06JB5O8OiPPbYY/r2228VGBioyMhIBQUF6erVq1q/fr0WLVpkjvgYM2aMQkJC8hzv5+enxYsXKzw8XBkZGRozZow++eQTPfLIIwoKCpKbm5tSU1MVHx+vXbt2acOGDUpPT9dbb71V/IsGAEAOAwCAIkgyH6U1e/Zss47Zs2cX+7g1a9YYvr6+VjEU9HBycjJWr16dbz2HDx82mjRpUuCxnp6exvr1643Bgweb2+Lj4/PUs3HjRnP/pEmTCoz7/PnzRteuXYsV9759+/Icf+rUKcPb27vAY/K7hocPHzaCg4OLdU6LxWJMnDgx39ivXLliPPzwwwUe6+DgYEydOrXU/6Y3i4+PL1bMNz8iIiLMOjIyMoxu3boVWj40NNQ4f/680bBhQ0OS0bBhw3zjyd0GfvvtN6Nfv36F1vv8888bWVlZhb7Hn376yWjWrFmx3peDg4Mxc+bMPHWU1fUGgMqSnJxsSDKOn7loJF25bjOP42cuGpKM5OTkyr6ERaIHHwBwW+vatauOHj2qBQsWaNWqVfr555/1+++/Kz09Xe7u7vL391erVq304IMPKjw83BwOfbPGjRtr//79+uc//6mvv/5av/32m7Kzs1W/fn317NlTL774ourXr68vv/yyTOKuVauW1qxZow0bNmj+/PnaunWrEhMTdfXqVXl4eKhJkyZ64IEH1KdPH7Vs2TLP8b6+vtq9e7emTZumH374QfHx8bp8+XKhi+41btxY27dv17///W8tWbJEP/74o06fPq3U1FS5urrKz89PQUFBCg0NVXh4uDkN4GYuLi5auXKlFi5cqC+++EJ79uzR5cuX5ePjo44dO2rkyJEKDg7WnDlzyuRalQVHR0etXLlSc+bM0dy5c7Vv3z5dvXpVtWvXVosWLdSvXz8NGDBAVaqUbHbiXXfdpQULFuixxx7TF198ob179+r8+fOqVauWQkJCNHz4cHXu3LnIeu677z7FxMRo6dKl+v7777Vjxw6dPXtWaWlpcnNzU/369dWiRQuFhYXpv//7v/OM6AAAoDgsRmF/KQAAAAAAUAZSUlLk4eGh42cuqnr16pUdTrGlpKSooY+nkpOTb/u46cEHAAAAAFQYyx8/tsKWYmUVfQAAAAAA7AAJPgAAAAAAdoAEHwAAAAAAO8AcfAAAAABAhbFYbjxshS3FSg8+AAAAAAB2gAQfAAAAAAA7QIIPAAAAAIAdYA4+AAAAAKDCWP542ApbipUefAAAAAAA7AAJPgAAAAAAdoAh+gAAAACAisMY/XJDDz4AAAAAAHaABB8AAAAAADtAgg8AAAAAgB1gDj4AAAAAoMJY/vixFbYUKz34AAAAAADYARJ8AAAAAADsAEP0AQAAAAAVxmK58bAVthQrPfgAAAAAANgBEnwAAAAAAOwACT4AAAAAAHaAOfgAAAAAgApj+eNhK2wpVnrwAQAAAACwAyT4AAAAAADYARJ8AAAAAADsAHPwAQAAAAAVh0n45YYefAAAAAAA7AAJPgAAAAAAdoAh+gAAAACACmP548dW2FKs9OADAAAAAGAHSPABAAAAALADJPgAAAAAANgBEnwAAAAAQIWxWGzvURoff/yx/P395ezsrODgYO3cubPQ8kuWLFHz5s3l7OysFi1aaNWqVSU+Jwk+AAAAAABl6Ouvv9bYsWM1adIk7d69W61atVLXrl117ty5fMv/+OOP6tevnyIjI7Vnzx716tVLvXr10oEDB0p0XothGEZZvAEAAAAAAAqSkpIiDw8Pnb2QrOrVq1d2OMWWkpIi71oeSk4uftzBwcG6//779dFHH0mSsrOzVb9+fb3wwgv661//mqd83759lZaWphUrVpjb2rdvr9atW+vTTz8tdqzcJg8AAAAAUGFSUlIqO4QSyYn35ridnJzk5OSUp3xmZqZ+/vlnjR8/3txWpUoVdenSRdu2bcv3HNu2bdPYsWOttnXt2lXLli0rUawk+AAAAACAcufo6CgfHx8FNKpf2aGUmJubm+rXt4570qRJeuONN/KUPX/+vLKysuTt7W213dvbW7/++mu+9Z85cybf8mfOnClRnCT4AAAAAIBy5+zsrPj4eGVmZlZ2KCVmGIYsN622l1/vfWUjwQcAAAAAVAhnZ2c5OztXdhjlysvLSw4ODjp79qzV9rNnz8rHxyffY3x8fEpUviCsog8AAAAAQBlxdHRU27ZttX79enNbdna21q9fr5CQkHyPCQkJsSovSevWrSuwfEHowQcAAAAAoAyNHTtWgwcP1n333ad27dpp+vTpSktL01NPPSVJGjRokPz8/PTuu+9KkkaNGqXQ0FBNmzZNPXr00KJFi7Rr1y599tlnJTovCT4AAAAAAGWob9+++v333zVx4kSdOXNGrVu31po1a8yF9E6cOKEqVf4zoL5Dhw5asGCBXnvtNU2YMEEBAQFatmyZ7rnnnhKd12IYhlGm7wQAAAAAAFQ45uADAAAAAGAHSPABAAAAALADJPgAAAAAANgBEnwAAAAAAOwACT4AAAAAAHaABB8AAAAAADtAgg8AAAAAgB0gwQcAAAAAwA6Q4AMAAAAAYAdI8AEAAAAAsAMk+AAAAAAA2IH/B6y0q5kJrIJCAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "loss,accuracy=model_4.evaluate(test_url,test_target)\n",
        "print(f\"The accuracy of the model_4 is :{accuracy*100:.2f}%\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "k9LY26RLVbOl",
        "outputId": "c9edc873-1266-47cf-f7ad-2517c6948f42"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "567/567 [==============================] - 2s 3ms/step - loss: 0.0746 - accuracy: 0.9073\n",
            "The accuracy of the model_4 is :90.73%\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_5.save('model_5.tf')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "I0joZ9RFWWhc",
        "outputId": "5b2e7db2-675c-4a0c-f57e-f4dc775900e0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING:absl:Found untraced functions such as lstm_cell_3_layer_call_fn, lstm_cell_3_layer_call_and_return_conditional_losses, lstm_cell_4_layer_call_fn, lstm_cell_4_layer_call_and_return_conditional_losses, gru_cell_5_layer_call_fn while saving (showing 5 of 8). These functions will not be directly callable after loading.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_url[21],labels[np.argmax(test_target[21])],labels[np.argmax(model_5.predict([test_url[21]]))]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "65_9sylSXhF4",
        "outputId": "ec9860c2-601f-4f35-dbfc-c6d8a7cf3554"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "1/1 [==============================] - 0s 68ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "('http://www.medicalpost.gr/index.php?option=com_content&view=article&id=158:asfixia&catid=20:2008-12-21-16-58-37&Itemid=98',\n",
              " 'defacement',\n",
              " 'defacement')"
            ]
          },
          "metadata": {},
          "execution_count": 234
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df[df['url']==test_url[21]]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "61AcxB5DYhxq",
        "outputId": "b3c8b9c9-8eb4-4da8-b713-96e0d1e23305"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                     url  benign  defacement  \\\n",
              "10616  http://www.medicalpost.gr/index.php?option=com...       0           1   \n",
              "\n",
              "       malware  phishing  \n",
              "10616        0         0  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-13fc4722-542f-4728-8b02-3398561cd7dd\">\n",
              "    <div 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>url</th>\n",
              "      <th>benign</th>\n",
              "      <th>defacement</th>\n",
              "      <th>malware</th>\n",
              "      <th>phishing</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>10616</th>\n",
              "      <td>http://www.medicalpost.gr/index.php?option=com...</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-13fc4722-542f-4728-8b02-3398561cd7dd')\"\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 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\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",
              "    [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-13fc4722-542f-4728-8b02-3398561cd7dd 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-13fc4722-542f-4728-8b02-3398561cd7dd');\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",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 231
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "-NtvCh_TY9L_"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}