Beer_Production_Analysis_&_Prediction.ipynb

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      "source": [
        "# Monthly Beer Production - Time Series Analysis"
      ],
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      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Importing libraries"
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        "id": "TTfSP5gaywM1"
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        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")"
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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "from statsmodels.tsa.statespace.sarimax import SARIMAX\n",
        "from statsmodels.tsa.seasonal import seasonal_decompose\n",
        "from sklearn.metrics import mean_squared_error\n",
        "from statsmodels.tools.eval_measures import rmse"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Loading dataset"
      ],
      "metadata": {
        "id": "CVo69r7jyt79"
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      "cell_type": "code",
      "source": [
        "df = pd.read_csv('monthly-beer-production.csv')\n",
        "df.head()"
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              "     Month  Monthly beer production\n",
              "0  1956-01                     93.2\n",
              "1  1956-02                     96.0\n",
              "2  1956-03                     95.2\n",
              "3  1956-04                     77.1\n",
              "4  1956-05                     70.9"
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      "source": [
        "## Exploring data"
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            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 476 entries, 0 to 475\n",
            "Data columns (total 2 columns):\n",
            " #   Column                   Non-Null Count  Dtype  \n",
            "---  ------                   --------------  -----  \n",
            " 0   Month                    476 non-null    object \n",
            " 1   Monthly beer production  476 non-null    float64\n",
            "dtypes: float64(1), object(1)\n",
            "memory usage: 7.6+ KB\n"
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        "df.Month = pd.to_datetime(df.Month)\n",
        "df = df.set_index(\"Month\")\n",
        "df.head()"
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              "            Monthly beer production\n",
              "Month                              \n",
              "1956-01-01                     93.2\n",
              "1956-02-01                     96.0\n",
              "1956-03-01                     95.2\n",
              "1956-04-01                     77.1\n",
              "1956-05-01                     70.9"
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              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-fa3679ec-d8f3-4d0a-96a0-e18dda56b25e\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-fa3679ec-d8f3-4d0a-96a0-e18dda56b25e')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-fa3679ec-d8f3-4d0a-96a0-e18dda56b25e button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 476,\n  \"fields\": [\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"1956-01-01 00:00:00\",\n        \"max\": \"1995-08-01 00:00:00\",\n        \"num_unique_values\": 476,\n        \"samples\": [\n          \"1994-12-01 00:00:00\",\n          \"1958-10-01 00:00:00\",\n          \"1966-12-01 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Monthly beer production\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 33.738724583011134,\n        \"min\": 64.8,\n        \"max\": 217.8,\n        \"num_unique_values\": 383,\n        \"samples\": [\n          174.4,\n          153.2,\n          147.5\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.index"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pAYxeCXBXnuA",
        "outputId": "a0464147-0834-477a-fbba-69f51fe41480"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "DatetimeIndex(['1956-01-01', '1956-02-01', '1956-03-01', '1956-04-01',\n",
              "               '1956-05-01', '1956-06-01', '1956-07-01', '1956-08-01',\n",
              "               '1956-09-01', '1956-10-01',\n",
              "               ...\n",
              "               '1994-11-01', '1994-12-01', '1995-01-01', '1995-02-01',\n",
              "               '1995-03-01', '1995-04-01', '1995-05-01', '1995-06-01',\n",
              "               '1995-07-01', '1995-08-01'],\n",
              "              dtype='datetime64[ns]', name='Month', length=476, freq=None)"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.index.freq = 'MS' # monthly (month start)"
      ],
      "metadata": {
        "id": "0tw5uhxczVWr"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Data Visualization"
      ],
      "metadata": {
        "id": "F2f4A4xDRGzb"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Seasonality"
      ],
      "metadata": {
        "id": "Ts-2Fe5GRMlW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.plot(df.index, df[\"Monthly beer production\"], linestyle=\"-\")\n",
        "plt.xlabel=('Dates')\n",
        "plt.ylabel=('Total Production')\n",
        "plt.show();"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "eTIHolW2zZn3",
        "outputId": "479ee876-5877-45c9-a5df-e481ac2b8785"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Seasonal Decompose"
      ],
      "metadata": {
        "id": "2s5R9mRLS5qK"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "a = seasonal_decompose(df[\"Monthly beer production\"], model = \"add\")\n",
        "a.plot();"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "tEU4T-eFx9s1",
        "outputId": "7e72146b-512e-4586-b572-5ee52ecbdff2"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize = (12,5))\n",
        "a.seasonal.plot();"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "gPK5dTGN0ap9",
        "outputId": "e2d4f122-eb13-4766-f22e-d8a04f102c41"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x500 with 1 Axes>"
            ],
            "image/png": 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zM0yCKhGuHWsT9kBFd+UPrcNNtAXsAhNTfl+s+Qz5fBvJK2Qz/V5H/sB8EzPB4ZMnEu8qu9DRKnqCZbOLBT0VOoZMcDh2uHteQ4Yx9cUiLsKd12K/W8mdk4OKpstftp6pw8oW0XUGK3vQ81p9dp4GbGeo84n0DvdwZItwuzdsnelttnJgLLn9+iZmIAwVLSJH564OrXEz6Dno3uJI9t7BstljN2tenMo+d3WNCbe26HPKxHmtXiFYA4M2U4OaAUOwep01G1qho6e50CEHNUObT+w3qBkW5LCvoGZoTycO+q72ODs/tDEE6izxhowCGscQ/LIHxsHUq50ZY+BGNvn9c3WNCbe2+pxFoM4SsyEpAzOUg05aj0hVFW8o+3knW4Q7F8ovMBFlD8y59gr1HJqdGXKXmDqGwC0W9FbIHosFvcmnk+MOORY7KoVstM70WcgecBw5tKcT1TUm3No6Kh2/oRUL6DBVYuAx6CCeTZq2Is6f9whthid+qx6D+IEFZCPPhU02Dx0l0mO3ktydR3cp+GRG/SStg/ZNA9Z3OgEWtZANFV3KHzBnwZCTVirR3oDPncm7oi9qwv26171Ovvqrv1rOnDkjZ86ckVtuuUV+93d/t/7nBwcH8spXvlKuu+46OXXqlLzsZS+Tc+fOMbfkXXyiDmZVlf0ECPH5EvbeiWQXQzaUbIKUvuZCh0ZWx4YcMu8TvePXV6FjwMkTRWeIZ8MuFvRW6KCTM6Jl9xjPDI28i0iGx+5w91UMHhpZHXuWuDe/OrikdbgxMLtRqS5qwv2c5zxH/s2/+Tdy3333yXvf+1550YteJN/6rd8qH/7wh0VE5Ad/8AflN3/zN+VXfuVX5O1vf7s8/PDD8u3f/u3MLXnXoMld2MRjvZFIQUWX8nuCHA6NNE09F4atOSrEY0MjOGTagn4JDocjW4R7V5fsOTmiLTg6vmnAeyd3Kwfnmzb92MihxTPDJk1rEmK2b+KSwGJli/RJRoqV3ZE/MN+krjlT+Ld8y7e0/v4nf/In5XWve53cfffd8pznPEde//rXy5ve9CZ50YteJCIit99+u3zlV36l3H333fL1X//1zK1ZF3uAfsgkI0OeozgkdliGDKcZ8hgCn+BwuLBsLtSzv9n5ISdPQ3v/fNBzoQMeQzjsDY0yLARTvzaSJ5v/GsKAO61Di4F72jud54I5fz40zgLyWKW6epvh3mw28su//Mty+fJlueWWW+S+++6T1WolL37xi+s/8/znP1+e+9znyl133WWVs1wu5cKFC62/kOvozGtBRRvkD0vpud1KMmyvp0LHkFk9h1Ys6HX+fGDJE/Ut6z4JgajPJA0smGwFZFDRXfmjzjSyh6wzQ06e2NwofRULBvaSw5Bh2cymkEibT2dwxYLexiqhojuLnnB/8IMflFOnTslisZB/9I/+kfzar/2avOAFL5BHHnlE9vf35Zprrmn9+RtvvFEeeeQRq7zXvva1cvbs2fqvm2++Gbrffo08VjYzMRPpr/M0tFniIXcrex2hGFhQM+iOH5EJdtg60yOz/cDsDHUed8Adv16RBQMjHqPqzICZ7QddLOizCD+0YsGQ45m+EHts0mPiuQ+epfwrvuIr5P7775d77rlHXvGKV8jLX/5y+chHPpIs79Zbb5Xz58/Xfz300EPA3fY8/E8kGeHvnSebofPts8HKZs+FMjvo7O48t5o9XEIg+rxWT4RAg5uD7pMQaGBweC7x2NHwTXzUG1g20e+J6PoOlk184YItXz2XoXEWsO17f4U9qOiufOJdZfPpoHWSiUoriqJHfecm3NQZbhGR/f19+dIv/VIREXnhC18o73nPe+Q//sf/KN/xHd8hh4eH8tRTT7W63OfOnZObbrrJKm+xWMhisaDtlw+NYDIfH5Gq6sASvyHPaw16DOGIVLOHVujoFY1CnceFii7lUzkLyMWxnooFQ0YWDI9EasCQ8nEMwS5/oPGMnjwNKY7cbgtZK/sd0hjCerNt+TsmsgBOJqdtdmi+SV29v8O93W5luVzKC1/4Qtnb25M777yz/mcPPPCAPPjgg3LLLbf0va16tSCHAyYZGfL8+eACgwGPIbADskFzFgw5IGMWC/rsVg743IdG7sIcQzgqxbEhFwsonaeBJn7bbSErJYsf0hjCerNtfUsqKSb4XFbaYQypwNRr4kc8F5Fh2RlVdikfKp7um9RF7XDfeuut8tKXvlSe+9znysWLF+VNb3qTvO1tb5O3vOUtcvbsWfne7/1eefWrXy3XXnutnDlzRr7/+79fbrnllqeNoVyE26HQ5Q8u8WO+qdxjd35w84lDnr1pQY3QsoeLLGC/7Xt0CIGGBR+jMsGueEG8yHA5C/TEb0hvzOpdsyG9MbveFq1u1qCC+E4CAhXPJTodcMePnfj1NUolQvZNxHMRGRa6tptwDysWUxc14X700Uflu77ru+Rzn/ucnD17Vr76q79a3vKWt8jf+lt/S0REfuqnfkqm06m87GUvk+VyKS95yUvkp3/6p5lb8q4+K/H4d/wUSCC5WACfgx4ybK9XnRnu3odk5EX603fKvFZfnSfw3tnzWsxgkt41I74brEMOmWR1TA4NivweExDm2TB9h8iw/GqfSStTdikfKp4co7L1nWhn2Pre09vqFPk9IYxEhhXP6IuacL/+9a93/vNjx47JbbfdJrfddhtzG1GL/awA87kePjGNmtDzqkxssgsmLJvNBDukqiobcsgkwNpui/4g5YTkSd0vnkSKZwfYkEMm6c2QYXt692ZId7Wzd6ZvQt8lrfMEjwmITwF1zx0qvjeCWRGGzvQJsR3O3tW7JDKsxI+9dyaCqU+dod/VAY0h6Kv3Ge5n+urzyZshBWQd+QPqPHUSP2rSChUtm23BndcaMuRwwLC9PiGHQ9IZNtSTG5CRdWbAQXxfxSu2fLwd0IL4ARGPdc59QDFBx84MqMPNLjD1FeeJDCsGps8S9xSjigyLs2DI8Yy+xoRbW2zIYWtea0CQlC7L4XCUnu1cmTMgvcKYiB0KkYHrzIBmzXqFesLPpZ2A4L8rjxCIHZBRCQiHPBc65MRvwHOhHTsz5GLBgBK/jl8dUjGYjkYZbkxwSIwj9e78kPh02PEMG9WsrjHh1hbz2ZhOUEOtxENFd/bOnAcbZ83Mskv5UPG97p05D8ZkVRbh3if2uVORBeSghspZMDBURF+cAiIDezamY2eG250flG/Su/MDjgmovoms70OKCbqdVqj4nnVmQHe1x8YNf9wJKp7Op6OuMeHWVp+QQ3TVdoQcWmT3CMFiQw6HNK/VZ+eJ7qCYOkNGFuBnuI8G5HDIQc3QIIfMVyj6HEOAJ2YDRhb0ydo85HiGjkahIsegovlQ/j5HVwaEUOXHMyrPxcDu6tjhfvpWCx5MhB6LsGeJB1YsWA03MKAGNWTCiOWADSUTys+G7fVKgDUgzoJeCYHI9p0KOWT7JiZpGtlGMslI8aRmwx1D4HMW9AixHdDe+/Sr9OepqPYdKppfYCLGwPyxSqadIedNZNJjdY0Jt7aOzKzZ0CpkTCg/uVhAraoOmPmYDjkcMiy7zy7xkIsFVEg5VPSgK/G9IpjY0GYqGmVYgfCgSaSOCIJp0HHkgOOZoc0Sj5wFftkiZKTk2OHud/Vp5IcEyx5yx48NwWo/eQMVPWhDedDp3gxn73yiDl4XYcisnt0uAlT8oOdx+ySmGRYh0HD1/WgVsgcUzwyapbw/Znt6DDwgAiy6b+oRoTqylDeLiWrW15hwa6tP0jQ86UKjOGxiGu77uMMKhPt0UMwZQv58IlY+dcavx+d6BqfvPRLTUBlJB01wCJbd4yzx4HzTgIs0/ZJiDllnsPKXzLs6YNI0vs4QR+R6JcVkF/ag4rlPtLJjYOJd1deYcGvrqECw2MQ0Q0pAjlJ3fhxDMMtHG2E2Z0Gv3fkBIWn6TfzIXbMhwbLZQfwRSVrpdmZIKKABI2l6RRYMOSYgF7Kpb1kPTGdGAlu/bJFhjSHoa0y4tcUkHKK/n0gl7yK/47fqjyBlUCzlZFj2kI08lwCrv2IBvruiEwLx5A9tlphrI3vsgAwMls18d54N9eyTvGtIoytsksB+4cHD1XcqKSbad5AJDrn8ImyiPWIcyR6r7POuDmh0RV9jwq0t5sfts+OHlt/ncw7bAtt9YiMLqJDDPgmBBlyZHHSxYEB2QJc/PM4CYrHgKHX8BvSk2VEiIx0U6q1POPzQdKbP56mG5Fd7fNJs9E2q7KPT4R5SDKyvMeHWFtOJ9BnUoOX3Oa9VyufJxneh1bkhqOhBz4XqxSu4zhyROWi2HRiSc9W7CExegaHd1WGTpvWn70zfxIYHc/lFoKJ7HUPA7123M8MdQxiUbzpCXEBD4tPpImmw8nst0jD96phw97uY5AJ9zhKj5fcZkImA995jUCMyrDEE7jwueV6rT2IaKmyPDDkcEGxvrMTbFxXqSQ5q+uVGGQt71WIWaQbNDt9Bo0DF98vRQYQfD1pnhmZnBspZUBQFuVjAiwk226L1HUdIec+L2R3qE05TygfK7hFSLoJV/EEXC4Y8htAn1JMOD4aK75dEakgJyJDfnSfP+PUJORyhnmb5YxCvyO6TtXlAPltEs+8DGkMoimKwYwjbbSFrRU+GRFa33mxbdnFIdqZPRJ0IN0YdWcp7XkwiEDrxGNGJdAiBBkQ41DuyYEAdbiYRCL/jx5tv79xVaqcVC2mkk0it+ktAhowsGBJLeZ+EQMMjHutv7AZ5NkVR9EoSiJS/3RZkfefZmfVm2zoLfOJH9NnkQjPTN7ETvz4JlYdUYKITEBJzMnbBU19jwq0t5qwyuyLMhJLSIYdE+ezZm+6sMk52n5BDtPw+oc0i3MAD/oQUcVaZTvhGnK3s6gxWfp/dSqTO6MkTm0MDnfj1C8vGyWZDDpm+aaU9T8CcORUB++y+0YBDivNWxBi1Z64eaLzRadrARIsI1870yf8hwtWZId1VdrFWX2PCrS0q9IKegPA6fr3Dsoe893EMQUT6nT8X4ZIEDkpnyIkf08EydaYDOSQnIMjuzXpbtBKmIRUL6AlIj+NIQyI47HM8Q4T7KsqQkAV9cgqg5fOh9rwEZ0l+0YX6glHPsGwosqDHInkpfzjIAn2NCbe2Bk08NuTAo0fnPeRzh89rMQM+4jfdbotOBwfKWUC0A/q8lgh6pooHwdLPXGQ4OqPrOlx+n1wO4DGEPgOyQSV+faN0BqKPbPl9x0rc12hgoo3yqfO4Q26sDClG7ZF3RYR8VwdEcMgudOhrTLi11e0oAmUTnbep8zQUB8hO/JjQZh1yKDKcgE/vmomwnTdMtDF5guoMEVlgTPwG4gCN5z6QoEm3A2z5TDsgwoXwDrpYQOya4ecTBxzEH6HkCemb+mTiFiEXC4asMwNqrPTNM0RFowwYDYjmLNDXmHAry9Q1Gwq5wHpbdAIwLDyYCAUyBZNQY9Yf6YIIWmeIJH7kc+8TCiSCJjjsr+NXyh9G4qeTyYmg5x+JRHjr7t6HEjSxCx1MUkyjnQHGZFx95xYLmGR1fCI85l3lBvF9cpcwOTREyMWCAXHGsBM/3fcxZ4nZhT1qrDQgsjo2gklfY8KtLDrksEdisFI+s/IJE23p+AHlEyFepiCeC09jd814ToS+d+pdHU4CQoUHk+8q87WC3m0kkRAILb/PDrfIcCC8Q/ZNJkI27mw+TPSR4ruBE272aCOHRDxGJ03rcQwBT+xLjMXIKKBeZ7jHhLu/pR7+/rw8GsalqmWTjPz+rJTPgAdXe2cFZHuzCU0+89wnE5H5dLKTDxPfOXeGPs6nE5mUW6eeO0UfZ40Jo95VomwRjk72tXeqnSEgC1rnTkjOKHZmF9S09z4QndmQdUa3M+y7OhDftGTre4/nzhpDoOy9Y8M40OY+dIY1S0yNCQjfVMQUzzBlc/fOSFor2fDXEJhxJPnc9TUm3MpSE78F4QNUinl8b1bKJhj52XRSJ62MwKDaOyVBmE1lVietvL0zxgT2Z1OZTvHFgo7OkIzNbEIoFug6Q9DHxXxKLRYwzr36psfUBIQwf84890q2CPeuMhI/de/Y+7RpyWdAPVl71+Uzv6kI97uy985IEpgxwSB1ZtO+SyKc4lgfOoMvFmh2hun3SPDgXs6dlLT24ZtYxGMM38SMlUTI8YxmZ0aW8h5XBbvYnyuJHwFiSwniV4bEbyDFgqUh8RtOYGBKWpkJN0x0S98ZxYKukcffJVaxQL+rlGLB3qwuFjDmTqnFgj1OsYBa6FgZEj+mnaEXOmDiDb6JJ7uUPxC/Si4W6DrJtAMinM4WJSYw7J1pCxiz87RiATGe0feOHkOgNp16LhYw9XFIxQLmNxVpZud7KRaMkPL+Vh0Iz5QgnmAoq2AV+W1VyGFTLADK1/bOgqZNCYWO7t7xhnJBKtJ0dYbTnacUC1b96gzDedd7ZxQ6WHZmQ9R39dyrYgFBPmPv+rmIkHWGeC5o+f3vHSa+F9/U0hlCwbYvfR+MzrD33jl3mGijznBtJEy0Ze88+Qw+HTW+Zowh9HFX0bPEHZ0hIAsYskX6iWcY+mhaY8KtrOrDLvamMiF0WhvF5FXiF/OpTCeM7nx774wLy9p7c2GrKhZMdKMz86ZbSdUZwrks9jjJk37uPJ0RvPyOzjA63I2+Y+VXgUd17jDRyrnPmrtKkH+M2CVW7yonAeGNfxxTO37Mu0o8FxFWwMeDHB4jdyuPEbs3x0hd4s65k/WdqZPsvQ8tJuDtXfdNvBhVhFXI5usMi7OAGc8w7K9RPlFnRkh5j6s9S1z+jlHNPrHPU/p9JWml7p1ECDSr4fAw8fXZVHtnEVQxO9yUczfNnxOMGVvfZ4wiDVNnNuq5C14+89w3Bp0hdLao+s7iLND2PqQxhD7szPF9TrGgY2eI5yLCPXemDRPh6jvTZ5fyB6LvG8O5E2wwM57pa++MmKA3nWHfVUJhjxnPNDaMUyzo49xHSHmPq68g/jg98St/RyEEIihmi3iMiCw4Tk5am/lzmPhmDpoYkO3PZ9RiAePcq8SsBSln6gyJ8I3BWdDRGXrSytQZmOg2HJ44hkCxMxUaRbUzTN/EKtIQ0ShM38RGFnB0pu2zRQakM4YiDXash68zx8mJHzOe6WvvTDsgQppVZvgmw96ZMQHTDoiQCA6J8UwlGz2GoK8x4VaWKSDDzpjsnPecR1ygJn5IvdH3TpklVooFDLI6xrmr3XnG/Hln76QEhMpZMG+MGWqpJIEcgkP9rsJE0zkL6tn5OY8QiIfoaOs71s4YZucp7PN96QxOvr53CqEniV9E13eWb2IUCypCIEpMoJ0LXD7Rr+r6yJbPjJVEuH6VaQdK+UwbSYA296TvUDuj2QER7tlQZufnnGKBbscoYwKku6qvMeFWFh2WXSl9XWWCidaeSSKSSJGhntT5c0IlXg0mq4CMqzOETuuMw1lQG2Jix699V2HiO+fOeuuUyllAvKut59gYSSt97Kb8HfOuMtiDWYlf177DRCs8FyTf1IO+t9BXxL2z3j9njiFwzr07O0/huSDqzLFWd34Y8Yx57zDxVDujn0spfyD6vjGcO6NYQOwSs/bese+MoiRJZ/Q1JtzKaojHyBBb4vNU6t4pUCAG8ZiBNI361inl3MljCMS3Thd7XM4C5hMgLfIu5lMXlKR1RuUsUJ92Qctms/Kz7yoHjdKHvpPHEGqdIek7cwyBSDy22JtRkQVcO0MeQyC+S8wmxWTe1VbHb2A28jit0EHUmXV376hiQVEUvegM4xm87baQ1S5gZ9oZxvODm21R75UZA7OeTtTXmHAryzRrNhjiMTZ5Vw9EHexZ4hMEZIFxLnRgRB3t56l4ex8UZwGR3GXZsjM96AwJWcDkLGCSSLHh8Ixz72v+nE5w2IONZM2fM4sFDOIxum/qOZ5h6jvlBY09fLFATfwovomc+K13svoiOESdzXpb1IXr3sjqQLbgUDEqzHiGQVZXnYsqn64zY4e7n9UX4zSzukeHHBKr2e15XJj4zt4Z3Rva3jvP9QBlk+dCqTqjzhITiwVUnSFxFvTxBIjKUs5FdMBEGwnfGMWCYwxkgcFGUp+NYbHyE58fZPtVdLFATZ7odgbM66J2zei+Ccwvst5sa1mc7rzCFQH2q2ryxNaZ6q6i5Jv2zkJFVAslX038mPrOeAZPPXcm6u0YAVnQ17mPHe6nYbXn5PDPxlTyFwRjoxICMWbNdLZWLCnC7lxIs5XMvdPnz1ftvbNnibnvhcJEN+Mf7Plzss4wigXMtyVNJFIUGCyhWNCMDOF1piiK3uwMuliw3XYTP6wN4xFLrjfb+pwXDN+0bnxTzVkA2vtq03TNGMWxhkgVP2ZmTJ4YdmamxmIY+UsliG90BiK6lL8y2Bli4sfQdwayoDoXEVYRntd0UnXm2C6hp8TXSrGAoTNVMYIZX4sAdWanj5NJaQtESEUaQrHAtMaEW1lG0rSBzIW2mb4Jb8z2MK/VLnQMY+aJnYAsNz3sncz0TZm9MaJRYOKpnAVqUMNI/JgdPzOzPUb+RoEcUnVmhkcWqJBDxoyfeu5onTF1QKCFZuIYgnHv5A43o+PHnK3cJxQL1ASEre/wYoFh76x4Bj2G0Er89qrkCSJaRNo2Em1nlrvOvwgr8auaTjN4saA6l9l0IntV4kdr3AhUfqt4RRzPqPRRBHefjHsnMKCzOAv0NSbcyjISAlESv6pCBhOtkYwwCVLwhtJ07pS3TvcIFTIT0R4yeeroDKObiC8WbFvJE0FnNoa7CuyaNZBDnnNl7L0dxBPsjEpWRw2ECfquVLPRxQLT3jk6M4MXC8w6w9H3XnSGTTxGgEtSfNOm6c6jfRO7a6aSwE7BxYJKdpk88ZBdC2KxYG82kb0pMZ7ZU4sFYNmtc8HIFlEQTHt4xB7Thom09Z1VLFgQCkBt+TN4scBESsyYP1eLBeMMd0+LealanSc6iRQh8dP2zgjiGdDmFsshhURKhcNjDcJKOWSKztSzlfhiQSuIH9gTT8a9swmBGEF8X3aGkbSyn3hiJn5s4jFSMCnCgQczRygq2dNJSbopwpnLZ+rMfDqR+YxXLNgnBKtqF3c+43E5MOIZE+8K3TeB9Z3V8TNxRcD3TuZdaSH2YEgaHtRehBsDm7h6hkJw2CZULn9HLxaMHe5+1kE9rzWTGfjwDzdbheVwDpUtInKgzPqi5+RUGFO1dyRRx4EyA9LA9kCyVw2MqTl3jOxSvlIRBkObK30UYelMNaeMJ6YxnTtUZ1bNjDU6IDtYqckT4dyr+XCCkT8wzMkhnau69xlaZ3ayZ9OJ7O+6Zkjfp+o7ulhQ7X1vpkAOSXtH2/eDVbcTigwmVd8EP/eW7PJ3WDujyAcnCUYbRvBNrZgAlIDUeyfx3ZjvKk82Np7pfleU/JZsQoKg6iTLNzFiVF0+/q7uZCt+j+2b0DEwzc6su7YAFXMw/Z4unzFWqa8x4VZWyyCQLqyIyMkFIRBuJU8Cld9Onoh7J3QrTXunXFj1PWjw3icTDvGYSd9RgXYlW02esDpjuqso2Q0B4R45MGDpDMuBqPInpLvKcNwt+RSdaQIyBg9FXZQkvDvPvEsi7YAMrjNKAoImqBIx+1V0keYY4fkoEfLeDXeJVaRBzxIzZbfkK3cVhbroM2mdogvZBn3nEJ3iOQuYfk+kbcdYSeuCYAdU+ereccUCQ4yKHEMg2wJ9jQm3sq4aqik4Q1nKnk7KDroIL/FDV/eqc5mTkqerhw17O5rUodo76w3Yq6qxAcs/OFSqqgQ4jTE5A8m/qiRPDZwRIrolnwHlv6o6KKrO4DuKrWo2AbbHRBZcNchGBvHNd53BAz6jDSPYyNbZoLuVBDsgInJg2DvMNx0a7AzhrjK+a60zc07SetUQE+A7Tz34JlI8o9pIZBDf2AK8/2jJJuq7eu4w33So6COhWGCykYPxTS1bIFD5qh3g6EwXwcTocDPiGZO+jyzlPa3q4x5XDTE4ED5OqGC15O/PCMWChsmPEsSvDfLB1ezjBGMgorIcTmuIF0xn1so3ZeoMo1ig6CMliCfKN9sBiGgRaZ5JYtgCVd8ZiV9LPgkVcYxgB1T5xwkBWXNXSeQuinwWCoimM4odQyc4dUC2zwniW7aABIdXbRjFN+3jC9lMO1DK7547tVhAgJQz4qWWbAbxGDMmYMczprOhjK4QfRMlnjHYGaRvasUzApVP903kQoq+xoRbWabDh83eGC4sdgaEx8Br6t5w5hPx8k0VMs7sDUNnlO4NMZhcEObBmrlQEvRNhdhSAzLsNy3lEzkLWjN+BGSB0mFhzlay57XgxYJW96b8HYWzYE72TYxO6yHPFpjsAHaW2HA2RGQB1DetTfKZoysQ0SKiIwtkJx+/d/R4Rimfx1mwXHXtO5uzAA4PbnW4MbJV+Wr3H85ZQNMZU6yHkb0k2gGRnpCSLM6CFpQfL19fY8KtLLVqi57TuGqoqjLgY8cZDqrVXWF2KwkwJuVcGDN+9bnvqzMgINlVEK9UhBlwGrVLgYbtldXs8nfQyuShQT6he8OY12KOIaiwuikD6rk26AzYRrY6oYTiGAVZsDbZAYLO7OM7ii19rIIOUvcGLf/qoUlnOJ1WFmdByzexxhDQvsnEh8BCX7F8Ewn1dtCKCQQq/6pJHykQW/zZtOOZ8ndInaltAVlnGLPEB8Y4EmwjSehaky1gIAsYRfirhzzUm2mNCbeyVHIB5iwCh6jD0L2BkxlxigUt4jFwksCHAjXdG3ixwECURCMeA8PTGjIKzuxNq3sDrvSbKrZ0gsMBdm/QxYIl0Q6IkJEFBhZbCsEhwRbQkQUmFlvYCxrdu8TmueAwThOKBS1CufJ3DOIx5ugKo1igEiVxu5VMVn6+b4ITjxHtgIhqC/DFghaygDKGwH8NYUErFvTwGgKpWLAkFgtMa0y4ldWqfPZA1EEJDOZ4Y9OaD++rQgauCC9oyALe7E3ToeDA9kxwe3TXjDV7c/VQTc443RvGeIYqn2ELrhLtgIhOylb+jtNpZdoZLpkRo7BntgU83wQtFhgJ38A2UrUDpLsKRxYcqgWg8ndYnTFBeNE6w+EsYM5uMu2ALh+OLCASEIqYO9z4eIbjm1qdXHCsR/dNBkI5nL4byHfZxGNwwje1wAQR3ZZPsgX6GhNuZZnhCxjZKrEAc35FhdYxZ28Y8+ecd1qrc+d0/JaKQcC/f67AJRlVVYNO4rvEJJ2pqtkEKKmJeAx5V5dE+UuDHRiOzvDsQCmfVyxoQe0Je1dtAbqLYPRNhCfN1KIkzjd17QDDr3IZeDmd1qWhUI6eJT6uFAtoc6E0BBNLZ7ojQ/in5FQoP0S0iLR9E/pslio5LiUmMM2fP/N9U1EUSjwzpXEWtEZCQbK320IODd8VjSxo5zUY2evNVta7fR7fw+dNpjUm3MpqO8DydxQIFhU+NoXPKrOfomBS/xuDGsLsDUdnmqon9b1QIuSQ8cyFKp8BP25VPZloFAKU1GgHSN0bNGcB+wkQsy3Ad28onAUtyPpOPiGYpHAWHPLsmDp2wxwZYoxoqN2bJiaAiBYRM2kao1iA/qZFUbQ6inBo84qHLCiKQov1sPJVSDk6jtxsCznc8EYFmGOVq822ltUeq4SIp9qB5XpbJ3mM4lsD5SckxOvmgBl3lWoHtL0zUBf6GhNuZTGfAGkTJZW/40AOFeg0mhCIVSwgEo8xnxcRMRM9wd+YVWWToPx4GBN3DKFNmsbv3tAJDomwPRorP3EMgVlgoiALTE8bksgZWWR1fXRv4GMItR2YwosF223R+q40ZAFhHGm92cpq03RvaMUCwhjCalPU95LqmwhEqmoCcpxAcHhg8E3o5zAr+WjWZlM8g/YdIpxiAXNErkIVVPLhryEQYyX93PtAvaHHkUREFnM8Z4FpURPu1772tfJX/spfkdOnT8sNN9wg3/Zt3yYPPPBA688cHBzIK1/5Srnuuuvk1KlT8rKXvUzOnTvH3JZ19UI8Rp554sCy+3mDkEHKRkcWtDqtYENp6N5wdIaILJhzZlr76t6g7UDZAWHamW73BqUzeveG9V5o24ZBRHe6N6zXEBizYK3uDWFWmWkHDjft7g3r/XPGnLLevcGPIRC7idre4b6JaQfWahCP5yww6jshaW3PnRJ9E/hcRMoEhPWSQ2uWGHwuk0m5d3w8YyA1g8V55d5n04nszfD+g0lwWJ37/qzU9T6eTmTYgclkMnyW8re//e3yyle+Uu6++275/d//fVmtVvJN3/RNcvny5frP/OAP/qD85m/+pvzKr/yKvP3tb5eHH35Yvv3bv525Levqo+PXB6snq1jA7vhRiDpMF5YBfSM8aaYSJaEhUmr3hhOQGTrcwNmbqnujskJTujdgnTncbOskcrGHL6SopGloO9BOQBiBgXpXhSK7kc+DlKOLBWoXYdEiYnrm+6aDQ0Vn5oQkwfj0Fbd7Q9EZEjpKpEpAyv89BOKx6ptOJ2UgT4MHEwrZ1bnMpxOZzwgEhyY7A/6m+zs+GvjZHPKaHwcKQeBkMunHN6G/6bwUzIpnWoUIOMFsuXcawSH1dY6ZiAjcf5jWnCZZRN785je3/v6OO+6QG264Qe677z75G3/jb8j58+fl9a9/vbzpTW+SF73oRSIicvvtt8tXfuVXyt133y1f//Vfz9xea3Vnb7BwzAMDGQVKttq9acPHMPJNszcoI692bxjQN9OMNasDMgWTx7SJmLCyW9A3wtmYCYEgolvdG84YgunZGKxsEd0WgItj+/j58wMtAWHpDNMOiFRBWfm/4d0b4rnU3RvSk2YU39Hq3kxo96lFJgc+96p7g4Yfm54HZHdv4HaGou8qp8CEZ2cIBITqXRIRJV4CyV/zfVO1d9YzeG0CW4joFuJNRKi+aYL2TQohpojUvomh72jyXfVcRBjnrth3sr4zCHL11esM9/nz50VE5NprrxURkfvuu09Wq5W8+MUvrv/M85//fHnuc58rd911l1HGcrmUCxcutP5CrE73Bj3bQ4SRLm0QLGolHiK6DWMiQ2yZszeUjqLpLVJGAsIcQyBAynXoG7zibLqrYDswnYjszSbwYsHSRJBC6N7szXhjCOp7oTiYannAvXZv0HZg171BFwuWpu4N2nfMObC9KlhVIbBo31R1b2jIgjnBNykFIBHBzyqbILYEhJGIEPzHjtCTWBxb1F2z8vdDGF1RZYsI3jcRkWOdbiWp+NZ6KhRsIxfz9t4ZxJL4omFjB0SEO4qLHkPQbCTaFphWbwn3druVH/iBH5C/9tf+mvylv/SXRETkkUcekf39fbnmmmtaf/bGG2+URx55xCjnta99rZw9e7b+6+abb4bsr5uAlP+bQ7qwk02Aj1Fge+uuoUSfi969QTtvxjMXleyqe8MidVAr8ehzr7o3rPfPj+3jxxBUqD27e8OC7VWVctbZ9FkRxr1/bnheBH0uGnyM0b2h6cy+FpARbCSLIbfaO+v9c7V7w/DZImrHDyK+/ZQnegzhUOtWkuw7g0Sq2zXj6TvtXPZ3RRpSYskgZ9TPnTWGQIlnDi06A4ZOM3yTagdECMUC1UaSUG+6jWSi3vBxJKdYYFq9JdyvfOUr5UMf+pD88i//cpacW2+9Vc6fP1//9dBDD0H2Vyl93b0hGcoFo7rX6d6Uv6d2idGV8mr2hlZVJRKYVN0bUrDanr1B62M7MGA8acZCdLAMZat7QyTxE+F2b5g2TERoqIt2lxgiutO9QRcLlqa9EwgIRYRoC3hEeHX3Bt3xU7o3THSUCL5YsFRgsDSCKnrHbwovFvTmm9QuMfyucooF7Te+y9+x9J2FelsQeFcqO7DYI3WJjUhJiGgDHJ4nH18saO8drjNrpm8y753JUk6d4a7Wq171Kvmt3/otecc73iHPec5z6t/fdNNNcnh4KE899VSry33u3Dm56aabjLIWi4UsFgv4HvVqNro7dJUJwdJJF8Adv+ZspvDO0NWO0pe/5zzHRuqe73NmQPogYtIJI3DdG7XzhJV9VSFIEcE7V+Y73Pq5M9/2ZULtRQgzfobiGF42p1hgfloLIrpbiSfaAl4XgaQzxmfwSAEZuFigduVY5FqLebvAhCZLYrwbzEcWdMdu4LI7SStGvhmxhz33Bcs3qSSw6DjvsIlRRQgIJpUTQUg2bM4pdFxV5K92iognTSMhC5S9V8k33O/NdTsz0A53URTyqle9Sn7t135N/vAP/1Ce97zntf75C1/4Qtnb25M777yz/t0DDzwgDz74oNxyyy3MrXWW3r1hvp+oBkyIj3ugJX7M2ZtqzoEFH2PO9tDmtepqdvl79OxNCT/eyUbDmEgzfk1FmNe9qQsdVKI9TvemU1VF36d9/FvW+l2FE4+1YHs72SR9R79/biTaQ8/g0ZAFXdI0dHeF5Zsa+Xi+BRu0GT5/rvomgh0QYcwSqzqzk03qtOLtWJeICS6bpTM1gmkKL7w1+k7yTSoJLBn1ho+X1L3vZNPimfL38FnlfcYYgq7v5e+HcFeXGpQf7ftMi9rhfuUrXylvetOb5Dd+4zfk9OnT9Vz22bNn5fjx43L27Fn53u/9Xnn1q18t1157rZw5c0a+//u/X2655ZZeGcpF7N0bBnyh+rAipbGcTWz/VtjSjQ2ze6MXCyaTvM1bnSsBwoue11KTShFusQAte9nR9/L3FEg5CcZUd29Is/kMzgK9A4KfmVXebiehFvTuDSPQZhUL+uje4IsFOhy+/D3DN9E60HNWscA0ugIR3RrPECEimCi8K20UEDrx64cAi4MsOGhB+XeySaNaPGKzWW3Xh+Kb1FGt6lUdfCGb75vWO5lows0FbQyhsQWVPWYR7TFRRpcOOHB1ndl+sM+Cve51rxMRkW/4hm9o/f7222+X7/7u7xYRkZ/6qZ+S6XQqL3vZy2S5XMpLXvIS+emf/mnmtoyLTdTRSp6UJHWzLWolTV02iC2jezMDFwt0SAqcAVKB2OKLBeZOKyPQZhZRRPA60yJNI7F6Nnsvfz8EzgJbUANLEgwQW1qBiQZpxHMWqHZAhNe9YbCU23WGUdgrf8cg3BTh2ZnWjB/LRrKQBfvqXYWIVuyAlvgN4CUHNupNZYWudIWnM+XvGWdTvazDKJKLMEgxm7Opk1YSaRrPFkzl6opcYEL7phaUv6d4hlFQpb2gwdEZ06Im3CFVjmPHjsltt90mt912G3Mr3rXsEEaUv2dAL6YKkB8h/0BJbkSYENvmwlbyZwJKWjukC1liu/L328WComhgR7myuxc2T64uXx1DKEjIAhp0WjGU6C4uKyBbKueOnwXT917+Hs8K3YNzJeo70w6I4IsFS+W7suZCeUywJkg5Bx6MfytbPXcBy7b4JiJpGpw1v6PvEPEtnaySJzxpGtc3Hd+f1UE3C2KL7/gpndZNQZGtjyEwGKerBBZPmqah3uCkmzOZTtalbJQ+rs32HeY/FFvQl29C+I+iKJpYjwiHZ+VNptXrO9zP5GUlTSNAjWZa0potu357V4NGUJ6NaX6PuFTsCtlSmX9UofwI+dZZYgLjtD6GkC+bXZnszt6gOQs674VSujfl79gQLLidmePnQruEb+XvB4Es0CC26FliI/EYiz2Y9BoChSRQ77QS7xMbWYDmLFC7cmifbS0GD4Cz4GpnLpRkC/YIyAKbbwLL5/C68HxTURTaXRWYbBETQrX8PeJstttCiyN3suEdaDxnwXqzldWuMNPLSw5A37TaFPU+1dFEdKGDRb5rWmPCvVv22RuMfNNbp6X8/I+rvkUqwuj4dR2UCLY7rxtKdMCnIwsw586dvTExkoqA9k7u3pjg8CLYYkEf3Rs0waGetMKLBaY3N8ndG0bQBA/IOjZyJ59Iiska/4AXC4ivIXS6NyT0Vauwxyb0BOxd7d4wijT1mNk+vlhQFIXGc7GTPYDEb7Mt5HDdRXTw3rLG2YLVZlujCdrPnGaLFhGubzrcbGubcmwfz1nAHJGrkm0RzosCahdXBDuGcKDufR9fLOgU4YGvIVS+Q0Tk2D6+oNrESjoX0Jhw01fnKQoWfEHvVkIUUyNIYRUL9vHFAtvbj/jZSgKyQE/8iGRGtDGEHln5RcCoCFL3phVMwosFlm4lgdGa9RpC571QIs/FEIL4dgKCnz/v7r38PcIOdLo3aGSB5UkzhG/Suzf4N2Z5yIJW94ZBPGbp3iD2riYgTGTB8Y7OIPauBPEqwSEJFYH8rpXsSj5rtIThmyrZItpdhb2kw0NF6OfOSvx0fhG0zizmU4LOaL4JWSzYnctkIrI/m8Jzg6VmI9F5k2mNCfdu8WfNul0ElHydIIXVRVANZSk/X7ZKlCTCY4JdzPGwbJ2IaVA600lacbK7HRDs3mtkAcG5ltC37tMrIqC92xI/gMqo3Ztjcx6ygPHGrN690TkLcldtZwholMPNtp6JW+zhOQv66t6ohQ58AQjvmw60vbPeJ2eg3g60xA/+0gIxJrAlfrTXECq0C8R3KHuf4zvcnXeJgTFBJXsyKZMn1t4ZnDTVN51ORPZmE/hse0ffgXuvzqXaN4tfhMFZ0MS/U5lMJjydoRSYmkbiZDKB8+l0yHeBdsa2xoR7t7rdm/L3jKptaw6a0GmdAhVH7960u/N4SDkyMCiKpnvD6M4vNWODZJzebIu6e8MYQ9AJUpBwzNWmaOBj87a+IzkLGGMIOnwMzVmwXOl7xyV+aveGoe86EyxSZzpBPAlZwND3g0NdZ7DIgt66N3OFswA94lAnIOXvKd0bMqQc6Vf17g0aWbDUbSSyWLDTx/l0InszAtTT4leRRZr93aslrNl2xrvElR1okiec7FK+BrEFdhTbs+cTuJ3RX0Ng+CbWc2k2/ihkTKCPm7KQBcgxhKtaXoPnLGiP3aBtgWmNCfduMRM/vXujGhyIQVhr3RugoVS7N8f2GcUCM7IAAx/TujdqtxJy7vrsDa+LAB9D6Kt7sz8lFAvM1Wyk7FI+EVmgs5QTYHvwMYTKzlASv3LvdfcGPYZgI0gBnkvdvaEhCwiQw3XTvZnP8MgCW/cGWSyo9KV+NoYFsYXamSZQVbs3DFIzEY5v6vhs0rljiwUaKo09ukI4dxqHhv6EH7LAZCHXoj2dSLirfTxDWsrndIlbstn6Dh0d1OO8bNGl/A7ZNNYWmNaYcO8W98K2g3gR7MetILacxK8dxMOLBUR2yTZ8bAovFuizN0iduap3b9QEBFk9ZARkltkbEWyxQO/eIDuhevdGBPtdGYFHJVvv3ohgbUHnSTPwXL5qY0SwOtklSMkW3e3egIsFVp1B2jDNDoiAzob4hF8X2cUpFnQQHciXRbTOPxpZUD95A0wSbO+T0zgLgOeuE8wiSZ5EXPPn+bKZdkCkawsYvomRVJby9QJT+XsklJ/1gtFyrfkmQhypo19ZaBTGGEKnA00gmBXBf1fTGhPu3bIpDhKCVXVvRMAJvXX4Hxd0zKYT2dtZMWh3iFkh07o3rGLBMa3QQenegKHNTGSBrXsjwkFFQAMyix0QQRULLOcOnctvJ5Ui6KCJBznUu7gw+Xr3BlgscOoMk+CQqI+lfHxCz0BF1N2bnpA0EJ3RoPYzdLHA1r0hnAu8WNADaZruO4ZAtGd/JSJbdEs+1TeRCTcpOmND1KELHXN8sUCNI0V4zx0z4kidUwCOilibu//js2A9rC7kpfw9FFa3m70RaTvYbPmdt04JVSZl7xOgfOuzAtAO9Kz+HZSQomMQyt9jGaGb2ZgJQ772djsjaVXiYOx3JfAt2AIDERJpGtAO2JIbEUxQZuMsoNgB9Lkf8py3zXeIoHTGDGnEPlPXvksiKEZrnm+yFYDw8olweKOdyRbfRS4ASaps54IqFiwt9wlJuNk0J3CyRUw6uZMPTEC65Frgvc8Jvska5+XLFrH7baYdwD0LxpNvswM4neHd1cav4mNUEbG+oEHMt8eEu1rdwAPvXKvqmwh4HqxDjFD+ntG9ESHNaRCRBVUHWgRdte2nS1wtRgedOX9eOW4WZwGjEt91rs0/Y9gCRvdGJ0gRGcAYgqV7IwJGFuwTdMZS8BTBEw6JcLo3pnNnEO1RxhAGiCzoFGvhiA4e0Z5OlIQeQ7C+5EBEpaHHEJhFGhayoDOiwbQz5E4rwzcx3poWMRTKoXw6PDsgYv+uUL9HIjU70KD8I0t5j8sWeDA6ICJYxj0dWkeB7bGKBcwKmdZdEcEaen32Blss6O6dMoZA5CxQCx2cMQQ9aOIgC6As6BZ959iB5p9RKs4EndG7NyJYYjNG96YLV2chCwjFYEt3RYQ1q9wPsoBJloSxMxrvCrhYwHxBo5v4saD8hHjGArUX4eydwllAGkNYri2+iTLCtpNNJ9rjxRv4vfOI9vS7iuYs6MiHoms5xYIGecyBrJvWmHDvlpUpkNAZaslHzsl1qP/xF1YETGxmexIB8lwPF1nQnb3B64wZWZAt3go1YnRvRNAELFrVFlqJNyALCB10RqVftwM0zgJC4NGcSxfaDO209ti9ERmCzpj9Xik/W7x1ppXpO1Dy+0Cj6EE2Sn5DllQVg8vf03kuCEUaqG+y2AERbNGT+YSf6dw5aBRePIMuFnRREeXvoXdJRxbASdN4xQIdycjiW6AUCzod7mzRIuKICcYON39Z5zSgTzAZkidkh0Wjz0fO3hw3dCsx81oW+BjBcYuQOug64ykZWcCQj+0St7s3Ilid1Ls3lGJBq8CEr9rqz7FB9XGuIDqIcHtsx8+OLGB0bxiJn4l4DHlXF3u6nckWbS2iiHDg9kg74CLaKwidXKjOWN4nF0GTJekwWJ7vEMHOWeuJH4ZMzkyUVMrPFm/vcENkmwvNMPlWvgV842aG3ru1+88rNKPkdxo3wOJYp0sM5ixgIguursx3FTc7b4uBIeKNa0y4d4vJomgM4hmdViVYRcleahdWhDTLxqiqagQpIlxSNiQEy6Qz2DEEfc6aINuQtFLYspFFFAOyAMnsyXwNQbcDImhb0HZQSNmmc4cWCyx3FZuAdFFAWJ0hJH4WOyDCYYVm6gwLWdAtwnNHKCgIJmKBCa4zFvlI1BsbWdDxTVDSNBKh52G7SMMpZLftQCmfU7AVQcdKBiRN5t6LougkftB447BdrEUiC4qiMOhk+c8Y6FpkjLrZFnJYF9/wI3K2NSbcu2Xr3jBmb0SwSULVvWHARkzQZuYcHiUgUzutlCd1CN158hiCjZACeu7zrr4zoHVQVk9X4kcgw8MiLuxEe1C0C5Hg8DipWKATpFAKb6RiQfc96PL3DDuARhbYnr9inAs68bN1FDHEYI4nzZC2gPDGbHPuhm4lAWXEJAtt6QwgAWGOITgLTIDET48jGYzTRlLMTPmbbSGrTSmDSb7LGENYbYr621HGENa678DpTKUvqnwoGoXIWVAVgkV4b5Sb1phw75Y+u8lg9TTN4zISHGyxwL53CtQImRAbILZMVmhkF1ev8ouAAw8dTkMoFphI0yiQRjLBIbJYYCczwo9niHD5HBh2YKHunTHWQ+jemEdXeMgCrA3rooCgxYKOnSl/j7QDC6VYi0oSys5TWyc5iR+eeGzr6t4QbBiyWLDebGWtJSBQ37E22wGE/NWmqIsxekeRMh+uRO+58tXkiWJnLL4DIb+6SyKc+XPdNyELTAdK4qfLpxMc5urMyqAzA+EsOFD3ToKsm9aYcO8Wc/bGRJoG7bDozpuYEItwCeWgb8xqpAgiYGKzzuxNTzqDJI8hcBbo3RsR0tnoZBrQqmpX35HkLhRiGoO+o4oFru4NnVgSsnczCojRvRHBzSpvtoUcbszdIeR7zW2dwQTaq822270ZiM4s19v621GeNFu3fUcpH2NnDgzdGyRnTIesDtitPDAlfsi9H5rtAEL+VUfiR+EsUGeJM/12ZQdEpPOSA+OuIjkL1HNfaOzzSCi/+Rk8TLFgMmn2Tu0SAzkLqnOZTyeyN2MUC+zIAtRd3Z9Pa7no99VNa0y4d8vGeIqd1+IkrVZ6e1Lih5yp6j6TBKzEG7o3FAivDsEidG9a8gndG8q78/vq/DkmiDd1b9izxCjOArV7wyQJXJg4CzLP5nCz7XRvsPNaPGSBqXsDnQslchao3RvOG7Nd34QqvrUCYd3OsJ5OBJ27qXsDtTPE4pi5e1P+Pd03ZcpXEz89ecI+C2aAB2frTCl7OhHZ2z3qy/BNDFb+6lz2ZhOZa8nTM52zoIl/1eSp/GeMp3GRYwgHCs9QpStY32QnOET5JhYp8VXlu5ay8YUOI8EsiAXdtMaEW9rdG84bsy5IeZ5stXvDefuRx5atdm848GBDQAaSr3ZvOO+fG5AFIOd9uGm6NxSop6l7A0oSTMkTdi6fx1ng6t7Q7QwyiCdyFhiRNMikVesiMKBvIsjkyZCAIG2ko9OK2nure0NAFhh9EwjqOTN1b0h7Rxdp9mdKAkL2q2idObY3rRMQBp8OA7GnftN670SILbJYcGBApWHjGUfiBzz3ajHGEHTfgZCvM8OLsHSm/aQZQr5p70PhLHCRtI4dbvIydW+Y74WK4KpYLeIC4jt+5sQPI1vEgCxAQr5Ns8RIGFNn9oajM6g5vKqqqsqHOlcXiVRuB8TU8UOOIThm57N1xtW9AZINMcYQDpTuzf5M3zu+e9OSD7qrpu4N9FkXQsB3ldy90SG2qvzsBMTQvaG8McvQmcOubAYB4cLQYUEhC4ydf1I8gy4W8EhaHcgC0F1tjziUP7Es5YR4xhArMX0TtljA1XcdjYJM/Ix2BlgssL20gJBv9Hs9jSGgCnuqHUAiC2xrTLil3b1hzBK7qqrZ81qm7g0BcsiYP3d1byBESc5Oa6Zs5+xNnuxSvr1qi5rxM3VvELbG9A436v1HtXszqxMQRiWe0QGxd29odgZkC9RAuNk7UmfsgXZ+scDRvYF0QFwooEzZRDsgYiaWhCELjN2b8icLFQErFvTUvWHwixi7N8BigVsnMbJNhQ6kbzLZAsa5IzkL3GdDuKsDi4HNXA5Zokv5GikmcpbY+Qwpwa8iOQvYyAJ93BTJWWCyA8i8ybbGhFv6m71hwHVU4oJ53Xkq/xl2xo8wr2UgLoAiCw67BgFVxTLP3pDh8KCKc0P2ZprbxM/etOSD9N00c8q6qzCdcc2Hs6HNKMghwQ6IWLo3YGTBwnTupFlilC1gv2lvQqOgdJKdgDg7fqDuzYL1tKGBX2QCkt9Xl5jCWeBg/Ie+NW0cXcmU7fRNebJV+W07Izv5ufGMIUYlwoNFcPfJ+HQt0jc5bAGKJNDomyA20vzChQjHN0HfP9eKQEjOgqY7jy80u9aYcEsbutCdvcmXb6xmo+ZCDVVPpKG8apIPngtlQbCaNwh53RtTh4LxxqwIMHky7L2v7g1qDIHBTNySTxhDcLFZM94NFsGNIThhpGSmb5y+d7s3LBQQultpPpcs0aV8oi0wwSXZYwi4WeIuSgc6F2p6QQPGWWDqhJY/6b4JFgiTfNPafldhMFUSxHbp8n0gzgJePOOIIxnFYIZfJcTvjY00+Cbgc2yMeMml75ACk/6SDrJY4HrKc+xwcxeddMHI6olVelNnCFksYMzjsitkpres4d2bOcdQGr8rOPFbGOA0rO4NjHjM4Vwx7zUbIOWoYgG5e+N6DQEF2zPJZnXN4B0/Aoy0JZ9iIx3IAmAgbLIF2fBgQ/eG8WxMG8GE7rTiUTo2+QzisWqhXisQafbOQBaYx2LKnyyyOhyCqZ/Ej0mKabSR7Jd6QEV4GvGYYewG9hqCKSago1EEIt8Uz0DHEFx2hkC0h0Sj2NaYcIsFktIXARYIxtTu3uANpVE+syKMPHdiZdJIMvIMJ6Yxvk+OLBYQ3z93VlVZ547WmR7tDKpYwHzzWMSDXAAF8Qw7IGLTmfInBy4J3Luj00rp3pD5RRr/kSnbQWaE7N4wvmtvOkNAFjjtDAt9RY1nyp9I38TwH8Z4pv6mWaJL+US/TdcZFxqFSM5I0xlYHMktMNWEnsZ4hqEz5c8RUk5eTPIVm3wUeYxr5hS695Z8VGWSRzakyl8Yqrao7o25a5YnW8RdgWMQpEzI3RuUTjrvKglZUMlHdYnNpGZZonfyed0bE1oEZQdE3N0bGLkLrcNddXK7HRCKziALHYbuDQpZYOreUHwTg+DQiEYRiGy7fJBv6smvMmyBTpTUkk2KZxikmNWqEhAW8RjMN5nIEwlIGoYtcPomhL4bSDFRsZ6L1+WZT3DIhWUvDfqO1xkDCmiElHOXi9WTbuSJ78nxYEzlT1RlckGrkNkvFa5byUUWUIJJA0EKcgzhqkk+6txdOkO6q2iCw/a5lD+xOsOEYHFge8anjMB3dUGQLeL2HyhkAeu9UNcTfs9032Tu+JU/82eJ7cVaqF8l2kjGawUivsIhvhgMRRYQCd+MvgmJLHDdJ8LsPCeewcs3P+VZ/sSQ75pigp38bFi2oVhLsZF4v93EMwY7ABxdMetMnmzXk2bjDDd5uZ6+YpEuUInHkKyeREPZnDspMDASpJQ/Ud0bOvEYYQzBSJBCmPFjvH/u1PdnOEHKkmgHRGxkRsOAYDGLni6iJEx3nuc/TKQ3jCfNzASHBLgk4Zkko84QxxCQhQ7T04nZvokez7jg9oTErye+BRRijzWGsDTIx80Sc8l3+yA4ZMSoRVEo8Qy++WGGlJc/c89luy3kkPhdlwYbiRpDWG+2stoJoRAcOpP5MeGmLjoEy0HAgiIe43dvDHtnPF8CqhyKmOFp8O4N6R0/J7IARO6yoD0B4nr3OFe2q/OfJ9svH9+9YRDTMN8QZz1fYrIFTDIjLEu5Cw6P3/uUUCwwERxmwyVN3Zvenk4kQGwZUH5TsZmALEDB4csExDS7Wf5kJE8o31QUhZssiToylCd7sy3kcOOKZ7LEO+9S7t5Xm62sd9+OGQMz0FGHm20NvaaQYhITv6qIostH2QKTHYCNytr2TiQjbQibs0Q715hwi5tYAPn2I2OOwkUYgZkBcVX6QbJNjNNIAixDRzF372aSEdnJ5iILcue1jERJyGIBkWSEjUZxkdVRYEzAYgETfuwmTcsSLSLu7hBFZ3oi2kOdO6NYUBRFI38fnyS4O9xZomW7LZxduWzfZOpAgxIEW/cGtXemHVhtivr/v6nAlO2bXEiabFRaY8BNyAKmb0LJ7sgH39VjxpggS3Rr773FwKi9Hyo6w+DTMT2dCPYdIqSYgDiGUMkWEVkYip4UOwMqFrjWmHCLm4yCNeNHfSYJOL/CfC6CT+7Cm8d1kabxnkkCw2nmXX1ndW9QxGb07o0LdTHA7s0EhizoznCj7IC3e0Mh2sPsfbXZKgkI4ekVIsLI1r2BIQtcxGOk7g1uDIGHLLB2b5jvEoM7/6V8U7cySzy109pK/Ahzp0zEnrp3NQGBIQvWhlgJHKNOJtree9B3FCptNp3I3szkP7LEO/0q6i7tz6a1L23Lx/sm2LOMFaJuPm29v42LxRxowBFSzl3VnMO+CT4GOPwqmNyfqUa+/JkdNBn2jkz8jPKBcB2R9rmw9476rk7ZgPtan40hMMg+d+I33W6Luntj/K4EfUedy2Zb1N+udVdROrNpHGAtGwbba/79fQPTLExnZviAbKVEFmY7liXeeVdR+miTn/td+7BhImZ9p/om0rnDfNPa4LNByY313EG2wK0zWaKte8fHBPhiQbX36URkTt07wQ7sZO/NJq0EBFUsMOtM+RO392mdkIngigXUGNVgB0SANtIR5zHsgAjQFvSg7/re0baAoTOuNSbcIvV8yd4UHxiIiKx3wbC5QpYPTytlK0YYWCxY7W7lXJUPKhZUgbYqG1URLoqi/q4t+aBLZTp3lDHYbIu686TqJMqYmfQRVSxYKwLmpiA+Nzmrvum0ayizz6W1d8N3hZ07Xt/Xivc02YJcCJbRzgBn/Ko1N1WzsxP6yg4YdCYz6FgrhY65yX/kyif6JnXvJluQrzPV3vG+abX16AzFN6Hsb5P4tbo3KN+0O5s9wrlU33Q+nbSSJ5QtWBvOHZUg1L5jZgniQUXPOaGB0Jy7tndYPGPyTeBYSdFHEVyxoNL3ecvOlD9RvknVRxGlWAAqNpviGZQd6OwdHs+YigVZoo2yRXC2YO24qyOknLyqw5+ZjHzm2auJ38zgXFEJjgkygpiTq3Rvbkj8cgOyzbZx3izZHfm7/4lKzmamYDJbdmNNZoZiQbaxceoM6dxB81q1zhDuaivhNhY6MPJn5GKBET5G0HfU7KNfZ3LlGwIyVIJgSfzQtsDoO0B2QKRJyMr/jS0WmPU9T/ZG0cdW4teDb8pPEMzJEypJMMUzsGKBQR9F8HZszvBNm65sEXX+PEu8W2dAvsO2d4pvgulM13eI4GNgis54zh1mZ1rxTPmTcZdEcH7b5ZtQxYKOzoB10hwTZIl2rjHhliYg2zNd2FyIrfKvm7pDuYHwxuC80UG2SNsgoOZCmw40e+94J1Kdexu1UP5EzLRWq93Z2v1zVAJC7rSadQbXYakWau+bjVnfkbPKIhY0Sm6wt7HpDObcN667CkpARLjFgrnpLoHOpdOtBNsCBrJAld2CesLOxt4lRulMJ5gcgG8yBdmqfNh3NRUNYfqod4nb/zxX/tzgV/PtQLfwJoJMErrfFWcH3N1KpC2oFqqbaNcZkG9iIgt8qAhC8Q2HpLEU9ojxTK3vMBtmLhbAYmBCscC1xoRbGqjRrOWgyp8oaFopE18tXxnhNKhKvKV7A4Ok2PeOCph0+ai3rCv4GCNBUOdxZ4Zzzyd6InZvLBBb1BiCKWhCOT8rTBUFh98YKsLgvU+0xA/daaV0b2wwVTBc0jhakntXLd1KtC1od4nLnwx9VP8eF/DhiwUm3yGC1BlXQJYl2nruqGJBE88Q9N3g99S/p+gMGlnQgamWPxnxDNMOiPTkm0AxcEdnwKgLs85kiTbqowjuPjl1BqTvNmQBalRrZijswWTPLDpDKI4hnwq1rTHhFnPFGd0ZEmkHZSgmWFN1D+ZALJ0ntAOkQJtbiR++WGCEqYICMhvEFmXk+0JFqHYerzO8EYcOTBVULDDB0+CdIRtsDzbzxAgM+oGPmWxYNozUcC6qfMZ3RXda9yzFAhhsb4YvFliDSVCHxQU5ZMDVRZA640IWZIk2drWQ8p0wVRTU3mZnCAk9GlnQ1ZndPx+Ab+p0uMHIAg46ylMsgCFp8MUCHyqCozOg+N3mm8BFeNMIxdjhJq8+qqoitrlTfGCAhuqIaDBVdDBpKhYAu/PMYoF51hezdx2mCq/uEYsFXZgqyMi7Ej/SrBmzw4LvDOnwsfInw7mik0p7QJYl3gwfIxcL4PadQIpZ63uPxQL0KBUNplqfDa9Y0Om0EqGkaIIqm77jbIFBZ1C+yYoswBVsa9moYoFlDAEfEzDiGZtfLX8ybEFvvglY5K9lg0nNrHP/oOIYo1jgK3Tgis34mMC1xoRb3DDVfLikkvgxWD1NFWEQCYgNporqIpigzYyulpr4TUB7N3f8wLI71b1Kfpb4WidNpDq53RsfXDJ376YRClh3xQJTnYBtAVPfbTOt+aMrpopw+TNfZywBGcrOELs3tnOfoIIap85kyrbNtILZ500JSLZvIsPhXb6JFQjDfJNJ38GEbN0RivInzhZ0O0/Zsrddv1f+t0C+yXVXn+m+yYSKII4JiHBjDrZvYsZ6eJSOuVjA+K61XyWjUVC5DQP15lpjwi1uNlVUJUXvVuK6N4aKMLFDIYIk7bErPaOLq8qnwpgIlXKG/D0CZ4EJrl7Kx3xX09kw0SIiQM4Cx95RXVw9mMTZMcczeGSIbbbO1PNgRGRBp1u5+2/DdAbfvfE/NZQl3kKqQ/ZNoO/qGhl6pneJjXYGTUDYJ0wVhCyw+iY0ozXhbXUf+goHsTXoDKETKoIfc+CO33F8k7tL/MxGFriY7Z/pYwjOMeJxhpu7TDBV/HA+Fz7GKBawA7K1KyAjPwHyzA7IzEENE+KFZ/W0JH4g+XuEMQRTwFTKxxYLKJByXzDJCMhgdoD8XigRPkYvFpgg5eAEwYosgAV8hGKB5a7iWcp5BSbrG7OEVyiYBU/171EjGiZ9ZyEL4KMCxGJBR2fgz1/x5s91wjemLeivWMAoMPGK5CK4mMDomwYyhmAcuwHpo2uNCbdYYKrwD9ufkWfO+rbkE4sFuRAsE2RElY9iguVADi0MvOC5U05V1bb38ieKnZhBtGeFw4MMsRmmKhDZ1nktEFzSNffPg6nyOoowGKmH8A3F8KueO4pw0xZMUpnt4XPK+rmXP3EFJlMCkiXaAVMF+SbDfZqwfRMRpspGFuCeYTLYGTLTN+zFAoN9r+0Me5b4mawzFnZ49OgKA1lgszOoJ1qNIxQwO+COgRlxKgrK71pjwi1u4oKiyJsD6e0Bd8pbeDaY6k4+obqHf2PWPGuGYkFvk+pgkxvdyONmibsBGY6zwB1M4irxhoQbBrW3BPGEEQomE7cIMjkz6Uz5kw2XzNVJF3yMZ2ewe2cUC+yzxOCOonLuuDll7gy3mVRHoLKtxQICcgFHZmQujsE4Cwy+Dzen3NXH8r+FtgXdBCT7NQSrzqD23o310HB4/dzRnAWqvjP5EETUu5ol3ug/ULPt3vE+gm9iIoxE8LbAxC8yJtzkZYSpKkRbOR/XCx/LThJcVabcYoG78wR7U7nloAQj2/deKAraTEAW2J5eQb0T2M/ME3cMwQTLhs0k2SBYKGgzBeppgY8RYapwWB1rDMEIH2v/t3Nl0+0MYQzBO9PKKKiC7IBt/IP5HBCa2d6a+MF0hlfI7rJl7/45QT6Mk8aDpEH5JsZMq/0NcWyXeI8CKXejIvL9B28MwVfoYLxygX8NgRPPGNnh4b6DM4bg4lvItQOuNSbcYoGpKv875+N64WMEVk9UscALUyXAYJu3TjHIAquhZARkoGKBj4EXBR8zwZgYJCAt+QxmTFT3hs1Z4Hr7kcb0DdIZxwx3vh0gjyG4XqEgjVDgigW8xM9kB9S/x8lnPoPHTVop84kWmCp6JIkRxHvZ4QkwVfSLLr3GM+CiIWsMwdXxo/kmuC3AFwv4Yzf2GJhhB0SQYwhPQww8gDEE1xoTbnFX4kXyPq6/QpYsui3fAGNS/3nKskE98e8edxMQEcze+QRY+GIBu6pq7FaSkQU40jT7nBwtIGPC4UHFAh+yAAbLJhQLbCMU6O6QGZbN6iIIRL55hGInm4SKwOkMDxXh9U0UVATmXHwvaDC6Q/ARClKxwAhTBXf8ujqzk/9M5iwgFwucYzew1wrYyAJ8scA3ww2zMyYEE6poyBpDcDTMGOMZIkhb0I0jUZwFrjUm3OJmORTJUx57haz8mTun4SIzEsktFvhgqsmid/K7l2ra2nu6bN/bj9lBkyMgy5XvKxag3pacG1ARqGKBHpCh4fB7hGKBjYF3CnOAzIDMlvgRK/FEOyCCLxaY5uRQryF0igXwhJ7XJbaylDO7CCQGXnyBCV8ssBZU0Qm9sTuPkc3mWzCPUOBli5D5dNBjYLS983yTFxVBiAlm6GIBKY50FuFRslljCIbCHrpYwNcZ/BN+rjUm3GIODJR8G9NptcJUc4MaE+Sw+ec5ymOHw+9kE+BpqGKBj6yOUc2eoLrznmIBpYsAGkOwwVRREF7TCAWM4NBA8lTKL38y3rDFIQts0OadfJSdMXZASAEZLOCzd0DySZ48oyuwMQdD4kcImFryCUETzndwiwVGuCRo7+ynhky2gD1/DrMFRGJJL7QZBvs2zXBnifay8jOeScK/f95fHAnTGWscWf5kMOcz7UBbfpZ4YzyDfw2BU2Bijsi5FjXhfsc73iHf8i3fIl/wBV8gk8lEfv3Xf731z4uikNe85jXyF/7CX5Djx4/Li1/8YvnEJz7B3JJxuZ6NEckLyuxdBGzQZOreiORdWj8BFt4Qz9B771T3yp+MClxvxQLG++egMQQTjFQEXyxg6Iz1LWtiQIbjLHAXOmDvwJoCMhYxDczO2Ls3uKSVUyxwPmlGYoJFEyhSkAV9+SYGOaMNpgoqFjhHKGBQe9JddRWYCHZAhBzPgLuJbHJG6tgNeQyBWiywoDxx8XvXNz3jdcbRMKP5JvQoLmEMwbWoCffly5fla77ma+S2224z/vN/+2//rfyn//Sf5Gd+5mfknnvukZMnT8pLXvISOTg4YG6rs1yQFJG8D2ALJtGzN5RigQemyuiwqDY5Rz49MHBAUnLle4sFBDINWLHAQ2bEqKqixhCsARk4MNiznDtHZ6qEnhCQgYsF3UJH+ZPB8IuHerLtTFdn8vXRjSzIjTuejmIBjnDInvgxnhwT6cc34dBR3GIBE6Zq15ks8eZXV8DFAtsIBcXOgDutndc/iN+VScgmAvyuJlQEuFhgnZ0n8DmgZ7h5BSY7s32ub3KtOU+0yEtf+lJ56UtfavxnRVHIf/gP/0F+5Ed+RL71W79VRER+7ud+Tm688Ub59V//dfm7f/fvMrfWWkaYKigBWVk6frg3le3dm1J+TvLkJuqABWQGByUiUgCKBXaYarpsERtMtfnnCCi/dcYPVolncBbYkidQ4kcsFvjZVJNFl/KNRB2YYoGJ3VcEz3xsCmpEyr1rJi5ctgcVka8z/mKB+h1ilsl3lH9f/sRB39R3ibGyeQzrxI6fR9+fycUCG0yV6ZtgOuNBozDmoPHMxHoCUv5k8ukw7IAIUmfsvik7RvXqTKZ8J7N9pmwPWV02n44JfYWKN3wjoSBb0Irf0UVyi31n2AKUbNd62ma4P/3pT8sjjzwiL37xi+vfnT17Vr7u675O7rrrLuu/t1wu5cKFC62/chdzxsRGqgPvEs+6AVmufFvSOoFVPg0OCoYssFSEYRU4+5ycSF5QZiXvgutMNyBT//s5srs6ky9b/ffbhrL7z3NkdyvC5U8Ksz2oWODVGVRH0VIsQHAWsPTdRYCl/vM02Ts7YwsMiGM3sNcQLPqOC5q6vgnHbM/u+BHh8D36JlSxYGMovIkgZ5V57MF0nTEG8eVPhh1oySfAspms+SJcrghYjOr1q3hbwLQDIozvit+7ib29lL/7b2fIL4rCwmy/k51b6XCspy3hfuSRR0RE5MYbb2z9/sYbb6z/mWm99rWvlbNnz9Z/3Xzzzdl7sUKNANC9ekajo/TlT4bSTyYTTLHABlOlzt5gAmFrdQ/VvTGcDapYsLYUC2BvZZsqwqAxBNsMN77AZEmeGHPQ8I4ffgzBxOUgguu0ugKyXPm2gAw3hmB6Bo+sM0R9R40heJ+nIiSW7GIBegyBEZBZO61M3wQaQ2BzFhhhqqhiAdk3uQjfWOeO15nuXeXpTPmTwjiNSiptiV99n7LEW4gled9UBKMzRVE4OQtYfAuI76r+q6ZRrSPZ4U5dt956q5w/f77+66GHHsqWaX0gHqD4VgIskGL6nlzIMZY2mCqaeMxW6KAE8eAZPxPzsfrfz5NtM/L4YBJVLLDBVNFEHfZiQc65u9/hRjHb28YQEJwFPDvj0Zmc4hg58fM+4QcgxbQWawks6LBiAdHvifhfocgrqLrvKuVJswnIzliDyfInAzmG7yZyigUmmCqqWMD2TS4EUzZngQVZgItnTHam/InSR32GG5X4ueKZ/CKKp1iQ2dCqtkfhLLAU9hCcBWtlbyZYNswOEOKZleKUjTpzFDvcN910k4iInDt3rvX7c+fO1f/MtBaLhZw5c6b1V+7ydVgQ8GA2a7MNOo2A2PK6xO4nFyDdG8v75yyIF7ZYYHGuqLclZ3hkgY1UB13ptyV+OZ/VWwAiwsdy5VsrwmB4mun9c5G877qxkOqgxhD8OoPoEnPeOjWS6oBHV7qoiGrv6bJb8m0IJsIIBQ5K6uMsyNcZ+ww3xs60u2bNP0eg3jroK+ITUmj4ru6bJiC/6iJ8Y8HhIR2/bVHfdVOnFeY7CIVsVScYxQIbsSSi+bFWjDcTWWCd4QbYARFzcSy3SWz1TYBiQVtn1HGnI5xwP+95z5ObbrpJ7rzzzvp3Fy5ckHvuuUduueWWXvfio6DHsDabFSef3MWd4OTIt8FUm3NJly3SBJN7lr0zCN8mqA6IlehJsuXbCSPKn9lEHR4yDQTjtH12Plm0iJgNMWr+3FZ4w5PH2MjqALJtd5UBsQUTHNoCMhzksJGP4rmwFTomgKBGxELEBC4WsEh1avk2UkyEb7IWOtJli5htQYuzIKvAZL6rTN+EfoXChorI8R02mKr6n2L4JsTYTbtb2bUzjJGeUn6+vqu6bBpDyL1Lqx5iVJH23nHkib54Bl8swOmMJUYFFIPXlr3XzTICglSVj7ADImYbSUSUc1nKL126JJ/85Cfrv//0pz8t999/v1x77bXy3Oc+V37gB35A/vW//tfyZV/2ZfK85z1PfvRHf1S+4Au+QL7t276Nua3OsjOelj8RVaw+mWBFMLMUvjfEYSyH1qptumxfRTif3MXsAEtDXOSdu8dQMudjtpuCAlNFIQtsbKrTSRkY5LGUu9mDKU8NgccQrHaGAcuGz85z3j/3QZtz5FuZ7cFjCHMCssDq92C+yf2CBsQ3EcaRiqIwj1CAxhB8IxQ5vkntVlq5UYoiOfCzxjMAfbfBVPUxBN0vBsv32Pe8BESBqTo4C5JfQyCOIaw36rl3i2MMYjARjJ2xJX4wZIGPHR7gO0r53b1nv4Zgyw0Qd1UxUpzRFZ5vUveu+iOUz3YtasL93ve+V77xG7+x/vtXv/rVIiLy8pe/XO644w75oR/6Ibl8+bL8g3/wD+Spp56Sv/7X/7q8+c1vlmPHjjG31VlMuI4dPlb+ZJDqiGCKBdZ3iWGJn3nvSKiRjfAN1r1hFAusTw2hgnhXNzSvWGBlU0XrjK1YgNg7aQzBNkIxm05ksy2oMFXUGIKVeIyhM0RyRlTiZyfvwhQLvHB4gG+y2l8QTNUE9RQh+SbE3pV/1fQusQhm71bfAUpa7TqTLN7qOxDFAhtMFVUsYPom9d81Eb5Vfya1WLCxFZjQxQJHUXI6Tdu7vSlU/sw6d0vSCi8WWHUmX7aIWWdQfo9RyLbaGYANU+UzOJiqc5lO2ralD5ZyasL9Dd/wDc7W/2QykR//8R+XH//xH2duw7t8s2yIj9uBZYMCMiabn9W5oooFVtj3Tn5W9bCfYoGNSRyiM7ZKPBkVQQnI4KzN5mIBBcoP15nuUxebTPm2Z/Cq/1T+G7N2O5NdLLAQjyGeGlJJdWzFAgiUn1As2Cow1T3LDDdjhKKB1mXIVmGqthEKhG+yvKmMQBiJaEG88p9C2Bkm74ouH/WSA5O7xNqtJBcLEHfV1q3EIQuqmABPVtfWGctzm0UhU0lMuIn8Iq05aEaxwMZsXyVngL1P9MQPTHCox5EIzgLVDqioDdhIj4eMlJHXHOl3uJ9JywYlbeYfc2SbO0/o9+qsVaycYNKTmOUH8cSAz4MsyIbD23QGEHiYnhdpy04WLSKuswE4QCuzffVNk0WX8n0BHwNZAJiTs8FURTC2gPkMno1URwQbNNk6IAg7YJaP03d7tzJZdG0HROwdvyz5xPfPVZiqiVRHhEtwmDXj14LYEooFVp+9kw3wHaU8fLHAHyvl3yURR/L0DPVNNjuj6kzerLIPDp8uWy0WqOKnqHO3dFqRs8QzPfFD8Vx4YNkIO2PTx3z5ZjJSiJ1hv3BBjIG9DSdevj0m3CJ+SGMeMYLbyOOYMW1VLIwxQ8tuyae+f4438iL27lB1VFkMkNaO3+6fkwjfJgD5TJ1RSXUYSYKtS4ywA+r/bUaxwK6PuLskYiJ6av/3c+QznhqyQd9EMN1Q+ysR5U8UEyznNQQb8WO+b7J1nlrEY5CklVAsaOl7t/Mkwh2hQPiOUj6+WGAboUD4JttdRREc2kkCEXZmu5Nl7lbmyvdBm1GvoliT1hzfREQwWeMNFM+FxTch4hlfDImTjy+S221Y878hdobgs+2vI2HyGtcaE24JmUvKv7C2OTlY4keQb4epYooFNug0xAHa3n4EJX6+DgvCyNufqcN0Kxny7c857P45qFvZZbbv/pnYZQ3IIHbA/ASICAZub+38I4L4kMQP8jwV/lxscEkRVKDdT7HAOssGgWVbOiADKBZ0xm4Avqk1S6wkHbD3z32FDoAdmEzs87gcncHZGXfiR/BNQOKxTvIEIzi0FTpwvskWy4hkwu19Y48Axn/b+J0IyTdB4zxzvIGTz/NNtpxJhBzPEMZ8UUSqrjUm3OJS/PInwlAyAjIRO/QCUSzwMfDmMsFaoc2QIJ6HLHAFk0gHyKnE2zt+CCdi1RlAQNbaO4Gd2G7ky58oiC3FAVrgYw1LebJoK0xVBJMUW9nhETpjma1syWfAVMGwbKtvIkCbEcz2tplWEUyxwPbUEEZnzN3Ktvxk8QEvi2TItj5TN8EgmHxQUqIdEHnmxjO+MS0RFGeBuThGKRaAu/OMeMYX/4o8k32TBfIN4yywFFKAvslZLICcDT5W8tkBkXwUqW39uU+4nYkfYk7DA43IgqluzaQ6Ik1AhoGN8GZvjPIhc6GWLjHwm4rYDXHevJani5Ah20aqI4LhLPAx2zNIdURQyZO7asvSmepvGXYGwVmgwlSt5I8EeBrijVkbtFkEM//onyXOkW0m1RFp7irCzjDeP7d1K0VAvskCU50A9N3WvRHBnI3vGTzEXKhuY0TAOmMteKbLdtmB5rvmyLcXI0rZCJ2xJ34IO8OMUW1+CSXfhiyA2BlL5x8m32J/Ib7DYgdK+XhbMAX6JlfSiuBEsPumfNkdOwDiuXCtP/cJtxumiuiGuuE6sCdACHOnvmIBihmz+z7j7s8QHCCiys+GqW6s8LHyJ4NUp5TPCzwgd8nR8cPMVLkDMpi+E5AF3uIYCFmgx/G1TjLgacC7qpPqiGDmz33FAsh8+NSe+EGep7IW3nK+qTkga8tPFu+FHDKYuEWwOqMnrVDZLp2BdCvx3CWuQgcznoEgC6wvrqC6xObxvglQ321FFPXPpCwfKgKBYGLNEtsZrcufHN+h/BnEd7XmNQidcaAiGEUgSN7k7vyL5Pkm1/pzn3A7k1YI1NNdIYPNhVphe8niHSyH+Uq/2tgTP8Tcqa26B5nLd8AlocUCgs7YSHVEsGdjZ/rmFAtmgCB+ZTHyyIDMBFOFzuGRZetJK2SWjQjbs33TlnzICAW+WODsVjJ9E2AMwSZbBARp9L1lnQU5tBcLkL6PMZ6xthRRRLBjCIynE4N0BuGbLAgmRGKm24GWfIadAfgmmz6ixhB8XWIIHwJpDMH/CgXPDohwfB9iDMH+KkrzvyG2gMDBFIIsGCHlpOWEqfYAH0NU+UXIxAiMxM9x7pi3Jd2kOoy3H0VAxQJfMEkg1REhFwsg39TerYR0iSsCFssb4owRBxHsXChltt3i/ETQDpCgM64gHmlnmO+FkhI/+9hN+ZPWrezDN2XES7bujQi2S8wgHnPqDMSOEedCXagIRLGAmPjZusQiz3ydsaGjRDCFbD8pcb5s3e/BOAt6iIFZyAIrupbIUo7jLKgKKTyCQxviIle+a/25T7hdMFVkkmB7NgaRIIiwqf+5xQIKAYsV+sZN/Jg6g2HNN1eERTDFAvsIRfmTAQkUwcyFMlnKm1kzR9JKgI9hZ544xQLfHB7jjW+cfKbOmO+SCBjSSCjSuGDZSHZi69gNpFtpsjP598kOU80vFtgIsFryn+GJn6vQwXiiFaEzLlQEtFhAZLZn+Sbvu8cInSEVC2y+CVnwZCELbLYA82Swn9memdA/k580c60/9wm3e6a1/Ml8IB4BsTWR6mDIYzwOCmSEO91KALmL7+3HnPvkgqlC5FvgYxBylwBSnaxg0jNCwWCEbsmnwLLLnww7IIIpFth0EjEXGjSPywjIoKRmjrlQAuM00w605eN1EhGQOfWd6JugiA7W3q0xAUA2uVjg900I2STf9DQVmCBkdUydCfFNBP+BiFHddoZnC5oiTbLooOIYguDQjpTMkO2xAyKZDTOLLUDEwCtyscC1/twn3CEwVUqlhl3dQ3RDfW9Z0+BjiAqc7dzLn1nnHjBrRq3uId6VNBl54LkzkAWuYJL7LjG540dFFuAq8Sa4JGYMwRJMIm2YC1JOYLRm2gERLLKgg4oA6rupW8m0BRgbZkcWYFBGzJjAv3fMd9V90+6fs5JWqC0gIAschT0M3N6cnGEh5dx4pqsz+eeyccQEGGSBxzcRxjNEeopnWDqD9E2EMYSNo1iAQBa41p/7hNsJU0UQj9ngY4gLGxBMQgwl0cgb4WPMIJ5I1CECLhZYYNksUh2qcyUaYRHMfaoNMYF5nj7TaqmWY4nwWMUCm86UPzE2jBOQbZjFAjbU09YBYRfHmAEZcZRKBAzLJrwx6+7O44oRDLK6kEIHwxZA9u46d8B3tY1/QIsFpCK8j/ANMf7BG0NwFwtYSSvSN/U9hoAsMHHsjD0mQDS1XGtMuB0wVUywaoG+IZN5UrHABlNFJDcu+BiGeIxX3XNWsxFJsUVnmARVIijnyit0ONmDIRAsD0yVAD0WQXdAzOfOInxjBmQIfV8FFJgo758jOAXYvskWkEEgh/7xD4YtwOqj/dzz4MEWnaGTM5Y/n+ks5a4RCogtIKIiWM0Paxw5oEIHg+CQ/ZKDlx2eHQMTZrgRKE+nfSfK7w1dO3a4Ocs587T7FSIgsyUgObJDSHUgJCPWd1qTRTure4h5MDupDiKYdOkMLoi3JSBZsp1zQ+VPJiEFC2KLmVXm7T1kDpoxr4W5qy47A7irxGIBu1u59toZTpcY4psstgB6Vx1jCMwgnqGPqnwm+irLNzl1BmdnujrDPnfZyWd0iZGyOX7Vbt8Bsp+m2XlojErau00nITGqU2d4toDvm4B+20aKyfJNlfycg3esI5Vwb7eF/L9/+f3y02/7ZPC/EzRrtvu47/j4Y/Kdr79HHvr8lWj5XfhY+59vtoX8k196v/zM2/8kWHbQ24+7P/P23d7/7MnwvVsrZNqF2mwLedWb3if/5R0xew+fk3vrA4/Kd77+Hnn4qavx8j3V7PVmK6980/vkv77zU8GynTBVDVlw50fPyXe94V555PxBtHzbPG6lj+vNVv7xL94nr3/Xp4NlB0E9d/L/4CPl3s9dCN976KzZarOVV/zCfXLHH8Xv3YwsaJ/N7334EfmuN9wrj17MP3fdDhyut/IPf/698sZ3fyZathMOv/szb/7QI/LyN9wrj11cRsh3s8NXe1+uN/IPf/698vN3/2mw7CBI+U7+737wc/LyN9wrj18K37uP8bQqFhysNvJ9P/de+cV74vfuRHTs9v7bf/w5+e7b75XPXz4Mlu/t3uz++cFqI3//je+VX7r3wWjZITrzmx94WL779nvlqSvxe7fB9qp/fvVwI3//je+RX47Yu9M3aQim37j/s/Ldt98r56+souV32YPLn5U+Xjlcy/fe8R757+99KEK2o8Ck+e3fuP+z8j233yvnr4bv3QZT1b/p5WW591+9788iZJufqRPp2rH/+b4/k793x3vk4kH83jvPD2p24NJyLX/vjvfI/4jYuxOmqtmCX72v3Pul5TpcfmA8c+FgJd9z+73ya+8P3/sqAsr/K+99SL73jvfI5Yi922yBrjPnr5Z7/437PxsvO6Ao+d/f85D8/Te+R64cxpx72BjC+Ssr+e7b75X/9YGHw2WH6Mzuu/7yvQ/K33/je+VgtYmQb0OoSmvvT14+lO++/V75rT+O2Xv4aOKb7nlQvu/n4vZutTMasuCJS0t5+Rvuld/54OcSZPufTvyFu/9U/sHPvVeW65hzd/um6twf3+39zR8K37ur6aTbgp+76zPyD3/+vXK4xmDMj1TC/anHL8tv3P+w/MzbwhM/J0xVU/r/9p6H5J2feFzu/Oi5CPlmQ6zDSP/ksUvyvz7wsPznmIQ7xMgrxuadn3hc/vBjj4bLtwWTWtDx8XMX5bf++HPyX94RnrTGKP0v3ZO+d9t8YiX7gXMX5bf/+HPynyP27oSpajrzS/c+KO/4+GPy1gfC976ywWlq2eXff/RzF+V3PviI/GzE3kO6lZX8N+32/raIvftgqpU+fvjhC/K7H3pEfvadEQl3wJvKlSH+xXvKvb/9gceC5Te2wF0s+NDD5+UtHz4nPxtRpHHDVMuf1dn84j1/Km//+GPyzk/E7N3dear08YN/Vu49psAUM4bwC7u9v+sTj4fL9zB9V+fygYeekt//yDl5fYzOuKCeWvf/5+/+jLztgcfkXZ8M37sNpqonCO9/8Cn5g4+eiyqOhYxQVGfz83f9qbztgcfkjz75RMTew4oF73vwSfmDjz4qb4gqjoUHkz+32/tdnwLqzE72ez/zpNz5sUflDTFFSQe0Wfcfd7z7M/LWBx6Tuz8Vce5WmKq0ZN/7mc/LnR97VG6POPcQOHx1Nm9892fkDz/2qNzzqc9HyA8rZN/76SfkDz/2qNwRUZSMGUO4492flj/82KPynk+H7z20CH/Ppz4vb33gMbnj3eGFPRd5l24Lbv+jz8idH3tU3vOZ+HP3xTN3/ckT8tYHHosqBrteXdHHEN7wR5+WP/joo3Lfnz4ZLN+GMtLP/d1/8ri87YHH5OeidMYeR+q24PXv+rT8wUfPyfsi9u5jtq9k/1G197tAhWytWPD6d31Kfv8j5+T9Dz4VLN+qM1o8865PPi5v//hj8vMRe3e/uqLv/dPyex85Jx946HywfD+kvPz7d31it/eYBkKEb/qv7/y0vOXD5+SDn30qWL5rHamEu6r+HEYMLgex7RVNl0JEZBlR7bCR6uhKX+89QnZIdW8DkG8l1dHPZZUvW6Sb0B/s9hyzd3tFWJO9SpcdUizIkW91rvW5xOt7SNKapTMWJ6JzFqTcpRBYdmfvCbZARy7oxYKUcwligs04d1+3Mkcfg+ZCAfKtc3KaHYjTGbuN7H7XHDvjLhZUdzWmyh/DBNvYghj5Ycz2OXYghFQnzRa49T3HDrhIdfSALM9/uIsFy6R4w3VXLbYgKV5yFwvy7ECIb6psAaBrpgXxabFSOLKgvqsIndHOZZkQEziZ7TvxDC5O7chOiWciigW1DU6IlzrjfVDf4S8WIO9qR2eyZLvuavn3UJ0B5k0hhY4U3+RaRyrhrg6lqvKGrJh3Whv5Cc5bUxx9BiRl7675FZ3cpZKPMMQY2Y5AWDPEVeARc+6hFeHKQUV9UydMVfLle4oFzbnsdAaVPGkz4s13jdFJW0Bmlh1zLq6Zp8ZQSls+sMCUZwfsQY3dFuTbGb3anKKPIQFZoclH2ILqMxQZdmDjQtJ07mrCufsYeDt3FeOb9PdIk+R7UBF5vskfkHX8R0Ih2zb+octOsTMhIxRp9t3stzs6k2EHzHam/Lnd5tgC211F2Bl7AtL1H5WdSdBJi1/N8U1OVITNFgDi1Jl+V7PsAMk3eVAR+t5T7ICp0KETqabESzY7ZvN7KXfVVSzo2AJA0lr95xAxqgtZkGPHfMUCXXaKHXAVOnJ8n2sdqYS7uqibbRFMhOOGZZc/1dlNkbiP6wvIqn0eKklrKBGOCz42mZjlxxhiG0zVKhtghEW6DqoK3tMurNvIJ+09otNayY/q3gQyfVfdLFRFWH+DMOVsbDBVndQsTWf8d3Xb2XtC4OEJJnNkuwKyri2Ike/Rmd0xHyYkN2F2pi0/pThm7d5k2AEnfExDFhwCk6daH7cZe48YQ6jkI2zB1HJXY2S7YKp2/4ErFnRsWFShw15g0ovwaf7DY2f0wh7Ad4h0kQVJtsD33GaOzjj2bvUfKaiLwL0j4o1SfvkTYQts4311ApJlB0i+yWpnNNkJ5xLkmzr+I98WIHQmzDfJTn5KY8hS2LMkxHEIpt1ddRCPMWyBTXaMHXDpjPW7jh3u7lI/aKhiBj3nsNWMGbBCpgfx5d7DDIKbuGD3ZzoBWTyk0Qfbq/a+LZqL6FsuI49IEqzvnzuCvVBmwhiijrzqnqUDklGkcVaEbc41ZYTCAh/LCfZCmDF1550SeHSrqtKWnaOPAV2ztHM3712Hq6eci4tUB6MzFjsDtANROgP4rp1iQdLeHUXJTrEg/dy7758j9LGyM/4xhEY+jlQnyw645kIR39X3DF6nwA+yM9oYQpIt2JhtQUd2lg2LKBYACuVdG5YBgQ0YQ0DaMWuhA+WbILbAHKfqXdyUbxoyQtFN/OLtjN2+S1t20tiNn7AZWlBF2MjedMaTNyXFMw6/qsd6CfJd60gl3EuFwS/0gFwwVWu1HNEB0T6s2gENLxa4OiBasSADxhSq9DHybRfKtPccZIEtaTWee+DbSS6YaqdYkNSV8xQLtGS+KJr/P74VQqqDgNvbA7JKZ0rZ6214oSOkWKDvPQmmap3x0yrCUYUOV0DW/jNIKOlUS25y7EAYxDa9wNQNyMx2IAXa7IKp6lBPBBxeLxbkQe39LOU5Yw6+gCzHDrjJ6tI7T/ZiQfmzg0ZBJX7aG7N5YzdhheykpDUgnkGO3Vhlg2CqtoQeYmcs8QxqZKjrP9LnrG3Fsazu/Ma+d72jmPJd7d1Kiw1LGrsJT/xi5NtiPZsdQI/dbLaFFEWROHbj1ne9WICAfIu0v+t2W2TFwF7flDBm5tQZxRasN9v6vxMj37WOVMLdSvwCFTOI+XinmFmzDlaYalt2jPwQVs8aOp3SvbEZSsucsvrf8S0ny+FEl4+7sPrsTQqywNl5sgTxaXBJW4e7/Ptlwt5DDGWnSwE0lLW+KwR7oYWOmGJBDmTd1gEpNAcl0vz/9coOess6Q99D4WO7Pxc3duPYu7VLEa7vNpjqxGIHUGM3+vxjHRgkzD/aRoZ0O4MboQD4Ju8zSZXsnOTJ3vFrbEF8AmLzH53Z9oTkxqaPInY0CiI5q+Li7ixxjD46YgIrZ0F+gmNHdsXv3QxTNctHjMZ05pRTCN8CRoZ0/wHhiuhwFuTM47rPvSjSkicvYg/g95xx5M7XVf8/EbbANmYGszOK/1hvi/r7po2xmeP3jp1JKXR48qYU1HFbvsc31T4bc1dVW6DufXwWzLDUQwlV/KAH3HPgOoGkOq29hxYLErrzEJZDC9RT/99hsu3nngPbs5HqdOaUEy6VW2fKnx0IbwKU1Da/gtEZRzVbh+skdVjc1eyUc3cVC2yzxIgxhO7MqVJgiizshZDq5EAarYWObVdnYpE0IW/MJt3VwKcT08Zu7AmIbS40DnJolm+TvS1Sxm7CE780fbcEk4YOdPTYTcBzPVl2xhKQdexAAhrFhIro2ALgGEJn5hRY8BRpIwuKokiTb0noO34PDG1WkTrbxOQpGFmQNXZjsjON/PVm2+GPCVnROpPkO9zIgtQExIfYyxlDCPJNiq7Hyo+NZ1L8ngmxp/qP9t7zfROCb6GOZxxx5FYp0Kj/Hd8qisJ+7oAxhJBiQefcxw53d7UCssBqjQumap29ARhiZwISCYcPgpRnwMd81ey8IN5l5PWAL94g2NiyTcWCUPlBzzkACh3Wp4YMyVNwgclREbbqDGCEAsFZ4IYClT+78GNeQBYj3xWQ2cYQ0nQmbC40Rv4mJCDTOuiQarbFDsTIT4IcJjEf84oFZt/U/PfVzhMC2qyPIbT2Hjx2s7MzHtjedlvU54FAjtnGEGLGbkLfx02FHFphqh07sNn9fTgaxembFDum6iCi0GEjOEwbu3E8t7ltB/EIMjzrGAIApaPK32gJCIId3g4pj7cDvifNUhMQ6xw0sinkGhnapsV5IgG+KQvp4i+O6ece+l2326Iu7HSY7W06k9DQ8j2d2NaZODsgElEsADTjRNrftZ1Pjgl3Zy0TDIIbclj+7M725BtiW2AQI9/G7iuCmsMLq5ClzZ/blR5R6PCR6hjh8IGXKgjanGHMVoGoiJy5/xBkQRLUyMYejOAscOj7bGreexS02VKM6MCyVwl2JpCcUe08Idhau2MIyuhKcHfeYWeUJCF17/b5c/M3jZHvIsBSA48W5DDhrvoIDvN8k7vQ0YYcxuzdo+/GuxpZHHN1K/XkCembtAJQKT907w47o+h7SpFcJDUmQMQzSjCZeO41+7yPs0CxkeFjNy6dae5qih0QcfgmSzwTVegIeHd+uy0034GII8ufJhKp8LGbMN/UOvfAmEDtVvrI6pAxqkjbFiw38SObG8Wu+mPgnBcu3MWCFN+h3jlfPJMGh3f4polFZxB77+hMfE4W9DJVZ+/h8l3rSCXcedDmAGKaerYnnunb1wFZ5uzdwVKOgF74AoOUvYeQ6lQ6nkKAVRliRpfYBVO1FToo0LeMc3dXhDMgh8GFjoS9OyrCOlFHSvJk7RJbmCtj5NvsQGvvu+QpBXLoJXzLQUWEdIm3afAxETvqovv+eQKUP1BnUrs3sR0/kRTf5N57yl1S5dvI6oyoiNjRFU+xIHXvwb5plbF3F7KACVM12Uiob9IIZlN0xlcs2GSM3XhQESmcMdUsrLpXfe85xeCVQ99bHb8EO7BtJX6eYoHKjRLN6xLTrQyLgdXkqUukWv7UY9RtARq7UYsFSXag+XOdAlNtI8u/VxO/+LEbd0yQk9eY5Lti1Gg0iuu1m8S9t3TGR3CYFaO6Y+AU++tbRyvhBkMObcRjiPdCdUIg1mylTnZxGMPQaEtAHHuPZoc3zviVPwsA5DBmDhqtM+q8FoZor9p7+fMwqWrrrwhvi7aOI+HwpmQS+aJAkdG98THwmvYe3DVzMtvLTn4afEzENX/eyBZJHbvxV4T1vSOeHbMR08TId8HHGjujn0t8l8KqMztRPPueD5f0EY/ljN34fFMK5FCV7/VNKaNaDmRBy86AYapO34QoFqh3NcFGurqViHjGCVO16Htw0qqols03mUgxY+2Mkwso8a6qCYiPfDcvBsb7JjXx05PWjp1JQKO4x/uklt+2A/F77/qm8qeRfDfytRvjHLRSjEiJ89RiQajOpIzdmLlR8vR9o3wfH8FhJT9t7AZvZ3zrSCXcatUWAlNVDIL6QRFPr9ieuRCJ6Dy5HnBXqtmrTSrk0J2AmLo3wXD40Kpqguzq3y3lu+dCU2BSTpiqzcinzJpZg3hD9wZQEW7D9uKhxyJ2eJoLWRAOl3TcVXXvq3jZIg6mbwiU37/3bUan1ctsn9E1c0GbW7C9xGKBDaZqe/88Rr4N8i3SrsSnvBIhoiJGtHO3sGXHyHexw2N0xqPvO1FpYzc7O+BCdGzTEgRXt9L2TnaMfJdvatmZxOKVDaaKGDMLGaFILXS0Ej/b/HmOnXF0nlpjCBm+o5QfEc9EIzrccWSSHVCTJ8IYQmgMnINKM8l3jSEgRkJt3fnY8QyTfNuzjPq/51pBOrMt5CAhnllvHHfVgiwo5Yfu3RXP7ORv09AoqwB917vzIvG2wIl6y2jcuNbRSrgTqtmhCQgaPtaB7SUYeee7xIB5LStM1VEsCK9i2QOyGUDp6+SMANtL0pmYc/fMcOcUOup3sj1jCKndm9BCR6tqG9lpdZ57IUnzWiJ+1maTc4VAm20FpgQ744NLZnWeIhI/xLvHCHJGF+GbDZYdepfUxI/CWeDSGSapDqA45iIJtOpMpGwRBzljjm8KeMIvdZbYBVPtcBZkdCtjRiiSzj2QrK6UH2ffvWRGCefS1hmPb2oF8ZGFDiNZXbMH9EyrM56B+qa8ZF4koFiQ9F3DigUsO2O0kZGQ9ZgxhNhkXqTpxjd/74hnou2MfYa7Y2cS4ryqo13LtnAWiGDQV7m+ybeOVMKdNcNtnGlt/kxKpUbEBR/TlH4VL9+l9IhigQ1q1CWoSp+t9AVkatVziQziq4AsYabKyXJo6/ilnHtEl5iZ+CXpu4+zoFXNjpsH0+Fdpfzyp24o03TGF5DFn83GEZCpnAUpVX4ROwkh4jk2ZoGp9QSIJ6jJCSadxQItiA/VGRXBFlMsCJXvZG22+aZAfpHqHqp7rVaHpTyrkO1DRaT7DhE/A2+OfPcbs5qdSQjiOzOtOmdBgu8LYeBNnft3Jn4OZEE0v4inWJAzly9iKhaUPyF8OjE6Eyp749CZDmIvPo50cwGpzY+8u+pFFmTopDtpTfUd290+G1nVctn3+LHK8GJBrO/Ym5mS1ny/6iIJVG1Bzty/r2io7zeeo8OdN6X4Dt+aQ6Q8A9Zqs02EHNorZNUlTq0Ii9idiPr3qWytdbfSuPfyd2vC3tULq8+yQSpk6t4TO9y2S9WcyzZ5Ds8FU60M0GaTM+NnDppq2aRupVVnoljKzfep6uaY3k8Nhds7SXV2epSq761upX7uU/veQwspLpjqvL5P26R5rVa3cmrW9xydcaEi5pl31QlT1c89aexm25JllJ94V9U/59WZFN/k6N6ovikJzqgG8Z29N7JF0ub+baSVpfw83+SEqUJ0xlWEt+h7MNTenoDMFN+k7xfim2xw+IRupW4Latmb9M6TC6ZqtzNx+ijSJDP131e+Y5OhM85CRyM/xw5MHIlflp0JiWe22ySdUZNKPfFDxDO2kZ7qvylSfpssO+CJUXWZ4WM3gXYmwze5/F7WeF/AXd1sizZKJ9Z3ePyeSOrYTZidmSSM3fjWkUm4r642WQbBpJiLvfLjHuiyE+ZxdfnH9mb1/9blBycgjr0f2+19udpoVc/wvdvORt37cq0VOgAV4Ur+wUovoiQk3Jr8xU72tigvaJ7OdA3lYr7b+zpNH9W9d859J3u9Ld+ART+DV537UtfHhMSvu/fyrA7X2wwoqd1QHrPdVcDbj7UdWG+kKAqNKyJUvt0BLhR9T+IUcHQR6ru0k5vSAXHamZ1OLtfbpM6Ti1Sn0UdDAoK0M4l31QVTre3ATleS5DsKTKpvykluREw608gWwY/dqL4pZZbYRaqj2jB9vwjWZtU3pXDGuOyMKltEhzYDfNNeo5O5hQ79aDp2JqMLbdq7+l1zuommbmWtj4bXUOKfHzTZyMZ/pKDe3PrYvqs5sGyjb5pbfFNkQ8vlOxo7kzLfHhLP6IXsODvgky2StvdQO7OY5xQ67HfpIEPfQ87mYLWpO9IxskN8R45fDfJN640URXN2KEj5kUm4O4Y4GtpsUExL8pTG2qwHZM3fdxJuwKzZMYtzjXnSzFa1PQbYu6sy2U6e4mEdLjbVSrZI+V0Pc+DwznPftvYeDFPdNqQ6uk62ijRrLeEGwFTVoClpPEOBqepVW71IkwNp9DmRHDsgYg/ii6LU7zbENhIO79X3RnYSTLWTtDYV4ZVepImFqXocYAtyCOhWVud+uNkmj/W44GPN3tP0PajQseoiaSC+qZX4KTqTUOjQ75PqO4pEsqSwYFIvNIfepebf6epMk9yIpCZ+riTBXOiI7YS6Ej9joSNaZxwJzjrNN7m6lZ3kKeFsXDBVm19FwEiPzduFjrw5aPddRXda1bskklfo8PmmvLGYuOQpeoTCJX+90c4lzmf7YtRSJqcoebDayHEldorXd1ehw1CEj9YZR9NptZX5LD2eMftsvSiZoZNOW7ARJZyFQcqPzAz3MtOYmboIVkMZkfhZmb6nE9mvK59pXeJVkCFOq0w6YaqzaW3gUrvQLvhY0zXTK/Hx3Uo9WN2fTesnTDrFCABM1eagYqE6Il2d1Is0WU+AeILJNMihP3mq5Od0WFwOsKxm53VvdCdS6aOIyRZEwuEjArJwuLqiM1HnHgk59BT2cmGqtuRJxGQL4uQ77UyqPgbvXS/SIBI/pcCUAT2eTOxImgoFlDV24wmakiCBSqBqS/xWmxIFlDWq5dh7R2cAL1zUsg0ooGjfFJE8Rb8S4ZHdGdWKtGPewh66A60lrTkdP2/SivbZGrIgyc6k+CZIwVNLnhLQKK5RLTV5yhlD8MkWwY/dtBpmGc+CxaIiqDFwcF4TVkQRSetwu0YoEOha1zo6Cfe63Q1FwFSP7z7u1URDqcTwFvnlx716mOZEQmAdqVB7V/dGRNm7fjbRcPiuCh7fN59LUufJ8PZjtfeDw7RihKtq2zoXMLR5Op3USffVw03WM3jGgEw599znS0zzifsz5T7lFMc8dymFeMwFU92bTerfpSaWaToTv/cutLn5+/yxG3vQ1JGNgMMrhY6uLcgfu6ntTOLYjRumqo8MxT+z59SZ/cYO5PgOY9Cxj9AZV0CG8U2ubypiQOoA5et7j4U2u2yYiGFUC+2bsqD2Bjuw3xRpDjdbzX/gILzpOmPXx+pc1jsUUEoC4oJOH28VJeO7ifVdMvjsSvbhemtghcb6ppwivCu5uVohaRKev2rGbuw6ebUT58XaAUeMakIBIeSrOtOKZ2IL/HYbZi4wYe0MC2p/9TBjVCvUNyXkfL51ZBLubuIXWz2MqGYnJCC+qnBW9ZBQEXbBVEXa82A5gYdbdl5VVcQ/u8mq2uqd1iQ2VWcXJK/Q4azaZgZ7IhaokQqdTgr4dhVh3zfNqAiLdM9mMpm0oaQ5iA5ndz5PH03dyslk0u7+w+1M3l11wVR1FFBOscDVrcy3v13Ze04UUGQ31AF963T+g+2APehQUUClTqbPVvrHEOJtZBVkm+xABwUETkAaO5Db8bPfpVI+M57J27sLcSGSfzbuu6oXUeJ8k8svlfLzCuW+DjrazrhQQAjCt3zf5Epu7CigWH13j1CkNW6cqAUACiiYxyjhXJzFMQUFlEoIHRYDp92l2s44bORyXY1qpfummBEKFGnakUm4k+djAhxg8tyQo/Okyte786GzCDXkxTWLoBmyUNkumKqIfe40nKHRYYgtJCMp3UofdDopKQ6BvGiVSQQsuy2/re/R8zGeebCU2RjVoBq2biUcCtaZBEKg+Bm8buKn7z1JfgiMSdf34L3b9bElX9P3eDuDn/Fz2QERsRY6YplgzYRAyl1KsgN23yHi4NGInPv3knelzLbXSWv3LpUFJnPAF64zYVDSlOcwV44gfjKZKN81zX+4II3ZdsYhezad1EFgZ+4UmDyl+uwGat+VvTeb1DZfD7Rj7YxvhCIt3nDbgWbMDD8jbmsgxM9w+wsdSci0QLh9Ct9NSMFTpFsECo1nQhL6XDvgIlQWSU/oXSMaC2vih7ADOvoKHc+YR2Wj7YwjRhXpFmlifZNvhCLluU3fOjIJdyoEywW9OKZCyjMqNVb58wbykvO4vRlyWMGm8TBVkTb0glXdK6HN8dU9b7HAAllHMmPqiItYQ2l6AkSkDTVK6d6EzvaksZ3au5Wq/NQRDRepzvGWocyoqnqS1tS9O0l15oo+buKhzS4bJtI+G14lHm8HVPkdW4AYGVKgdWiYqojDfwBfocgduzF1EUSUs8nk0YgpeEbrjCGIF8nnFaihzQb59V1ab5Mghy47IKLbgvSCrdc3ZQTxtkKHHbKOsDM7nSGMULiKNNGjWjGwbIAdmLpGtQDjfbZOa6hvchU6VBRQ10bG2oJ+fVO7SJMGP3aOUMwtOgOwA/qYGdoW2GJUDHeJsveOLUCgUWxIxrHD3VqdmargC1v+OSdM1aA4ReH/AK55XJEm8cs1CM7qXme2Pc4Im2CqIs2lKiuTGZBDT1CTM2tm7Va22FrjDUIKTDW6ImwLyEAzVa55sOTuvKOqqsrPhU67DGU3qIlM5j3JU3k26fO+RhjTPiYhDtOZ+FnisFmzvDk5W/JUJX6dEQqEzmQGNaHFgtxXKJykOonn4t27yhUBLkYct/m9aOKxkAKTqu+AsZsWV0T6nLLpm4rYbQHCf+ASEF+hY5voPxwxwX6evof6JvZ4X07R0KozthENwHhfy3ekzFhH2ciEONVBQmgtNMfaAYM+qiig3MaNce/7Zr+KsAM6F5DaGIwtdLhGQtOL5Pa8Zj6b1v/NS8t1iycL0XTKtQO+dWQS7tT3GV0wVRsUUyTMIFRVTxOpjkgbOp3WpXAEZHOz4my2RasQ4JMdkoDkwLJ970GnFDpczq+zdzA8LZvV09OttMLToAFZJsTWF5Bp+h4MBQpgbe7AGSNhqrGwbPQIRY4dsHUrFzZYdmSw6p95Sh+7sSd+Zn2Pho/5+BaS4PChnda0u9rYmYjCXjRs2t8lzoIF+ooFOXDJSN8UDFMNGBnSC0CwEYo9iy2IjmfC50Jj9TFohCLLf7jimbwn/Hz6rnfnIU8NWexArJ3xoq8ON624NJYV2ss4nfJNPYWOSr6ePIWP3fjvavKTlYFF+IsH69bvIaNatpgAYAdEGp05f3XV+n24/wjwTeu8ONLU0BJpbEHq3sPGiNP8nm8doYR7m9fZ8s1wr9ryQhKoYCOf2kVwKb3CoqgrS9DeQ418KoticLeybXhjCh3WDkgmlNT59mMLmtbsfVtIYKHD173Jg2O6DPHCAoFdbwvZRuzdPo/bjFBkdUOdXbNuoSMGjcKGqUaNUADORcTRUQRA1heWQDUcSROWgHSZ8/PtTMX0nUqe6O/e2EgCgTqT6vcCA7IugWKcThr5FuYWfQfB4e3M+fkBWW4HxI8ssEDKIxF7rhnuq6u87rzvrl5erlu+DoGKWFjtAKaQXenMpYN16/1dxBz0cUshAo0suKAlIBA7YyVSzY9RRRx7B8DtF7YYFVDgF2m+a/fcEdDmzJHQwEIHQ2dQaBFf0yl17y6dXFh8R2gy71tHJ+He4IPVFsS20+H2y3fNl7Tkr9PINIIMpRaQhcoPhal2WBQBc3i2KlOo/NDELxnGFJT4bbrnHmDo/YZSdSIp0Ga7fNvzJSLtuXi77FC4ZB6vgFlnzJDyIrTQETEHjYZON7DptuzgQocPWWCBTseiIrw2UiN5iil0WKvZmS8KuItjauKXYgfCArJUnouQxG/ZKQDFwiX9yZMKOUT4JltxLBoC6/FNl5dpyVPSM3jgEYqLB2lBfAjEdqkXgABQTBEleTrQO0/5cPvjFjuAsGEi9r3Hno2XvCsLau9J/DrnHhsDO6DNmfDgeJ2JtAWu0UQyV4TeaUU+b9gZCQWP3XT1Pd9/tEcoUgp7vobZrlig60w0ytMVz4zvcDtXOUeRQDgUaCj1jxliEELhY6kzratApe8krQGK6YOpZj91kfD4fKj84CA+k3HaBVPV4TQioTrjqQir0OmUWTZHQOY+d/99Cmac7szhxd1VM4mJq0gTPkJhMsIidgKscHiaw8649h5Q6PATvlnmtWLtTMQYgrovp+zAztNlfV4LEKwuLEF8+NhNmJ3Rk6dwMrx43xQ8duNBAdn2HhqQuRh47XYgUB8D/WpyIOx6dszySgTC74ng4JIx407xEFtOAhI2QpFGjrsK7Ph1955fLGjZmU3KnLLvrpr3jhhJanMBpXSJwwp7+TqDH+9bee7qwpa0xtoZE7O9ZYQCMR8ukg8pDxkJTWeH9+iMxUbG2oKYEYpQv+dbRybhXq6KrHeP3bC9bscvrFsZVt27etiuOMcSvvk6rSmJn3cOem5JQIAVYRMcPkS+PyAzw2DjK8LurllOscAHD766as9rIfXdWGCK0nd/50lNaKKZlb36Hn9XfTDVyrle0ua1MOeu6Lt+VwGoiKZrlrb3EJhqvs6QgklHEG+rZotgxm6qoOnC1VydcXdaUwpMvrvawCW1vQfOVqbAJbdFE8iFyI6eTwT4JjtcMnTsxu2bFtnJU6CdSSjShCL2UvU9+DWEBJ+9CSxkM2Zaj++ZYwKE3xNpfFNqAhI2O59XaPZ2WpN1xi4/l6vHZ2eO17DsVPseEANroyVsnYm/q+F+FSFbRB1D0M890jdFcF+NkHJtXU2FHAa8F7otRK4sE2aJAyEpyc+OuSrCyuP2Vw+1vQdUa3zV7CqIv3KYBzl0wccO11s50AsdgKS1JurQ57UQRn7fXBEWiZz7987etI0NBMaUOUIRDH3rBPGxOuNBFmSMUPgSkNRKfOgIRZcrIuauxlaEY5NW3xhCis54igUonYmoZofKDy2O5euMu3vT5bmIKDBFJq3xz+w5YKpr097zkQV2nYnrVvrOPQWN4oOp2vaOmN20dZ6Cx24CkTS5EFvvuJNiI6PRKJ67yi0WdJEFCH6RfJ1xFPbU8Y8kVFqqnYnVGTekPG3spvx37OzweUWaoFGtRNI0bxEeFEfGvCGOmuG2x2KxBSaHb9LftA+0A751ZBLuK8mQQ3+FTCTNIPhZDi2dJ4DSqw/EpxiEUEPZvbChkEM/fCxVfmihgxEYVLKLIq0b6qsILzIr8SHdyvW26BSYYvYeHZAFGrMQpu/D9VauruITkJXn3O17B3QRQMmTrVhgrWZHcxa4Cx0pXBGhpDrJkENnF8FR6AhB0vhgqvNcaHN89yZUvi+YzO+0OuzM3BwIi8TqDCeIXzkCMtszRuq/FyablIAE7j1p7Ga3B9vsvN3OxOm7dw46qRic6JuAceTSUIQPG7tJ800I2HeL/0Pxq6GFDt94nz2eiW06+fxqfKEj2TcFj934i/AdMmgQHD7fzrj0PZPnYpPomyLvqv855bHDbV2pA/SuxHJ/1jxunyI/1Mjn7t0809p82hT5XvKuuW3vOMihWX5+oSObZCQAWWCSj+g81ZX4RJ0JCSaN8iHIAgxBimuEQiQNOu2Fqc4zdSbAyIuUz6O05MfA4WP1HQFT3Z3LZlvIlcP0c4/WmdjOk6NrttoUnSJNkL6HMvASfFMdkJkKHRE2MlpnIBwdeSNDPlKdXL8azMCbNP4R1iVm6oypO/9MsDPOTqtjhCLKN3nmQrNtpMPOmMbMMDqTOUucMNMaKt833pcbz7jjSPuoVtzYTayNxMXAur7Hj924RygYdsZOPAZ67YYYEywsI6GhRRrfOjIJd5eYJu7wTRW4yWRihS9EMX17oEDpkEO7MVMft0+hz/d2561wyTi4jknpZ9OJ7M/SK87BhY5ORTgOcmiCp+3NJvV/t1txzq8I58KDXc67VaRJOnd3p5UJH1MLHWk644HD15DDXDuDR6NsvNC3vO5NbWdMe9936UwMGoUEbU4sMAWN3QRCyvN1xg6XFMktjsV2b/LtTOU7iqJbYMKM3eTaGX8Cst4WckUf1QIgC+zxRqRvco1qbbooIEjSmvnUUNj7uN0CUxAJrI/wLXP8w1mEdxCpxuh7bBwZO99uQi7UL2iYijSIInxGjCriQdK0EB05yLG4TisCbm/jigiVv3bYARH7uFO8nXF15w2FjpixGy+/SKadcULK23sPHbvxrWdEwn3bbbfJF33RF8mxY8fk677u6+Tee++NlpE6ixBKsJUSeIQy8OZC33wsuVkJSCTJCIqtNQc2wn7OwQVTnUwmVigpktk+18ibDPFkMsmCTvvmce1kRvmw7KmjSBMDU2UlIK4Rir3ZtP7/lKKTbDuzdgRkKgoobewmES4JgHqqBaa0sRvP3q2Q8lDIoSvxcxWYAmCqgclTbnHMGJDlFscS72r8qJa7SJMC4aWPUATAskXSuqFeaLMtJgi273b56t5Tnkzz31VMAuJDAV3WEUzEEYpg1JurODa3F2nCXrshF+EDCqrL9VYOOtwoEfY9Op6J803mIrwyQpHAY5Q83ge0M6mEnq4XLlT5jNyjNSKXwKfjW097wv3f/tt/k1e/+tXyYz/2Y/K+971PvuZrvkZe8pKXyKOPPholhwFJEbFX4JDkXd1Oa34XQcRR+QTAx45Zqkx69dkv38dEiIeU5xpKf6U/vQIXSsSUqjN+Q2wLPPwwKX9gkH6XRMJJe1LOxgdTXWQUUUr5gdDppL2nVYQR8LGywNS/nUHs3YUCijp3D7N991zyIYez6aQO1HL03QsPJszJ7c0mUv06yb6Hjn9kMtt7R7UIMcEiU9+dsGx13ClD320+2941y7+rbV4Xhp3Ji8WcndZ9R2EP4ZsykQUhJIEm+VGJX2ynFThCIWJAwAKKY7k20jWSVNmBrQEFhBjVWmTayJCxm/W2kMsZY2ZPxysUKhdQh7AZQJz2tCfc//7f/3v5vu/7Pvme7/keecELXiA/8zM/IydOnJA3vOENUXL0uc3Yjp+vG3qhIx9XIdNlx5MZ+ebB4quqoTDVlHMp5QfC05LOPXQGJJGhMbDD0pEfUxH2QMpTvqlIAJTUJj8GDk84l1J+2n2KgWDRdCZ47pQBsU23AyLpdxUxdtNwReTaGYJ9D57hJvkmy11FEnqm2AER5fUPW5HG6vueOb7JWmBC3FWCHWjJN5yNigLi7B3jm0y2YG82rb8Hxc5k23f72bS5gAgksFY7kI8saHMB6X47f+zGZt8ho1qOvUfpTOxdBT7hZ5QfFROQ9d2DAurmZUw7g4PDi6STWbvW05pwHx4eyn333ScvfvGL699Np1N58YtfLHfddZfx31kul3LhwoXWXyIi57OTJzwMNp3lMK5bGQ+dDoF1pHXPYyEpPkKKFPnsmdbQ5EmXr7OrGmX73vYlPr0ikveUkQuaJpKvM8mw74hzj+ZbCIVLJs6dhtkZd7fS/k4r+a4Gjd14Oq2g2cpo9vmYeVy6vsfxaMS8QmHzHdk6E4i6oPgmEL9I9KgWYOwmX2fSfFNMt9KK6LCNUABeoRDJOxt2PLNx+CYXCghRHEN1iU17V1FAWeN9kcz2iLGb+Wxax4BpYzceNGDuWKXDFuzPpjUKiDGqlTv3H0rYnDN2wxgJLYrCaQvco1oDT7gff/xx2Ww2cuONN7Z+f+ONN8ojjzxi/Hde+9rXytmzZ+u/br75ZhHpGnU0TDXt6ZWwZD5Ftkg4PC1FfiipTkd2JPGYr6PYZfXMD8jquaSOzsQlT7F7D+tw+wKmPJ3xPzuWru/+DnS6bJH0u4p8Bi9Ftkh48a1fOxN3V6NtAYAJNtfO+AkU079rsj4C4JIu+XGzle7OU7Zv8hSYKL7JYt9hdsbqP3CoiN59U0yn9WmKZ3L8RyizferevclZhi3w62O632vJJ9zVZJ0BjFCI5NmCuogSfS75d1VFAeWce3xe4997URReFBAkjiTcVZX3zDaqVaGAUm2Baz3tkPLYdeutt8r58+frvx566CHjnwufRfAlCTPj7yFP3szNx48qFhzfs8iPgja7O60d2QD4mEh73ixWvnemdd/2TSNnKz0VOH1FJSCeTqu+cEF8unw/EZ5Zdujcvws+JpJ3NqFGPkV2KT8smEyR/3TrjO27Bs39+zogFjsQghYRCX8pQl+IGW7rXQree9VpdSd+KfI3gciCjmwQV4TVfxB9U7CdCewo6itGZ3ww1a7sON/k68535Yfv3TfT2pENgKmK2G0BRmcwvsmHXNAXZoTCFm9E2kiCb6oLTIRzKYoi+btG6YyH2V5fITqz3RZSvTLlK2SnyE+3A347o7J128YHrTYSUSzIsgPNn4nObQAz3PNsCRnr2c9+tsxmMzl37lzr9+fOnZObbrrJ+O8sFgtZLBZe2SiYqs0gIGa4bUoZCymPNcQIlsPcIN5bEc44m9CZ1o7s6KeGYp1IOPGYryKsr9huZXQCEmUo8XdJ/XOxiV8M5DA2YELAx3Llh8JIU2Sr8u2FDpuDioDDk2ykD+1i15lwJA3Dd4gEkPbYzibirsYWPKNZygnJWapviu1W+qDTKfJ9fs++9zjfxDgb31NDVt8UO3YTW+gAIAvy7XsYCqgjH/DaTU4ByNetFMk7m41n7CbHN6mJn11n0htDXnQUwA6IpMQEgLGbDNlr5dytqIj5TERWnd/HzP1bY9Qcv7dRdcZuC/T5bZEjMMO9v78vL3zhC+XOO++sf7fdbuXOO++UW265JUnmyd3HQMA6RLqGspGPg4/psuPhY2FBU9TeA6FAKbJF/F0E3ZjFnbs7AdEr5bF7D33nuyM/wtjEyg4udAQyievykZDDFNki4dDmrvx8VISemMXrTNrZIOHwKbJz5EPsTIYdEIlHGcXpjMfOZNgBkZCzsXxXiJ0B+abA5Kw5m2eAb2LaGU9hL9/OxBXfouxMou8I7Vb6x8yemb5p0+pWxn7XmLGbsM5/iv11yc/xHytfjGqTHWEHSvlxNvLptjMhxQKr/2D6pmideSbZmchiASlOda2nHVL+6le/Wn72Z39W3vjGN8pHP/pRecUrXiGXL1+W7/me70mSd3JRNu1joZ62qm1HMXfyo2Adocag3nv+szEi3UpQzNnEwqZr2aSKcIx8L9Q+41xE/F3ijnON2LsPPqZXJmPP3Q+dztAZD6lOx1BGnruX8C1DfnShI1ZnPN3QTtCUcFdDUQup+h59VwFPmuXbmTiUEVZncu9qHHQ6zs74fIdN3zG+yXqfYvYe65tAIxQ598nr9zLswHZb1DOKPjK8FPk+35FzLiEw1ZyzCeUXSZGtwlTt0GmbvseM3cTepfBkXiSiCJQUR+LjmZbOEOLUpjiG96tJxYIUOxNa8IzJa1pdYkIc6YtRM/KmkEJHbqznWk97wv0d3/Ed8u/+3b+T17zmNfK1X/u1cv/998ub3/zmDpFa6Dp1LC6oCWXG1OVDWA61oCZGtvrnQp1IIz+/S2w9F1jyZJbPKBbE60xcQBZz7qtIVESMbBH/nFzO3r2QwNy9e6HTtu8aDm2O1sfQu+qDku5n2JnIinD8uafdVYjO2M4leOwmLsGJsQU+NtUcGyYSDz+OOZuVR9/1AlCMPqrdSoYtSPZNkd1K3ysXunwETNWm7zGFZqf8HN/km7EG2AGR8PGSOJ3h6WNQscBqC8J9U+gcdIodEAnnAoq5T35el5wYlavvsR3u1L2HzkGn+KbQEYo4O+DXmZyz8b1woY+bxulj+d+fTkoGftPKjVNd62md4a7Wq171KnnVq14FkXVq0RxOURQymZgPtVqxHRZVvm/FkurEyC7lx0GnG/l4aHOMbBH/HF6OfN8zRjqMNP7c4yrOp5I6foEOahHuXEXiic1izsY74mCRDYM22/SdAB9L1hnrzFO6TjLtgIgfpmrVyZjAIJAY7FRE90Yl1Ym3M0+vzqSQ6iT5JoLsEJiq1c4Qxm5Op3Yro78rAtqcYwfiuzdpOsO7Sy75djv29PqmVUDih7hPsXYmtkvMsGOhr650ZEc8seeSb/NNYWM3aTFqGLS5lD1xJH7W+/Q0xzPq6Ictv+rCviPk+xqJADtg80siXd90InIEz7We9g43elWHXxRtY2JbsQRbKcFkcHdlJ3u9LWQbsfdQUp2UxC8UqqMa+aLw772B2/OCyeAuQmoCQjUIgdW3yL3HzsmlOO9QVuXUpDWUTCNNZ/D6KBI/QpGkM6GdoQjHrcJUY4PJMEhjuYdQUp2opFX5z1tHNDLOZpMYkEUnIAzflGwj44L4+EIK3jedTNx7KBle1Nn43pi1Fg0jE5DYIn9QpzUS2RXhm8JgqvmF7GDUArjQkaUzPRXHwuegcYUOxLm4Ez9z8hQjP5QkEFm8Emmf+3TS/PfCkDpxIxQpBU/X3tXvujdrnglDPmlWraSGluVcSvnN3vfn0/qZsNCmlmsduYS7cq4icYynjLkkX3VvbzZpKVX83j1VLNusQxS02VZtNs85qP+uU34sqU7C/ErsLNhmW4QVaXzsxLa5UAC02TWTFFLoiGXLjjl333iGPkIRIzukW2mdaQ16vmSX+BHOJYRUx6YzITNV3sKebV4rOvHDz7J5SXUyZqxD4JLW2fkI+8vQmZDujU1+mM74iobp3CXqucfPiOf7ppy5TdV3MWZaY0coUvSxlB93V8NsQaUzkXYmyA6EQJv15Cnmu/qKY/l31QVTVX3TZNL8f0HEkbZvGtQJVWJIW9Kq6uR8OqkTnph5X8Ys8coTD4i0z2Z/Nq3tfZydwXNF+Hy2SNv37c+nzdvWgNducmbnfTmTiJa0zqayPw/XGa++Z9hInx0QaY9QLJS9jx1uwzqtJn4EttbTMYrpkT2ZTFqBTWvvEMi6GVoX072xKf1kMmnJT9575LkjYKrTafO4vSo7RH4YTNWiMwAipr3ZtPXP2nt363uLVCfQicScu++b7s+movr0SvY2AI0SBH2bZ+iML5mfm+9SCBolhFRHT3CQe3fJ9hVpUmCqSToT2AlNkS2Sou/5CCOE7FJ+rI1EQJtR545Hu/iJH3P8nnLuAXDJySSua+Z/ashy7pFETLZ4Uv2uZfI0i5bP1JnQbuX+bFonsTHfNX7v+QV4Xf5i3gTxkLEb2wgFQB91+Yv5tEaWxMz7UnyHJ6nU5cfuPXaEIsVnh3a4F/NZs/eovCbONyFiVF3+Yk/ZO8I3AWKC0GLBYi9OZ3zryCXcJxbNYSHgaTlEID74mEj748Z2iVMJWBAwVZH23ivZIfJDSHVyiGl8AZkuX927T34ITFVPzlIIWFzO+3jiuYcF8RkEKR5SnbLAlL93a6fVSjISPuJg05npdFIHSapskXZ3xiVbxI66yLIzHtTCfDZt6WolO2TsJmim1dIlRpAZ7c0mreSh2ntYocPfrex0zRbhHRAv34LFDoSgUVSIbYjOTCdNR4QyQpFgB0r5/gQnFXIYDLGN2ru/W6l3zariLWLsxkYiFSvblrSq8vfnjV2IiWeeDoIqkbZvakE9Ab7JqjMRdiCm07pX60y4b4r1HYjRQZE2Cmh/PpW96q4CziZPZyI7rfOp7M/D9T2V2DfGZ9uKKCJdfa/uKtPOxEHtw/IaVd+j7Ez0Xc23AyLteEa176HPebrWkUu492ezYAhAULfSAq2LgUuGGoRje9P6z/rkq93K6Gc0APPnuvzje7M6MPbtPentx6RzDzMIFTQtRH4ITDVnhtBXES7lN/+/WmMI3nNv/nnoXFIKLDtl7z6oUdDbj9pdrSGHEfAxtyFOO/dYUp1YyOEqpNKv3NWY0ZUWm2qAA1Qhhwi4ZImkSd27clcDupVlED8Lki3S3GdbQDaZTFpJd0xBdRVJqqMmIDE6Y5udn2kooJixmxCYamvvKmwvBo5pOXcdBRQzduNjni/3rgfx8eduK3Qs5m0UUMzeQ+CSx7TkaRGzd8+TlbYxM5zvMM9WImCw1hEKgB0Q0e/qLE5nImdaT0Z0533jGaV8TWeizt2dnCFGB6Pu6iwC2uzTmRw4fCQqorSRMTGBB0mTNXYTh4qItTPrSF6XtLwmorBXweHHDnd3xQy5B5FdZBBs+Uh1RExVrLBKUMgzGnkMjQFVW+VsVLiOT/FDSHU6MyYJ3ZvQ7vwiotIfS6ozmYiciEieNh74WLlfc6ED0+Getf5MFaAhRiiq/VbrpKI/3nOPTFrVIB4BUxVp6/upiOQpllSnDTkM74DYgniRdhektXePLQiCqSbaAVW+a+/HbXsPvKuubmXLDsymsld1QAAdbhGXzoTtPZSYZqEE8agOi+o/YvYeBlM1Qw7DGH7j7EzKXX26YKodFNAiHI0ShI7ab9vIlL3b7moHBRQ1dhMJU503dxUBg+2ggBLGbsLhwbHn7k7o92fTNgoogYAw1M60Y9R8FGYHBZQA5Y/SmQRUBININd6+R6JRfFwRVvJEPCw7FkkTO7IZx94e4Jv22351LzCfDFlHLuGOUcwQmGqXoTE+AbFVhEV0gzALho3EBvEzdV4LYOTL/aZBvIK6lVoHpEoyUYa4ZczUOY2IBCSECKTVvYnRmcCgKarQEUCqYwtqogxxYMV5MZ8pOhPenQ8pji3mU9kHGnkRHY0yq/9s6N7diV9b31OSVltFWKRNUnVCOadQO+PsVmp2IAU+Fjy6EpE8hXRAdDsQqo+qfFexQPUfp2NGKGI7IJGQw1im2VMRyILogCw68YtD0kSde2Qy3y50xEAaU/Yequ+uxE8pFuzFQZtzdCZ07CYYpppa6AiEksYUOoKKhjm+yWMLdBRQpTNBaJSAOK9dYJpFFTqCCkyGwl7Q2E2A3+s0tKKKku77pKOAkM/uirhGKGLsu1lnOlxAwNFBEVOxIH7sxkpaqaGATieN3QRCyiPtjG8duYS7BQFAwFQ78LHwbqXv8fkc+atWAuJPnmJhe0Ew1URonQr1DHkPOha254OkiDggjR4GyCSYalRAFo+KCD0bFaYaMkIRC9sL0ZnU76o6KOt84jxDZzzQN5GuIQ6F8MYnT3GQw/pNe2egbU4SfN81DC6ZAbENSJ4WnY5iWMAXAh9b6HYgAabqLqhOlf8dP3YTDH2bKXB4FEuuDcofOEJBg2UHnI1qC05GjAw13zQMLRIL5Y+FTkftPXamNRrKH5ecnYrSmUi/R4hnbCig0LEblx3Ii2fiYjFVZ+CFPdXOxMQEgbYgpqC6CpmDTvTZ5X8/zjdVew8buwnxHWbUW9SoVmDx7eR+eKEjB5Ydd+72AtMice8pIxQxe/etI5dwx8B1QmCqamcIDesQMRGwBEKbg96t1I1N/N5DoZ4t6AUA2myDMaFgqgtbBc7T4Q6BqVrPBQXXsTgRBFxShxwmwVSd+p52n1Iqwmk6Ewg1moV3FGNJddAwVRH7LFvo2E0oiV8btRADh09Ao4ChzWoHBDV2Y4M0+nXGH0x2ziWCEChs7CbtrqbAJaN8k4dUR6Rtx47vx4/dBOtMIhol1K+ejCCBDUJ2tZ4aCvfZIvF2JoazIFpnItEoQb5JifVORo3dBNgZCwqIMaqVQkYaTPiWinpL4BcJtzOhyILYsZs4WxCz92g7M49Eo0TaglNRSJpIv5o4uhKMpIkggQ2T3fZ7Mb7Jt45cwh0HbQ7otGqzN1HPOUTCdWIgL9WFdZHqIJLWOLhOXALiJtXRL2x8QOY6d/1swqHN/oqtnszHdc0C4DqJc3ixM0/7EYUIkfgRihj51Td1wqazIIcB3SG9+x95V53jGRlG3gcfEzGdDbLQkQ9tDmc8nUUkrX7ZeToTl4AsonyT/5suNBsZx9ocUhyznA0iAQEUx2IQTLE6EzXTmjR2E9YNjRm7CUlAOiigpLGbsPt0bK+BrSL8qr3QAfJNrcQvbezGtvJm5/1xpI1vwdeVC9NHM+oN8QyeSDrPRXSnNaJILhLmm/LHbsJRQGm+KcwWJPGLJCCYcHD71DGzeMRejJ3xrSOXcMd0h0JgqtZKTUgCEgljium0NrBpl9LrHYoIQxkCU7WeDRY+ttiLK3TEMn2rs/NwIz+P6zyFwMdaRaC9WXChI2Q+PIfcJWWEIlT+KrKqGpPclPLjk6fgBCQSRhpf6IgLyGI6rbWdCS0azuKejVlH2oIonYkm1ZlFJSBhcMnEgmok83w0Wd3GbwusvikYYptiB0BjNy0bGR7wxTJOLyITkBCYqu05oFBERxxqIUFnIooFyPGPVDugyg/1TTGFjrAXLiz6GGDfgxitNVswrwsdWN+0iExAgnRGKWQf35/V87mhvimGlT8pBg7USbVIExoDx8zOR/mmyJGkqO585LhpjB1Q5Yf6j5Txj+AYdRbus0PWkUu4U+dCbasNwVKeFSBUhGNmZlO6lTGzCCmV/tC9p0Ht4/fOOJvozlDsbGUsdDribIJgqvtqUBM3S5zyXevnIohV1Th2+Ii7Gjr3n2IHAs9FhGsLkmSnEKRE2JnQJ0ZiGafjbWSsLZgF39Uk35QwF8qxkfGw7Ea2+y6JhHXlOqMxwTYyvvMUc1ej32wG31Xbawgxc6Ex0OngeCZ6/IPsmyLOJoUkMMVGptiC8KZTmG+K15nYQkcEN0rIWEyGjYz9rsf24kmPo2LgFN8UaCOPKySwEPuu2IHym4bP/cf6jxYaBcKNkj7371tHL+GeRSh9AEy1rTizqO6N7/F5EUPFOVB+jpGPYiKM6IDEQ2zjOyAMNtUUyGFo9a2cOQ2HMW0COoqp876x3fN4yGFkp3UvfL49pKqa+k1FEkiqYuDwkVD7dvc8ws6EBk0RtiA2AYkfu4kf0UB2/Pg6Y56zDp3hDvcdifO4zrNJ6+RGP621Fzf3H0L0pNuxFNSbbVlHtaLGbsLvU7RviuneoGcrdTbuQFsQ/8JFom+KIFCMtTOh8+HpYzfxtsBHHBzrmxhjN10+h0DflND5T4qBU5A6ga/dpM1wYxBMXYQUzjfpBaC4sZt4hCrNN0XO/fvW0Uu4iTDVGHiX+mdiIC+hTiQHPkabPw+Fw0fCJVtQzCg21QRD6YUcxndvYiApq1jIS0yhI5KRdBEZkMVCjcqzCYXD86CY4fLTgtVoBt7Iu7oKct5p8nPsAGrsxgYL9I/dcOfkQvgW0sduQroI+b4pnJ04ZuwmRGfMdgB3Vy3IBcpcaIzO5NgCj29KQS3EjN1EJjhRCUiGHYgr7OETnBA70C4AxTVugnQm8WyS2OFT7AyFxyglJohPWlNiAoTOpNoBkbyEnhEDR839R45o4MduzLJDdMa3jlzCHQN5SYGphkJgW/KDK8Lhz/XEQ3VinxpKgL4h4WMaOzwaptohqQLCxzoQ2IgEJL4CFw/BCoWmqbNmvkp5W35YpzUGrlPLjiEbSoGPhXah98LlM6H2pfw4JxJzNkkw1aixm8ju0Cw+eXLJTrUDInns8AhSHR02HQq1V+WnzEGH25lAxIUCOYyzM6E6GTFLHILSmafZAZE0ZFr4CEUcoiNV3928Lpb7FDx2E+ibZpG+KaCQnXo20UiX5HjGEevtm+NU/IsCafoex6NBimfIIxRxNjKuwN/eO2bsxprbIMZubL4DBCm3vaYTHs/E+KZwnfGtI5dwt6u2+dVs9XH7WKhnFnQaALHdmzXkGbGVmlh4WgzcPgSWvT9rHrcv57ViOiDpxQJEhUwlAVHHBKJgqhEM66Fw+6DETNl7KuQwaoQiEtocCpuO+aYiaWQa4WiUWLjkLNgOiIQhF2ws5YhZs1Q7oMoPZQ8+thdug3N4KGDkXZYEBMFsrwc18LEbC7MyXmfSnttMgWWHJiDOgKwzHx7vm4JtwV7Ec5sZxGOoEYoOlDR47MYPU9WJVJN8U0IhO9Q3MWasRRJsgWrfg4sFCTEqqFhgY/2HjPfNzX4VFc+0i0Dx0GYWGiW2+580mhjKBTQLtwMiKSNJKWM3Eb5phJTbV0wCEqKUIk0XJHqWOACus7AmOIFwSYfSizTKw4apxsxUhUBSJpNJbSxjoJgiqSy5odBmvwOZTie1Q40popR7D9CZjoMKO5tVQEA27xRpwo187AhFTAISIntvNqnf221D08IdVNQzeLHwsVA7EA2HD+nkJkIOkwKyGMhhbKEjgj044wmQmHNnPIMXwh7cnTmNKQYHFA5Toc1EGKn634+BZYd2/CrZoQFZ8hhCKDw4auzGf1e7diDCzgSMISz0vQdDmyNHKCJiJZHU8cG4Iry7aGi7q+FxJKOQkmcHQuLIEPm2MQSAzrB9Uyq0OSVGjWk6RY4PxsUzAb4pY/wjyH8k2oIwO5Dm90LW0Uu4Z+EJSAhMVURJWmPntTIgh/4KWVixoFIeFXYRojixMNWYSxVSwSrld5EFYd2bSChQjHMNMPKq/P2IJ8dEEirOER2WkGqzKj+2S5wCsY2tTHqLNDv56vw5g7U5pjsfoo+TyaROCuKLBfGdrXAyI78dmE0ntY7HzmulMIkHd0ACAqa9WfNWcAxxjEggKiJ51iygiDJXUUCpiV/43qHENDbZQR2QODhmTIclDGpv9h0w32TlRMjXmfY87iyq0JECU0X6pi53STwqIiqeCS10RD85loYsiOKNCfVNSUlrRByZwIkQjiyILETMYu0MDzESzfRNiWf0ItDuPqFfoUhEMIUUDqeTskkUHs9E2oHIeMa3jlzCfWwvfk7OBVMVaSAvMXMOqnwXfCx5big08asSkL24WYToClnETFVIVVWkOZvk+ZWU2XkATFWVHz+PGwcpb80QAoy8iKIzEfqoyo+ZNYud13JVhEUUnYmwAyIJ5x5xNiF2QETRmci5oaTZzcjRlVCd2U/VmaggPlJnfHe11nfCU0MqF8VsJvu7RBOhMy0UkHruEfrOmH8MsTMtFNAsbu/xsGxsx2+uBKepvinmFYrweMa/9/3ZtEYBLfYafhFUEJ867xtiB3QUUNRzmynxTODZpIxQpNgZl+9LfUIqFvK9iIyBY3RmMinvRezcf5TvqGJUFJR/ZyPn00k5fhp87v5iQZtPZ5YUz4TYmXJ8c9L4puCk1aEzWnzN0hnVh4TIT+n8x3BF+NaRS7j3Z8q8b+Dj8/5gsuq0xs2ARLMcJkCbfQlIqzufENQEd/z2UqqqKZ3WEGhzXEAW070JgUip8lvnEsOwnsCS6zc2fuibKj927r/u3gRC61rzvihkgaLvMR2QIAZevUscCZf0Ijrm3UIHHz4WNrriK0qqRRr02A0TWVDKV/U9/NxXscQ3ezFjN3EIptbTKBFBTTAMNso3VXbGozM7+a2EGEToaSsGhz8/6Nu7aVQr3DdFcUVEwuFdOqOigNovaITfVTevS/PP9mYTKEx1Om1QQC0iPBA5Y7X32XSyK6pExgSBXEDp0Gb/3vdn07KYFT0yZJetooDSx278+l4lfvGv3Tg6oQoKKJ6DKcC+z9uJXyzTdzATd+uuhsOyQ2xkjawD+qau74iJZ/xxqur3RIT22k3s606+dfQS7gRoc0z3plKC9baQ7TY/4Et/rid072YjXxRhgXbwpYpwUKFd4sWeKajBdJ7ss2YeGFNoscA0f/40P+cQ2+EunwLqp8CEGqEw8S3g3n5M3XvKXUUXx7S7Gjt2Q0paU6CkoYFHCGpBpLEF8WM3AR2QxJnWJN9UBx0oaHPa3uOLY3FjNzFQzwpySPNNxBGKvdlEptOJYsdC4fDhhWzW2M3+vJ08wX1ThB0QiburamIcIj/Yzig2Mk5nwn1TnfgFFps3VWLmK8IrncS4sZvwGLhJWsP2HqIznVGtmHOPKI7pnVaEnVELJ/FjN+F+VS8WIMZubFxAMYSeoXZG3TsintEJm2N8k28dyYQ79Fma2C6x2nkSiWFRDIRgzWKgzWEJSAsOv4NgFUXz/90rP+Jx+1DYSCjh23HD/HlYoSMOLhkDGwmFqVZQo/bTKP5CRyx8LO1JM7e+Z49QhDKSzhg6kwaxTZmTix2h8CMLmvnzNMhhmJ1pwSUBMFVVfqzOxLDyTyalvQuFwYZ2K1Oh/EGzmwrkUIVRB9uZ0BGK1t4DoM0hzPbKWEwJOYy1M4FjN/O4sZsQ2HcHchhJPOZL/KpRAeYIRR1sR8czoSMUvLGbhZa0wsZuDIUO1LiTqo/VfyNEfihir7X3JJ2JT/xgYzemeAY1dqN3WoPHbuJ9U9LoinPv7fNGjt2ItIsRaWM34Ulr7Ghi6ChuO56JGQn1x5G6jQzldfGNahl1ZoSUd1eLxj0QkhIz06oGQOHMm/Zjbr0dvJcAUw0uFszqqmeI/FiY6iKiEhQCH1Pll5DD5s8Gw9OCoc3xjKShpGldnfFBjfzydXbicJ0Jc1Amsrpt0RhC24ox8tW8VjC0ORTqqeq70l3xIjoixhBiIYexIxTlU0AxkMMQnWkcVJn4hY7dBMLhjece3gEJ6fgttK4ZAj6my48buwmH1lXBJJLMSKT5rjFQexEFShrw3vRCC+IRzPYi7RGKlFcoQnzTQutahr6P64fDq3uPhzaHdCurbxuMRgkckVso+h43duPfey17L1JnYkco9uLQKDFPpul3NfS1G28RvmXfIzp+Ecix7t5DEz+3vje2IM6+rwKKBYvOXQ2FNsf7prixm4A4UolRRSTYFoSP9xlGtcCjiR3fFFpg8iI6DGOVHn0viiIwjtTsTOjYTTBhc7coObKUG1YcpDzQyBsgKaX8sG5lyjwu4u1HEcWI6Xv3FSOCWBSbhDtqXisD2iwSA9fxB2Q15DAwAQmFj5nmz+P27jfyDeQQDW3uwvZC5MeMUOjzWpwRCvBd1RIPFiu/WkQJKXQE6bt11ixUZ8ISkPixmwj4WHXugUlCsM4Y9h4ydhPDeBp/7nEJiFqJR0ObY+cTg2GqxjEEFOQwbe/xJIGRb/vGwFRrOxNn30O5IuLHbiJgqol7j+HoSJnHDYlnGlh2YAIS65siirUioW82a/oeuPdo3zSPK3TExDM035Q8dpPgm+DxjNk3udZ2W0jldqP0neWbIppCaqzjLuxZzt0Lh49rmMWO3fjWkUq4K8hhaIUsGKaqQOtm00n9sUITkBA4TQU5jE1avfAxBQqk7gMCh1dgdTHJUwhsWkSDAkUkT0EwVQt8DNH5F2nvXT3DcJ20y9fhNPE6E9oljkMWVMGkm1QnbfZmEwjLNkEORSLuaozOBAYeIdA0EV1nYvYer+/RpGm+5GnfUqTZ5tsCNblR/yzMzhgg5UUMoiMKphrrmwLtjBLEBxU6arRLgJ2pg/hdsIoauzHNEkeN3cQUaSKLYwkwVdQTfjYGXpjO7HfPPWrvEVD+aN8UNX8ejiwIsjMdGxlYLAhEG5rimTDisYgRipmuM6HIrvDxj1CfXRRFFKS8G8+AfJOpSBOQtFZmKCyeiUOjRI/3xSStiv0MYRLXx26C7UxMDBwpWyTMNy20u4rKm44ZbeSYcNfr7PG5fMWNp6NmzUKTp6+46bSIiHzZjeXP2PkYlzG76ewxOXt8r5EdvPeqUuPe+/Orvd9wqn02gRAvVyXoL5w9LqePzeXLbzwVtfdQdvjq3L/8xlMynU5qox16Ni4j/xfOHpPTi1JnRMJnQEJhqqrOzGfNUyzhOmmX/3961nE5tZgn6ExYVfX5yt7VpNX7XQOqtjc/64Sc2J/Jl+t7Dx7PCD33U22+BYAteO61J+T43qyrM6Bn8L7ipjPl3m9o79077xug78+99oQc25tG39VQmKpqZ6J0JkD+F113Qhbz+L0H68yN1d5PR3F0hNzVL7rupOzPp119B9gBEYe+BwdNdvnPe/ZJ2Z8pe6+eYQLBVFs600LSuAPtEJ354mefkr3ZpNGZwLsawjgtUp77ZNLW9822CCjS+G3BF19/sr33yLsauvcvvf50y/4iiFS/+PqTMp9OkvXdh4p4frV3RWd8ey+KIsgWfOn1p2Q2nciX31DuPZSLIhSm+hWmvXtkq91Kl2/60ht2e2fFMzee6ew9lFMgZO/TiciX35QaA/t1ZjoR+dIbTkbbARG3Tn7Zjbu97+7qIvDcY+zMdCLyJRE6s96o5+7Y+w2nZDKRWt9rrggQn0619y++/lS0bN/ev/zGnf2t7UzY3H/oeN/zbzots+lEvuTZp4Jj1JA1z5bwDFm/80/+hjz72mtEJGV+xa04r/jfvkRe9n9+jtx45thO/kSursIDMtfHPbE/l3f882/szICEV5nce//H3/Al8rdf2Ox9fzaVw/UWUoE7uZjLO3/oGzvdBAR8V0Tk+1/0pfIdf+Vm5dynst5uIHCd08f25J3/otl7PbsJgNqLiPzAi79M/p9f99zW3pfrLUQnzxzbk3f+0DfWFUo0FOjVf+vL5f/19V/Y0vfVpoB0h86e2JM/+hcvUlAjsXBJt6H8Z9/0FfJdt3xRvffppIRlI3TmmhP78kc//CI5uWifO8IOiIj80Eu+Qv7eX/siueHMsVYAidj7tSf35d0//Dc7e0fBVH/4//J8+ft//Xlyw5ljraQDYQuuO7WQu25t9h5uZ8L0/V/+718p/+BvfLHccOZY6zxW60Jk3/7vhcBUrz+9kLt++EVy+tieiOB9049+8wvkFf/bl8gNZ47JUiGkWW22LY6NFPk3nDkmd92q7D127Maz9x/7lr8or/zGL5UbzhyTq4ftvasJuF2+/c/cdPaY3H3r36z3Hsw4HXhX/9X/7S/K97+o3Pul5bq199k079y/4Jrjctetf1POHtd1BuObfuJb/5L8wIu/TG44fUzOX10pey/qLpe+1G6lS/5znnVC7v6X3b2jfNNP/t+/Sl79TV8uN5w+Jk9dOdztrdQJm99RayAu+Tdfe0Luydi779xf++1fLf/sJV8hN5w+Jk9cWopIg0aZWv5dNQFxyf/C607K3bf+TXnWifZdDSfvcuv7v/3bXy3/4qXl3h+9eCAizdjNZGLel+oHXEnr8559Uu75ly9u9g72Tf/fv/3V8i//96+U608v5NyFZu8hsn3yv+T6U5a9e3xTYIHp3/8/vkZ+9P/6Arn+9EIefupqkOy1WixwJdw3npZ7/uXflOtOLqL2Htq4+Q/f8bXyY9/yF+X60wt56PNXdrLD7K9P/lfcpO89No507/0//d2/LE9eWcn1pxfy4BO7vQMg5Ucm4T57Yi85AfHBCyaTSR3Ai0Q478CPe3Z3WRmy9b1HJ/Ses7nmRBORxsI6fMmTae8hhY5QKGl771iYakdndgl3aJLg08lnnWz2HgwfC4Qcds99KqvNJoCEMCxoUvce/OZmoD6a9h5S6AiBqYqUiWstOzIB8UFsp9OJ3LDb+2RSPglyuNnCdPLals5goc3q3quxm83WX6QJlX+tSWdANkzde9rYjXvv151a1P8b7ZvUvavQx+BCh0e+uvfosZuYvQeO3YSS6ojo546FHNr2fugodITCVEVEnp2kM2H6OJtO5IbTTQG+Wq5CRysB8chX9x4/dhO+d52jY26pc6gJiE9nTOeOgja39q6N3SwsRRr13H3yrz+dozPhe9fHbmxnGtqt1PeO9k3z2bSWr4/dhBQ6fDrZOvfosZv4vR9GFDp8tqD6puXeI32T55uqew+3A8pd9chX9x4+dhOGNmydew2H94/d+NaRgZSrKxR6cRhYqenID4WlbMI+bl+yRZqz8UE7QllD27LDYB01JDB672Hyq6Aq5rsG68w6XnaM/BBm+3TZ8d+0JX/jftKhYQ1N2DtgxMEpn6EzgYlfimyRsL2XcEmevlfFhGidCbBjreSJsvf4uxQ6dhMKU9UX0zepBIou+dttEdQl1leovqfYmdCxm5ggXl2hxDdJdylwhEI9txjfR7VhgWM3q0CYakc+M1ZK2jvBrybYmSSdeYbEM6GjK2ohmmLfk2LU+L3H2YKwsZscn13++/bkT/1vx7jt0Lt6mBKjBo7dqD7VVlAwyo+8q0k2LGDsxreOZsId2PF78nIJSbrmuAM3aFghlaDNtpCndnCtGPmhVdXP7/Z+NnbvAZWg9WZbQ83U7rtfdlhlsjn3cNkiYZXPw/VWLh6so+WHVlWf3MHYrok4F5Gwc1+uNzU8MWbvoR2/z1/efdPIcw/pQh+sNnJ1VSbkcTqzOxePoUy9qyG24PJyXRtqFfXglR1YEa73Hq0zfp28tFzX/99i5AfrzE7fY75pKd/fUbxwdV073xidDO3epN7VkKdjnrzSQHFj9k73TQFnU33TyUTkzLFwkFvo2E2jM2l7d+lMdS7TidRw8ZAVfFevxJ97SRjqv6uV7Pl0Iqf2w8892Dcl+NXZdFIH5SE6sz+byol9O2ReX0zfFIpGqc5lfz5tvQrjW0w7E/qCRrX343uzVpLuW6Edv+y9O2xBpTOnFnNvF9ok368zVQwcH6OKhN3V08fmUUlxKOot5dxDSWCf3N2la07sJSWtjHgm9LWbzyfmBsF5U4Jv2gssdISsI5lwh17YahblxjML55+zyncZm8uHstkWMpmIPPtU/Mf1XdhHL5YzQLF7Dwn4nrh8KEVROuNqRiJIduCFbfZ+zPnn9BVS6Hh8Nxu1N5vIs2IuVajOXEjduz8BeWx3LvuzaaQDDAvIGn2P23uI867O5djeNCqIDw0MUvU9JGiqZJ/cn8mpRUQCEgiHT9b3APmV7NOLuZyICOJDg8l676cjdSbgrlb6ePb4nnPeuCM7Vt9Px+qMX34l+9qT+855Y5tsum8KuKvXnVwkBcLec7/A802VPj771CKpC+0LmFL3HvIsTSX7+tMLK5TVJduvM5l2xqkzpT5ef3oRFcSHJiApvqkauxEJu6s3nonbe7SdidCZ0NduVL8Xde6BCUhKPBNa6Khk30Dw2SJp+h46dpMa5wXHMwnyQ4sFjd+LtQM83xT62k0l+4ZEGxYez0TkNYGFjpB1JBPuUHjBudogpF0ql+JU5AzPPhUX1ITC9ioHeENiIOw6m2rv1ycGNf5zTwsmQ5gO1b3HBDXBOrO7sDdEBvEhXbNzioNiwGlqBxi79wCI7TklYErau0ffG51J0/cQnWHYgSz5Iedey078pl6dSZQfYAvOpSZmkfadozOpdylsLCbZN4XY9yqoSbUDockT0TelF6989j3zPjnGbrLtQLDO4L9rsuzoQjZv7wx9VOVHx2JBNjJPZ3wJQmMLIgsdAb7pUbadSbAFoWM35xILnsExQcLZhI7dpN9Vnm8KHaHIjlEJOrMXuPeQdSQT7uCO34U0gxDShU43NmF7Tw1WQypBqRc2tKqa6qBCWBRTA9Xw7k1eBS6ki5CczJOS1vo+hQQG0d3EuCJNvHz/fUqWHYlGYXzXRzODPV/HLzVpDUGjnEssGobbmbTkKcxGptoBrm8K05nUYDLUNzHPnVc0bMvHo1FSi7XRvolgC3KLKIzETyTSvhPQIqr8+FjM31Fk+9XULnRYAyEXUWfXx6Iokm1BnJ1J83suO6DunYFGSfarAblHURQ1EjPm3EPHbtKbcX7Z262ydwIaJWQdyYQ7HqYaaxACoEC5F4oAwSrl+438o6nOLzYBiXVQAfIfy6xMeiGHqVD+IIhtrhHm7D0GpkpLQC7yCimPEe2ASFpVVSRsvp0JPS6KIgOeFg6HT07MPIRsTaEDH/A9lgBNEwmzA9ttIY9dSrUFPfgmD3fJ45cO0+QHjN0wIYfrzbZ+rokBJX0sE9nl0sfVZitPXK7OnTB2k1ngd9mB5XojT+04ESi+KdEOhJzL1cNNzRnD6EIzfdPl5brmjHlm2Rm/Hbi0XNecMYxCChMOf+FqwxlzfXJBNcA3EezMU1dW9bnF7j1o7IY4FvP5K4eyrsd88cWxkHUkE+6mu2L/sNttkR3wuatMvOrbZptWZQqVn97h9hvhMjBIDYRDKmQ857pcb2pSB0oHhNhpPVhtaiI8CrIgEdERclevHK6VoAaf4OR2EXykZpd3bwzHn01IB4RX6LhwsJaD1XYnn9glJtzV81dXyUFNXIcbH3Q8eeWwvg/xgUFIp5Wn709cXtbcJdedTCR8I0D5Q/T9icuHsq25S2L3TvRNAZ2nKh6YT+O4S1T5YaMr+LtaJTf782kyoacb9ZY3FhPS+T+2N5XTEfwfImG2gOmbqvj3RCR3iSrfPWaWeFcD4pnqLsVyl4gE2vfEplNQjJrIXSISixwj5DW7vT/rxJ4sbO/w5cjP1nf/Xbru5L73ubQU+SHrSCbcIbMxT7RIzQhzQ4mV+BDo2xOXlrItSqbW6wh7rztykcZmEbD3xy8tFUK2SMbpiLkhxixYFdSUhGxpzMeM5ClEdrX3xXwqZ47HOagwnUmrTC4C7mol+/jeLDqoCbEFyUiXiPnwU4u5nCTsPdVBhel7KfvMsXl0YBCkM4l3NcTOVHfpmhPxQQ1T32seioC9XxdJyCYSOvfPmw+vziWWu0QkzI6lokUWIT47kf9DhKvv1WxlEA9FJCFbKT8knuHNVqrjdzH8HyJh37W+q4QZbtV3xO49bO6f75tiZavyQ+JIRjyTyi0iEqozvDgyFS0iEhcTpOpMGO8KSWcSkYyNbPtdSh2/EwnTmZB1JBPuUzuW5AtXV9Y/Uxn5604uoqsdVTXwwq7rZpSfeKmqhOLCVYfsRKZWkfKZg1K+62zS9n5qseeXrXQoYgOD+twd8lO7CM039Z/LDafjnWuMTsYas5Bvqlb5Y/d+Ouhs0hxUfS4B5x7L1NqS77hPqR2QSmcuBtiBlMDg1O7ZI6edSSwWnA4499TETCRQZxKdd9RdSnCuIbYgtQNS7f1iwN5Tzj3ERqZyCpwO8XuJdkBEtWMh+p7qm0h3NURnEu9TmL6n39Xazjj9dppOMu2ACNevhn3TtIJnS75T3/N8U4jvyNo7QX5cjJpjI/F+tbYzQTrD0vdEOxPiOxLtgEioLUi7T2G+I903hdiCkHUkE+5rd5Cqi8r7uvpKZcMTKZ+CEWneozPKTwzInrWTff7qStaWCl9OZbKCm33+SlhyFiX7ZGlsnrq6sj5un+OgqnOv3uw0rdQxgfqbXlnJ1rL3nKpqpZNOnUnUyWfVez+UorDsPfF5J1X+5x17Ty101Pp42b73HAd1ba3vrruatvdrA84llTxRROTaHYrCrTNp8p9V6yO+iCISqDOJZ6PqjFV2RvIU9F0T5deyXfqI8E1O+Wn+41khfi+ji/CsgLuaagsq3+SUneizRSJ9U+R3rX1HwDfNsjMBNjLWFoToTE5MEKYzaXc1xIalcpeIRNqZRN8U5Dsy9h4iP9rOnGhiMdvK0hmPLShJzRJ9UyXbGRNk+CaPvhdFkew/gnxHRpHGZwtyuEueFWAjU2NUkTBbELKOZMJ99vheTZ//lOUDpLLhiYQFTanyrzm+J1UT7ylLpSl1jk2kmatzO8C85KkopJ4X7sjOqMTHBJOpAdlmW1g7lqnPi4iIXHsqQGcSK/GVEV5tipoEpSM7o1gQpjNp+n7d7lyW621NgmKTnZM8BSUJicnT1dVGrh66955SHLv2ZLkfd2CQ5qCu28m+tFzL0gLDynFQ13nuat7eS9kXDtbWWbasIo1HZ1pkcrF3Naqgii8WpDK1irS/qa0omfp6hkhjC2znXhKypcmv9P1JZ2Evv0hj03eVuyRaZ+pzWXn3nmVnLMWCw/U2mbvkupBYKaNb6fNNKndJrN8O8ns5BVWPzlw5XMvFmtQsMXkK8dlZzQ+z/BzuksoOhBRU03SmsQWm1eIuidaZneygYgHeN6mkZsnFYEfRkJk35XCXhBSvcvYeYgtC1pFMuKcKccgTlgPKgaTUH/eSKzBIY2qdzxriEJvy5EAOfZWadUZgsDebypkdtOPzOxn6SmVqFRHvNz1cpzO1LuYNccgTlr3ndPyu9XTlcphaj+/P5PhuTtUmn1ndy2FqPb43q+djnrDcp1SmVpFm7zadyWFqPbWY12RJNieSA5e8tqqWW84lh6n19LF5PY5i63LnFDp8XegcptYzSkHVFqymMrWK+HXmySurOjC4PjIwuGZn24vCXlCF+CbL3nOYWq/ZfdOts6CaHkz6dCaHu+SaXRd3vS2sMNjHMsYQap2x3NWKu2Q+ndS+IHRVf/5ws7UWVLN8U92Vs/jsS+ncJdW5HKy2cuXQsveMQofPN+Vwl1SyLx9u5MBSDM6x794Y9UI6qVllBy46CqpMO5PDXVKdy/mrK2tBNS8GLnXYdu4qd8nx/Tj+j0r2k1cOrShPBHLMl9ekkJpdG1BQzYpnTrjzphzuEnXvPpRnks547mroOpIJt4gfvsCEMeUwtYqEGLP0YNIn+/FLh8mkZm35vu58QmXS0wF5vBUYxO9dNZamlTPT6gsMcphaRfzfNbUjJ+KHMeUwtU4mE2+lP+eu+iqTlRE+mRDUTCYTBZpt2TsAgmU79xymVrUoadeZDESHB1qXw9Q6m07q5M9bLCBAbCt9vzYhMFALqlTf5JGdwl2yP2/ut6/AxIDyV/qewl1ybG8mJ3fBs/3cM/yqB9JYncv1Cdwlx/dncmyv/FZ2fU/3q74Ot9qRi+XQOLk/q4mevA2ELCi/5y4l8H+cOTaXeVWU9NiCnFgsxA7E732vviNPWbqtCOQYww5cc2K/QXla9p41duPz2TlxXgDKE1GE9+tMvOyqKOlEeeYgOjwoz5wiSqWPq01Ro0I68gHjrGOH27K8BiGj2uEN4jOYWkX8BuExgIPyOZAUplZVvj/x4wWT6Xt3Bx458ys+iK0qO9a5igR8VyJnQQ5TqyqfgUbxJ63pRl4kQN8z5F8XeJdSghoRxXlbdSYnIKtge76gI3Xvlc7Y0CgZQc2pyg740CJpe/d/1wzf5IFj5tgwERXe7LHvRN+U8k1Fmr3b7QwgAfEmfml7v84zXpI1F+q1A+myWwVVgi3w60x60XAymXgL5XmFDp4dKAuqPqRk/t59diDFzsymkxoJxLAFzBi1jfJ0F5vTYrHKDnhi1CT29uYVGKtfzeEs8OQ1OTHqsb2ZnPAUVJmIjtB1dBNuX/cmh3iMeGFV+bbAIKcS74NG5MgWCe9SMEhGchyUSNPZskHrIDpjgdPkyFbl2yCNOQ7Kr4/pQbZIRKWfEAhnJyCB8lPm5Hzd85xKuSqfU+ioYHvmu5Qz2y6iOm9f9yYD0UHwHSIhaJeMuxq890TfFAiDzbIzHshhsm8K7WwRk6cUOyCikjERfJPXDuTZ92d5imOp3CUiIfEMxs4w7lNokSbXvvtQdYw4Mts3OWxBm/8DP4aQw9Uj4v6uKqlZ1pgZya8+y1HAyuEuUWV77QzBN223BbVxE7qObsLtqfRDiMcssw45jrslnwAbUWHZplmHukucmzz5YCM5RB2WOY0cyEgpPxBal0G64O20ZnbN/HB4PCy7kn09qUiTw3zM7ECHyM9J/K7zQLCydcbRrcxhahXxk8dUQXbs/Ha1XAimHKbWlmwC0qUl37B3NTBgEDExfdNGYZnNsjMefc/1TaZzX2+29UgSpbCX4TtK+XbfpHKXJN1VD2ohx++JuL/rwarhLuHsvYHypyzXd716uKn5AFJ0MhiFSdi7yl3CQHky45mLKndJEqFn5Zs8doYQz1y4uq7fRk/RSS8KMzsGtvu+HO4SkYgYNdU3OWzBE5cP6zHfZ5+KHzcdSdM8y1XNzqGfF2mTx5jeZcuFS7qqKTlMrSJNFWi9Nc86pD7/Uct3GJuSqfVwJz/dQR2ut3LFwAqdw1xZyrfDmJbrTZ085JDqHKy2RkbrnOqbiFrN7upjDlOriJ88JrsD4qjE5zC1ijR24KKF0TqHqVXEneBcWq5rPc2Zx33qipnRGqczhsAgg6lVRHki0EIeg+qAmBAj56+mM7WK+AlYcN357t6f3JGaiaQGZM03NRYlQegrk2+quEumidwlvicCmb7picsqdwmv0JHcNXM8EZjNXcJG0jiC+IrULJW7xM9DkXlXHYG2yl1SwYhRskXy0SgunczhLhFxd0JF8pjnRdzftdLH0wmkZiJ+0rScMQQR97nncJeIBMCyM8+98R/dDnoOd4mIyqvlbmjldriNOrPb+3Un08Z8fd350HVkE27XAeVWO1TyGJP8pnuT10UwBgYZTK0i7VkHU7Ca+qxWtVwQrBymVhGRE/vzmjzGdamyofyGc6kDg9m0JpeIWSp5jAlal1uJb2Y3u7JzmFpF/OQxOTN+Ip7AYCf7+F5aYKA+EWgOmniw7BymVhGNPMZAwNJ0/PCzxDlMrSLNudgYrXOQLiLu4lh1l65JYGoVaT8ReOGqoSiZqe8u36QytcaSmom0yWNMjNY5Iz2qfLPv2O09lbtkJ3tpKaiifJPJDqj8H7GEbCLNN73iKUpydKbZewp3SVVgsDFa5xA/irhHtVQ7kMP/YXsiMAfposo3xxt53CV1QfXqyliUzO34ueKZfE6BymevjChPJnIM1cW1oTzz0Sj+YkF6jNrM5buKwaln42rcoLhLfLwrHJ3JtWFjh9u5XPAFlak1JTAQcZPHoObkTIqTw9RaLReUKbfK5FJ6NalMCQxE3Ak9DC7pCOKvTwwMfOQxuZV4t6FsHEjq3l3dIZTOuAKDGxP33mLjduh7MlzSYQdyZavkMW7nndl5cuh7qvPzkcfko1HKM3UlIKkdCvWJQOPZZJBWirjhabXsxHNpFVSJwarpXHILnif2mycCjTqTKd9FmpYzciNSvhRQPxHolE/QmUzZ6hOBJlbo/OTJDoPNtQNnPU8EomZanb4jOblRngh02RkClD937xXKc7MtzChPIhw+Z+ZfpI3yND0RmKuTIbFSuu8oz/Nws63fOW/Lz7QzjsZNbpHGi/Ik+qbsGPWUG+UZumgJ90/+5E/KX/2rf1VOnDgh11xzjfHPPPjgg/LN3/zNcuLECbnhhhvkn//zfy7rtZnSPXaFwJhSD1/EB1/gQVJyE7OWfELHz92tzLuwIm4HmMPQKOL+po9lBnsinr1nk9XZO365+ijiJqni6nueAxFxO8AcplYRn87kn7t773y4ZI6+h9mxTH13fdOsuxpS6MiFZRt8U6ZskUDfRIDDP5oJm/Y9EZhbYHLuPbOIoj4RyIgJXL4j1zf5GK1zofzOu5oZCPueCMzeew3lt48Opvqm1hOBpu8KIsV0+qZE2a0nAp3flRFH5u3d9URgixiMgKTJ9U3tJwK7e8/NbVyNmyaeSZPdeiJQ+665Y74i3Lzm9MKO8lyuN/J9b3xvkBxawn14eCh/5+/8HXnFK15h/OebzUa++Zu/WQ4PD+Xd7363vPGNb5Q77rhDXvOa10D++00n1ACxvdR0iZPlOwLhx3cf99m5lRpDx+/xeu/xkOxquWCwj2eejQvG9Pjud9dn7D3sbPBV1cd2/708nbFD6/L3bn/KKFe2iJt1upafDWOy7z2FpKNaIXf1+tNpOunUmUw7IOJ23o/XOonf++MX8/XdaQsy5dN1JkB++l212wGkb9IDg6Io8u+qS2cQdsbim4qiqH+X65tMSWulj6l2QMR+n7bborabz061M67kCeKbzPI326L+Xfa5O21Yjs6YfdNqs63HWZLv6qkKSWP3ewjfpNvIg9Wm5i7hxDMAO2MhJr56uKm7r6m+KcS+Z8XAFltQdjDL0YTku+oY/0D6Jl3+hYN1zV2S65uMBaDMeEYtqOrx+4WDhpCNGROkynahPC8drOWuTz0RJIeWcP+rf/Wv5Ad/8Aflq77qq4z//Pd+7/fkIx/5iPzCL/yCfO3Xfq289KUvlZ/4iZ+Q2267TQ4P83DyIirke9WZdbi0g5GcSSDpqOU7nHdlKFOINLyyAXt3wdOas0nbuwvGdGlZOr8zx/LP3Sh/t/cU8pWWbOe55OzdDq2rdSZ57/YOxcXMbyqiMHsaAuH6bBK/q+vt4Fx9FLEnrUXRzLmm7t1HmlbKzti7xXlvt8reE3XG5aAuZp6LiN0WrDfbmmU2WWccBSakfdd15nC9rVlm0+9qdZe6diBXH0v55iB+ud7WQQ3FNy0BdsYyonF1tannXHN9k1FniL7pymojVQiSbWdI+m6zBSoPwGmCziD0/TrLfbp0ANi7o3uOtO+6zrTOPYH/Q5XN8qs2nbm4u0uTiSTxroi4XxnC6Iw58avOZT6dyPEEUjORsBg1yzdZbGR1LvvzaRIhm4h7VAtx7rZCRxWjHtubJhGyifD13eY/TFwptvW0zXDfdddd8lVf9VVy44031r97yUteIhcuXJAPf/jD2fIrQ3m42XYOpPr7VGMgYu+0qkH8qUwHdbDaypVD/N5tlZrNtqgrk6nyXeQxldKnnouIPQFRg/hkI7+TbSKPqQKyLJ2xkMcs1xs53AXx6XsvDeX5q6sOeUyjMzmG0pzQL9fbmlU59bu6yGMgd9Uyu3l1tZHqP5d7V03kMUh9153rZcUupJ5NndwY2LgRe7cFZJeXzd1KIZMTUfTRtHegjdR15vIy/9ybDkW3awbVGUcQf3I/M4g3oBbqvefYGVvit5M9nUhyIOzqtEJ1xhLE780m9Yx67HJ1zRC+yVb0VIP4FAJCEXcgfBFhZyyIkWrvx/dm6Vw9rnMH2khdfnOX5ul8N2R9tyYgyt5TeFdE3IgOjM6YE7/6Lh3L2LsD2QWxMx6dSS3QiLjHPxD63uiM+a7m+A6nnUHEwLYCk4EHwLaetoT7kUceaSXbIlL//SOPPGL995bLpVy4cKH1l2m1Zx20yufu8FOrniJiJWK6cthUs08nftwT+7O6ymM1ZoCArBMIq0F8onwXecxFRPJk6VYigvgzx/as5DG1MUMYeU0f1b2nns3Z43sNo7Vl71k6Y9H3ythMJiInEgPhaxzkMQhDadMZRBBf7d1EHlPbGULiV8nOCeIrG7badJ8IhBSYLHam6oAs5vnV7MN1lzwGEZDVOmNJWk/sz5JJK6sEwUQeA9EZZhC/k20ij8ktNIu4dAYXxF88WNcFzlo+VWeau5S698oOnL/afSIQGs8wgvj6ecPuE4FYO9O2v5BvqhSv9MIexDdZEhxkAchVUIXEMxYbmZf4NfrIKKjaEvqLBwDZjg43JAa2FOHVYkHqcqHekPGMflcRNsyF8mTmTbQO9w//8A/LZDJx/vWxj30sRmT0eu1rXytnz56t/7r55putf7aGHVqSBER1z2YoZ9NJnfDHrslkYoUyIY1ZJzDYncv+LL2a7SKPgVSEiUG8izwGYSitOnOQH8SrjNa2JAGiMxZ9PLWfHsTvOchjoDqjFSIQQfxiPrOSx0B1xnYuGXtXGa1tdizPAbptZI5s9YlAa+ABQEUwArJTi7mVPAaRJNhg2YhA9cxxO6M1psPi1vfTGXBGldFaL+xBUW82ncn4pteoBdWrlsSSce6IIH4ne1uIXLjKCLTdxbG8BEEtqGpFSUgQbx4zQxaATE8EYooF7ngGkdws1w1yUZfP9E2IQocZ5Zl/n2wjGpi8ptTHSwaUJ6ZhZikwQWxYuXfTE4HYGLinDvc//af/VD760Y86//riL/7iIFk33XSTnDt3rvW76u9vuukm67936623yvnz5+u/HnroIeuf9UGNGLDsi4BAWESFMrX3jlB6awcE0KEQ8VeCcpTeN0eRY4RF/JV+ZrEg55uK2KFMSAiWro+IcxGxdymwOmPee04QL2L/rs3ZEGBM4Luq2wKE87Z25wGyRexdCkgQ75Gdc+4lAcvON+nwY4AtsDHNIuyAWlC1+iaEnemcS77OuJ4IRAbxVp3JSG5URmu7fPyoFsIO7M2m9bkybIE9nslPblpPBBLiGRuBIuKbHt+f1cgtJlKyozOAvasoT7stAMwS2xAdGefiQnlCdKayYQQb6XoiEFMsMM+II3RGRXnaim/MMYSQFZVwX3/99fL85z/f+df+/n6QrFtuuUU++MEPyqOPPlr/7vd///flzJkz8oIXvMD67y0WCzlz5kzrL9uyBR4YxWlmCFuyAYpTyvd0thDkLgTnKtKce69Kj9q7N2jCw7LRSasL0pgtWw/iQcWCZ1nm27GFDkt3/pmsM945ubxiAbPSb4PYoooF3kIHoaBa3aWcgEnEPpKEgWXzgnhVvo2kiqIzIBtZf9enI4hnFZiIXBHseIYJsYXFMxaoKiSeqe2A7pt2dobc/GCM9yFi1BbKk2ALQkZXUldvKE9C0VBFeTKKntYRCsC5tFCetmIzhIPJvPeQRZvhfvDBB+X++++XBx98UDabjdx///1y//33y6VLl0RE5Ju+6ZvkBS94gXznd36nfOADH5C3vOUt8iM/8iPyyle+UhaLdMp8dflg33mVSTMz5sUDjKG0JQmVfEoQj3KuFjjmBUCS4HWumeduhfAiumYWqOdFUEDmI3VgwJhwxQIztO4CQt8tgcFFQOFNxA/7ZkDfBqEzNiImVIc7AGWUumzfFGZnbLBvCCx755v0EQqQb7JCGgEdRbpv8sExAYRALJ3x2wIeIRAt8WMmT2AkjdV/AMjqGBBbEUehA2ALrKNaB5iiJLVY4LUDoEL20zDOytOZfFtgZyln6wxizMz8MorOf+Naef/vHOs1r3mNvPGNb6z//i//5b8sIiJvfetb5Ru+4RtkNpvJb/3Wb8krXvEKueWWW+TkyZPy8pe/XH78x38ctgcbpBE5H1PNOlQzzyhD6WPzQwTx1azD3m6eEJY8Wat7uGJBxWhdwV8QlUkRP9MshLzryqFst0U984yC8vuYZlHzK0VR1OMS8K4Zo+OnnIu6dzSiwzqiQQgMEHBJET/TbE4Q74Vlo7rzhA66rRPam84QyGPgSesly4gGBdGB0Xdm8uQd/0D5JorOkItjvvEPAjsxe0QOMnbTl84odqz1kg7krrKQNN2zUfdOmeEmFoO320IuHRJHE1EoIINObraFXMl8wUikn7v6J49dbslfbbb12+qIMTPX84O+RUu477jjDrnjjjucf+YLv/AL5Xd+53dYW7BDXoCzDpttIU9eXslNZ8uEGwaXtMLhcbMORVEGqzecPlbKRsEliXPWFWSkYrS+bld1gkFsfTDYjLO5Zid7W5Rss9U5wZwrE8a0k73ekcdU84Sw2XnP7CZi5ulwUzJaV+eMM/JmmBSig16dS/VE4Indc044uCQP2qyTx1RvgyI6/yIhz6PkFwsuLktG62qeEF4sIAbx1ROBVUEVXSxQO1uI5zBFGviuXlBF2IFSfldn4EH87onAuqAKLmQ/qQfxSFj2Fa0oSRz/aAXxoBdjWsVgFArIYCMP11tZrgFBPLHzL6KQVCl7X663strkPeUp4hoz4+nMwWpbM90z5/5xCNVG/pVV/gtGIq4iPNY3qXtXSfcYoyt439TIV5/yTH3BSKTxTbaCZ8h62p4F62PVnS0CPLhFwKIqJqpCZoMfA4zZTNm7aizpsGzA2cxn0/opJlU+feYJkCTszxvyGFUn4fO4hGLBsb2ZnDQwWqMMpUlniqKABB4qecyThruaD2PqwuFbQXyG/JOWJwLR3RtGEH/m2Fzmu6RD/a6oApMJWrfeNKy2OWdjY7RGFQtMQVMriM+wBdec2Dc+EQhD0hjOvRXEAwLhYleUrBZTZ66uNlK9VpU3998wWqvMtahCtimeUZ/yRCR+OqM1yjeZzr31Lvwi7VUUkQbZdbje1gm8Kp+h76ggvjr3q6tN64lAVIHJ5Jta576fv3ed0RqN8mz7jvL/x2Qi9QsbObIvaozWqO68Ud9355LzgpFIc+76E4Fw32S4qzkvGKmyK5SnLp8xqlXZ4mN707r4nCS7HtVqP1X3jJjhfiYsE4ypFcRnJzhd6B6q42fdO6rSXxEjKHAgNImU2q3cbIv6vVxUpV+Vz4QCtYJ4gnxmsWC53tRvzuYE8SLm7hCqqmqqOC/XW1kDqtkiZkZVNBxehda1gvhMVmiTLcAVC7qyUUF8ycbtuKsoVEQrEM5/016kXVDl6EwXsn4ZlICo5DEMnTF1b1BB/N5sKmeqoqTqm4g6U8meZgbxKqM1w68a7cBO9nw6kUXic5gi7ScCGb7JpTP787wg/vjerP7//nljMZjn93KD+FMqo7WpCA9CX5nu0smMZ0hFyoJq9e8/aUjoGS/GIJ7DFBE5oxRUGQ0Es+9oxlZy9t5CeV41FFQZMSoYrr7VCqow3+Swkbl2oGr0bbaFXLja+LuYGe4jnXBXEF61Q3GwUoL4TOWp5V81Jdy5CUgFrVMgKYcKJCVb/q5KdgXf4a72rl4oVBAv0ij+U4YOCEy2oTMkklfNLuVXOmkwNiBjpspuJSAg+eevqg4KM1vZ6GPX+U0meUG8iPpdu53W3LvU2IHuXZpNJ3V3PV2+XSfzdcYue2+WF8Sr8lvdShSxpMmG7YKaxXxaIwNSl+ncUTbS5Dsq2Sf2ZzLPCOJFVFvA8E0Gv6cEqtOMIF6kSXBM547yq7bueU4gLGLxTTCdMdxVxXfk7t3kP+B2xmQHMn2qygrd3jvWzjD0cTKZGONUBMGsiCXeANmB8ty7cSosnjlpt7+5OjObTuqxOFPSytF3jOy5UpRUz+YCyK+a4hnUXdqbTetvZz53kG8yxJFnMveuFiVN+h6yjnTCvdjBNg4V2EULkpIZCFfBaNVBFMFVyOq9r7twl1xISku+CZKSu/ddtbq19wMMJMUnPzeoqWVvut8UEcQbdQZUmTTJvqQE8TnVbJ/8bJ3Z6ePSoO+n9vODeNfe83XGbQdyA+HFXlffcTrT1XdUF6El3/Bd8+3MTmcMkMDcwKCUbzgb0DN4ZjuAkS0itZ0y2TGGvqO6Kz75KN+0NNmwzGCvlM87G6cdgOi7Q2eIMQFk73U8Y4Blo/TdZGdo+o4pZDu/KdJGGn1T3n1y3iXS3lHFAtNdhdpIovzm3Ju7hLIDIubcBhbPmPIa0F0ScetkyDrSCff+zBFks4J4kOLszwyGDBgIV2djTHBy9z53yAYo/T4xIHPKhgY1hpmnTPnGIJsQxDO+a31XTYkfUmcIQZNLZyAOynk2eUGNae/IIJ6qM64iCjJpJdgCoz5CA2FHEE/Qd2QQv28qpKBtJOmu7hODeKeNzExuRLhn47QziHM3xTMgW7BvSECQQfzTFc/QbCQzniHYd3MMnOlXHbkHIo5kxkt0nTGeDeY+mWT3pTMh62gn3LvDqchcRLCJXzW70yJdACnO3rxMqA9NewcojmnvTaCdZ2yqmaQVyVAazx2c+DGINESUva/x33XPVWCC6nuzd9R33Zub9BFXLDDfVaLOAJ1rZQsYOrlHDuLdtiDXzrhsGC4wMOpMdkHVbgcQXTOmjWx0huybCMmZUx8hOuO6q7nFMbtspM4wgni3nSH5JrCNZPg9EdXOdImYOPEMBh4s0twnUyGbEs+AYtRSPs8WmOMZfOJntgWYYoFJHzHxjL35gYtnesybRkh5uUyOm2HkTR831wG6EgSk0q9MVSZUMElKWk2BByyINwU10KTV7qAQ8zEi/ICMWuhY44MOm3xmQIbqJqryGdVyU9DRm85kd28cdxWxd5OdgesMBwVk9E2g8Q/z3pFBvOM+DaWgygji6QXVnb4bO634IjwSOWaOZwZWhO8rASEXOqjxDGju3yofhlB1xZHAYgFB343FMba+o+IZoh0QsRQjlivbH++sI51wm6BpDLgkA1pnhF0Ag3gjTBUNlyQrPQUOb5CNrUw6ZtmyOyAOQ0meX4FB32hFGgNMFRXEG2BG2K6ZA6nDgByyoc0wiG15l0wJAgRi64KpMnUG2QEZIJTfNXaDsjPt7g0eHsz0TYfkrllvMFWkzrjiGZRfZcUzRFtAh/ITvys7JtB9U+sVoGc6LFuLZ7bbQi4dYs+dhwJqn03rBSOCjUQ2EPSzWW22crDauv6V1jrSCbdaVa3eTeNU93gzTyylN1YmUfBgRxUIW5nEQ16c0GMWxBYckK1IQbyxSwGuqhq7K0h9JxC+Me2AiALBapGYoDt++M6/CLl7MzegRZAoICdihNfxw9gZ3vyjqeNH0ZkdGkUNhCldYgqio7t3WPeGhr5qy4cG8eTxDx2NstkW9ZvczI4fRmfaez9cb+vkmxrPEHRmud7U58RAvUF1Rtv7wWorG9AzpE70KyGeubJSXzDCoN7MxQKAb9LsmPqCUX5hjzsypPuPGIZykSOecFcXtiikvkiV4pwBwDpc81ooQ7neFvUD8dggvnupUE9rqQ6qKnRAld4xv4IrdHSLBbnPCohw532boMPUCSUF8aDnHExQe+bcPzKIZ89w60lxK4hHFQvIc/9V4LHdcpMnaOKndYnVIB5FgEXTmbkjiCeO3SCYvnVbsFxva91ncBYwC0xqEA/TmTWnkK3LxwbxriI50DdVgbBCZJTzpn0pu58gvk5AlL1Txm6QHT9t72oCkvuUJ32sUvNNrReM9nN1xtEwIxT2qnOZT/Of8uTHM22dRL5g5Jz7BzbMKv9RyV4Evhp1pBPu6vBFFMUkONdDJYjHEQI1LOSrbSkf9Y5fKZ+fgIhI/eY5h2SkCYTRQfxmWzRFGmICstps5eoKA6cxFzqAs5XzdkC2XG9qw0bpgEAZeNtGHhrEE0nNRLpG/srhRnaqCSN3aRc6eHNyrWo2TGdUMiMgPNgS1IiInKSggAi+iZKA8EapVPmrjWHvmUE8uwOiy6/0cToROZ75DGlfQfyhtndEEG/uEjNIMdt+b3+OC+JbnVakb7Lo+/G9mcxnmHM3ot6QnDTrdox6EvAMKZOQTaRbUEW+AmS+q8AXYzo60/i97L0bmk4MAtu60EH0HSJcREe990C/dKQTbvXNZN0gMGa4W5AU0AyIKp/5nMOVQ6WaDZp5UuUznwWDBvHK3utLRTz3y0tcEN/eO36EopmPKQsEl5cNxBl17ttCZG1wIrlLnxu6CKzEq4lZhUZBvUUq0h0vqe4SIojfNxRpmHamkr03A1TiXRBbqL5XdqDUx8V82rprSbLZT2tZigWIIL6vOTkdtndqkf+Up3Hun6Ez667vyH7Ks6cn/DrnDgji2c9t6k93Ud7JJvB/iHTPhhKj0grZbfn051+JT2uhRsxE+G+IW3WG9GwXg1+kiQnwT9f2NcMd+02PdMI9V5zzoR7EE7o3LUhKbjV72k2e+qiqzqYTORYIj7CtVneeYMw6sI4DXBCv7l2Xz6yQQYL4FqJDC/iARl4P4k9Aqtn2YgH2yZtuUpkbxO+phY4tT2dMzjU7EDaM3WCf1jLDx5BdBNPYDfI5Nr1YgIUzqoUOoG/SAzJCgmB8JokwdkMZpWKxZduCeALUXpXPiWd4qDQR7tNaFJ9NnvvXfRNUtol8l3A2TCSjCLqQrfkm4ny4CDkGJiJ3W/KZXWLCWIwIx47pxYLQps2RTrgnk4l1xgRZVa0+bm3k9/OD+Ol0UhcMmAahA+sABMKz6UQqEUyDYArIsoN4tdChB9qQC2v+pshgryWfQJrWCeKB31SEUy3X5/4ZXa1SPj5osiUgkCB+rhbHeMSSh4QCkLE4xrQzJJ1ZE4oFVr8HPJfW2M3gIIeFgUgVSAi0JqBFXCR+BDg8+4k95tgNg8uhr0IHA9llfLaLUeio7TtuLp/xPrkqn9EldhKPMcZuiPwfLfnEeIZX6MAXmEx5U8g60gm3iB3SyIAcIhVHxATxAhKkEM9FLXR0oHUIsjoiBGs6ndirhwzYHvDcZ9NJ3WlmdOUqOCan868kTz3ApJAdv1axwADHzF02ZAE68aPojBUejLMDIqRqeadLjP+mqnzod82EvoXIZstnjlKJKMgxKKKjPXbDgAe3xm4IqDeO7+iO3TBsJOUumbhRhgIPJj71ZpIPJfFjP61ljd/xUHuRnnwT5Fwcz20S7+ogdEab+69knzwWhmg+8gm3zjBJIYwgVJlK+WaDwCBNQ++9C/HCkXfZqqq5s+fV0klSkFB+JuSwlG8uFiAhtozOvxGNQkj8GPquFjp0OCbyri41GBNq7x00CoE9mILomBqSVmD339YlRnZAVPkoxn9V/pKQPLnGbhhEe0h9bxWYGPL14hgBcWGSz2BthtoB09gN0G/b7QzODrReu2GyNhN0po1GIeiMnjzRxm6Q8YyOUOXFqCL9+CYk6s383CaP6Rvpm0x7R7xMZYvfxw73btmSVgrLIVC2iGPWgWLkcZBAEQOElzLzhO8mGuVTYKo6uRZaZ/BwSSYUSKRbHGMaYuQ3bcknEIEw7cBkMnGOaOQu29gNwg60x27wgbB97j//LrkKHVSdQch2jN0w5/7hYzeEDkvHDhDgjCJdJnHG2A1j9rGUT+hwExsIxrEbQrGAjRyj2IIe5v5FlLEb4ow4I0atCh2tpzyZvokwdrPdFnLpkKAzekOLYAc220Iu757yhL5Ckdh0+nOTcDMrwp0OCKhbWQcehHkwZhBfytcDD4JB0Dt+pEIH1nlrewefu25wOG/M4p96E3HNWePnwZB2oC2fkSTwOiAiBp2BJgnmzj+6OEYtFhC+abvQ0YNvAhYLTIWOoQTxs+lEKnqV1a5zRp2thAbx7eSpFcQzOQsIhQ5aEE8oZOuFjs22kCvAIN4294/8piLldz1cb2vUC6RYYJv7hxc6tuUzpLv/DtU3AZtxlfzWC0ZEHiO8zhRyZaW8YPQM902V7G1RJdvr+p/lPoepytfzptAXho58wq3T8yODeP25CKTSi6hzINpTF0Domw45hAXx2tlQntYiFQs6OgPc+6LTPccWC6zzMVSdQRWY2vI5c3LabCXo3FVb0ArigXaGNv6h6Aw6iK+/KaGLK9K2BdstJ3lizMmJKLZgrQXxwGdpGJ1/kbbOoIP4jp0B+mxV/uGm3Hd1Rs/02UqdG+XqaiO7GB6i712/h/NNLX6RzRYexFt1BiB7rqJR1tvaxohggnjq3L/G0XEZvPfFzBwrIX1HJb/6piL5T3mKcHVGH11pvWC0D9AZ4tz/QisWVOcyn+a/AqTKZ4zi6twolez9+VQWc+RdbRfHxoR7t6zVcminFd+BVuUfrneQFErHjzt/vlozugjcjp8qHx7EEyvCIm142npTBmUipKoqS2c2RVnN3jkTRgcEXSxQbUEriGfMybHg8Bt8EN9BdADJ6kTaZ6NWszGQQ/JdVQop7SB+CDrT2Bl0EG+9qwSdaZ07IogndolF2r6pkj2dlO+ro2T3MXaDDuKtTN+gQocqvzoXWBBvZbbHo1Eq2cf3ZjKf4c5dn/tH6Ls+dlMnN4BnSEW46KgWGkXRd8RLOiKOuX8CCazqsxF7Z/omHY2CboLqz23G6vvRT7gVAgBWEM/qtKoGYbne1nMs6DkNESZMtezc1NVs5Cyx/hwbIWlFB/HsrlkdkK23cnm5qX+PCeLJ0GYlAVH3TpnXIupMdS6TicgJSCDcDmqQb5Gq8lebghDE86BvIu3Ao5K9N3vmB/GlfCUB2e19MZ+2qvTpsvvzTfAg3jJ2g9OZrr6fWuQ/5SnC96tqkUb1HchAuDMmQNEZdBDP4/8QafsPtD529k48d/g3tc795/smfeyGqY8ijJGhbqGDN/aI80362A18dJA69tgeQ6DrTLX38R3ucqkQLBWSwoCPoQMyVX6lOKggXoePXaDB9ja1Us6mEzm2l69yNRSIDeVXzh0VxHeeokDPcM+bp7sqGBMqiO/qDLZbabqrJ0DVbBscnqkzp/YxQXznKQq4zih7BwfxOnzsAth5q0UaeBfBpjPoc99s67l5tGxWsWBh0nfUSM/MojOEs2EVDXWYKjrxWyo2EvXChT52gz4b1Rag7YDum9BJgmoj0SgdfezmImnMbLnGd/w6T8mxbMEan/h1dIY0IqfGM2gbttT0neGbaOOmBGJJfezmIrAQIdId76t0ZoSU75apEo8K4m2VSUpVdYkN4q2VGjhsr2gZSmglns4OX7SMDWTvRPZ2EXPHj00MhuveNGiUi/BuomYomd2bnqqq+I4fPojvjN2AiSVbdoZMyEar9GuQQ4xsbsdvz2RnwHaAhyxQCx1knWGiUXp64QI/ZlYQ9J0HDy7lK76JRRZKeENcxI4sgMgmxzOmsRu072Cw5oso8GMNjQKR3deInIICYvgOEYLOGHwTww6IxCMLMLt4Bi+1mg2verIDMjUBAXcTbYrDUHp0lcmePGErkwxIig6HZwV8eqEDKpvN9E3omnUYScE6qRY60MWCfe1doeW+ywAANvJJREFUTLwtMCQghORGhDtLXDPYEoIOEULXTB27WeFYj1XZrI6feu5XgYzNLdmEJ8dK+Q2UH++bdDvD686j7YA9ngEXx4jF4EM6HJ7nV1kvObR8E9yGWfwq4a6yXqNpiH15cSo6Ru08SUyKUxnIgsaGke7qfCpyuNEaCBzf1LCUh6GOj3zC3aqq0jog2mwlQT6+m9hPh5vRad3vEI+h3xA3VcjQQTy7A9Jfp5WCLGDNberENISz2RzguBZU2bzkqZn7Xxbo5ImLAlIDj4YpmwMf68NG0opjtCSB2WnlzHBTfVNPc/8rQiDcV6FDH/+AyLbO/eOL8DydId1VYtPJ+h40466yUUBMhCq4oWUlTWMUC0jIgs5YJYFsmu6bIm3kkU+41fkYeBBvfb6EUGWCVz25Qbw6H4M/l1ktW4RHkNKak6PpDHHuX9izN6wZv01t0OBzyuS5/+Ua+96miCmIJ81wq91Kls6QntaiwCUt84mwIN4wW4nm0OiM3TDm/olPvYng9X1hgqmSbSR6tnLZgthyzh2OApo3fhsdxHe4UYj6TnvasI94hnYunOc2jfwihG8qQnwad020MxvtKU/GDDcxrymKQi4dknIbBkJV6c63nvIMJE078gm3WvmsYHvHAe/giXSrHdUTTCcAz4uItCuTVSCMeMNPpAvraPaOP5tKKWHnXkNsy73D5bf2vgbLblcm0d9V3ft6u93J5iR+Vw7B+q50oau9H9/jJE88nSnkAH2X9LtK1Bm0HejqzBoqXx27wX/TNpSfaQuuEL+piKozeFsA900aGqU+G7gtKGh2oOObAESnqvzVWtEZmGzNN8FtQSP/amUHQHtXUW9FUeDtjBLENzqDhzaXe+f5Jp6dKROQqpGA9x8Fz85stru/Cqh81X/Q7My6HKWqivxw37TeypUV2mc3536w2tYvGMF809wUzxD83qp5SSfUFhz9hFsx8lUgfAxl5LWgppE/hcuvZQPefRTpEo+hz0YNPKZrjuzm3MufsLNRijTVm8SMbyoicrA7f5hOKoEHeu86mdHBGqvvqoM6rM8FJdt2V/E6ybIzh/pdBem7muDwzqVUxvquou3Megu3AzrT9wFRJ+G+Q5v7R8tXbQHzLhVFgd+7kuCw974E23f1Pi1Z8cy6TJ6qO8uxkZy7dLguE6fa98HipSYBYfm96vnXasHOXR27YfmOTfnsbrWG4FfVGPVgxdx7QfN76l0SwecHh5utLMF3dd+Qk4mIHAO8pCOi3dVa37F2Zrlu7z30BaMjn3Cr0Ga4sZlbAmGwA1yutzKfgmVrT2uhHaB+NqVsTgKyBAdk6rM00y026LDrDDahV6HNaOe6ZOm7Ajk8ABdpdLjkEuwAW3Zm3Vfih7cFLDuw3MHHqu+6gBewiInZeivbbaEUgQg6A/cdpZzVeivrzVbWRFvAuqtLLXlagOWviEUa1Q6IAH2TMnaDLgCpNrKdgOBtAa0ouWn0UQRoZwxnw4gJloTkaUEsMKl7byV+BFvQ3FV8jKruHfH8a0c+uEij6mPlO6aTJtnMXerYDbzAbziX+XQi8xnYzih7h/sORfb+fBr8ctSRT7i5VdXykNfbQrbbAu68W12Edfm/UQ5EraqqXYQFuoO+2cq2qII97IXqdlrxlcmiAH/TlmxuR7FKEFDGptt5quTjdRKe+CmIjs22qBNveFWV0K1Uq80rBT4G77QqgTDDDpSQyfL38O7Nhpf4rTYFp/Ok+iZ0J1QZuzlg751pB9b4xI+KLDDILuWjkWk833G41jtPhI7fGhsI7xkC4ckElzwZ40hCl7g6F2Ty1EajkJAFyrnvzSaQZ3crWSLt78qIZxq/N4U8/2qTz0CjqN1z9N4PmXaG0PlX5bcKqoSxm5QC0J+bhPtwQ1Ac5aAPN/gqlg6DLWVjL2xRlAUDNPRNhY1UMRP6wq63RWv2Bh6srnnJzeGGBH0zJiDoQgcnAWnB09AjFHXQUVChbxyYaqOPXOgb3kHtG2SL4INVtTvELESI4OFpLd+Elr3eJEHfvPLn3bOhJCBK8lT9Plu+Ardfoou1huRmNp3U3yNbvjJ2Qx2L2dn3/Vl49yZKPq2gWtR2AJk8teWz4rx2jIpPnvBFSWOhGWQHSvm8oqQ6foe2AyJ6PIMu8PMKzar8Q2KRhlHwbMvHo97UeCPF/v65SbhLxSx/hw4mRUpSmgINfWsRUnA6rSINk6oIJ7EU9CyxUvll7n3VmiXG68zlZbN3PMSWF5Bttg2BiQhjbog3+3ioJ37wOTm1889NWnHQt25HkTHry4C+GRMQNPRNORck9M3YYSH4jhToW5x85pxy4/coCQhxlhhdRFHlq/O+FDtQ6yNu7yb5+O45J3lq+Q8Sou6QUPBU5av3Cd4lJvg9EVs8wyioYu1AKb9bKIcX4TckO6MWVNFoFCOygKQz4PG+vVbTaUy4O8s0S4yDvjVyLhISP/McNFa2iL53/JzGljQHLaLtnThjgp4BEWn2joS+meaS0Oci0uwdmTy1987pzos0RRok9K2ZIdzQ9r4tGqZsRveGERi0WGYJ3RvTTBUnqMEHwsa7Spk1w3ZXRMwzswy/x+iAmOf+ebPEPJ3hzP0zZJfy+frO8HtW+Ux9R95V5emuWidB8htOAbwdELGdDb6gSulwG8+GqO/0Qgeeu4RR6ODayLy9H/2EW4G8NLPEmMOfTcuAfbMt5MLuzUok9E1/LkIEpzhzJdGo9o6FvjUXtnreBRYIT5s9VntHQt9MHUVGd77aO3ZuSIFLwivC3b0zoG/MmScRZe+EgGylzMwy0ChVoYPTvSnw0DdDkYbTveHBVIuiQaNgEz/+3P96i08qRdpjN2jCN3rHrwdCIEbnX8Tmm/BjN5yOnynBwfqmQ8JdKuXzfRNDdls+kTOGVKQx+qYBvHChymd00E06A0UWmOb+BwOHZ8bAeXcVZ5GeoYsP1yk/rhrEwxMQwoWdTCb1pW32jq8yrdYKQQpI/nQ6qQsGddJKCQwKeEA2m06kUg81aUUtpjEzFTqwgUHXyKNhTCKqzhCMPAU+Zjp3Anyst0IHodNKRqM0xTEWTBVdpDEXx1Crj0KHiMjFJcPOdANtNOpts23egqb7JsIYGJpDQ0Qfu2EmrQw0igFuTyHHxcOymUidPbVLTCzSUDhpiLO+Nvl4WDZn76bnrxicNOhibSmfZwtU/o+UIs2RT7jbz3TwLlXTvSFAI8iQF0bnqQWtY1RtmXs3PfEEkq8WOuq9k6BvaAc4nU5qY9nsnQQFAkPfKjSKCOmuVnDMjaozeGQB9a4S9J3dnW8R+ZE6ICJk+854FsyILCDtfc3pEos0e0cVa1X5jHlf47mzoM2k5wdFRC4umTHBBm4j1bGby3Whg20j8YlfxY3Ch9hi987g0BCxxTMEjg7G/Hkrfuc/Pwg9d0Un4TxGpnNh+yaYvpdnsFJkxxRUj3zCzax2iDQf98JVfAfE2PGDErDoCQi3qordeztpZchmsSjWyIKr+O58q6q6xlbiRbrnzmPGxMOkdH2H6kzVpSA8rWUq0rASEPV5FMQyFTr2CXdVnZND7V0du2nOnYVGwdpIFY3C2Lupo4h+FkxE2ftAfJN57xzftFzFB3yutW8oMHHsDB451kIBXW1GtVDLhCzAdbibfV5a4os0ZqI9LLKgKEQuHxKI9gxPBKIRHS00CkNn1JiA+Bwb1M4QYwJj55/tmwiv3aTIPvIJt/pxGR3ubgLCuLCkObx67wRYtunZGOLeWdBmdFVVpDkbRgeE+ZyDKv8iBZatGmI80RNXZ7qBMIPxlLH3VgJCnKni7F21MwQ0ylzXGUIC0npqCLN3deyGsfe+xm4uEsYQ+hq7ucjgijDO/TMQHUQ7s8Z3FOk8FyYSQkqhg2BnmEzfc7XAhNd3Y2JJGLvpjV8EXOgQ4RRpjEzfhNdurhAQHS3fRCrSpHJFHPmEe4/4FIVIPx0/Fn1+Z+8DeT9RpAk8mIUORlW1lN/D3tesLjGxwEQu0nTHP8jFgoEVaVpV28EUJQ0EKYQZcSYKiP0eKd03gWfnJ5NJL3tnwFTbhQ6ybwIH8bPpRKZ1oYO9dx6hJ2PcifnsWF+kmEzSNBFyoWPNe35QhLX37pOYnEIH0a8SxhCMRKqs3ANepDEUOkbStGZVmPslgSBFRDodEMoMCIk+f9HZO142gylQpHvujLmhJQEerMqn6gypwNTRGWBQs1Cqh+i5IRGDzhD08f/f3pkHR13ef/z9/e5mNwcmmBCI/EhEwQNtEZFqTVsQD4g4WrVTHM9GGIRWp45a1IzWo5cWtB1rrbWOoFgPtKKlHUdL1Y4Xo6ggqBUFj1rk0ArkgBwk398fYTf73Q2akOf9ZJ/N+zWTUXY3n3z2+5yf63ladnGcNNQyhNRrYwiOjvQ+w5DNOuGXGZ1PtGmLi+VO7LUpIxvF/NpEOyyJ2N9T5xnKmTTW9jPMshvePMO4hilcdmN+XQ33GbNOmmg32SiMErnU6zZNpzYDnEyaeIpjz/i1YORslO72wEzdGfNMS5v5sZra9xLrqiLcKXQbRaBGid1IfUuVX7+T6GXaFRg/iClVflJ3R07gTZXPj5oxdN99OjzjuXeXjUJ47tT+bisbhZ7K79Y807oroGTSZM4zpIwOx8qdmKnNQNezYc7vLKeknbWJlElDHKvdp6m6kjnGvnaMuK52U0ts8rYbZn9nHmDbfTaK+efe3NaBtnazV+OGbrsh9pmdre3o6FSdc4MGYV1NrE2JqzxNyu82K0I13F2Eam8Mp74BKanNjOtLQikpjDTVdN3Nb/bYmxqm7uxDHZK6E1JgOx0dxNr5FmK9VuoJvIxoJWGsdu/oIETnidck8erPbYxV0gGH6c/dIScNc20KH95lYayy7sclOmko/T01G2UvTsn9KjLWJtJVQ4wMpjziHNllPLVj124LhLufMT+WdrbtShpPjBPcOWO1U/dGgvHUKZ8/VhOyTcoPld208K7GTdXdlPxO3flrU/i5E8pu9kL3nDe4Q2kdhIhf5vVUJhe/1HR4G1eacdPHmM/d5AIS71Z3Rmoz77mz01Q5/Z3rpIntlsU4Pbj7PkMcq6SUQ0Ymja0r/GzU/TPmmRZCmipAHqvRruhNa7v5Aw5t6L6zrR3tCeOJUqpl/nT4xH5mR2s7gkTkybGxGjae3DijI/25mJaf0WeI/RFwaQ/Mfe42rsYN6U6YCxh10Ol9xvMMlzkQdU9v04jvhSLTpuUrpTyFrgg396Tvrnx+8qE6lNQ3ByN+6brTD3wz7z3cmxqQnspuIxl+1D5DN1oTaXs8r2r4bknz2ShM3Vva2o2nvqXKZ+q+o3WX8dS3VPnMscpIfUuVz5wjEzV4gEt9JjyW2PKZ8wDgXn8P687s71zdGVdIMcdqQrbnheto+y6f2d/Dups2nmzsZxKyYxEffspVk6blM+ffeNSH5zF1d2Me6Fa+ItxdME8kTZVPOW0v1VlAPUSKHK0kpL4l0+GJ9Vq01Dfq/efc1DdqFKGbuiHqCeuETU0jyRNv46RvWgQk/f5zo9GVTN05h2LyxioremOj7p8WeSJmFnQXeWIYT8yTvhOyfS9cE9l3+WlrEyE9OCE76nuIEiNPzD4Tixo2niyO1fxoxKzxZLG/mzaeMtYmo1Fc3roHsM8s4PVHtvyMG10M696XtWkAGNwJ46mdkvqW9HYQjdYdrZzUt3TdGYc8NbVwUt8ynztvwBqXT9Q9YYDUs3RPk8+oGwrr7sZY7VZ36jxDyBYhpb5l6E6UbTr1LRm9IRogCdnGozdR4tqUNg/kRbpOWjaBzbFqPHrDXJu6ke2K7unzjPlNfNpYZT5341GzdN3dmAcAbrvS+0zGs3Fjn8eWz1z3gO7alZDJaOu592IuyHmDOx7tZjNJqL2pJx7NX09K2+vq9JZ0J0Ra6xlXPEW6092c/Iw+Y9SrGgnJTv17ZuSn687rM6ZT39LlM/u76eiNzXnGdOob9bmn9Uee8cS7So4xDwBdNX6c5x6eZ4xvyDKeDa+/G4+AMOd3su6Z8wxTd8OGn1XdTfeZtPHkyD4PcHysWtwDu93f2brznrvpzIK+6J7zBndqSnkChicoIZ+Rmpaqu9Ham2hYPuWU8t2yPdOpb2m6s+6YBcwbT+nPxmjadDTcH43XDUXS+wx3LDGMJ8ZYjRFlA1zdmbLZ8pnzAJA5F1D7jPHoDXNtSpNNSpdkyGf3d2a72p9nCOdckMYqV3duf4+lyWdko1jrM8yxanyesbmucpwFlD0wfazas5uySXeawf3RRx9h5syZOOCAA1BQUIBRo0bh+uuvR2tra+hzq1evxne+8x3k5+ejsrIS8+bNM6pHeooeK/Utgdma07Ce5uuGwrIYXtWkbMN1QxnyCZN8l2zOxiABY7JJyja9QEV5zz2zTU0bT7z+nkeUDWSOVUZtO0N2d/Kp8wwpXbJLPu+5sw53SWDWsZc+h5H7jFGHKnmsZsh3eG2i6s7t79S1yaH+zu8zaWsTwdGRwPhzz9jPuLM2Mfu77bHK3M/wn3vPdY8a1SSFd999Fx0dHbjrrrswevRovPXWW5g1axaamppwyy23AADq6+sxZcoUnHjiifjjH/+INWvWYMaMGRg8eDAuuugiI3rE0gcUKQKSlE9IjUjKNp1ySJSf+Vzc2QjTdbc6yRtOObT53Eke4aR8p5wFYXkujdWMeYaQ+tYl2yFnAVl36hxJ3tRk9hnz6fBdsslrEyH7KoHx6LzN/QwpHT4pn/jcWWnZDPnp/dG0Q5W5ftDXJuaewLbtwZxn2H2GOVYNP/e+rE00g7umpgY1NTXJfx944IFYu3Yt7rzzzqTB/cADD6C1tRULFixALBbD4YcfjlWrVuE3v/mNMYPbfvTGnU08czPJjJ4D3UQRiF5VevTGIWdBLnlVmdFKVoptApecNEzdmZEhgJvRQV+brDpU3VlX+dkoDq+rVp007uhuP+Jnsr/bzaRxqs8ws95sZxY4pbtNuyl79sBmNfkKtm/fjtLS0uS/ly9fjokTJyIWiyVfmzp1KtauXYutW7d2K6OlpQX19fWhny+DnnJI9KbY7/S8lEOXUt/4aaoWUw6NGyBMRwd7cU2PDrnjVaWmNhNTYAG2k4arOzM6lFPp8C6tTZadNE6tTRnzO9PRwXZKMp3B7vR3evZVLs0zzHR4h9ZV5jwA5FifycZD09atW4fbb78ds2fPTr62adMmDBs2LPS5xL83bdrUrZybbroJJSUlyZ/Kysov/buZ0Up3Ik/WvaqEA4EYsruTT41WOlWvZTcCwtxMGk9jyqnovEtOGmL6GD1dkuhgIsoG2GuTw5tJcjbKQN1M9la2W5lj3Ky3TPlam7qTzTrwLYFLGUxuzzM216bs2c/0unddffXV8DzvS3/efffd0O9s2LABNTU1+P73v49Zs2b19k+GqKurw/bt25M/n3zyyZd+PhrxkXrOmHnvHq8ejN1xmGmB7AFrt9aMnBXhsu7UKLHLz93l/s7dGBiNEjuc2mw9+8rh+kRqNgp7I6xMmj3Idqi/2677d2iOtLoncGhdZZ4pAOTYPtKhuv++zGO9ruG+4oorUFtb+6WfOfDAA5P//+mnn2Ly5Mmorq7Gn/70p9DnKioqsHnz5tBriX9XVFR0KzsejyMej/dK57yIjxbCNUYAtwbE8zzEIj5a23frbnxxTa8BMdcxI37nafDtHQEAC15Vg8ZZ1LddJ2fQSeO7azzxo/MOe1WZm3iHN8Lsk765qfzuRiv5aaoO11ZaPaXc8LrqspOGGEHPqbp/lzILLJfdOH0qPzUrwt39DD0bJS8CtPXsd3ttcJeXl6O8vLxHn92wYQMmT56Mo446CgsXLoSfZgwce+yxuOaaa9DW1oa8vDwAwLJly3DIIYdg33337a1qeyQWMrizx9vRE/IiHlrbO/+fdQdhAoaB02VwuzPJZzg6HPKq+r6HqO9h1+7nzk/bM+uk8TwgCMzLBmw7OkzPM/Y28eYPlnTZeHLZaOVtaviHBDKdNNz6RLcdHfay3ly6ftC6o4NY3kev+ycecMi6UzmBHKqd5NI8YyNg1tJDg9vsyEthw4YNOO6441BVVYVbbrkFn332GTZt2hSqzT7nnHMQi8Uwc+ZMvP3221i8eDFuu+02XH755UZ1STVwXEp9S5fvUioQEB5ULqXTpMt3zUlD1Z343BOODoZsgNvffd8LLd4u9fdENkpStvF5ID0dU7XEbNmA7bQ9d/q7dO+FfGp6sMP93aVU/py6ftCh/m59fne3vM/o+VEWU8o9L7OdvwzatWDLli3DunXrsG7dOowYMSL0XrA7hFVSUoJ//OMfuPjii3HUUUdhyJAhuO6664xdCZYgj7iJt+lNcSm1GWAbrfZOPGUfZsSJQnemRbjW30PZKA5taoDOZ9PW3vnc2dEbxrVjtPIP4omn9GwUYjpmetkNOxvFZJ/MKLtxKE2Vn41iLzrPvn7QbIqtu2nZ1g0/hzMLjB74ZvGaU9/L7KN9gZlh1Cm/S9e8SNhp3lds9plY1IdP1J2Z9ZYfjcDzeq47zeCura39ylpvABg7dixeeOEFlhoAwhs+duob8xRFl076BtJ1Z0/yRN3Z11MR+6T5PkNOx4z6QEvn/7s5VtuJsrtg9Pfmtg6KbPZJ4qGyG7YnnujocKm/pzs6jJ/0TYyA2C67MSk/veyGr7tB4ynd0UE0QHwv0ynUF/hrh0XjibFm7yYW9XtlgHwVNlOb4700nr6KjHR46j6PHRRyaY/K7e+hPtPLNjWrSZbCjRLbO0mcHnmiRufdSfVMl8/XnbfxcCmK0CnfZd2J84zFNCmXDncB0jzODh3uki6fmUnjeVwjgal7xPcy2qHv8u30d9PGk+d51nSPGzaeEo6OBNw126zxFPE96m03tuYBgK27Y2uHw/u8PKZtYPFgSZcOsgb6tu4NCIObWUuccfQ/cyNMr63kRSlcSsECwu3KlA1w631dqhtKl+9S3VC6PNPPPd6HuqGeYGusRn0PUdO6Wyq7iUXMpr4B9uYZ08YTYO+cC9PzAGCvv5ue24HwXMDcz5h+LoDF507XnTf/ms4AyjwbhbnumdU943wRh/pMdHc2SlI+MXOMnZVmfG0i9sdsPiNpYBjc8gR1L9vidREu1Q2ly2c+F9N1Q+nymbqbjt6ky2eelm26bihdPnUeMJz6Btjz9DM2wtT0tNBG2PxymSvPnRu9IfcZYoaRadmAvYwO0/2RLZ8ZaU2Xb77PsJ+7nWwUzli1k/VmWnZ6Ngqz7MZ0n7GajWK4P0bIjo6+9JkBYXDbOnjMudS31NobQvQmnNpserJJ2dQQojdhR4c7qW/dyafJJkRvqKeUW9yQuZT61infjmOPoTs1auay0Uoeqy47C0Jrk9Nj1a3n7rKTxlYmDeW5y0mzB9nhfaRpuH2G7eggBm6I/TGz7CZ7AokDwuBmeg+ZKbAAd8DGQx2HvBEmpsO7tri6nPoWJ6a+AfbS9pxLl2QbICnjk5mmajr1DbC5EWY7C9yJgAAW0+Fdc9K4PM+w0+GJc0G8DxvhnmCr3Ikyz9jaAxOeO3PP4XQJBX1PYEt3wtpEtG3ifZgHBoTBbc+7x+30zNOynfNmk6NmtryqbCcNM5Wf/tyzKBWov+Xzozd2bnKg9BliNgrbAMmV/s48LZsfnXd4jmSuTa5F54nzAJBL2SgO606dI8n9nXpYqGPzDNv2yFKbb0AY3DFi2ojVlEOHjuZPl+/agI0RPfH0PmOp7p/TZ2zVazkWRbA6VrNngeq1fMfqE5k3CoTKbujzjGNOGmu1xOSMDuZBTHLSpMm3tK66lklDzpRk1kE77YSnzzPEtSm0jySP1Sxy0gwIg5sbeeJOlPZqK92abJibDsDehoy9qXHpCiaA+9xjREcEkD4XOGy0Svck/MOMLG0mnXPSsMcqsc+w5xlrGUxuze8uO2n4+xmegcPvM0TjiZzBZO1MGvocqbHaJXvv5/cBYXBbi1YyBmxqbSW1fsV8V2DKt1nzZPxEUqv1Wm5N8syaqlDdv2uRJ3afcbg+kTnP2MykcW2sunzOBfNqrfD5Io5FK9ln0jhcO09dm1yeZ+i688YT26Fq7yo58h6Yup9xuL/rHu5M3Paqunk0f6d8O2kd9KtXXEt9s7a4OuaZpGejZKdXtWfycyUbhZhi61p9ok0njWMbYW46PDmV39FrkgC3ncG2aomdXpsoZ9LYKbtxbV11OXPMbnlf9mS9DUCDm2eAsE/gdS8ViLeI2K0l5m0m+Z5J15w0dvo7xXiylElDub6E6IywWXbD7O+u1SfadBY4N1aZuke5Y5V77zx5XbVU909/7g7XElPXJocPq2PvI82vTeyxmitrE3NPoAh3Btw0VYejCBYjIK6lpFhLH3OtbsjhK81sXkXh2tUrtg5icq3sJhQBIV+T5Fo2ir2rhhzTPVfKblybZ2yuTUzd6fMMcaxS5nd3x6rLqfzUshur2VfMsaoIdwbcqyhyI62DfniXy+ljrl1pZi1dkh29cWuBcvlEUrfnGV6fZNfjUq+NsXmojmsRbuJ1m1avkiMeAuve1VoW1ybHnME5k9rMzEahZxYQ+wxljuwcT74XHltGZFsqZ82LeIj4PN0V4e4Gl6+NYerOjzzxFhG7J/DKSZOAfxCTu9eCca9jY+ueK9FKpgHi1ljlr03Ma2MsZnQ4d64Lb+2z6aRxzQBJZLt4HiFNlT7PdMqP+F6ojc3IttPfYxEfvmHjiZ6hult+POrD84hGK/G55+dFCLrbWVeZ8wDQe90HnsFtelPjswesnWgl/8A3eVUTWN1Munbgm7XDXdzS3eUTp10eq3YdHUyHKtfRwTVAeGuT54W/h0nZALe/R30PUcO625pnYlHzxpOtecZp44l8/gcnLbtTPr0+nLgncM1ZmyrftesBgRRHR5bpPiAMbmaExfe95AJLOTSNmPISjfhIrHmcxZVXD8Z2FjDTj9kHMTGvi8iZ2huHa/wYi0iMGXmyVOPHSH2zdd4CI/XNVp9hGE+2aivzo+ajN7bmSPYcRjmckWr42dnEu+bwBMh9JmWfR5lnmM/d0p7AtfOdUuUzxmrc0trEv0JVEe4MbNX7uugJ6tKdEb3h1Sd6nkdeAHknQEb8rs0106vKSH2L+naiN5TUN3o2Ci/1zVY2Cid6Y6culJH6ZtPwM421CAj5hFxmyZBrJQ6d8nevHY7V+gJdewInI37EsWrLscdsU8C9sWpzbTKNrWwUJ8dqluo+IAxu/hVSzAmhy3gynfoGpHqceQOWkfoGdLUrc1Axojed8vm6M4ynsKPDLa+q73tJhwH1uROeS8T3kGhK51LffPbGwNYmnujocFJ3bSa7w1aaKuc6HUu1lY7V5afKZzs6mKnTrl3bBZAdHXSHKjGwErrCjzcXUNamnHGo9k7+gDC4E9fGMAyQTvn8lBdG6ltIvmNpTKnyOfcS8ww/gLt423rurm2EgZQ+41h/p2d0EFOwUstuXHPSRHwvWXbDSZfslMk/Ad2t/s7exFtLy6bO7+R0SZd1d6y/W0ttph+O69aewF4ZQnYZfj2SzxyrDmeO9aW/DwiDmxlNBMh1ScQBC9iJzvN1d8sTD7CNVp5XFUgZT0SvKuu5U9Ngyf3dxuJNf+4aqyGYKba2ym4Y/TFUdsOM+BHmAVtlN/RsFNdSmy2dys++2pDbZ2T4pWItG4UdJXbtpG9rZTfZlTk2IAxuZiQUYKde8A5kY8tnpr6F5fMWEUaEAuDqzkwfY8vPo49VYoSbeHgikPpsuGUIDGz095iDusfoz72rNt+8bPb8bmFtIjs6mNlXDNmpZTfU1GZSNkoiCZDb3wmyUxwdnHmGP5Z48i3p7th+hnlLRKp8znOxU+bLkb33qfwDwuBmR0ByIUrMWVx5CzdgKfJEdha45plMle/aRhhIjf67OFb5ET/2HMn09NMzmByLVgLcZ5MLaxOrZIh7RoelLCDH+rvnedx5hqi7rfNFWNkoXbfduLWu9sV46pl8/lhiy3fyQE9r5U6KcGfATsum1guw0yWJ8uPE5wKwr+lI1Fay01TdSsECUtqVIJ8pG7B33gIDl3VnzgVxa/O7e2PV5bMi4kT5TNlAbpxzwax/ZGVFMOeCOHEeAGztCRzs78RzV9hlN8x5Jlx249a5LtHUQ2Cp93CzMwsU4c5g/7JCAMABQ4oo8keWdco9oNy8/P0Tstm6E+TvT3wunfIT7VpIlM167oW7/2tePrNNga5nw9Cd3d/3LyuC57mp+8jduleVmu/vI8n9ff+yQvgeUFXGHKuDjMtOyI/4Hll3Xp+J+B4qKX2GP1ajvocR+xZQZANc3fMiJN2HsOeZQsQiPoYPzqfIBoADWXuCIYWIRX0MLyH2Gdp+pgjxqI/9it3r7yPLipCf52NYMaPPdOp8IHFtKoxFMKw4TpENcNfVolgEQ/dh6m5+XfU8DyPLijAoHkU5QfeRu20CRp/xfQ9VpYXYJz+KIYN6p7sXBEFgXCOL1NfXo6SkBNu3b0dxcfEeP/fR502oKMmneIKa29qxaXszRpIGlcu6f/h5E/aT7hnsbG3Hlobm5EJomg8+a8TwwQXO6v5/+xZQoiA7Wnfh84ZWivEEuK37+s8aUblvIaUWuqllF75oaqUYfoB03xONLbuwlaj7ui2N2L+sMJRmZ4rGll3YtqMVI/Z1T/eG5jZs39lG0T0IAqz/rImqe33zLvzfYPOGX0L3kWWFlKtC65vb0EDVvREjy4ooum/f2Yamll0YLt1D0HXf0YYdbbuwH8FJEwQB1m1pxIHlg5LRaJNs29GK5rYOVJSYd3QknvsBQ9zUnfnctza1orW9I+lg6qkdOmAMbiGEEEIIIYQQwgQ9tUMHREq5EEIIIYQQQghhGxncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEARncQgghhBBCCCEEgWh/K9BXgiAAANTX1/ezJkIIIYQQQgghBgIJ+zNhj+4J5w3uhoYGAEBlZWU/ayKEEEIIIYQQYiDR0NCAkpKSPb7vBV9lkmc5HR0dOPjgg/H666/D8zzj8r/xjW9gxYoVxuWy5dfX16OyshKffPIJiouLjcsHuM/G1efOls1uVz13+/I1VvtPvsZq/8h3VXeN1f6Tr7HaP/Jd1V1jtf/kD7SxGgQBGhoaMHz4cPj+niu1nY9w+76PWCz2pV6FvhCJRGiD1Yb84uJimnym7i4/d7buAK9d9dz7T77Gqn35Gqv9I99l3QGN1f6Qr7HaP/Jd1h3QWO0P+QNxrPbEBs2JQ9MuvvhiJ2XbkM9Ez92+bDZ67v0nn4meu33ZbPTc+08+Ez13+7LZ6Ln3n3wmeu72ZbNh6u58Srnonvr6epSUlGD79u10T5Owh9o191Cb5iZq19xDbZqbqF1zD7VpbuJyu+ZEhFtkEo/Hcf311yMej/e3KsIgatfcQ22am6hdcw+1aW6ids091Ka5icvtqgi3EEIIIYQQQghBQBFuIYQQQgghhBCCgAxuIYQQQgghhBCCgAxuIYQQQgghhBCCgAxuIYQQQgghhBCCgAzuLOb555/HqaeeiuHDh8PzPDzxxBOh9zdv3oza2loMHz4chYWFqKmpwfvvvx/6zHHHHQfP80I/c+bMCX3mmWeeQXV1NfbZZx9UVFTgqquuwq5du9hfb8Biol0BYPny5Tj++ONRVFSE4uJiTJw4ETt37sz4XEtLC8aNGwfP87Bq1SrStxrY2GrTN954AyeddBIGDx6MsrIyXHTRRWhsbGR/vQFLX9v1o48+yph/Ez+PPvpoxt/73//+hxEjRsDzPGzbto387QYmttpU66pdTMzBmzZtwvnnn4+KigoUFRVh/PjxeOyxx7r9e1pX+dhqU62rdjHRruvXr8cZZ5yB8vJyFBcXY/r06di8eXO3fy9bxqoM7iymqakJRxxxBO64446M94IgwOmnn44PPvgAf/3rX7Fy5Ursv//+OPHEE9HU1BT67KxZs7Bx48bkz7x585Lvvfnmm5g2bRpqamqwcuVKLF68GEuXLsXVV19N/34DFRPtunz5ctTU1GDKlCl49dVXsWLFClxyySXw/cwhfeWVV2L48OHU7zTQsdGmn376KU488USMHj0ar7zyCp566im8/fbbqK2ttfU1Bxx9bdfKysrQ3Ltx40bceOONGDRoEE4++eQMmTNnzsTYsWPp32sgY6NNta7ax8QcfMEFF2Dt2rVYunQp1qxZgzPPPBPTp0/HypUrM2RqXeVjo021rtqnr+3a1NSEKVOmwPM8PPvss3jppZfQ2tqKU089FR0dHRkys2asBsIJAASPP/548t9r164NAARvvfVW8rX29vagvLw8uPvuu5OvTZo0Kbj00kv3KLeuri6YMGFC6LWlS5cG+fn5QX19vTH9Rffsbbsec8wxwbXXXvuV8p988sng0EMPDd5+++0AQLBy5UqT6otuYLXpXXfdFQwdOjRob29PvrZ69eoAQPD++++b/RIig71t13TGjRsXzJgxI+P1P/zhD8GkSZOCZ555JgAQbN261aT6ohtYbap1tX/Z23YtKioKFi1aFJJVWlqa0fZaV+3DalOtq/3L3rTr008/Hfi+H2zfvj35mW3btgWe5wXLli0Lyc+msaoIt6O0tLQAAPLz85Ov+b6PeDyOF198MfTZBx54AEOGDMHXvvY11NXVYceOHSE5qTIAoKCgAM3NzXj99deJ30B0R0/adcuWLXjllVcwdOhQVFdXY9iwYZg0aVJGu2/evBmzZs3C/fffj8LCQntfQoQw1aYtLS2IxWKhLIaCggIAyGh7wac3c3CC119/HatWrcLMmTNDr7/zzjv42c9+hkWLFnWbpSLsYKpNta5mFz1t1+rqaixevBhffPEFOjo68PDDD6O5uRnHHXdc8jNaV7MDU22qdTW76Em7trS0wPM8xOPx5Gfy8/Ph+36ozbJtrGpld5RDDz0UVVVVqKurw9atW9Ha2opf//rX+O9//4uNGzcmP3fOOefgz3/+M5577jnU1dXh/vvvx3nnnZd8f+rUqXj55Zfx0EMPob29HRs2bMDPfvYzAAjJEXboSbt+8MEHAIAbbrgBs2bNwlNPPYXx48fjhBNOSNa5BEGA2tpazJkzBxMmTOi37yPMtenxxx+PTZs2Yf78+WhtbcXWrVuTKaoaq/bp6Rycyj333IMxY8aguro6+VpLSwvOPvtszJ8/H1VVVbbUF91gqk21rmYXPW3XRx55BG1tbSgrK0M8Hsfs2bPx+OOPY/To0QC0rmYTptpU62p20ZN2/eY3v4mioiJcddVV2LFjB5qamvCTn/wE7e3tyc9k41iVwe0oeXl5WLJkCd577z2UlpaisLAQzz33HE4++eSQp+6iiy7C1KlT8fWvfx3nnnsuFi1ahMcffxzr168HAEyZMgXz58/HnDlzEI/HcfDBB2PatGkAoEhLP9CTdk3UqMyePRsXXnghjjzySPz2t7/FIYccggULFgAAbr/9djQ0NKCurq7fvovoxFSbHn744bjvvvtw6623orCwEBUVFTjggAMwbNgwjdV+oKdzcIKdO3fiwQcfzIhu19XVYcyYMSFHqOgfTLWp1tXsoqft+tOf/hTbtm3DP//5T7z22mu4/PLLMX36dKxZswaA1tVswlSbal3NLnrSruXl5Xj00Ufxt7/9DYMGDUJJSQm2bduG8ePHJz+TlWO135LZRa9AWp1DKtu2bQu2bNkSBEEQHH300cGPfvSjPcppbGwMAARPPfVU6PWOjo5gw4YNwY4dO4J33nknABC8+uqrxvQX3bM37frBBx8EAIL7778/9Pnp06cH55xzThAEQfDd73438H0/iEQiyR8AQSQSCS644ALeFxK0Nk1l06ZNQUNDQ9DY2Bj4vh888sgjZr+EyKCvc/CiRYuCvLy85OcSHHHEEaGx6vt+cqxed911xr+H6ILVpgm0rvYPe9Ou69aty6gdDYIgOOGEE4LZs2cHQaB1tT9htWkqWlft09c5+LPPPkuedzJs2LBg3rx5QRBk51iNWrbvBYGSkhIAwPvvv4/XXnsNP//5z/f42cSR+Pvtt1/odc/zkqf4PfTQQ6isrMT48eM5Cosesad2HTlyJIYPH461a9eGPv/ee+8lT8n93e9+h1/84hfJ9z799FNMnToVixcvxjHHHGPpG4h0+tKmqQwbNgwAsGDBAuTn5+Okk04iay6+jJ7Mwffccw9OO+00lJeXh15/7LHHQle/rVixAjNmzMALL7yAUaNGcRUXe6QvbZpA62r2sad2TZxtkx7VjEQiyQwkravZSV/aNBWtq9lFT+bgIUOGAACeffZZbNmyBaeddhqA7ByrMrizmMbGRqxbty757w8//BCrVq1CaWkpqqqq8Oijj6K8vBxVVVVYs2YNLr30Upx++umYMmUKgM576h588EFMmzYNZWVlWL16NS677DJMnDgxdPXM/PnzUVNTA9/3sWTJEtx888145JFHEIlErH/ngUBf29XzPMydOxfXX389jjjiCIwbNw733Xcf3n33XfzlL38BgIxa0EGDBgEARo0ahREjRlj6pgMHG20KAL///e9RXV2NQYMGYdmyZZg7dy5uvvlmDB482PZXHhD0tV0TrFu3Ds8//zyefPLJjL+RblR//vnnAIAxY8aoXQnYaFNA66pt+tquhx56KEaPHo3Zs2fjlltuQVlZGZ544gksW7YMf//73wFoXbWNjTYFtK7axsQcvHDhQowZMwbl5eVYvnw5Lr30Ulx22WU45JBDAGTpWO2XuLroEc8991wAIOPnBz/4QRAEQXDbbbcFI0aMCPLy8oKqqqrg2muvDVpaWpK//5///CeYOHFiUFpaGsTj8WD06NHB3LlzQ0fpB0EQTJ48OSgpKQny8/ODY445JnjyySdtfs0BR1/bNcFNN90UjBgxIigsLAyOPfbY4IUXXtjj3/zwww/7/UqEXMZWm55//vlBaWlpEIvFgrFjx2ZcdyLMYqpd6+rqgsrKytDVM1/1N3UtGAdbbap11S4m2vW9994LzjzzzGDo0KFBYWHhV86xWle52GpTrat2MdGuV111VTBs2LAgLy8vOOigg4Jbb7016Ojo2OPfzIax6gVBEHBMeSGEEEIIIYQQYuCiI/iEEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEIIIYQQQggCMriFEEII0Ws8z8MTTzzR32oIIYQQWY0MbiGEEMIhamtr4Xke5syZk/HexRdfDM/zUFtba+zv3XDDDRg3bpwxeUIIIcRAQga3EEII4RiVlZV4+OGHsXPnzuRrzc3NePDBB1FVVdWPmgkhhBAiFRncQgghhGOMHz8elZWVWLJkSfK1JUuWoKqqCkceeWTytZaWFvz4xz/G0KFDkZ+fj29/+9tYsWJF8v1//etf8DwPzzzzDCZMmIDCwkJUV1dj7dq1AIB7770XN954I9588014ngfP83Dvvfcmf//zzz/HGWecgcLCQhx00EFYunQp/8sLIYQQDiGDWwghhHCQGTNmYOHChcl/L1iwABdeeGHoM1deeSUee+wx3HfffXjjjTcwevRoTJ06FV988UXoc9dccw1uvfVWvPbaa4hGo5gxYwYA4KyzzsIVV1yBww8/HBs3bsTGjRtx1llnJX/vxhtvxPTp07F69WpMmzYN5557boZsIYQQYiAjg1sIIYRwkPPOOw8vvvgiPv74Y3z88cd46aWXcN555yXfb2pqwp133on58+fj5JNPxmGHHYa7774bBQUFuOeee0KyfvnLX2LSpEk47LDDcPXVV+Pll19Gc3MzCgoKMGjQIESjUVRUVKCiogIFBQXJ36utrcXZZ5+N0aNH41e/+hUaGxvx6quvWnsGQgghRLYT7W8FhBBCCNF7ysvLccopp+Dee+9FEAQ45ZRTMGTIkOT769evR1tbG771rW8lX8vLy8PRRx+Nf//73yFZY8eOTf7/fvvtBwDYsmXLV9aDp/5eUVERiouLsWXLlj59LyGEECKXkMEthBBCOMqMGTNwySWXAADuuOOOvZaTl5eX/H/P8wAAHR0dvfq9xO/25PeEEEKIgYJSyoUQQghHqampQWtrK9ra2jB16tTQe6NGjUIsFsNLL72UfK2trQ0rVqzAYYcd1uO/EYvF0N7ebkxnIYQQYiChCLcQQgjhKJFIJJkeHolEQu8VFRXhhz/8IebOnYvS0lJUVVVh3rx52LFjB2bOnNnjvzFy5Eh8+OGHWLVqFUaMGIF99tkH8Xjc6PcQQgghchUZ3EIIIYTDFBcX7/G9m2++GR0dHTj//PPR0NCACRMm4Omnn8a+++7bY/nf+973sGTJEkyePBnbtm3DwoULUVtba0BzIYQQIvfxgiAI+lsJIYQQQgghhBAi11ANtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQUAGtxBCCCGEEEIIQeD/AX1Kl0WDlL9DAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## SARIMA Forecast"
      ],
      "metadata": {
        "id": "z15w82EZ00c0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Out of time testing\n",
        "train_data = df[:len(df)-12]\n",
        "test_data = df[len(df)-12:]"
      ],
      "metadata": {
        "id": "eEmKeki90ov5"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "arima_model = SARIMAX(train_data['Monthly beer production'], order = (2,1,1), seasonal_order = (4,0,3,12))\n",
        "arima_result = arima_model.fit()\n",
        "arima_result.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "SBHbTiTu02rr",
        "outputId": "ac5ff124-14cc-45aa-8715-e3654b61854f"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/statsmodels/base/model.py:607: ConvergenceWarning: Maximum Likelihood optimization failed to converge. Check mle_retvals\n",
            "  warnings.warn(\"Maximum Likelihood optimization failed to \"\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<class 'statsmodels.iolib.summary.Summary'>\n",
              "\"\"\"\n",
              "                                         SARIMAX Results                                          \n",
              "==================================================================================================\n",
              "Dep. Variable:                    Monthly beer production   No. Observations:                  464\n",
              "Model:             SARIMAX(2, 1, 1)x(4, 0, [1, 2, 3], 12)   Log Likelihood               -1707.868\n",
              "Date:                                    Wed, 31 Jul 2024   AIC                           3437.737\n",
              "Time:                                            15:27:52   BIC                           3483.252\n",
              "Sample:                                        01-01-1956   HQIC                          3455.655\n",
              "                                             - 08-01-1994                                         \n",
              "Covariance Type:                                      opg                                         \n",
              "==============================================================================\n",
              "                 coef    std err          z      P>|z|      [0.025      0.975]\n",
              "------------------------------------------------------------------------------\n",
              "ar.L1         -0.1214      0.042     -2.922      0.003      -0.203      -0.040\n",
              "ar.L2         -0.1793      0.044     -4.065      0.000      -0.266      -0.093\n",
              "ma.L1         -0.8409      0.028    -30.138      0.000      -0.896      -0.786\n",
              "ar.S.L12       1.7515      0.107     16.359      0.000       1.542       1.961\n",
              "ar.S.L24      -1.6051      0.210     -7.649      0.000      -2.016      -1.194\n",
              "ar.S.L36       0.7830      0.169      4.644      0.000       0.453       1.113\n",
              "ar.S.L48       0.0693      0.060      1.152      0.249      -0.049       0.187\n",
              "ma.S.L12      -1.5602      0.117    -13.297      0.000      -1.790      -1.330\n",
              "ma.S.L24       1.4064      0.198      7.088      0.000       1.017       1.795\n",
              "ma.S.L36      -0.6792      0.118     -5.758      0.000      -0.910      -0.448\n",
              "sigma2        84.8200      5.045     16.812      0.000      74.932      94.708\n",
              "===================================================================================\n",
              "Ljung-Box (L1) (Q):                   0.05   Jarque-Bera (JB):                39.40\n",
              "Prob(Q):                              0.82   Prob(JB):                         0.00\n",
              "Heteroskedasticity (H):               4.03   Skew:                            -0.29\n",
              "Prob(H) (two-sided):                  0.00   Kurtosis:                         4.30\n",
              "===================================================================================\n",
              "\n",
              "Warnings:\n",
              "[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n",
              "\"\"\""
            ],
            "text/html": [
              "<table class=\"simpletable\">\n",
              "<caption>SARIMAX Results</caption>\n",
              "<tr>\n",
              "  <th>Dep. Variable:</th>           <td>Monthly beer production</td>        <th>  No. Observations:  </th>    <td>464</td>   \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Model:</th>           <td>SARIMAX(2, 1, 1)x(4, 0, [1, 2, 3], 12)</td> <th>  Log Likelihood     </th> <td>-1707.868</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Date:</th>                       <td>Wed, 31 Jul 2024</td>            <th>  AIC                </th> <td>3437.737</td> \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Time:</th>                           <td>15:27:52</td>                <th>  BIC                </th> <td>3483.252</td> \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Sample:</th>                        <td>01-01-1956</td>               <th>  HQIC               </th> <td>3455.655</td> \n",
              "</tr>\n",
              "<tr>\n",
              "  <th></th>                              <td>- 08-01-1994</td>              <th>                     </th>     <td> </td>    \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Covariance Type:</th>                   <td>opg</td>                  <th>                     </th>     <td> </td>    \n",
              "</tr>\n",
              "</table>\n",
              "<table class=\"simpletable\">\n",
              "<tr>\n",
              "      <td></td>        <th>coef</th>     <th>std err</th>      <th>z</th>      <th>P>|z|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.L1</th>    <td>   -0.1214</td> <td>    0.042</td> <td>   -2.922</td> <td> 0.003</td> <td>   -0.203</td> <td>   -0.040</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.L2</th>    <td>   -0.1793</td> <td>    0.044</td> <td>   -4.065</td> <td> 0.000</td> <td>   -0.266</td> <td>   -0.093</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ma.L1</th>    <td>   -0.8409</td> <td>    0.028</td> <td>  -30.138</td> <td> 0.000</td> <td>   -0.896</td> <td>   -0.786</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.S.L12</th> <td>    1.7515</td> <td>    0.107</td> <td>   16.359</td> <td> 0.000</td> <td>    1.542</td> <td>    1.961</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.S.L24</th> <td>   -1.6051</td> <td>    0.210</td> <td>   -7.649</td> <td> 0.000</td> <td>   -2.016</td> <td>   -1.194</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.S.L36</th> <td>    0.7830</td> <td>    0.169</td> <td>    4.644</td> <td> 0.000</td> <td>    0.453</td> <td>    1.113</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ar.S.L48</th> <td>    0.0693</td> <td>    0.060</td> <td>    1.152</td> <td> 0.249</td> <td>   -0.049</td> <td>    0.187</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ma.S.L12</th> <td>   -1.5602</td> <td>    0.117</td> <td>  -13.297</td> <td> 0.000</td> <td>   -1.790</td> <td>   -1.330</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ma.S.L24</th> <td>    1.4064</td> <td>    0.198</td> <td>    7.088</td> <td> 0.000</td> <td>    1.017</td> <td>    1.795</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>ma.S.L36</th> <td>   -0.6792</td> <td>    0.118</td> <td>   -5.758</td> <td> 0.000</td> <td>   -0.910</td> <td>   -0.448</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>sigma2</th>   <td>   84.8200</td> <td>    5.045</td> <td>   16.812</td> <td> 0.000</td> <td>   74.932</td> <td>   94.708</td>\n",
              "</tr>\n",
              "</table>\n",
              "<table class=\"simpletable\">\n",
              "<tr>\n",
              "  <th>Ljung-Box (L1) (Q):</th>     <td>0.05</td> <th>  Jarque-Bera (JB):  </th> <td>39.40</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Prob(Q):</th>                <td>0.82</td> <th>  Prob(JB):          </th> <td>0.00</td> \n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Heteroskedasticity (H):</th> <td>4.03</td> <th>  Skew:              </th> <td>-0.29</td>\n",
              "</tr>\n",
              "<tr>\n",
              "  <th>Prob(H) (two-sided):</th>    <td>0.00</td> <th>  Kurtosis:          </th> <td>4.30</td> \n",
              "</tr>\n",
              "</table><br/><br/>Warnings:<br/>[1] Covariance matrix calculated using the outer product of gradients (complex-step)."
            ],
            "text/latex": "\\begin{center}\n\\begin{tabular}{lclc}\n\\toprule\n\\textbf{Dep. Variable:}          &        Monthly beer production         & \\textbf{  No. Observations:  } &    464      \\\\\n\\textbf{Model:}                  & SARIMAX(2, 1, 1)x(4, 0, [1, 2, 3], 12) & \\textbf{  Log Likelihood     } & -1707.868   \\\\\n\\textbf{Date:}                   &            Wed, 31 Jul 2024            & \\textbf{  AIC                } &  3437.737   \\\\\n\\textbf{Time:}                   &                15:27:52                & \\textbf{  BIC                } &  3483.252   \\\\\n\\textbf{Sample:}                 &               01-01-1956               & \\textbf{  HQIC               } &  3455.655   \\\\\n\\textbf{}                        &              - 08-01-1994              & \\textbf{                     } &             \\\\\n\\textbf{Covariance Type:}        &                  opg                   & \\textbf{                     } &             \\\\\n\\bottomrule\n\\end{tabular}\n\\begin{tabular}{lcccccc}\n                  & \\textbf{coef} & \\textbf{std err} & \\textbf{z} & \\textbf{P$> |$z$|$} & \\textbf{[0.025} & \\textbf{0.975]}  \\\\\n\\midrule\n\\textbf{ar.L1}    &      -0.1214  &        0.042     &    -2.922  &         0.003        &       -0.203    &       -0.040     \\\\\n\\textbf{ar.L2}    &      -0.1793  &        0.044     &    -4.065  &         0.000        &       -0.266    &       -0.093     \\\\\n\\textbf{ma.L1}    &      -0.8409  &        0.028     &   -30.138  &         0.000        &       -0.896    &       -0.786     \\\\\n\\textbf{ar.S.L12} &       1.7515  &        0.107     &    16.359  &         0.000        &        1.542    &        1.961     \\\\\n\\textbf{ar.S.L24} &      -1.6051  &        0.210     &    -7.649  &         0.000        &       -2.016    &       -1.194     \\\\\n\\textbf{ar.S.L36} &       0.7830  &        0.169     &     4.644  &         0.000        &        0.453    &        1.113     \\\\\n\\textbf{ar.S.L48} &       0.0693  &        0.060     &     1.152  &         0.249        &       -0.049    &        0.187     \\\\\n\\textbf{ma.S.L12} &      -1.5602  &        0.117     &   -13.297  &         0.000        &       -1.790    &       -1.330     \\\\\n\\textbf{ma.S.L24} &       1.4064  &        0.198     &     7.088  &         0.000        &        1.017    &        1.795     \\\\\n\\textbf{ma.S.L36} &      -0.6792  &        0.118     &    -5.758  &         0.000        &       -0.910    &       -0.448     \\\\\n\\textbf{sigma2}   &      84.8200  &        5.045     &    16.812  &         0.000        &       74.932    &       94.708     \\\\\n\\bottomrule\n\\end{tabular}\n\\begin{tabular}{lclc}\n\\textbf{Ljung-Box (L1) (Q):}     & 0.05 & \\textbf{  Jarque-Bera (JB):  } & 39.40  \\\\\n\\textbf{Prob(Q):}                & 0.82 & \\textbf{  Prob(JB):          } &  0.00  \\\\\n\\textbf{Heteroskedasticity (H):} & 4.03 & \\textbf{  Skew:              } & -0.29  \\\\\n\\textbf{Prob(H) (two-sided):}    & 0.00 & \\textbf{  Kurtosis:          } &  4.30  \\\\\n\\bottomrule\n\\end{tabular}\n%\\caption{SARIMAX Results}\n\\end{center}\n\nWarnings: \\newline\n [1] Covariance matrix calculated using the outer product of gradients (complex-step)."
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "arima_pred = arima_result.predict(start = len(train_data), end = len(df)-1, typ=\"levels\").rename(\"ARIMA Predictions\")\n",
        "arima_pred"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "46pQt9eq1ESy",
        "outputId": "9f12a0fd-37b7-416f-c019-76586759096e"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1994-09-01    134.458442\n",
              "1994-10-01    157.224115\n",
              "1994-11-01    181.382726\n",
              "1994-12-01    183.886059\n",
              "1995-01-01    144.589497\n",
              "1995-02-01    137.186397\n",
              "1995-03-01    151.482611\n",
              "1995-04-01    133.447860\n",
              "1995-05-01    138.078729\n",
              "1995-06-01    120.790795\n",
              "1995-07-01    128.196339\n",
              "1995-08-01    139.164678\n",
              "Freq: MS, Name: ARIMA Predictions, dtype: float64"
            ],
            "text/html": [
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ARIMA Predictions</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>1994-09-01</th>\n",
              "      <td>134.458442</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1994-10-01</th>\n",
              "      <td>157.224115</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1994-11-01</th>\n",
              "      <td>181.382726</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1994-12-01</th>\n",
              "      <td>183.886059</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-01-01</th>\n",
              "      <td>144.589497</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-02-01</th>\n",
              "      <td>137.186397</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-03-01</th>\n",
              "      <td>151.482611</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-04-01</th>\n",
              "      <td>133.447860</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-05-01</th>\n",
              "      <td>138.078729</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-06-01</th>\n",
              "      <td>120.790795</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-07-01</th>\n",
              "      <td>128.196339</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1995-08-01</th>\n",
              "      <td>139.164678</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table><br><label><b>dtype:</b> float64</label>"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data['Monthly beer production'].plot(figsize = (16,5), legend=True)\n",
        "arima_pred.plot(legend = True);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "MA4xP1-A1KJ8",
        "outputId": "8a745b48-e079-467e-fd70-1671512d89cc"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "arima_rmse_error = rmse(test_data['Monthly beer production'], arima_pred)\n",
        "arima_mse_error = arima_rmse_error**2\n",
        "mean_value = df['Monthly beer production'].mean()\n",
        "\n",
        "print(f'MSE Error: {arima_mse_error}\\nRMSE Error: {arima_rmse_error}\\nMean: {mean_value}')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "R_6IgR1c1Pb6",
        "outputId": "393ae2f3-96ec-415b-99d2-b181476a7485"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MSE Error: 64.40895564334816\n",
            "RMSE Error: 8.025519026414937\n",
            "Mean: 136.3953781512605\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## LSTM(RNN) Forecast"
      ],
      "metadata": {
        "id": "lmMRBj6LZPC3"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import MinMaxScaler\n",
        "from keras.preprocessing.sequence import TimeseriesGenerator\n",
        "\n",
        "from keras.models import Sequential\n",
        "from keras.layers import Dense\n",
        "from keras.layers import LSTM"
      ],
      "metadata": {
        "id": "GXAZ__CaZe-u"
      },
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Scaling the dataset"
      ],
      "metadata": {
        "id": "-lijdYfJZYUm"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "scaler = MinMaxScaler()"
      ],
      "metadata": {
        "id": "rTmDOiww1YY4"
      },
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "scaler.fit(train_data)\n",
        "scaled_train_data = scaler.transform(train_data)\n",
        "scaled_test_data = scaler.transform(test_data)"
      ],
      "metadata": {
        "id": "ozbFXcv319M_"
      },
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Creating a Time Series generator"
      ],
      "metadata": {
        "id": "wFySGfa4Zkhx"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "n_input = 12 # sequence length\n",
        "n_features = 1\n",
        "generator = TimeseriesGenerator(scaled_train_data, scaled_train_data, length=n_input, batch_size=1)"
      ],
      "metadata": {
        "id": "6j7Yn4kV1_d2"
      },
      "execution_count": 19,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Creating a LSTM model (type of RNN)"
      ],
      "metadata": {
        "id": "Q8azMSXAaNuz"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model = Sequential()\n",
        "\n",
        "lstm_model.add(LSTM(200, activation='relu', input_shape=(n_input, n_features)))\n",
        "lstm_model.add(Dense(1))\n",
        "lstm_model.compile(optimizer='adam', loss='mse')"
      ],
      "metadata": {
        "id": "-8jDGmvX2S4C"
      },
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sOiOO3-magDS",
        "outputId": "7cde7f77-9563-4e73-d0d6-bc5e7c764cdb"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " lstm (LSTM)                 (None, 200)               161600    \n",
            "                                                                 \n",
            " dense (Dense)               (None, 1)                 201       \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 161801 (632.04 KB)\n",
            "Trainable params: 161801 (632.04 KB)\n",
            "Non-trainable params: 0 (0.00 Byte)\n",
            "_________________________________________________________________\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model.fit_generator(generator, epochs=20)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "z77UknqG2YBu",
        "outputId": "e8058a64-e298-4290-c832-afa9813fc9a3"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/20\n",
            "452/452 [==============================] - 8s 14ms/step - loss: 0.0214\n",
            "Epoch 2/20\n",
            "452/452 [==============================] - 5s 11ms/step - loss: 0.0127\n",
            "Epoch 3/20\n",
            "452/452 [==============================] - 7s 15ms/step - loss: 0.0089\n",
            "Epoch 4/20\n",
            "452/452 [==============================] - 5s 11ms/step - loss: 0.0095\n",
            "Epoch 5/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0076\n",
            "Epoch 6/20\n",
            "452/452 [==============================] - 6s 14ms/step - loss: 0.0073\n",
            "Epoch 7/20\n",
            "452/452 [==============================] - 6s 14ms/step - loss: 0.0079\n",
            "Epoch 8/20\n",
            "452/452 [==============================] - 6s 14ms/step - loss: 0.0073\n",
            "Epoch 9/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0069\n",
            "Epoch 10/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0072\n",
            "Epoch 11/20\n",
            "452/452 [==============================] - 6s 14ms/step - loss: 0.0068\n",
            "Epoch 12/20\n",
            "452/452 [==============================] - 7s 15ms/step - loss: 0.0062\n",
            "Epoch 13/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0067\n",
            "Epoch 14/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0068\n",
            "Epoch 15/20\n",
            "452/452 [==============================] - 7s 16ms/step - loss: 0.0068\n",
            "Epoch 16/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0066\n",
            "Epoch 17/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0063\n",
            "Epoch 18/20\n",
            "452/452 [==============================] - 6s 13ms/step - loss: 0.0061\n",
            "Epoch 19/20\n",
            "452/452 [==============================] - 7s 15ms/step - loss: 0.0064\n",
            "Epoch 20/20\n",
            "452/452 [==============================] - 5s 12ms/step - loss: 0.0061\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.src.callbacks.History at 0x7c2fb8c5ba90>"
            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "losses_lstm = lstm_model.history.history['loss']\n",
        "plt.figure(figsize=(12,4))\n",
        "plt.xticks(np.arange(0,21,1))\n",
        "plt.plot(range(len(losses_lstm)), losses_lstm);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "oKsV0jzO2X3l",
        "outputId": "cd42c2a6-5f2d-4973-a441-3f4c7e7ca68b"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Model Prediction"
      ],
      "metadata": {
        "id": "nBzvBp7H3Rax"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_predictions_scaled = list()\n",
        "\n",
        "batch = scaled_train_data[-n_input:]\n",
        "current_batch = batch.reshape((1, n_input, n_features))\n",
        "\n",
        "for i in range(len(test_data)):\n",
        "    lstm_pred = lstm_model.predict(current_batch)[0]\n",
        "    lstm_predictions_scaled.append(lstm_pred)\n",
        "    current_batch = np.append(current_batch[:,1:,:],[[lstm_pred]],axis=1)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KqR4XJqr2gRG",
        "outputId": "d4e5d605-3d80-4bdd-a36b-5d87123534a6"
      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "1/1 [==============================] - 0s 474ms/step\n",
            "1/1 [==============================] - 0s 22ms/step\n",
            "1/1 [==============================] - 0s 23ms/step\n",
            "1/1 [==============================] - 0s 22ms/step\n",
            "1/1 [==============================] - 0s 22ms/step\n",
            "1/1 [==============================] - 0s 23ms/step\n",
            "1/1 [==============================] - 0s 25ms/step\n",
            "1/1 [==============================] - 0s 23ms/step\n",
            "1/1 [==============================] - 0s 25ms/step\n",
            "1/1 [==============================] - 0s 22ms/step\n",
            "1/1 [==============================] - 0s 22ms/step\n",
            "1/1 [==============================] - 0s 21ms/step\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_predictions = scaler.inverse_transform(lstm_predictions_scaled)\n",
        "lstm_predictions"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "uSijAP7V2gN6",
        "outputId": "4b42ebb8-606a-4c1b-a6bb-a4345e08a9f4"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[137.54489102],\n",
              "       [145.92257051],\n",
              "       [160.71100609],\n",
              "       [160.18664335],\n",
              "       [140.57161556],\n",
              "       [136.12647425],\n",
              "       [144.3365417 ],\n",
              "       [127.24155389],\n",
              "       [127.57009338],\n",
              "       [124.91959881],\n",
              "       [127.30424141],\n",
              "       [133.49483882]])"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data['LSTM_Predictions'] = lstm_predictions\n",
        "test_data['Monthly beer production'].plot(figsize = (16,5), legend=True)\n",
        "test_data['LSTM_Predictions'].plot(legend = True);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "pl3k-v2G2gH4",
        "outputId": "c29787ea-d432-43ae-fe16-aa926f1ce878"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x500 with 1 Axes>"
            ],
            "image/png": 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Gsn//ft5//31++eUXAF5++WV2797NuHHjCAwMJCQkhJUrV/6lkcy9+rs8dzNp0iQ2bdrE22+/zZkzZ5g/fz7Tp09n8uTJAFStWpXOnTvzzDPPsG/fPg4dOsSoUaNuG7no7OxM06ZN+eCDDzh16hTbtm3jX//6123XGTduHPHx8QwcOJCDBw8SEhLC999/n9WNvFy5chw9epTg4GBiYmL+MlISYMyYMYSFhfH8889z+vRpVq5cyb///W8mTpz4UMsWGuW+P0o4ePAg7dq1y7o/ceJEAIYNG8a8efOIiIhg4sSJREVFUapUKYYOHfqXzkOfffYZNjY29OnTh9TUVDp16sTMmTMf8qmISE5Izchk3MLDxN1MJ8DPi1e73dtiuiaTibp+XtT18+L/ulVn7/lrrAoMZ+3xCCLjU/hmRyjf7AilQjFXetT1pUeALxX+NHpSREREREQkL/Pw8Pjb/R988AFms5knn3yShIQEGjZsyPr16ylSpMg9X6NPnz4sX76cdu3aERsby9y5cxk+fPgDZx45ciQLFy7M6pD9T4YOHcrNmzdp3Lgxtra2TJgwgdGjR2ftnzt3Lu+88w6TJk3iypUrFCtWjKZNm/LYY48B1tF/27Zt4//+7/9o1aoVFouFihUr3taF+378U547qV+/Pj/++COvv/46b7/9NqVKleKtt9667XWcO3cuo0aNok2bNpQsWZJ33nnnL7Wsb7/9lpEjR9KgQQOqVq3Khx9+mDXADqBo0aJs3ryZKVOm0KZNG2xtbalbt27WepJPP/00W7dupWHDhiQmJrJlyxbKlSt32zVKly7N2rVrmTJlCgEBAXh7ezNy5Mi/FDjzC5MlHw4zio+Px9PTk7i4uH/8IReRh/PvlceZv+cins72/DK+JWWKuDzU+VIzMtkWfJWVQeFsOhVFSvof607ULu1JjwBfHgsoRSnP3FsPQ0REREREck9KSgqhoaGUL18+q3ux5I7vv/+eF198kfDwcBwcHIyOc1/atm1L3bp1+fzzz42Okq/83c9bTtfX8teiCSKSq1YHhTN/z0UAPhsQ8NAFRwBHO1s61vShY00fElMz2HgykpWB4ewIieHYlTiOXYnjvV9P0bicNz3rlqZLLR+KuOavfwxFRERERETykuTkZCIiIvjggw945pln8l3BUfInFR1F5I7OXU3klWVHARjTtiKPVCuZ7ddwc7Tj8XpleLxeGa4lprL2eCSrA8PZf+E6+0Ktt9dXHqdNleL0qOvLozVK5rsFpkVERERERIz24Ycf8u6779K6dWumTp1qdBwpJDS9WkT+4mZaJr1m7CI4KoEm5b1ZMKoJdra5t2jtldibrAmydr0+GRGftd3Z3pZHa5SkR4AvrasUx8Eu/y2kKyIiIiJS2Gl6tUju0fRqEckzLBYL/1pxnOCoBIq5OfLFE/VyteAIUNrLmWfaVOSZNhU5G53AqsBwVgaFc/FaMquCwlkVFI6nsz1da/vQI6A0Tcp7Y2NjytWMIiIiIiIiInJ3KjqKyG1+PBjGssOXsTHBF0/Uo4SHsZ88VirhzsSOVXnx0SocvRzHysBw1hwNJzohlUX7w1i0P4ySHo50r+NLz7qlqVXaA5NJBUgRERERERERI6noKCJZTobH8/rKEwBM6liVZhWLGpzoDyaTiQA/LwL8vPi/btXZd/4aq4LCWXssgqj4VGbvDGX2zlDKF3OlR4AvPer6UrG4m9GxRURERERERAolrekoIgDEp6TT44udXLiWTLuqxZkzrFG+mLKcmpHJ9jMxrAy8wm+nokhJN2ftq1Xag54BpXksoBSlPJ0NTCkiIiIiIrdoTUeR3KM1HUXEUBaLhZd/OsqFa8mU9nLm0/5180XBEcDRztpc5tEaJUlKzWDjyShWBl5hR0gMx6/Ec/xKPO/9eorG5bzpUdeXrrVKUcTVwejYIiIiIiIiIgWaio4iwtxdF/j1eCT2tiZmDK6fb4tyro529KpXml71SnM9KY21xyJYFRTO/tDr7Pv99u+VJ2hdpTg96/rSoXpJXB31a1BEREREREQku+mvbZFC7tDFG7y39hQA/9e1OnX9vIwNlE28XR0Y0rQsQ5qWJTz2Jqt/73p9Ijyezaej2Xw6Gmd7WzrUKEnPAF9aVymOg13udukWERERERERKahUdBQpxK4npTFu4WEyzBa61S7FsObljI6UI3y9nHmmTUWeaVORs9GJrAoKZ1XgFS5cS2Z1UDirg8LxdLana20fugf40qR8UWzzyfRyERERERERIw0fPpzY2FhWrFgBQNu2balbty6ff/75A58zO84hxtOwHpFCymy28MKSQCLiUihfzJUP+tTGZCr4hbZKJdyY+GgVtkxuy6pxLRjZsjwl3B2Ju5nOov1hDPpmH80/2MTba05y9HIs+bDXloiIiIiI5IDhw4fTq1evO+4LCgqiR48elChRAicnJ8qVK8eAAQOIjo7mjTfewGQy/e3t1vlNJhPPPvvsX84/duxYTCYTw4cPv+est87t4OBApUqVeOutt8jIyHjQp3/Pli9fzttvv31Px27duhWTyURsbOwDn0PyLhUdRQqpGVvOsv3MVRztbJg5uD7uTvZGR8pVJpOJOmW8eO2xGuyZ2p6FTzdhYCM/PJzsiIpPZc7OUHpM30W7j7fy6cYznI1ONDqyiIiIiIjkQVevXqV9+/Z4e3uzfv16Tp06xdy5c/H19SUpKYnJkycTERGRdStTpgxvvfXWbdtu8fPzY/Hixdy8eTNrW0pKCgsXLsTf3/++cnXu3JmIiAhCQkKYNGkSb7zxBh999NEdj01LS3uwJ38H3t7euLu7G34OMZ6KjiKF0O6zMXz22xkA3ulVi+qlPAxOZCxbGxPNKxbjgz51OPCvDnwztCHdA3xxsrfhwrVkpm0KocOn2+g2bQdfbz9HeOzNfz6piIiIiIjcG4sF0pKMuWXDzKZdu3YRFxfH7NmzqVevHuXLl6ddu3Z89tlnlC9fHjc3N3x8fLJutra2uLu737btlvr16+Pn58fy5cuzti1fvhx/f3/q1at3X7kcHR3x8fGhbNmyPPfcc3To0IFVq1YBf4zafPfdd/H19aVq1aoAhIWF0b9/f7y8vPD29qZnz55cuHAh65yZmZlMnDgRLy8vihYtyksvvfSX2WFt27blhRdeyLqfmprKyy+/jJ+fH46OjlSqVIk5c+Zw4cIF2rVrB0CRIkVuG8n5v+e4ceMGQ4cOpUiRIri4uNClSxdCQkKy9s+bNw8vLy/Wr19P9erVcXNzyyq63rJ161YaN26Mq6srXl5etGjRgosXL97Xayr3R2s6ihQyUfEpjF98BLMF+jcsQ7+GfkZHylMc7Wx5tEZJHq1RkqTUDH47FcXKwHC2n7nKifB4ToTH897a0zQu702PAF+61i6Fdz7t9i0iIiIikiekJ8N7vsZc+9VwcHB9qFP4+PiQkZHBzz//TN++fR962aoRI0Ywd+5cBg8eDMC3337LU089xdatWx/qvM7Ozly7di3r/qZNm/Dw8GDjxo0ApKen06lTJ5o1a8aOHTuws7PjnXfeoXPnzhw9ehQHBwc++eQT5s2bx7fffkv16tX55JNP+Pnnn3nkkUfuet2hQ4eyZ88epk2bRkBAAKGhocTExODn58eyZcvo06cPwcHBeHh44OzsfMdzDB8+nJCQEFatWoWHhwcvv/wyXbt25eTJk9jbW2ftJScn8/HHH/P9999jY2PDkCFDmDx5MgsWLCAjI4NevXrx9NNPs2jRItLS0ti/f3+hWGLMSCo6ihQiGZlmnl94hJjENKr5uPNWz1pGR8rTXB3t6Fm3ND3rluZGUhprj0ewKjCcfaHX2f/77Y1VJ2hdpTg9Anx5tEZJXB31a1VEREREpDBp2rQpr776KoMGDeLZZ5+lcePGPPLIIwwdOpSSJUve9/mGDBnC1KlTs0bh7dq1i8WLFz9w0dFisbBp0ybWr1/P888/n7Xd1dWV2bNn4+BgHUTxww8/YDabmT17dlYxbu7cuXh5ebF161Y6duzI559/ztSpU+nduzcAX375JevXr7/rtc+cOcOPP/7Ixo0b6dChAwAVKlTI2u/t7Q1AiRIl8PLyuuM5bhUbd+3aRfPmzQFYsGABfn5+rFixgn79+gHWoumXX35JxYoVARg3bhxvvfUWAPHx8cTFxfHYY49l7a9evfp9vIryIPTXsUgh8tGGYPZfuI6box2zhjTAyd7W6Ej5RhFXBwY3KcvgJmUJj73JmqPhrAoK5/iVeDafjmbz6Wic7G3oUL0kPeuWpk2V4jjYaQULEREREZF/ZO9iHXFo1LWzwbvvvsvEiRPZvHkz+/bt48svv+S9995j+/bt1K5d+77OVbx4cbp168a8efOwWCx069aNYsWK3XemNWvW4ObmRnp6OmazmUGDBvHGG29k7a9du3ZWwRGszXDOnj37l7UUU1JSOHfuHHFxcURERNCkSZOsfXZ2djRs2PCuDTgDAwOxtbWlTZs2953/llOnTmFnZ3fbdYsWLUrVqlU5depU1jYXF5esgiJAqVKliI6OBqzFzeHDh9OpUyceffRROnToQP/+/SlVqtQD55J/pqKjSCGx8WQUX207D8CHfetQvtjDTSEozHy9nBnduiKjW1fk3NVEVgVaC5ChMUmsORrBmqMReDrb06WWDz3q+tKkfFFsbTRsX0RERETkjkymh57inBcULVqUfv360a9fP9577z3q1avHxx9/zPz58+/7XCNGjGDcuHEAzJgx44HytGvXjlmzZuHg4ICvry92dreXgFxdb3/NExMTadCgAQsWLPjLuYoXL/5AGe42XTon3JpmfYvJZLqtGDp37lzGjx/PunXrWLJkCf/617/YuHEjTZs2zbWMhY2G4YgUAmHXk5n0YyAAw5uXo2ttfZqTXSoWd+PFR6uweVIbVo9ryaiW5Snp4UjczXQWHwhj0Df7aPb+Jt5ec5KgsNi7fgIoIiIiIiIFh4ODAxUrViQpKemBHt+5c2fS0tKy1ll8EK6urlSqVAl/f/+/FBzvpH79+oSEhFCiRAkqVap0283T0xNPT09KlSrFvn37sh6TkZHBoUOH7nrO2rVrYzab2bZt2x333xppmZmZeddzVK9enYyMjNuue+3aNYKDg6lRo8Y/Pq8/q1evHlOnTmX37t3UqlWLhQsX3tfj5f5opKNIAZeakcnYhYeJT8mgrp8Xr3bVuhU5wWQyUbuMJ7XLeDK1a3X2h15nVdAV1h6LJDohlTk7Q5mzM5RyRV3oEeBLj7q+VCrh/s8nFhERERGRPCMuLo7AwMDbth07doz169czcOBAqlSpgsViYfXq1axdu5a5c+c+0HVsbW2zpg7b2ubOsliDBw/mo48+omfPnrz11luUKVOGixcvsnz5cl566SXKlCnDhAkT+OCDD6hcuTLVqlXj008/JTY29q7nLFeuHMOGDWPEiBFZjWQuXrxIdHQ0/fv3p2zZsphMJtasWUPXrl1xdnbGzc3ttnNUrlyZnj178vTTT/PVV1/h7u7OK6+8QunSpenZs+c9PbfQ0FC+/vprevToga+vL8HBwYSEhDB06NCHecnkH6joKFLAvbPmFEcvx+HlYs+MwfW1zmAusLUx0axiUZpVLMqbPWqx/cxVVgWFs/FkFBeuJTNt81mmbT5LjVIe9KzrS/cAX3y9cm/agYiIiIiIPJitW7dSr16927a1a9eOSpUqMWnSJMLCwnB0dKRy5crMnj2bJ5988oGv5eHh8bBx74uLiwvbt2/n5Zdfpnfv3iQkJFC6dGnat2+flWXSpElEREQwbNgwbGxsGDFiBI8//jhxcXF3Pe+sWbN49dVXGTNmDNeuXcPf359XX30VgNKlS/Pmm2/yyiuv8NRTTzF06FDmzZv3l3PMnTuXCRMm8Nhjj5GWlkbr1q1Zu3btX6ZU/91zO336NPPnz+fatWuUKlWKsWPH8swzz9z/CyX3zGTJh3P94uPj8fT0JC4uLtd/CEXyk1VB4YxfdASAuU81ol3VEgYnKtySUjP47VQUqwLD2XbmKhnmP379Ni7nTY+6vnStXQpvV4e/OYuIiIiISP6WkpJCaGgo5cuXx8nJyeg4IgXa3/285XR9TSMdRQqos9GJvLLsKADj2lVSwTEPcHW0o2fd0vSsW5obSWn8ejySlYFX2H/hetbtjVUnaFW5GD3q+vJoDR/cHPVrWkRERERERPIf/TUrUgAlp2UwZsEhktMyaVahKC8+WsXoSPI/irg6MKiJP4Oa+BMRd5M1QRGsCgrn2JU4tgRfZUvwVZzsj9G+ekl6BvjSpmpxHO1yZy0XERERERHJuy5duvS3DVROnjyJv79/LiYSuTMVHUUKGIvFwr9+Ps6ZqESKuzvy3yfqYmtjMjqW/I1Sns483boCT7euwPmriawKCmdVYDjnY5L45WgEvxyNwMPJji61StGzri9NKhTV11REREREpJDy9fX9SzOb/90vkheo6ChSwCw+EMbyI1ewMcEXT9SjhLvWSMlPKhR344UOVZjQvjLHr8SzKugKq4MiiIxPYcnBMJYcDKOEuyOP1bF2wA4o44nJpAKkiIiIiEhhYWdnR6VKlYyOIfKPVHQUKUCOX4nj36tOADC5U1WaVihqcCJ5UCaTidplPKldxpOpXaqz/8J1VgaG8+vxCKITUvl2Vyjf7gqlbFEXegZYC5CVSrgbHVtERERE5J7lw762IvmOkT9n6l4tUkDEp6TT/YudXLyWTPtqJfhmaENsNAW3wEnLMLMj5CorA8PZeDKKm+mZWftqlPKgR11fugf4UtrL2cCUIiIiIiJ3l56eztmzZ/H19cXT09PoOCIFWlxcHOHh4VSqVAl7e/vb9uV0fU1FR5ECwGKx8OwPh1h/IorSXs78Mr4lXi4ORseSHJaclsHGk1GsDgpna/BVMsx//DpvVK4IPeqWplvtUni76ntBRERERPIOi8XCpUuXSE9Px9fXFxsbG6MjiRRIZrOZ8PBw7O3t8ff3/8vSXCo63oGKjiK3m73jPO/8cgoHWxuWPtuMAD8voyNJLruRlMavxyNZFXSFfaHXufWb3c7GRMvKxehZ15dHa/jg5qhVNURERETEeGlpaYSGhmI2m42OIlKg2djYUL58eRwc/joYRUXHO1DRUeQPhy5eZ8BXe8kwW3irZ02GNitndCQxWGRcCmuOhrMyMJxjV+KytjvZ29C+ekl6BPjStmpxHO1sDUwpIiIiIoWd2WwmLS3N6BgiBZqDg8NdRxOr6HgHKjqKWF1LTKXbtJ1ExqfQPcCXaQPrqpOx3Ob81URWBYWzKiic81eTsra7O9nxWB1fXu1aDXcn+785g4iIiIiIiBREKjregYqOIpBptjB87n52hMRQobgrq8a11NRZuSuLxcKJ8HhrATIwnMj4FACeaOzH+73rGJxOREREREREcltO19e0WqtIPjV981l2hMTgZG/DrMENVHCUv2UymahV2pNXu1Zn9yuPMGNQfQB+PHiZCzFJ//BoERERERERkfujoqNIPrQzJIbPN50B4J1etanq425wIslPbGxMdKtTirZVi5NptvD5b2eMjiQiIiIiIiIFjIqOIvlMZFwKExYfwWKBgY386NugjNGRJJ+a3LEqACuDwgmOTDA4jYiIiIiIiBQkKjqK5CPpmWaeX3SYa0lp1CjlwRs9ahodSfKxWqU96VLLB4sFPt0YbHQcERERERERKUBUdBTJRz5eH8yBCzdwd7Rj5uD6ONnbGh1J8rmJj1bBZIL1J6I4ejnW6DgiIiIiIiJSQNx30XH79u10794dX19fTCYTK1asuG1/YmIi48aNo0yZMjg7O1OjRg2+/PLL245JSUlh7NixFC1aFDc3N/r06UNUVNRDPRGRgm7DiUi+2n4egI/61aFcMVeDE0lBULmkO4/XLQ3Axxu0tqOIiIiIiIhkj/suOiYlJREQEMCMGTPuuH/ixImsW7eOH374gVOnTvHCCy8wbtw4Vq1alXXMiy++yOrVq1m6dCnbtm0jPDyc3r17P/izECngLl1LZtLSIABGtChP51qlDE4kBckLHapgZ2Ni+5mr7A+9bnQcERERERERKQDuu+jYpUsX3nnnHR5//PE77t+9ezfDhg2jbdu2lCtXjtGjRxMQEMD+/fsBiIuLY86cOXz66ac88sgjNGjQgLlz57J792727t37cM9GpABKSc9kzMJDJKRkUM/fi1e6VDM6khQw/kVd6N/ID7BO4bdYLAYnEhERERERkfwu29d0bN68OatWreLKlStYLBa2bNnCmTNn6NixIwCHDh0iPT2dDh06ZD2mWrVq+Pv7s2fPnjueMzU1lfj4+NtuIoXF22tOcvxKPEVc7JkxqD4OdlqKVbLf849UwsHOhv0XrrM9JMboOCIiIiIiIpLPZXv14osvvqBGjRqUKVMGBwcHOnfuzIwZM2jdujUAkZGRODg44OXlddvjSpYsSWRk5B3P+f777+Pp6Zl18/Pzy+7YInnSysArLNh3CZMJPhtQF18vZ6MjSQFVytOZJ5uWBeCTDRrtKCIiIiIiIg8nR4qOe/fuZdWqVRw6dIhPPvmEsWPH8ttvvz3wOadOnUpcXFzWLSwsLBsTi+RNZ6MTmLr8GADPt6tE26olDE4kBd1zbSvi4mDL0ctxrD+h5l4iIiIiIiLy4Oyy82Q3b97k1Vdf5eeff6Zbt24A1KlTh8DAQD7++GM6dOiAj48PaWlpxMbG3jbaMSoqCh8fnzue19HREUdHx+yMKpKnJadl8NwPh0lOy6RFpaJM6FDF6EhSCBRzc2Rky/J8sfksn24M5tEaJbG1MRkdS0RERERERPKhbB3pmJ6eTnp6OjY2t5/W1tYWs9kMQIMGDbC3t2fTpk1Z+4ODg7l06RLNmjXLzjgi+ZLFYuHV5ccIiU6khLsjnw+op8KP5JpRrSrg4WTHmahEVgeFGx1HRERERERE8qn7HumYmJjI2bNns+6HhoYSGBiIt7c3/v7+tGnThilTpuDs7EzZsmXZtm0b3333HZ9++ikAnp6ejBw5kokTJ+Lt7Y2HhwfPP/88zZo1o2nTptn3zETyqYX7L7EiMBxbGxPTB9WnuLtG+Uru8XS255k2FflofTCf/XaGbnVKYW+r5kUiIiIiIiJyf0yW++wWsHXrVtq1a/eX7cOGDWPevHlERkYydepUNmzYwPXr1ylbtiyjR4/mxRdfxGSyjtZKSUlh0qRJLFq0iNTUVDp16sTMmTPvOr36f8XHx+Pp6UlcXBweHh73E18kTzt+JY7eM3eTlmnmlS7VeLZNRaMjSSGUnJZB6w+3EJOYxvu9a/NEY3+jI4mIiIiIiEg2y+n62n0XHfMCFR2lIIq7mc5jX+wg7PpNOlQvwddPNsRG06rFIN/uDOWtNScp5enElsltcbK3NTqSiIiIiIiIZKOcrq9pzpxIHmCxWJiyNIiw6zcpU8SZT/rVVcFRDDWoiT+lPJ2IiEth4b5LRscRERERERGRfEZFR5E8YPaOUDacjMLB1oaZg+vj6WJvdCQp5JzsbRnfvjIAM7eeJSk1w+BEIiIiIiIikp+o6ChisIMXrvPButMAvNa9BnXKeBkbSOR3fRuUoWxRF2IS05i3+4LRcURERERERCQfUdFRxEAxiamMW3iETLOFHgG+DGmihh2Sd9jb2vBihyoAfLXtHHE30w1OJCIiIiIiIvmFio4iBsk0W3hhcSCR8SlULO7K+71rZ3V4F8krugf4UqWkG/EpGXyz/bzRcURERERERCSfUNFRxCDTNoWw82wMzva2zBrSAFdHO6MjifyFrY2JiY9WBeDbXaHEJKYanEhERERERETyAxUdRQyw/cxVpm0OAeDdx2tRpaS7wYlE7q5TzZLUKeNJcloms7aeMzqOiIiIiIiI5AMqOorksoi4m7ywJBCLBZ5o7Efv+mWMjiTyt0wmE5M6Wkc7fr/3IhFxNw1OJCIiIiIiInmdio4iuSg908y4hUe4npRGjVIe/Lt7TaMjidyT1pWL0bicN2kZZr7YfNboOCIiIiIiIpLHqegokos+XHeaQxdv4O5kx6wh9XGytzU6ksg9MZlMTO5kHe3444EwLl1LNjiRiIiIiIiI5GUqOorkkvUnIvlmRygAH/UNoGxRV4MTidyfxuW9aV2lOBlmC5//dsboOCIiIiIiIpKHqegokgsuXkti8tIgAEa1LE/nWj4GJxJ5MJM7VgHg58ArhEQlGJxGRERERERE8ioVHUVyWEp6JmMWHCYhJYMGZYvwcpdqRkcSeWB1ynjRqWZJLBb4dKNGO4qIiIiIiMidqegoksPeXH2SE+HxeLs6MH1QPext9WMn+dukjlUxmeDX45EcvxJndBwRERERERHJg1T9EMlBPx+5zKL9lzCZ4PMBdSnl6Wx0JJGHVqWkOz0DfAH4eEOwwWlEREREREQkL1LRUSSHnIlK4NXlxwF4/pHKtK5S3OBEItnnhQ5VsLUxsTX4KgcvXDc6joiIiIiIiOQxKjqK5ICk1AzGLDjMzfRMWlYqxoT2lY2OJJKtyhVzpX/DMgB8tD4Yi8VicCIRERERERHJS1R0FMlmFouFV38+xtnoREp6OPL5wLrY2piMjiWS7Z5/pDIOdjbsC73OzrMxRscRERERERGRPERFR5FstmDfJVYGhmNrY2L6oPoUc3M0OpJIjvD1cmZIk7IAfKzRjiIiIiIiIvInKjqKZKOjl2N5a/VJAF7uXJVG5bwNTiSSs8a0q4iLgy1Bl+PYeDLK6DgiIiIiIiKSR6joKJJN4pLTGbPgMGmZZh6tUZKnW1UwOpJIjivm5shTLcoB8OnGM5jNGu0oIiIiIiIiKjqKZAuLxcKkpUFcvnETP29nPu4XgMmkdRylcBjdqiLuTnacjkxg9dFwo+OIiIiIiIhIHqCio0g2+Hr7eX47FYWDrQ0zBzXA09ne6EgiucbTxZ5nWltH9n628QzpmWaDE4mIiIiIiIjRVHQUeUj7Q6/z4fpgAF7vXoPaZTwNTiSS+55qUZ6irg5cuJbMskOXjY4jIiIiIiIiBlPRUeQhxCSm8vyiw2SaLfSq68vgJv5GRxIxhKujHc+1rQjAtE0hpGZkGpxIREREREREjKSio8gDyjRbmLD4CFHxqVQq4ca7j9fWOo5SqA1pWhYfDyfC41JYuO+S0XFERERERETEQCo6ijyg/24KYdfZazjb2zJrcH1cHe2MjiRiKCd7W55vXwmAGVvOkpyWYXAiERERERERMYqKjiIPYNuZq3yxOQSA93vXpnJJd4MTieQN/Rv64e/tQkxiGvN2XzA6joiIiIiIiBhERUeR+xQee5MXFh/BYoFBTfzpVa+00ZFE8gx7Wxte6FAZgK+2nSfuZrrBiURERERERMQIKjqK3If0TDPjFh7mRnI6tUp78PpjNYyOJJLn9Kxbmsol3Ii7mc6cHeeNjiMiIiIiIiIGUNFR5D588OtpDl+Kxd3JjpmDGuBkb2t0JJE8x9bGxMRHqwAwZ2co1xJTDU4kIiIiIiIiuU1FR5F7tO54BHN2hgLwSb8A/Iu6GJxIJO/qXMuHWqU9SErL5Mtt54yOIyIiIiIiIrlMRUeRe3AhJokpS48CMLp1BTrW9DE4kUjeZjKZmNSxKgDf7blIVHyKwYlEREREREQkN6noKPIPUtIzGbPgMAmpGTQqV4QpnaoaHUkkX2hbpTgNyxYhNcOc1e1dRERERERECgcVHUX+wRurTnAyIp6irg588UR97G31YyNyL0wmE5N/L9Iv3h9G2PVkgxOJiIiIiIhIblH1RORvLDt0mcUHwjCZ4L8D6+Hj6WR0JJF8pWmForSqXIwMs4XPf9NoRxERERERkcJCRUeRuwiOTOD/VhwDYEL7yrSsXMzgRCL50621HX8+cpmz0QkGpxEREREREZHcoKKjyB0kpmbw3IJDpKSbaVW5GM8/UtnoSCL5Vl0/Lx6tURKzBT7bqNGOIiIiIiIihYGKjiL/w2KxMHX5Mc5fTcLHw4nPB9TF1sZkdCyRfG1SxyqYTPDLsQiOX4kzOo6IiIiIiIjksPsuOm7fvp3u3bvj6+uLyWRixYoVt+03mUx3vH300UdZx1y/fp3Bgwfj4eGBl5cXI0eOJDEx8aGfjEh2+GHvRVYHhWNnY2L6oHoUdXM0OpJIvlfNx4MeAb4AfLrxjMFpREREREREJKfdd9ExKSmJgIAAZsyYccf9ERERt92+/fZbTCYTffr0yTpm8ODBnDhxgo0bN7JmzRq2b9/O6NGjH/xZiGSToLBY3l5zCoBXulSjYTlvgxOJFBwvdqiCrY2JzaejOXTxhtFxREREREREJAeZLBaL5YEfbDLx888/06tXr7se06tXLxISEti0aRMAp06dokaNGhw4cICGDRsCsG7dOrp27crly5fx9fX9x+vGx8fj6elJXFwcHh4eDxpf5DaxyWl0m7aTK7E36VSzJF8OaYDJpGnVItnplWVHWXwgjGYVirJodFOj44iIiIiIiBRaOV1fy9E1HaOiovjll18YOXJk1rY9e/bg5eWVVXAE6NChAzY2Nuzbt++O50lNTSU+Pv62m0h2MpstTPoxiCuxN/H3duHDvgEqOIrkgOfbV8bB1oY956+x62yM0XFEREREREQkh+Ro0XH+/Pm4u7vTu3fvrG2RkZGUKFHituPs7Ozw9vYmMjLyjud5//338fT0zLr5+fnlZGwphL7afp5Np6NxsLNh5uD6eDrbGx1JpEAq7eXMoCb+AHy4PpiHGGwvIiIiIiIieViOFh2//fZbBg8ejJOT00OdZ+rUqcTFxWXdwsLCsimhCOw7f42PNwQD8Eb3mtQq7WlwIpGCbWy7Sjjb2xIUFstvp6KNjiMiIiIiIiI5IMeKjjt27CA4OJhRo0bdtt3Hx4fo6Nv/yMzIyOD69ev4+Pjc8VyOjo54eHjcdhPJDlcTUnl+0REyzRYer1eaJxprFK1ITivu7sjwFuUA+GRDMGazRjuKiIiIiIgUNDlWdJwzZw4NGjQgICDgtu3NmjUjNjaWQ4cOZW3bvHkzZrOZJk2a5FQckb/INFuYsPgI0QmpVCnpxruP19I6jiK55JnWFXB3tON0ZAJrjkUYHUdERERERESy2X0XHRMTEwkMDCQwMBCA0NBQAgMDuXTpUtYx8fHxLF269C+jHAGqV69O586defrpp9m/fz+7du1i3LhxDBw48J46V4tkl89/O8Puc9dwcbBl5uD6uDjYGR1JpNDwcnHg6dYVAPh84xkyMs0GJxIREREREZHsdN9Fx4MHD1KvXj3q1asHwMSJE6lXrx6vv/561jGLFy/GYrHwxBNP3PEcCxYsoFq1arRv356uXbvSsmVLvv766wd8CiL3b0twNF9sPgvA+71rU6mEu8GJRAqfES3L4+3qwPmYJJYfvmJ0HBEREREREclGJks+bB0aHx+Pp6cncXFxWt9R7tuV2Jt0m7aD2OR0hjT1551etY2OJFJofbP9PO+uPUVpL2c2T26Do52t0ZFEREREREQKhZyur+Vo92qRvCYtw8zYBYeJTU6ndmlPXnushtGRRAq1J5uVpaSHI1dib7J4f5jRcURERERERCSbqOgohcr7v54iMCwWDyc7Zg6ur1FVIgZzsrdl3COVAZi+5Sw30zINTiQiIiIiIiLZQUVHKTTWHotg7q4LAHzSvy5+3i7GBhIRAAY09KNMEWeuJqQyf88Fo+OIiIiIiIhINlDRUQqF0JgkXvrpKADPtK7AozVKGpxIRG5xsLPhhQ5VAPhy2zniU9INTiQiIiIiIiIPS0VHKfBS0jN57odDJKZm0LicN5M7VTU6koj8j8frlaZicVdik9OZsyPU6DgiIiIiIiLykFR0lALv3ytPcDoygWJuDnwxqB72tvq2F8lrbG1MTHzU+oHAnJ2h3EhKMziRiIiIiIiIPAxVX6RAW3owjCUHwzCZ4L8D61HSw8noSCJyF11q+VCjlAeJqRl8ue2c0XFERERERETkIajoKAXW6ch4Xlt5HIAXO1ShRaViBicSkb9jY2Nicifr2o7z91wgOj7F4EQiIiIiIiLyoFR0lAIpISWdMT8cJiXdTOsqxRnXrpLRkUTkHrSrWoL6/l6kpJuZvuWs0XFERERERETkAanoKAWOxWLhleXHOB+TRClPJz4fUBcbG5PRsUTkHphMpqxmT4v2XyLserLBiURERERERORBqOgoBc53ey7yy9EI7GxMTB9UH29XB6Mjich9aF6xGC0qFSU908K0TSFGxxEREREREZEHoKKjFCiBYbG888tJAKZ2rU6DskUMTiQiD2JyR+tox2WHL3PuaqLBaUREREREROR+qegoBUZschpjFxwmPdNCl1o+jGhRzuhIIvKA6vkXoUP1kpgt8NnGM0bHERERERERkfukoqMUCGazhYk/BnEl9iblirrwn751MJm0jqNIfjapYxVMJlhzNIIT4XFGxxEREREREZH7oKKjFAiztp1j8+loHOxsmDG4Ph5O9kZHEpGHVL2UB4/V8QXg0w0a7SgiIiIiIpKfqOgo+d6ec9f4ZEMwAG/1qElNX0+DE4lIdnmxQ2VsbUxsOh3N4Us3jI4jIiIiIiIi90hFR8nXohNSeH7REcwW6F2/NAMa+RkdSUSyUYXibvSpXxqAj9cHG5xGRERERERE7pWKjpJvZWSaGb/oCDGJqVQp6cY7vWppHUeRAmh8+8rY25rYfe4au8/GGB1HRERERERE7oGKjpJvffbbGfaev46rgy0zBzfAxcHO6EgikgPKFHFhUGN/AD7aEIzFYjE4kYiIiIiIiPwTFR0lX9pyOpoZW84B8H6fOlQq4WZwIhHJSWMfqYSTvQ1HLsWy+XS00XFERERERETkH6joKPnO5RvJvPhjIABDm5WlR4CvsYFEJMeVcHdiWPNyAHy84Qxms0Y7ioiIiIiI5GUqOkq+kpZhZuzCI8QmpxNQxpP/61bd6EgikkuebV0Rd0c7TkXEs/Z4hNFxRERERERE5G+o6Cj5yntrTxEUFounsz3TB9XH0c7W6EgikkuKuDowslV5AD7deIaMTLPBiURERERERORuVHSUfOOXoxHM230BgE/7B+Dn7WJsIBHJdSNblqeIiz3nrybx85ErRscRERERERGRu1DRUfKF81cTeXnZUQCebVOR9tVLGpxIRIzg7mTPs20qAvDfTSGkZWi0o4iIiIiISF6koqPkeTfTMhmz4DCJqRk0Lu/N5I5VjI4kIgYa2qwcxd0duXzjJksOXDI6joiIiIiIiNyBio6S572+8jinIxMo5ubI9CfqYWerb1uRwszZwZbnH6kEwBebz3IzLdPgRCIiIiIiIvK/VL2RPO3Hg2EsPXQZGxNMe6IuJTycjI4kInnAwEb+lPZyJjohle/3XjA6joiIiIiIiPwPFR0lzzoZHs9rK44DMPHRKjSvWMzgRCKSVzjY2TChQ2UAZm09R0JKusGJRERERERE5M9UdJQ8KSElnbELD5OaYaZt1eKMaVvJ6Egiksf0rleaCsVduZGczrc7LxgdR0RERERERP5ERUfJcywWCy8vO0poTBK+nk581r8uNjYmo2OJSB5jZ2vDix2sjaVm7zhPbHKawYlERERERETkFhUdJc+Zt/sCa49FYm9rYvrg+hRxdTA6kojkUd1ql6J6KQ8SUjP4ctt5o+OIiIiIiIjI71R0lDzlyKUbvLf2FABTu1Snvn8RgxOJSF5mY2Ni0qPW0Y7zdocSnZBicCIREREREREBFR0lD7mRlMbYBYdJz7TQpZYPT7UoZ3QkEckH2lcvQV0/L1LSzczccs7oOCIiIiIiIoKKjpJHmM0WXvwxkPC4FMoXc+XDvnUwmbSOo4j8M5PJxEudqgKwYN9FLt9INjiRiIiIiIiIqOgoecKsbefYGnwVRzsbZg6uj7uTvdGRRCQfaV6pGM0rFiU908K0TSFGxxERERERESn0VHQUw+0+F8MnG4IBeLtnLaqX8jA4kYjkR5N/H+247PAVzl9NNDiNiIiIiIhI4WZndAAp3KLjUxi/KBCzBfo2KEP/Rn5GR5J7ceMi7J0JqQlgaw+2Dr/ffv9/G/s/bf/f/Xfb/vv/29jdebutPWjKvfyN+v5FaF+tBJtOR/PZbyF88UQ9oyOJiIiIiIgUWvdddNy+fTsfffQRhw4dIiIigp9//plevXrddsypU6d4+eWX2bZtGxkZGdSoUYNly5bh7+8PQEpKCpMmTWLx4sWkpqbSqVMnZs6cScmSJbPlSUn+kJFpZtyiI8QkplLNx523e9YyOpL8E3Mm7P8aNr0N6Um5f/2sYuZdCpa29r8f45AzRc+/nONvHmtjqyKpASZ2rMKm09GsDgpnTNuKGjktIiIiIiJikPsuOiYlJREQEMCIESPo3bv3X/afO3eOli1bMnLkSN588008PDw4ceIETk5OWce8+OKL/PLLLyxduhRPT0/GjRtH79692bVr18M9G8lXPtl4hv2h13F1sGXG4Po4O9gaHUn+TvRpWDUOLh+w3i/bAio/Cpnpv9/S/vTf//l/c8adt2f9/132Y7k9gzndekvP9Wf/AEz/ULD8pxGi2V0wvcNj7V3A3umfn0o+UtPXk251SvHL0Qg+2XCG2cMaGh1JRERERESkUDJZLBbLPx92lwebTH8Z6Thw4EDs7e35/vvv7/iYuLg4ihcvzsKFC+nbty8Ap0+fpnr16uzZs4emTZv+43Xj4+Px9PQkLi4ODw+NYsmPNp2KYuT8gwBMH1SPx+r4GpxI7iojDXZ+Bts/shb8HNyh41tQfzjY5OCysBaLdWSl+R8KmncrWN76f3P63zz2nwqm6fd+fXO+qITezs4J2r8OTccUqFGZZ6MT6fjZNswW+HlMc+r5FzE6koiIiIiISJ6T0/W1bF3T0Ww288svv/DSSy/RqVMnjhw5Qvny5Zk6dWpWYfLQoUOkp6fToUOHrMdVq1YNf3//uxYdU1NTSU1NzbofHx+fnbEll607HsmUpUEADG9eTgXHvOzyIevoxuiT1vtVOkO3T8GzdM5f22QCWzvrzd4556/3sCwWA4qe/3Duvzz29/9mpAIWyEiB9a/CtXPQ5UPra10AVCrhRu/6Zfjp0GU+2XCGH0Y1MTqSiIiIiIhIoZOtf2FGR0eTmJjIBx98wDvvvMN//vMf1q1bR+/evdmyZQtt2rQhMjISBwcHvLy8bntsyZIliYyMvON533//fd58883sjCoGSM3I5L1fTjF/z0UAmpT35tWu1Q1OJXeUlgRb3rM2i7GYwaUYdPkP1OpToEbEZSuTCewcrLf8wJxp/fpueA0OzoHYi9B3LjgVjNHjE9pXZmXgFXaejWHPuWs0q1jU6EgiIiIiIiKFSrbOjTSbzQD07NmTF198kbp16/LKK6/w2GOP8eWXXz7weadOnUpcXFzWLSwsLLsiSy65EJNEn1m7swqOz7SuwA+jmuBgl4PTc+XBnN8KM5vBnunWgmOdATB2P9Tuq4JjQWJjC82fhwHfg50znP0Nvu0McZeNTpYt/LxdGNjI2rzs4w3BPMRKIiIiIiIiIvIAsrXiU6xYMezs7KhRo8Zt26tXr86lS5cA8PHxIS0tjdjY2NuOiYqKwsfH547ndXR0xMPD47ab5B+rgsJ57IudHL8STxEXe+YOb8TUrtWxt1XBMU+5eQNWjoXvelpHvXmUgcE/Qe+vwVWjxAqs6t3hqV/ArSREn4Bv2kP4EaNTZYtxj1TC0c6GQxdvsDX4qtFxRERERERECpVsrfo4ODjQqFEjgoODb9t+5swZypYtC0CDBg2wt7dn06ZNWfuDg4O5dOkSzZo1y844YrCU9EymLj/G+EVHSEzNoHE5b9ZOaEW7aiWMjib/6+QqmNEEjvxgvd/oaRi719qdWgq+0g1g1G9QogYkRsLcrnD6F6NTPbSSHk4Ma14OsI52NJs12lFERERERCS33PeajomJiZw9ezbrfmhoKIGBgXh7e+Pv78+UKVMYMGAArVu3pl27dqxbt47Vq1ezdetWADw9PRk5ciQTJ07E29sbDw8Pnn/+eZo1a3ZPnaslfzgbncC4hUc4HZmAyQTj2lViQvvK2Gl0Y96SEAVrJ8OpVdb7RStDjy+grD4AKHS8/GHEOlg6HM5thsWDodN70PS5fD2t/tk2FVm47xInwuNZdyKSrrVLGR1JRERERESkUDBZ7nOhq61bt9KuXbu/bB82bBjz5s0D4Ntvv+X999/n8uXLVK1alTfffJOePXtmHZuSksKkSZNYtGgRqampdOrUiZkzZ951evX/yumW3vJwfjp0mddWHOdmeibF3Bz4bEBdWlUubnQs+TOLBQIXWDsXp8SBjR20eAFaTwF7J6PTiZEy02HtFDg013q/0Sjo/J983dn6041nmLYphEol3Fj/QmtsbfJvEVVERERERCS75HR97b6LjnmBio55U3JaBq+tOMGyw9ZGFM0rFuXzgXUp4a4iVp5yPRTWvGBtGANQqi70nA4+tQ0MJXmKxWJtJLThNcAClR6FfnPB0d3oZA8kPiWdVv/ZQtzNdD7pF0CfBmWMjiQiIiIiImK4nK6vaa6rZIvTkfF0/2Inyw5fxsYEEx+twvcjm6jgmJeYM2HPTJjV3FpwtHOCR9+CUZtUcJTbmUz/09l6Y77ubO3hZM+zbSoC8PmmM6RlmA1OJCIiIiIiUvCp6CgPxWKxsGj/JXpO38W5q0mU9HBk4dNNGd++sqYw5iXRp2BOR1g/FdKToWxLeG43tJiQr6fNSg671dnatQREHf+9s3Wg0akeyLDmZSnm5kjY9Zv8eDDM6DgiIiIiIiIFnoqO8sASUtIZvziQqcuPkZphpk2V4qwd34qmFYoaHU1uyUiDrR/Al63gykFw9IDHPodhq6FoRaPTSX5QugE8vQmKV/+9s3UXCP7V6FT3zcXBjnHtrN/zX2wOISU90+BEIiIiIiIiBZuKjvJAjl+Jo/sXO1kdFI6tjYlXulRj7vBGFHVzNDqa3HL5IHzVGra+D+Z0qNoVxu6Dhk+BjX705T54+cPI9VDxEetI2UVPwN5Z1rUf85EnmvhT2suZqPhUfth70eg4IiIiIiIiBZoqD3JfLBYL83dfoPfM3Vy4lkxpL2d+fKYZz7apiI2mU+cNaUmwbirM7gBXT4FLMeg7FwYuBA9fo9NJfuXkCYN+hAbDAQusewV+fQkyM4xOds8c7WwZ374SADO3niMxNf9kFxERERERyW9UdJR7Fnczned+OMy/V50gLdNMh+ol+WV8SxqULWJ0NLnl3BaY2RT2zgQsEPAEjDsAtXpbm4OIPAxbe+v0/Efftt7f/zUsfgJSEwyNdT/61C9D+WKuXE9K49udoUbHERERERERKbBUdJR7cuTSDbpN28G6E5HY25p4/bEafDO0AV4uDkZHE4CbN2DFWPi+F8ReAk8/GLwMHv8SXLyNTicFickELcZD/++sHdBDNsC3XSDuitHJ7omdrQ0vdKgMwDfbzxObnGZwIhERERERkYJJRUf5WxaLhW+2n6ffl3u4fOMm/t4uLHuuOSNalsekkXN5w8mVML0xBP4AmKDxMzBmD1TuYHQyKchq9ITha8G1OEQdg9n5p7N19zq+VPNxJyE1g6+2nzc6joiIiIiISIGkoqPc1Y2kNEbNP8i7a0+RYbbQtbYPa8a3pE4ZL6OjCUBCJCwZAj8OhaRoKFYFRqyHrh+Co7vR6aQwKNMARm2C4tUgIQLmds0Xna1tbExM6lgVgHm7LhCdkGJwIhERERERkYJHRUe5owMXrtN12g42nY7Gwc6Gd3rVYsag+ng42RsdTSwWOPw9zGgMp1aDjR20ngLP7AD/Jkank8KmSFkYuQEqtIP0JFg8CPZ+aXSqf9ShegkC/Ly4mZ7JzC3njI4jIiIiIiJS4KjoKLcxmy3M2HKWgV/vJSIuhQrFXFkxpgVDmpbVdOq84HoofNcTVo2DlDjwrQejt8Ej/wJ7J6PTSWHl5AmDl0L9YWAxw7qXYe2UPN3Z2mQyMeX30Y4L913iSuxNgxOJiIiIiIgULCo6SparCakMm7ufj9YHk2m20KuuL6ueb0kNXw+jo4k5E3ZPh5nNIHQb2DlDx3dg5G/gU8vodCLWztbd/wuPvmW9v/9r66jH1ERjc/2NFpWK0rSCN2mZZr7YFGJ0HBERERERkQJFRUcBYPfZGLpO28GOkBic7G34sG8dPhtQFzdHO6OjSdQJmPMobPg/yLgJ5VrBmN3Q/Hmw1ddH8hCTCVpM+FNn6/Uwt3Oe7WxtMpmY0sk62nHpocuExiQZnEhERERERKTgUNGxkMs0W/hs4xkGz9nH1YRUKpdwY9W4lvRv6Kfp1EbLSIUt78FXreHKIXD0hO7TYNhq8K5gdDqRu6vRE4b/Yu1sHfl7Z+uIIKNT3VGDst60q1qcTLOFz387Y3QcERERERGRAkNFx0IsKj6FwbP38t9NIVgsMKChH6vGtaRKSXU+NlzYfviyFWz7D5gzoGo3GLsPGgyzjiYTyevKNLy9s/W3XSB4ndGp7uhWJ+tVQeEERyYYnEZERERERKRgUNGxkNp25ipd/7uDveev4+Jgy+cD6vKfvnVwdrA1OlrhlpoIv74CczpCTLB1pFi/eTBwAXiUMjqdyP0pUhZGrIcKbX/vbP0E7PvK6FR/Uau0J11r+2CxwCcbgo2OIyIiIiIiUiCo6FjIZGSa+c+60wz7dj/XktKoXsqDNc+3pFe90kZHk7ObrI1i9s0CLBAwCMbuh5qPa3Sj5F/OXjD4J6j3pLWz9a8vwdqXrM2R8pCJj1bBxgQbTkYRFBZrdBwREREREZF8T0XHQiQ89iYDv97LrK3nAHiyaVl+HtOcCsXdDE5WyCVfh5+fgx96Q9wl8PSHIcvg8Vng4m10OpGHZ2sPPb6ADm9Y7+//Ks91tq5Uwj3rw5ePNdpRRERERETkoanoWEj8djKKrtN2cPDiDdwd7ZgxqD5v96qFk72mUxvGYoETP8OMxhC0EDBBk2dhzB6o1MHodCLZy2SCli9Cv/nWztZn1sHcLhAfbnSyLC+0r4KdjYkdITHsO3/N6DgiIiIiIiL5moqOBVxahpl31pxk1HcHiU1Op04ZT34Z34pudbQ+oKHiI2DJEFg6HJKuQrGqMHIDdPkPOGrkqRRgNXvBsDW/d7Y+Ct+0h4ijRqcCwL+oCwMa+QHW0Y4Wi8XgRCIiIiIiIvmXio4FWNj1ZPp9uZvZO0MBGNGiPEufbYZ/UReDkxViFgscmg8zmsDpNWBjB21ehmd3gF9jo9OJ5A6/RjDqN2uxPSEcvu0MZ9YbnQqA5x+pjKOdDQcu3GDbmatGxxEREREREcm3VHQsoH49FkHXaTsIuhyHp7M93wxtyOvda+Bop+nUhrl2DuZ3h9XjITUOfOvDM9uh3atg52h0OpHcVaScdXRv+TbWztaLBsK+r41OhY+nE082LQvAJxvOaLSjiIiIiIjIA1LRsYBJSc/k9ZXHeW7BYRJSMqjv78XaCa14tEZJo6MVXpkZsPsLmNUCLuwAO2fo+K51pFfJmkanEzGOs5e1aVJWZ+sp8Osrhne2fq5tRVwdbDl2JY71JyINzSIiIiIiIpJfqehYgITGJNF75m6+23MRgGfbVGTJM80o7eVscLJCLPI4zOkAG/4FGTehfGsYsxuajwMbjToVyeps3f7f1vv7ZsHiwYZ2ti7q5siIluUB62jHTLNGO4qIiIiIiNwvFR0LiJWBV3hs2g5ORsTj7erAvKca8UqXatjb6ktsiIxU2PwOfN0Gwo+Ao6e1sDJ0FXhXMDqdSN5iMkGridBvHtg6wplff+9sHWFYpFGtKuDhZEdIdCKrgq4YlkNERERERCS/UkUqn7uZlskry44yYXEgSWmZNC7vzdrxrWhbtYTR0QqvS/vgy1aw/SMwZ0C1x2DsPqg/1FpcEZE7q/k4DP8FXIpZO1vPbg+RxwyJ4ulszzNtKgLw2cYQ0jPNhuQQERERERHJKTm9hr2KjvlYSFQCPWfsZPGBMEwmGN++MgtHNcHH08noaIVTaiKsfQm+7QQxweBaAvp/BwMXgEcpo9OJ5A9+jeDpTVCsCsRf+b2z9QZDojzVohzF3By4dD2ZHw+GGZJBREREREQkpyw+cClHz6+iYz619GAYPabv4kxUIsXcHPlhZBMmPloFO02nNkbIbzCzKez/CrBA3SHW0Y01ehqdTCT/KVIORm60roGalgiLBsD+b3I9houDHWPaVgLgi01nSUk3tsGNiIiIiIhIdrkQk8QnG87k6DVUocpnklIzmLgkkCk/HeVmeiYtKxXj1wmtaFGpmNHRCqfk67D8GVjQB+LCwMsfnvwZes0AF2+j04nkX85eMHgZ1Bti7Wy9djKsm5rrna0HNfGnlKcTkfEp/LD3Yq5eW0REREREJCeYzRam/BRESnrOLiOlomM+cioinu7Td7L8yBVsTDC5YxW+G9GY4u6ORkcrfCwWOL4cpjeCo4sBEzQdA8/tgYqPGJ1OpGCwc4Ae06H969b7e2fCkiG52tnayd6WCe0rAzBr6zmSUjNy7doiIiIiIiI5Ye7uCxy4cANnh5wtC6romA9YLBYW7LtIzxm7OH81CR8PJxaPbsa4RypjY6PGJLkuPhwWD4KfnoLkGChezToVtPP74OhmdDqRgsVkglaToO+31s7WwWthXtdc7Wzdp0EZyhV14VpSGnN3hebadUVERERERLLb+auJfLjuNACTO1XN0Wup6JjHJaSk8/yiI/zfz8dJyzDTrmpx1k5oRePymrqb68xmODgXZjSxFj5s7KHNK/DMdmvzCxHJObX6wPA14FIUIoJ+72x9PFcubW9rw4uPVgHgq+3niUtOz5XrikjedvxKHK8sO8rhSzeMjiIiIiJyTzLNFiYvDSI1w0zLSsXo38AvR6+nomMeduxyHI99sZM1RyOwszHxatdqzBnWCG9XB6OjFT7XzsF3PWDNC5AaD6UbWIuN7aaCnaa3i+QKv8Yw6s+drTtByMZcuXT3Or5ULelOQkoGX+84lyvXFJG8KdNsYcaWszw+cxeLD4QxdM5+jl+JMzqWiIiIyD+as/M8hy/F4u5ox3/61sFkytnZsyo65kEWi4W5u0LpPWsXF68lU9rLmR+fbcbo1hU1nTq3ZWbArv/CrOZwYQfYu0Cn963TqUvWMDqdSOHjXR5GboByraydrRf2hwOzc/yyNjYmJna0jnacu+sCMYmpOX5NEcl7wq4nM/DrPXy0Ppj0TAvF3BxITM1g2Lf7CY1JMjqeiIiIyF2FRCXw8e/dql97rAalvZxz/JoqOuYxccnpPPP9Id5cfZL0TAsda5Rk7fhW1PcvYnS0wifymHUK58bXISMFKrSFMXug2RiwsTU6nUjh5VwEhiyHur93tv5lEqx7Ncc7W3esUZKAMp4kp2Uyc4tGO4oUJhaLhZ8OXabLf3dw4MIN3Bzt+KhvHTZPbktNXw+uJaXx5Jx9RMWnGB1VRERE5C8yMs1MXhpEWoaZtlWL069hmVy5roqOecjhSzfoOm0HG05G4WBrwxvda/DVkw3wdLE3Olrhkp4Cm96Cr9tCRCA4eULPGfDkCihSzthsImJl5wA9p8Mjr1nv750BS56EtJwbaWQymZjU0brQ8g/7LhIRdzPHriUieceNpDTGLDjM5KVBJKZm0LBsEX6d0Ip+Df3wcLJn3lONKVfUhcs3bjLs2/3E3dS6ryIiIpK3fLX9PEGX43B3suOD3jk/rfoWFR3zALPZwtfbz9H/yz1cib1J2aIuLHuuOcNblM+1bwT53aW98GVL2PEJmDOgeg8Yux/qDbF20RWRvMNkgtaT/9TZ+heYm7OdrVtVLkbj8t6kZZiZtulsjl1HRPKGbWeu0unz7fx6PBI7GxNTOlVlyTPN8PN2yTqmuLsj349sQnF3R05HJjBq/gFupuXsyGsRsa6v+vH6YN5YdUI/cyIif+N0ZDyf/2adVv1G95r4eDrl2rVVdDTY9aQ0Rs4/wHtrT5NhtvBYnVKseb4ltct4Gh2tcElNgLVT4NvOcC0E3EpC/+9hwPfg7mN0OhH5O7X6wLDVv3e2DoTZHXKss7XJZC06ACw9GMbFa1rDTaQgupmWyb9XHmfYt/uJTkilYnFXVoxtwdh2lbC9w/raft4ufDeiMe5Odhy4cINxCw+Tnmk2ILlI4WA2W5i6/CjTt5xl3u4LPDlnn0YZi4jcQfrv06rTMy10qF6C3vVL5+r177vouH37drp3746vry8mk4kVK1bctn/48OGYTKbbbp07d77tmOvXrzN48GA8PDzw8vJi5MiRJCYmPtQTyY/2h16n6393sCX4Kg52Nrz3eG2+eKIe7k6aTp2rQjbCjKaw/2vAYh3VOHYf1OhhdDIRuVf+TWDUb1C0MsRftn6AEPJbjlyqUTlv2lQpTobZwue/heTINUTEOMevxPHYFzuYv+ciAMOalWXN862oVfrvPxCuXsqDOcMa4Whnw6bT0byy7BgWiyU3IosUKhaLhbfWnOTHg5exMYGbox0HL95gwFd7iNa6qiIit5m55RzHr8Tj6WzPe4/XzvXZtPdddExKSiIgIIAZM2bc9ZjOnTsTERGRdVu0aNFt+wcPHsyJEyfYuHEja9asYfv27YwePfr+0+dTmWYL0zeHMPDrPUTGp1ChuCsrx7ZgUBN/TafOTUnXYPloWNDXWqTwKmtdt7HnDGujChHJX7wrwKiNv3e2TsjRztaTf1/bcUXgFc5EJeTINUQkd2WaLczYcpZeM3Zx7moSJdwdmT+iMW/2rIWzw701kGtc3psZg+pja2Ni2eHLfPDr6RxOLVL4fLwhmHm7LwDwUd8Alj7bLGt5gz5f7uaCOsmLiABwIjyOLzZbB0m81bMmJTxyb1r1LSbLQ3wEazKZ+Pnnn+nVq1fWtuHDhxMbG/uXEZC3nDp1iho1anDgwAEaNmwIwLp16+jatSuXL1/G19f3H68bHx+Pp6cncXFxeHh4PGh8Q1xNSOXFJYHsPBsDQO96pXm7Vy1cHe0MTlaIWCxwfBn8+jIkx4DJBpqOgXavgoOr0elE5GFlpMGaFyBwgfV+s3Hw6FvZ3nX+2e8Pse5EJJ1r+vDlkw2y9dwikrvCricz8cdADly4AUCXWj6893htirg6PND5lh4MY8pPRwGY2qUaz7SpmG1ZRQqzGVvO8tH6YADe7lWLJ5uWBeDStWSe/HYfF68lU8zNkfkjGlHTV8tViUjhlZZhpsf0nZyOTKBzTR9mDal/x0FuOV1fy5E1Hbdu3UqJEiWoWrUqzz33HNeuXcvat2fPHry8vLIKjgAdOnTAxsaGffv23fF8qampxMfH33bLj3adjaHLf3ew82wMzva2fNS3Dp8OqKuCY26KuwKLBsKykdaCY/HqMHIjdHpXBUeRgsLOwTpi+ZF/We/vmQ4/Ds32ztYTO1bBZIJ1JyI5djkuW88tIrnDYrGw9GAYXf67gwMXbuDmaMfH/QKYObj+AxccAfo19OPVrtUAeP/X0yw9GJZdkUUKrbm7QrMKjq92rZZVcATwL+rC0mebUb2UBzGJqQz8ai97z1+726lERAq86ZtDOB2ZgLerA+88XsuwWbXZXnTs3Lkz3333HZs2beI///kP27Zto0uXLmRmWjuKRUZGUqJEidseY2dnh7e3N5GRkXc85/vvv4+np2fWzc/PL7tj56iMTDOfbghmyJx9xCSmUrWkO6vGtaBfw/z1PPI1sxkOzIEZTeDMOrCxh7avwjPboUzDf368iOQvJhO0ngJ95lg7W59eY+1snXDnf2ceRJWS7vSqa12I+eMNwdl2XhHJHdeT0njuh8NM+ekoiakZNCpXhF8ntKJvgzLZ8sZ8dOuKPNO6AgCvLD/GbyejHvqcIoXVkgOXeHP1SQAmtK/M6NZ/HT1cwt2JJc80pXF5bxJSMxj67X426udORAqhY5fjmLH1HABv96xFMTdHw7Jke9Fx4MCB9OjRg9q1a9OrVy/WrFnDgQMH2Lp16wOfc+rUqcTFxWXdwsLyz6fFkXEpDJq9j2mbz2KxwMBGfqwY24LKJd2NjlZ4XDsH8x+DXyZa13kr0wie3QFtX7aOiBKRgqt2Xxi26o/O1t+0h6gT2Xb6FzpUxs7GxLYzVzlw4Xq2nVdEctbW4Gg6fb6ddScisbc18VLnqiwe3Qw/b5dsvc4rXarRt0EZMs0Wxi48zP5Q/Z4QuV8rA6/wyvJjADzdqjwvdKh812M9nOz5bkRjOlQvSVqGmWd/OKSRxiJSqKRmZDJpaSCZZgvd6pSiW51ShubJkenVf1ahQgWKFSvG2bNnAfDx8SE6Ovq2YzIyMrh+/To+Pj53PIejoyMeHh633fKDLcHRdJ22g/2h13F1sOW/A+vyQZ8697wYuTykzAzY+TnMag4Xd4G9C3T+AEashxLVjU4nIrnFv+ntna3ndIKz2dPZumxR16xR6x+tD1anWpE87mZaJq+vPM7wuQe4mpBKpRJu/DymBWPaVsLWJvunHZlMJj7oXZv21UqQmmFm5PwDnIrIn8sEiRhhw4lIJv4YhMUCg5v482rX6v84EtnJ3pYvh9TPKvhP+ekoX207l0uJRUSM9flvIZyJSqSYmwNv96xldJycLzpevnyZa9euUaqUtbrarFkzYmNjOXToUNYxmzdvxmw206RJk5yOkyvSM828/+spnpp7gOtJadQo5cGa8a3o+fs0PMkFEUdh9iPw278hIwUqtIMxe6Dpc9neTEJE8gHvCjBywx+drRf0ty65kA3Gt6+Eg50N+0OvsyMkJlvOKSLZ79jlOB77Ygff7bkIwPDm5VjzfEtqlc7ZZhN2tjZMH1SfRuWKkJBinfIZdj05R68pUhDsCLnKuIVHyDRbrM03e977mmR2tjZ81LcOo39f4uD9X0/z/tpT+nBQRAq0I5duZH3I8k6v2ng/xPrU2eW+i46JiYkEBgYSGBgIQGhoKIGBgVy6dInExESmTJnC3r17uXDhAps2baJnz55UqlSJTp06AVC9enU6d+7M008/zf79+9m1axfjxo1j4MCB99S5Oq+7EnuTAV/t4att5wEY2qwsy8c0p3wxNSnJFekp8Nub8HVbiAgCJy/oNQue/BmKlDM4nIgYysUbhiyHgEFgybQuubD+/6xrvj6EUp7ODGliXcz+4w0a7SiS12SaLUzfHMLjM3dx7moSJdwdmT+iMW/0qImTfe58EOnsYMvsYY2o5uPO1YRUnpyzj6sJqblybZH86MCF64z+7hBpmWY61/Thw751sLnP0cgmk4lXu1ZnahdrU6evtp/n5WVHych8uH/3RUTyopT0TCYvDcJsgV51felc684ziXObyXKffx1t3bqVdu3a/WX7sGHDmDVrFr169eLIkSPExsbi6+tLx44defvttylZsmTWsdevX2fcuHGsXr0aGxsb+vTpw7Rp03Bzc7unDDnd0vtBbTgRyZSfjhJ3Mx13Jzs+7FOHLrWNnT9fqFzcDaueh2vWqfzU6AVdPgT3kn/7MBEpZCwW2P4xbHnHer/aY9D7G3B48LXcYhJTaf3hFpLTMvlySIM884+8SGEXdj2ZF5cEcvDiDQC61vbh3V61H6oz9cOIjk+h96zdXL5xk5q+Hiwe3RR3J3tDsojkVUcvxzL4m30kpGbQtmpxvn6yIQ52DzdB78cDYbyy/ChmC3SsUZJpT9TLtQ8dRERyw3trT/H19vMUd3dk44ut8XK5t/c6OV1fu++iY16Q14qOaRnW6dRzd10AIKCMJ9MH1c/2xcjlLlLiYdObcGC29b5bSej2CVTvbmwuEcnbjv0EK56DzDTwrQdPLHmoDyk+Wn+aGVvOUaWkG79OaJ0j68OJyL2xWCwsPXSZN1edICktEzdHO97sUZPe9UtnS2fqhxEak0S/L3cTk5hG0wrezHuqsYofIr8LjkxgwNd7iE1Oz/afj/UnInl+0RHSMsw0Ke/NN8Ma4qGiv4gUAIcuXqfvl3uwWGD20IZ0qHHvf9PkdH0tx9d0LOguXUum75e7swqOo1qWZ+mzzVVwzC1n1sPMpn8UHOs9CWP3qeAoIv+sdl8YthqcvSH8CMxuD1EnH/h0o1tVxN3JjjNRiawOCs/GoCJyP64npfHsD4d46aejJKVl0qhcEX6d0Io+DcoYXnAEKF/MlXlPNcbN0Y69568zYbF1zTqRwi40JonBs/cRm5xOXT8vZg9rlK0F+U41fZj/+8/evtDrDPxqr5Y5EJF872ZaJpOXHsVigT71y9xXwTE3qOj4EH45GkG3aTs4ejkOLxd7Zg9tyL8eq/HQw//lHiTFwLJRsLA/xF+xrtc4dCX0nA7ORYxOJyL5RVZn60oQFwZzOj5wZ2tPF3ue+X3B+s9+O0O61owSyXVbgqPp9Pl21p+Iwt7WxEudq7J4dLM892FwrdKefD20AQ62Nqw/EcW/VhzTerBSqF2+kczgb/YSk5hK9VIeWcXB7NasYlEWj25KMTcHTkbE0+/L3WrsJCL52ofrTxMak4SPhxOvd69hdJy/UHXsAaSkZ/KvFccYu/AwCakZNCxbhLXjW+W5inKBZLFYp0TOaAzHloLJBpqNg+f2QIW2RqcTkfyoaEUYuRHKtvyjs/XBuQ90qqdalKeoqwMXryXz06HL2RxURO7mZlomr604zlNzD3A1IZVKJdz4eUwLxrStlGeXOmhesRjTnqiLjQkW7Q/jkw1njI4kYojo+BQGz95HeFwKFYq78v3Ixni65Ny051qlPVn6bHPKFHHmwrVk+szazenI+By7nohITtl7/lrWrNsP+tTG0znvLRmhouN9On81kcdn7uaHvZcAGNO2IotGN8XXy9ngZIVA3GVYOACWjYTka1CipnWEUqd3H6oBhIgILt7WLvcBT1g7W695ATb86747W7s62jGmXSUApm0KISU9MwfCisifHbscR7cvdvD93osADG9ejjXPt6RWaU+Dk/2zzrVK8U6v2gBM33KWb3eGGpxIJHddT0pj8Ox9XLyWjJ+3MwtHNaWYm2OOX7d8MVeWPdecqiXdiU5Ipf+Xezh44XqOX1dEJLskpWbw0k9HARjYyI+2VUsYnOjOVHS8DyuOXOGxL3ZyKiKeoq4OzB/RmJc6V8PeVi9jjjKbrWs2zmgKIevB1gHa/R+M3gqlGxidTkQKCjsH6DXL+vsFYPcXsHQopN3ftKvBTfwp5elERFwKC/ddyoGgIgKQkWlm+uYQHp+5i/NXkyjh7sh3IxrzRo+a+aoxy6Am/kzuWAWAt9acZMWRKwYnEskdcTfTeXLOPkKiE/HxcGLhqKb4eDrl2vVLejjx4zPNaFC2CPEpGQyZs4/Np6Ny7foiIg/jP+tOc+l6Mr6eTvxft+pGx7krVcvuwc20TF76KYgXlgSSnJZJ0wrerJ3QijZVihsdreCLOQvzusEvk6zTHss0hmd2QJuXrAUCEZHsZDJZf7/0nm39gOPUauvvoIR7/yPEyd6W5x+pDMDMrWdJTsvIqbQihdala8kM+HovH284Q4bZQtfaPqx/oTWt8+l7s7HtKvFUi3IATF4axJbgaGMDieSwpNQMRsw7wIlw62COH0Y1MWTtVU8Xe34Y2YR2VYuTkm7m6e8O8fMRLY8iInnb7rMxfLfHOsPjw74BuDvlvWnVt6jo+A/ORCXQY/pOfjx4GZMJXuhQmQWjmlLSI/c+hSuUMtNhx6cwqzlc2g32rtDlQxixDkpUMzqdiBR0dfrB0FW/d7Y+fN+drfs1LEPZoi7EJKZlrbMiIg/PYrHw44Ewuvx3O4cu3sDN0Y5P+gUwY1B9irjm3w8jTSYTr3WrQc+6vmSYLTz3wyEOXbxhdCyRHJGSnsnT3x3k0MUbeDjZ8f3IJlQq4WZYHmcHW74e2pDH65Um02zhxSVBWupARPKshJR0pvw+rXpIU39aVi5mcKK/p6LjXdx6U9tj+k5CohMp7u7IglFNeKFDlTy7IHmBER4I37SDTW9CZipUfATG7IEmz4BN/pkuJSL5XNlm1nVjvStaO1t/2wnObb6nh9rb2vBCB+tox6+2nSPuZnpOJhUpFK4npfHsD4d4adlRktIyaVzOm18ntKJPgzKYTPn/vZmNjYmP+gbQpop1xNWIeQc4E5VgdCyRbJWWYWbMgsPsPncNVwdb5o9oTA1fD6NjYW9rwyf9ArJGHL+15iQfrw9WV3kRyXPeW3uaK7E3KVPEmald8u606ltUdLyDxNQMXlwSyEvLjpKSbqZV5WL8OqEVzSvm7Qpyvpd+Ezb+G755BCKPgZMX9PoShiyHImWNTicihVHRitbCY9kWkBoPP/SFQ/Pu6aE9AkpTuYQb8SkZzN5xPmdzihRwW4Kj6fT5dtafiMLe1sTLnauxaHRTQ6Zj5iQHOxtmDalPXT8v4m6mM3TOfq7E3jQ6lki2sI4iDGTz6Wgc7WyYM7wR9fyLGB0ri42Nidcfq5G1xur0LWf5vxXHyTSr8CgiecP2M1dZtN+6ZvxHfQNwdbQzONE/U9Hxf5wIj6PHFztZERiOrY2JlzpXZf5TjXOli1qhdmEXzGoBuz63do6t+TiMOwB1n7CusSYiYpRbna3rDLD+flo9ATa89o+drW1tTEz6/Q+Xb3eGci0xNTfSihQoN9MyeW3FcZ6ae4CrCalULuHGz2Na8FzbigV25omLgx1zhzeiUgk3IuNTeHLOPq4npRkdS+ShmM0WXl52lF+ORWBva+KrJxvQtEJRo2P9hclkYtwjlXn38VqYTLBw3yWeX3SY1IxMo6OJSCEXn5LOy8us06qHNy9Hs4p573fonajo+DuLxcL3ey/y+MzdnI9JopSnE4tHN2VM20rYFNA3tXlCSjyseRHmdYXr58C9FAxcCP3mgVvebPkuIoWQnSM8/hW0fdV6f/c0WDrsHztbd6rpQ+3SniSlZTJr67lcCCpScBy9HEu3L3bw/V7rQulPtSjH6udbUqu0p8HJcl4RVwe+G9EYX08nzl9N4qm5+0lKVVMqyZ8sFgtvrj7BT4cuY2tj4osn6tO2at5+nz+4SVlmDKqPg60Na49FMmLeARL1MygiBnpnzUki4lIoW9SFlzpXNTrOPVPREWvFeNzCI7y24jhpGWbaVyvB2vGtaFTO2+hoBVvwOpjZFA5+a71ffxiM2QvVuhmbS0TkTkwmaPsy9P7m987Wq2D+Y5B49y6zJtMfox2/23uRyLiU3Eorkm9lZJr5YlMIvWfu5vzVJEp6OPL9yMb8u3tNnOwLz9rOvl7OfDeyCUVc7Am6HMezPxzSaCvJdywWC/9ZF8z8PRcxmeDjfnXoXMvH6Fj3pGvtUsx9qhGuDrbsOnuNQd/s1awFETHE5tNRWc2NP+4XgItD3p9WfUuhLzoGhcXy2LSd/HIsAjsbE//qVp3Zwxrm6w6IeZo5E87+BosHw6IBEH8FipSHYauhxzRw9jI6oYjI36vTH4auBOcicOUQfNMeok/d9fA2VYrTqFwR0jLMfLE5JBeDiuQ/F68l0f+rPXyy8QwZZgvdapdi/QutaVW5uNHRDFGphBtzn2qMi4MtO0JimPRjkNaXk3xlxpazfLnNOtL/3V61ebxeGYMT3Z8WlYqx8OmmeLs6cPRyHP2+2qN1VkUkV8Ulp/PKsmMAjGxRPt8NjjNZ8mFLrvj4eDw9PYmLi8PD48G6nVksFr7ddYEPfj1FeqaFMkWcmT7IunC35ICoExC0CI4uhcRI6zaTDTQbB22ngkPBWgheRAqBa+dgQT/r0hCOHtD/O6jY7o6H7jt/jQFf78XOxsTmSW3xL6rfeSJ/ZrFY+PFgGG+tPklSWibujna82bMmj9crXSA6Uz+sHSFXGTHvAOmZFoY2K8ubPWrqdZE8b87OUN5ecxKAf3WrzqhWFQxO9ODORicydM4+wuNS8PFw4vuRjalc0t3oWCJSCExcEsjyI1eoUMyVtRNaZfusj+yor/2dQll0jE1OY/LSo/x2KgqAzjV9+E/fOng622d31MItIQqOLYWgxRB17I/tzkWgVl9oMBx8ahkWT0TkoSVft47cvrQbbOyg26fQYNgdD31yzj52hMTQu35pPu1fN3dziuRh1xJTmbr8GBtOWt+XNS7vzaf9AyhTRMX5P1sdFM74xUewWODFDlWY0KGy0ZFE7mrR/ktMXW59/19Qvl8j4m7y5Jz9nI1OxMvFnrl5rPu2iBQ8G05EMvr7Q9iY4KfnmlM/B37nqOh4Bw/zohy6eIPxi45wJfYmDrY2/Oux6jzZtKw+Lc4uackQvNZaaDy3CSy/d3e1sYcqnSDgCajcEew0fV1ECoiMVFg5Do79aL3f4gVo/2+wuX0Fk6CwWHrO2IWNCTa82JpKJTRCQmTL6Wim/HSUmMRU7G1NTOpYladbVSiwnakf1vzdF/j3qhMAvN2rFk82LWtwIpG/Whl4hReWBGKxwDOtK/BKl2oF5m+tG0lpPDXvAIFhsbg42PLlkAa0rlI4l38QkZx1IymNRz/bTkxiKs+0qcDULtVz5DoqOt7Bg7woZrOFr3ec56P1wWSaLZQr6sL0QfULRQfEHGc2W0f5BC2CEyshLeGPfWUaQcBAqNkbXPLX2gMiIvfMYoFt/4Gt71vv1+hp7XZt73zbYaO/O8iGk1F0re3DzMENDAgqkjfcTMvk3bUn+WHvJQCqlHTjswF1qemr92X/5NONZ5i2KQSTCaY/UZ9udUoZHUkky/oTkYxZcJhMs4UhTf15u2etAlNwvCUpNYNnfzjEjpAY7G1NfNq/Lt0DfI2OJSIFzPhFR1gVFE6lEm6seb5ljjXTy+miY/5pefMQriWmMvHHILaduQpA9wBf3nu8Fu5Omk79UGJCrCMaj/4IcZf+2O7lD3UGQp0BUKyScflERHKLyQRtX7E2xlo5Fk6uhLgr8MQicCuRddikjlXZeCqKtcciOX4lTh98SaEUFBbLi0sCOR+TBMBTLcrxcudqhaoz9cN4sUNlriel8sPeS7yw5Aiezva0rFzM6FgibDtzlecXHiHTbKF3/dK81aPgFRwBXB3tmDOsERN/DGTN0QjGLz5CbHIaTzYrZ3Q0ESkgfj0WwaqgcGxtTHzSLyBfv0cq8CMd956/xoTFR4iKT8XRzoY3e9RkQCO/AvkPYK5Ivg7Hl1mLjVcO/rHdwR1q9rJOn/Zv9pdphSIihcaFXbBkMNy8Yf0QZtBSKFEta/eExUdYGRhO26rFmfdUYwODiuSujEwzM7eeY9qmEDLMFkp6OPJxv4BC25n6YWSaLYxfdIRfjkXg6mDLotFNqVPGy+hYUojtO3+NYXP3k5JupmttH6YNrIedbcH+eyDTbOGNVSf4fu9FAF7oUJkJ7Svr70wReSgxial0/Gw715PSGNeuEpM7Vc3R62l69R3cy4uSabYwY8tZPv/tDGYLVCzuyozB9anmk/0vYoGXkQohG6yFxjPrwZxu3W6yhUrtrSMaq3X7yzRCEZFCK+YsLOwH18+Doyf0n5/V2fpCTBLtP91GptnCT882o2E5LT0hBd/Fa0m8uCSQw5diAehWpxTv9qqFl4vWeH5QqRmZjJh3gF1nr+Ht6sDSZ5tRsbib0bGkEAoMi2XI7H0kpmbQrmpxvnqyIQ52BbvgeIvFYuG/m0L4/LcQAIY1K8u/u9fERuvSisgDsFgsjFlwmF+PR1LNx52V41rgaJezoxxVdLyDf3pRohNSeHFJILvOXgOgb4MyvNWzJi4OhWI2efawWODyQTi62Dqy8eaNP/b51LaOaKzVF9xLGpdRRCQvS7pmHfF4ac9fOlu/suwoiw+E0aS8N4tHN9WoCCmwLBYLSw6E8daakySnZeLuaMdbvWrSq27p/Pt9bzZD2D44ugTOb4W6g6DVJLDJ/alPiakZPPH1Xo5diaO0lzPLnmuOj6dTrueQwutURDwDv95L3M10mlUoytynGuXraYAP6rs91iZPFot1Ka9P+gUUmsKriGSf1UHhPL/oCHY2JlaMbZErSzGp6HgHf/ei7AyJ4YUlR4hJTMPZ3pZ3etWiT4MyBiXNh25ctK7RGLQIrp/7Y7ubD9Tpb20KU7KmcflERPKT/+1s3fJFeOR1rsSn0u6jraRlmvl+ZGNNL5UC6VpiKq8sP8bGk1EANCnvzSf9AyhTxMXgZA/oarC10HhsKcReun1f+dbQe7YhH8ZeS0yl35d7OB+TRJWSbvz4TDONIJVcce5qIgO+2kNMYhr1/b34fmQTXB0L7yCPlYFXmPRjEBlmC62rFOfLIfU16EVE7ll0QgodP9tObHI6E9pX5sVHq+TKdVV0vIM7vSgZmWY+/y2EGVvPYrFANR93pg+qT6USmmbyj1LirE0PghbDxV1/bLd3gerdrdOnK7Q15BN8EZF8z2KBrR/Atg+s92v0gse/5I1fzzNv9wUCyniyYmyL/DvqS+QONp+O4qWfjhGTmIq9rYnJHasyqlUFbPPblMOESOuMj6NLICLoj+0O7tYu9cWrWn++05PAtQT0+cb6nimXhV1Ppu+Xu4mKT6W+vxcLRjXF2UHv2yTnhF1Ppv9Xe4iIS6FGKQ8WjW6Kp7OadG47c5Vnvz/EzfRM6vp5MXd4I4q46kMAEfl7FouF0d8fYuPJKGqU8mDF2Ba5NlpaRcc7+N8XJSLuJhMWBbL/wnUABjXx5/XHahTKof33LDMDzm+xjmg8/QtkpPy+wwTlW1mnT1fvDo7uhsYUESkwghZbRz2a06FMI2K6z6PV9OPcTM/k6ycb0LGmj9EJRR5acloG7/5yigX7rCMBq5R047MBdanpm486tacmwuk1f0yftpit223soNKj1pkfVbv8sZb11TOwdBhEnwRM0OYlaPNyrn9YGxyZQP+v9hB3M512VYvz9dCG2BfwRh5ijKj4FPp9uYdL15OpVMKNJaObUtTN0ehYecbhSzcYMe8AscnpVC7hxncjG1PKU2vfi8jd/XzkMi8uCcLe1sSqcS2pXir3epGo6HgHf35RDoWnMPHHQG4kp+PmaMd7vWvTI8DX6Ih5k8UCkcesf/geWwpJ0X/sK1bFWmis0x88NR1dRCRHXNgJiwdDSix4+TPH/z+8vd9CNR931o5vpYXnJV8LCovlhSWBhMYkATCiRXle6lw1f3wIfOvD2KNLrB/Gpif/sc+vifX9UY3HwbXonR+flgzrXobD31nvl2sFvb8Bj1I5n/1PDl28zuDZ+0hJN/N4vdJ80i9Av1ckW11LTGXA13s5G52Iv7cLS59tRkkPrSP6v0KiEnhyzn4i41Mo7eXMdyMbq9GTiNxRVHwKj366jfiUDCZ3rMK4Ryrn6vVVdLyDWy/K60v3M/+gtXBWq7QH05+oT7lirgany4PiI6xFxqDFEH3ij+0uRa3NYAIGgm890NQ+EZGc96fO1hZHD55OncBvKdX578C69Kxb2uh0IvctI9PMzK3n+O+mEDLNFnw8nPi4XwAtKxczOtrfs1jgymFrofH4MkiO+WNf0UrW5WVq9wXvCvd+zqNLYc0LkJYILsWg99dQqX22R/87W05HM+q7g2SaLYxoUZ7XHquu5RskW8TdTOeJr/dyMiKeUp5O/PhMM/y88+karbng8o1khs7Zz/mYJLxdHZj3VCPqlPEyOpaI5CEWi4WR8w+y+XQ0tUt78vOY5tjl8iwFFR3v4NaL4vfCj9g4ujC8eTmmdq2W463E85W0JOsn9UGLbp8aZOtgnRIU8ARU6gC2WntFRCTXJV2DxYMgbC+ZJlteSRvJwSLd2Phi61x/oyHyMC5eS+KFJYEcuRQLQLc6pXi3V6283cjk+nlrcfDoktub5rkUsxYZ6/QH3/oP/mFsTAgsHQ5RxwGTtbN126lgm3sNJZYfvszEH61rUL7UuSpj2lbKtWtLwZSUmsGQOfs4cimWYm4OLHmmmUbu3YNriakMn3uAY1ficHWw5ZuhDWleKY9/ICMiuWbpwTCm/HQUB1sb1oxvSZWSub+8nYqOd3DrRanxyjI+GdyczrW0DhYAZjNc2GEd0XhqlfVT9lv8mkLAAKj5ODgXMS6jiIhYpafAqnHWkejAjIweFOvxNgMalzM2l8g9sFgsLDkQxltrTpKclom7ox1v9apJr7ql8+aouqRrcGI5HP0RLu//Y7udM1R/7I+medn1YWz6TVg3FQ7Ntd73bw5954BH7i0BNHvHed755RQAH/SuzcDG/rl2bSlYUtIzeWruAfacv4ansz2LRzfN1fXG8rvE1AxGf3eQ3eeu4WBrw38H1qVL7dxdekFE8p6IuJt0/HQ7CakZvNy5Gs+1rWhIDhUd7+DWi3IiNIIa5VRw5GqwtdB49EeIv/zHdq+yf6zTWNSYb2AREfkbFgtsfR+2/QeATTbNaTllKY7OGj0ieVdMYiqvLDvGb6eiAGhS3ptP+gdQpkgem2aZfhOCf7W+Pzq7EcwZ1u0mG6jQzvr+qFq3nG2ad+wnWD3h9+nWRX+fbt0h5673P/6z7jSztp7DxgSzhjSgkxpWyX1KyzDzzPcH2RJ8FTdHOxaMakKAn5fRsfKd1IxMJiwKZN2JSGxM8O7jtXlCHwSIFFoWi4Wh3+5nR0gMdf28+OnZZobNdlLR8Q5y+kXJF5JirOsPBS2G8MN/bHf0hFqPW4uNfk20TqOISD6QdmgBptXjsSeDaM86lHh6ObgVNzqWyF9sPh3FSz8dJSYxDXtbE5M7VmVUqwrY5pVmJeZM66yPoz/CyVWQlvDHvlJ1rSMaa/UB95K5l+naOWt368hj1vstX4R2/8qV6dYWi4VXlh1jycEwHOxs+G5EY5pWuEszHJH/kZFpZvziI6w9FomTvQ3zn2pME33/PLBMs4V/rTjGov1hAEzpVJUxbSvmzdHhIpKjFu2/xNTlx3C0s2HthFaGLlehouMdFNqiY0YqnFlnLTSGbPjTJ/a2UPlRa0OYKl3AXh3kRETymw1rl9F43/N4mZIwe5XFZvBSKF7V6FgiACSnZfDOL6dYuO8SAFVKuvH5gHrU8M0D78MsFuv6iUeXWEcWJkT8sc/T3zqisU5/Y3+e0lNgw//BgdnW+/7NoM8c8Mz55lEZmWbGLDjMhpNRuDvasWh0U2qV9szx60r+ZjZbmPxTEMsPX8HB1oZvhjWkTRV9GPawLBYLH28IZsYW63qyI1uW5/+6VleXeZFC5PKNZDp9tp2ktEz+1a06o1rdR8O6HKCi4x0UqqKjxQJh+60NYU4sh5S4P/aVqmsd0Virj0bEiIjkc2kZZoZ/vID3kt+mnE2UdeT6gO+hQhujo0khFxgWy4tLAgmNSQKsfyRP6VQVJ3uDG/jFXbauiXr0R4g++cd2Jy/rGtZ1BlhnfdjkoeZMx5fDqvHWEZjO3vD4V1ClY45fNiU9k2Hf7mdf6HWKuTnw07PNKVfMNcevK/mTxWLhtZXH+WHvJWxtTMwcXF9T87PZnJ2hvL3G+nurd73S/KdvHezVSE6kwDObLQyZs4/d567RsGwRljzTzPDZIio63kGhKDpeD7W+iQ76//buO7ypsv/j+Dvp3qVQKAXKKnuUjSCCRZChCMgWZauoOHCPn1sf9+NEQWQ4WCKIioqiFBFklL1HgbKhdO+VnN8fgdJKeaCQNh2f13Xlsjnn5OR7GmrTT773fc+DhMMXtvsE2xaEaTkcqjZ2XH0iImJ3izYd57WFfzPT/X1asw/MztDvQ2h9p6NLkwoo12JlSsRBPlpxAIvVIMjXnfeGhnG9I1dezUi0LZa3/VuIXg2cexvr5AYNe9mCxgY9wdnNcTVeTtxB+G4snLKtLs31D0P35+23iM0lJGfmMGzaOvacSiYkwJPvJnaiqq9Gx0hBhmHwxq97+XzVIUwm+GBYK/q3Kv6O3Ipo8ebjPPHddixWg+6NqzLljjZ4uDr4wxwRKVZfrzvC80t24u5i5teHu1K3FHwAqNCxEOU2dMxIhN1LbMOnj669sN3FC5reZhs+XecGMOuXkYhIeWSxGvT6YBXHYuL5oeY8Gsf+Zttxw2O2OeBKU8eWlGvRsWlM/nYrW44mAnBry+q8NqA5/p6uJV9MbhYcWA47voV9y8CSdWFfnRtsQ6eb3AYe/iVf29XKzYLf/w82fG67X6ujbbi1f61ifdqYlEwGf7aWo/HpNKnuy/x7rsPPo3jDTilbPvzjAO//sR/Qqucl4c89Z7h/zmaycq20q12JGaPb4+epn0mR8uhoXDq9P1xFeraFF/s1Zez1dR1dEqDQsVDlKnS05EDUn7B9Puz9Jd8baRPUu9E2fLrJreDq+ARcRESK3y87TnH/nM14uZrZeH0kHmvfs+1odjsM+BRcPBxboJRrhmEwP/IYry7dTXq2BR93Z17t35z+rYJLdrEDqxWOrbfN07jre8hMvLAvsIlt1EfzwcUe0hW7XUvgxwchKxk8KsGAqdCod7E+5ZG4NAZ9tpbY1Cw61A3gq3EdHD9UXkqF6asO8fovewB4/tamjO9SOv4gLu8io+MZPzuS5MxcGgf58OW4DlRTF7JIuWK1Ggyfvo4Nh+PpWDeAeXdfV2rmclXoWIgyHzoahm1Izbb5trmI0mMv7AtsYutobDkUfIMdV6OIiDiE1WrQ75PV7DqZzD1d6/Fs8BbbHHDWHKjZAUbMAy8HDm+Vcis2NYunF+3gjz1nALiuXgDvDW1FDf8SDLrP7j+3IMy3kHj0wnaf6tBisG34dLXmUJ5We40/bBtufXKL7X6nSdDjpWIdbr3rZBLDp60jJSuXnk2r8dnINjhrPrkKbc76Izz3/U4AHr+5IZO6N3BwRRXLnlPJjJ65gZiULGoFePD1uI6ad1WkHJm15jAv/7QbT1cnlj3clZDKno4uKY9Cx0KU2dAx6YTtTfS2+XB274XtXoHQYogtbAxqWb7eSIuISJFF7I1h7OxI3JzNrHoynGpxkbBgpG0xsUp14I6FENjQ0WVKOfLnnjM8tWg7sanZuDqZebxXQyZ0qVcyn8KnnIGdi2xh46mtF7a7+timl2k5tPxPL5ObBctfgPVTbfdrtofBM8G/+Ia2rj8Ux10zN5Cda2Vou5q8NahlyXazSqnx/ZbjPPrtNgwD7ruxPk/2aqR/Cw5wLD6dO2es50hcOlW83fhyXHuaBWuleZGy7nBsGn0+XEVmjpVXBzTnrutqO7qkAhQ6FqJMhY5ZqbB3qW1BmEN/UWDC88a32ILG+t2LffJwEREpOwzDYPDUtWw6ksBd19Xm1QHNIfYAzBkMCdHg7gfDvoG6XR1dqpRx6dm5vLp0D/M22LoKG1Xz4YPhrWhSvZjfX2Wlwt6fbUHjoQgwrLbtZmcI7WELGhv2AdfS0wlQIvb8BEsegKwk2yrcAz6Dxn2L7el+33Waid9swmrAxG71ebqPFimsaJbtPMUDc7dgsRqM7lSbl25rpsDRgc6mZDFq5gb2nErGx82Z6aPbcV29yo4uS0SuksVqMGzaWjYeSeD60Mp8Pa5jqRlWfV5x52tFHkexatUq+vXrR3CwbW6fJUuWXPLYiRMnYjKZ+OCDDwpsj4+PZ+TIkfj6+uLv78/48eNJTU0taimll9UCByNg8b3wbkP4/l44tBIwIKQz9PsIHt8PQ2bZVlpU4CgiIvmYTCYev7kRAPMjj3IsPh2qNIAJf9oWnMhMgq8HwvppkHTcNm2HSBFtOZpA3w//zgscJ3Spyw+Tri++wNGSa1sQZtEEeLcBfH8PHPzTFjjW7AB934XH9sEdC6D5oIoXOAI06QcTV0FwG9s8lvNHwLJnITe7WJ7u5mZBvHl7SwCm/nWQ6asOFcvzSOm0cl8MD86zBY6D29bkxX4KHB0t0MeNBfdeR4e6AaRk5TJq5gZ+33Xa0WWJyFWateYwG48k4OXqxFuDWpa6wLEkOBf1AWlpaYSFhTFu3Dhuv/32Sx73/fffs27dOoKDL56XcOTIkZw6dYrly5eTk5PD2LFjueeee5g7d25RyyldYvbYhk5v/xZSTl7YHlDPtiBMy6G2YXEiIiKX0al+ZbqEVmF1VCwf/HGA94aG2eZyHPUjLLkPdi2GX5+03TwrQ/Uw2xQd1cNst0p1tdq1FCrXYuXjFVF8EhGFxWoQ5OvOe0PDuD60GOYKNQw4udn23mjnIkg7e2FfQH3bHI0tBkPl+vZ/7rKqUh0Y9xv88RKsm2K7HVsHg2dBJfsPyRravhZxadm8tWwvr/+yhwAvVwa1rWn355HSZd2hOO79ehM5FoNbWlavsH8Ml0a+7i58Na4Dk+Zu4Y89Z5j4zSbeHNSSoe3K+MJZIhVMVEwqb/+2D4D/u7UpNStVwA9Tucbh1SaTie+//54BAwYU2H7ixAk6duzIb7/9xi233MIjjzzCI488AsCePXto2rQpkZGRtGvXDoBly5bRt29fjh8/XmhI+W+lanh16lnY+Z1t+PSpbRe2u/tD89ttYWPN9pqnUUREimzrsUQGTFmD2QS/T+5KaFUf2w6rFf75yLYYWcweMCwXP9jN91wImS+IrNwAnIr8eaOUI4dj03hkwVa2HUsEoF9YMK/1b46fp51HXcQftv373L4A4qIubPesYutibDkMarTR+6PL2fuz7UOGzCTbtAr9P4Umt9r9aQzD4PWf9/DF6sM4mU1MH9WW7o2r2f15pHTYcjSBO79YT1q2hZsaV+WzO9vi6qwPqUqbXIuVZxbvYOGm4wA806cx93bTBzQiZUGuxcqgqWvZdiyRrg0D+XJs+1LbSV7c+Zrd//KwWq3cddddPPHEEzRr1uyi/WvXrsXf3z8vcATo0aMHZrOZ9evXM3DgQHuXZH85mbDvF1tXY9QfF/7YMztDg162eRob9gJnN8fWKSIiZVqrWv70aFKNP/ac4f3lB5gyso1th9kMXR6x3XIyIWa37YOv87czuyArGY6stt3Oc/aAas0uhJDVw6BqE/2+qgAMw2DehmO8unQ3GTkWfNydeW1Ac/q3qmG/J0mPt3Xgbv8Wjq2/sN3ZwzaPdcthUD9c08oUReNbYOJqWDgWTmy0LSjV8T7o+Qo4u9rtaUwmE8/2bUJ8WjaLt5zg/jmb+WZ8R9rVCbDbc0jpsPukbZXktGwLnetXZsrINgocSylnJzNvD25JgJcr01Yd4o1f9xKfls3TfRqX2vBCRGym/32YbccS8XF35q1BLSr0z6zdQ8e33noLZ2dnHnrooUL3nz59mqpVqxYswtmZgIAATp8ufL6KrKwssrKy8u4nJyfbr+ArZRhwdJ2to3HXEtsE3+fVaGvraGx2O3hpol8REbGfx25uyJ97z/DzjlPcdyKJ5jX+tZKli7utY6xGmwvbLDkQuz9fELkdTm+H7FRbcHFi44VjzS5QtfG5ELKVrTsyqDm4epXI9Unxi03N4ulF2/ljTwwA19UL4L2hrajh73HtJ8/JgH2/2oLGqOVgzbVtN5mhbjdb0NjkVnDzufbnqqj8Q2Dsr/Dny7D2E1j/2YXh1gF17fY0ZrOJtwa3JDEjhxV7Yxg3O5JvJ3aicVApX7RRrlhUTCp3zVhPcmYubWtXYvqodri7lONV4csBk8nEM32bEODlyhu/7mXaqkPEp2Xzxu0tcHZSWCxSGu0/k8L7y/cD8MKtTanuZ4f3W2WYXUPHTZs28eGHH7J582a7JrlvvPEGL7/8st3OVyRxB21Dg7bNh8QjF7b71oSwYdByOAQ2dExtIiJS7jWp7sutLYP5adtJ/rt8PzPHtL/8g5xcbB2N1ZpBqzts26xWiD8Ep7baAsjzgWRGApzeYbtt+cZ2rMlsG4pdPezC8OygluDhX1yXKcXkj91neGrRduLSsnF1MvNEr0aM71L32uZus1ogerUtaNz9A2SnXNhXPcwWNDYfBD5B134BYuPsCr1ehzpdbMOtT26BaV2h/yfQtL/dnsbFycyUO9pw54z1bDqSwKgZG1h0X2dqBVTMeajKk6Nx6Yz8Yh1xadk0r+HLzDHt8XLTdBtlxb3d6lPJy5WnF21n4abjJGbk8PGI1gqNRUqZHIuVx77dRrbFSvfGVRmsOZLtO6fjBx98wKOPPoo538T1FosFs9lMrVq1iI6OZubMmTz22GMkJCTkHZObm4u7uzsLFy4sdHh1YZ2OtWrVKr45HdPjYdf3trAx//AgV29oOsA2fLr29ZqgX0RESsShs6n0fH8VFqvBovs607Z2Jfuc2DAg6ZitEzL/8OzUS6yUWalOvgVrWtm+9g60Ty1iV2lZubz28568lakbVfPhg+Gtrm1l6tM7be+NdnxXcME8vxBoOQRaDLV1zUrxSjwG342D4xts9zvcAze/ZtdpEpLScxg6bS37zqRQt4oXCyd2ooq3pmEoq04lZTB02lqOxWfQoKo3C+7tRICX/YbnS8n5fddpJs3bQnaulY51A5g+uh2+7pqyQqS0+PjPA7y3fD++7s4sf7Qb1XzdHV3SZRX3nI52DR3j4uI4depUgWN69erFXXfdxdixY2nUqFHeQjIbN26kbdu2APz+++/07t3bsQvJ5Gbb5mfcNg/2LwNL9rmLNEP97raOxsa3gKs+6RURkZL35Hfb+HbjcTrVq8y8e64r3idLOXOuG3LrhSAy8Wjhx/oEF1yspnoY+NbQAiEOtOVoApMXbCU6Lh2ACV3q8nivRlfXEZN03BYybv8WYnZd2O7uB80G2roaa12nD2JLmiUHVrwKaz603a8eBkNmQ0A9uz3F6aRMBn32DycSM2hew5d5d1+Hj8KNMic2NYuh09Zy6GwatSt7svDeTlQtA38Ey6WtOxTHhC83kpqVS9Pqvnw5rgOBPvpQQMTRdp9Mpv+U1eRYDN4fFsbA1mWjy7HUhY6pqalERdlWIWzdujX//e9/CQ8PJyAggJCQkIuOr1OnToHVqwH69OnDmTNnmDp1Kjk5OYwdO5Z27doxd+7cK6rBbt8Uw4CTm21Dp3d8BxnxF/ZVa27raGwxRMODRETE4Y4npNP93b/ItliZM6Ej14dWKdkC0uNtQ7DPh5Cnt0PsAaCQtxEeAQVDyOphUKmugqlilmOx8smKKD6JiMJiNaju5857Q8LoXNR/KxmJsOdHW9AYvZq819jJ1bZQXsth0OBmLUBUGuz/Hb6/1/Ye1s0XbvvIFgbbyaGzqQyeupb4tGw616/MrLHtcXPWcM6yIjE9m+Gfr2Pv6RSC/dz5dmInalZSA0V5sPNEEmNmbSA2NZs6lT35enxHTYMg4kDZuVYGTFnD7lPJ3Ny0GtPualtmFo8pdaHjypUrCQ8Pv2j76NGjmT179kXbCwsd4+PjmTRpEj/99BNms5lBgwbx0Ucf4e3tfUU1XPM3JfEY7PjWFjbG7r+w3buaLWQMGw5BLYp+XhERkWL00o+7mP1PNK1q+fP9/Z0d/2YmKxXO7LywWM2pbXB2z4XFRPJz9Sk4P2T1MKjSEJw0p5g9HI5N45EFW9l2LBGA28KCebV/c/w8r7AzLTfbthDM9gWwbxlYLkxrQ+0u0HIoNL0NPOw0tF/sJ+k4fDfetrgMQPsJcPPrtkWm7GD78URGfL6OtGwLfVsE8fGINjhdy5ygUiJSs3IZ+cV6th1LpIq3GwsndqJuFS0QVp4cjk3jrhnrOZ6QQVUfN74a30ELP4k4yPvL9/Phnweo5OnC75O7lanu41IXOpYGV/VNyUqB3T/ahk/n/9Te2R0a32pbfbrejfrjR0RESq2YlEy6vh1BZo6VL0a1o0fTao4u6WI5mRCzu+BiNad3FgyxznN2t40syL9gTdWm6qArAsMwmLvhKK8t3UNGjgUfd2deG9Cc/q1qXMmDbXNXb19gm8s648J82wQ2tnU0thhsWz1ZSjdLDkS8Dqvft90PagFDvoTK9e1y+jVRsYydFUm2xcodHUN4fUBzx3/oIZeUkW1hzKwNrD8cj7+nCwvu6USjIK0gXx6dSc5k1IwN7DuTgq+7MzPHtKddnQBHlyVSoew8kcSAKWvItRp8PKI1/cIuP2VgaaLQsRBX/E2xWuBQBGxbAHt+gtyMC/vq3GDraGxyG7jrEyERESkb3vx1L1P/OkjjIB9+eeiGa1uFuKRYcmwjC/IvWHN6O2SnXnys2RmqNoGgfEOzg5qDqzp0/u1sShZPL9rOn3tjAOhUrzLvDg2jhr/HZR64/9yCMN8WnKvTO8gWMrYcZgutFCqVPQf+gO/vgfQ4W3dxvw9sr6kd/LLjFA/M3YxhwEPdQ3n05kZ2Oa/YV1auhXu+2sRf+8/i4+bM3Luvo0VNP0eXJcUoKT2H8V9GsvFIAu4uZj4d2YbujUvhh5Ii5VBWroX+n6xh7+kU+rYIYsodbcrch3IKHQtx2W/KmV22jsbtCwuuwFk51BY0thymT+1FRKRMSkzP5oa3IkjJyi2Tn6bmsVoh4XDBxWpObSvYbZfHBFUaFJwjMqhFhR7q+8fuMzy1aDtxadm4Opl5olcjxnepe+kQOuUM7FxkCxtPbb2w3dXb9gFsy6FQtyuYNV9fmZd80jbc+ug/tvttx0LvN8DlMmH0Ffhm3RH+b8lOAF7q15Qx19e95nOK/eRarEyau4Vlu07j4eLEV+M70F5dbxVCRraF++dsImLfWZzMJt4d0rLMLGIhUpa989tepkQcpLKXK79P7kpl77I3WkehYyEK/aaknIEdC2H7fNtE9+d5VILmg23Dp2u00af2IiJS5n34xwHe/2M/1f3c6dUsiCrerlT2dqOylytVfNyo4uVGFR9XPF3L2JQhhmGbny5/N+SpbZByqvDj/WtfvGCNd9WSrbmEpWXl8trPu5m34RgAjYN8eH9YK5pUL+RNYlYq7P3ZFjQeigDDattudobQHrZ5rBv1BVctPlDuWHJh5Rvw93uAYZvGYMhsW3h/jT768wD/XW6bE/3D4a2ubCi/FDur1eCxhdv4fssJXJ3MzBzTni4NSnjBMXGoHIuVJ7/bzvdbTgDwwq1NGddFHwyIFJdtxxIZ+OkarAZ8NrINfVpUd3RJV0WhYyHyvimxp/E9+bdtQZiDK8Cw2A4wu0Cj3ragMbQnOLs6tmARERE7SsnMods7K4lPy/6fx3m4OFHZ25Uq3m62YPJcGGn7rxtVvGxhZRVvV/w9XUvv4hApZwrOEXlqGyQeKfxYn+r5uiHPzRPpV7NcfOi4+WgCjy7YSnRcOiYTTOhSl8duboS7S77uREsuHFppCxr3LoWc9Av7ara3jfZoNhC8FEZUCFF/wuJ7ID3W1tV66wfQcsg1ndIwDF76cRdfrj2Cs9nEjDHt6dYw0D71ylUxDIPnluxk7vqjOJlNTL2zLT1L45y/UuysVoPXft7DzDWHAZgUHspjNzcsc8M9RUq7zBwLt368mqiYVG4LC+ajEa0dXdJVU+hYiLxvygvB+JryzQdVswOEDYNmt4OnhhKIiEj5FRWTwsp9Z4lPyyY2NYu4VNt/Y8/9NyvXWqTzmU0Q4HUunDwXVJ4PKat4uV3Ydu6/BYIuR8hIsI1syB9Exh4gb6G4/DwCCi5WU70VVKoLZnNJV31VcixWPl4RxZSIKCxWg2A/d94dGkbn+ueCQ8OAk5th+7e2IdRpZy88OKDeuQVhhthtUREpY5JPwaIJcGS17X6b0dDnrWsabm21Gjy8YCs/bTuJp6sTcyZ0pHVIxZ3uwJEMw+D1n/fwxerDmEzw4fDW3FZWp90QuzAMg09XHuSd3/YBcEfHEF7t37z0frAoUga98esepv11iCrebiyf3JVKXmW30U2hYyHyvilP++BbrTa0HG6bq1FvpkVERDAMg7RsC3GpWXlB5PlQMi5fMBl3LrBMTM8p8nN4uznnCydd/9U56Vagw9LPw6VkuiyyUm3zOucNz94GMXvAmnvxsa4+tnkh8w/NrtIQnErXkPRDZ1OZvGAr244nAdC/VTCv9G+On4cLxB8+N7XMAoiLuvAgz8rQfJAtbKzRtlx0eco1suTCX2/BqncAA6o2sw23Dmx41afMzrUy/stI/j4Qi7+nC99N7ERoVa2QXNLeX76fD/88AMDbg1oytH0tB1ckpcXc9Ud5bskODAP6tgji/WGtcHPWvL0i12rTkQSGTP0HqwGf39WWm5sFObqka6LQsRB535Ttv+HbrEeZ6VQQEREpjXIsVhLSsjmbr2MyLjWb2LQsYlOyiUvLytsWl5pNtqVoXZTOZhOVzw3vruztSqB3/s7Jgtsqe7nh6mzH3+u5WRCz+1wQeW6I9pmdkJtZSKHuUK1ZweHZVZuCi7v96rlChmEwZ/1RXv95Dxk5FnzcnXltQHP6N/SAXYttXY3H1uer3QMa32JbEKZ+d3ByKfGapQw4GAGL77Z1w7p4wa3v20YJXaW0rFzu+GI9244lUt3PnUX3dSb4cquni91M++sgb/y6F4AX+zVlrBb2kX/5ZccpHpm/lWyLlc71K/P5qHZ4u5WuD9dEypKMbAu3fPQ3h2LTuL11Df47rJWjS7pmCh0LUdzfFBERESmcYRgkZ+bmdUzGpWYRm5ZNbEqWLZw8F1LGpdpCzJTMQroML8PX3flcl2TBYd2Vvd0I9C7YTenj5lz0LkpLLsTuL7hYzantkJ1y8bFmZwhsUnB4drXm4OZd5Ou6UmdTsnhq0XZW7I0BoGtdbz5ofZqAg0vgwO8XOjdNZqjbzdbR2ORWcFOXmVyBlNO24dbRf9vut74T+rxz1QsKxadlM2TqPxw8m0b9QC++m9i5TA8zKyu+XhvN8z/sAuCJXo14IDzUwRVJabUmKpZ7vtpIWraFljX9mDWmfZlcYVekNHh16W5mrD5MNV83fn+kG36eZf9DXoWOhVDoKCIiUjZk5Vps806mnO+ctA3rzj/M+3x4GZeWjcVatLclrs7mAgviFNY5eX6Yd4CXK85Ol+iitFoh4XDBOSJPbYOM+EIONtlWAc6/WE31luBx7XPa/b7rNE8v3kFiWiZdnPfyXK0dNIyPwJSVfOGgoJa2oLH5IPAtmyslioNZLfDX27Yh1xi2YH3IbKja+KpOdyIxg8Gf/cOppExa1fJnzoSOeKmbqth8t+k4jy/cBsAD4fV5otfVvW5ScWw/nsiYWZHEp2VTL9CLr8d3pIa6kkWKZMPheIZ9vhbDgFlj2hPeuKqjS7ILhY6FUOgoIiJS/litBkkZOeeGc1+8QM75OSrjznVWpmVbivwclTxdCgSUgefmpLxom7crni5mTCkn/xVEboeUk4Wf3L92wcVqqoeB95W9IU3LyuXVpbvZunENA5xWM8hlLYFG3IUD/GrZFoNpORSqNinydYsU6tBftq7HtBhw8YRb3oNWd1zVqQ6cSWHItLUkpufQtWEgX4xqZ9+pEgSwDZedNHczVgPGdK7Di/2aamViuSIHz6Zy1xfrOZmUSZCvO1+P70CDauqQF7kS6dm59Pnwb47EpTO0XU3eHhzm6JLsRqFjIRQ6ioiISEa2JS+gLHTRnLQLoWV8WjZFbKLE3cWcN+9kYL45KWu6pFI3N4rgjP0EJO/FM24nTklHCj+Jd1DBxWqqt7QFiPlCgu27d/PP95/RLSuCJuZj+Qrwg6YDbF2NIZ00h7UUj5QztnkeD/9lu99qJPR9B1y9inyqzUcTGDl9PRk5Fm4LC+aDYa0wa8Vcu1mx9wz3fLWJXKvBsHa1eOP2Fvr+SpGcSsrgrhkbiIpJxd/ThZlj2tNGK8+LXNZLP+5i9j/RVPdz57fJXfF1L/vDqs9T6FgIhY4iIiJSFBarQUJ69rnFcLIuWjQnLi2Ls/nCy8ycoi2W429KpaPHSdq4HqOZ+TChuQepln0UExe/zTI8KmGqHoalajNO7F5HzaTNmE2246xmV8yNetmCxgY3g7Pm3ZISYLXA3+/ByjfAsEJg43PDrYveVbtyXwwTvtxIrtVQJ54d/RMVy5jZkWTnWul3LtB1UuAoVyEhLZuxsyPZeiwRDxcnpt7Vlm4NAx1dlkiptfZgHCOmrwPgq3Ed6FrOfl4UOhZCoaOIiIgUF8MwSM+25C2GE/eveSfPbzsfWiak5xR6Hg8yaWI6SjNzNM1N0TQ3H6aB6TiupouHhUd5hBHcdTSerW63y9yQIlfl8N+24dapp20rot/yrq3zsYih4Q9bT/Dw/K0APNazIQ/e1KAYiq04Nh1J4K4Z60nPttCjSTU+u7MNLpean1bkCqRl5TLxm038fSAWFycT/x3ain5hwY4uS6TUSc3KpfcHqziekMGIDiG8cXsLR5dkdwodC6HQUUREREqLXIvVtljOuY7J892T57sp84eWSalp1LEepbk5msamoyQ5V6ZZr3H07NTe0ZchYpN61jbc+lCE7X7L4ba5Hou4YvusNYd5+afdALw+sDkjO9a2d6UVws4TSYyYvo6UzFxuaFCF6aPa4e7i5OiypBzIzrXy6LdbWbr9FCYTvHJbM+7qVMfRZYmUKs99v4M5649Sw9+D3yZ3xbscLpKm0LEQCh1FRESkLDIMg5SsXOJSs4lPyyI00Ac/z/IzL5CUE1YrrP4vRLxuG25dpaFtuHW1ZkU6zXu/7+PjFVGYTDDljjb0baHV1osiKiaFodPWEZ+WTfs6lfhyXAc8XcvfH7ziOBarwUs/7uLrdbZ5iR++qQGP9GigKRFEgL8PnOWuGRsAmDuhI51Dqzi4ouJR3Pma+vJFRERESojJZMLX3YW6VbxoWztAgaOUTmYzdH0cRi8Fn+oQux+md4fNX0ER+hUe7dmQER1CMAx4ZP5W/omKLcaiy5cjcWncMX098WnZtKjhx4wx7RU4it05mU280r8Zj/SwTYHw4Z8HePHHXViLuvKaSDmTkpnDU99tB2BUp9rlNnAsCQodRURERETkYnWuh4mrof5NkJsJPz4Ii++BrJQrerjJZOK1Ac3p3SyIbIuVu7/ayI7jScVcdNl3MjGDO6avJyYli0bVfPhqXIdytVKqlC4mk4lHejTklf7NMJngq7VHeHjBVrJzi7agmkh58vrPeziZlElIgCdP9W7s6HLKNIWOIiIiIiJSOK8qMPI7uOlFMDnBjm/h8xvh9M4reriT2cQHw1vRqV5l0rItjJm1gUNnU4u35jLsbEoWd36xnhOJGdSp7MnXEzpQycvV0WVJBTCqUx0+HN4aFycTP207yYSvNpKenevoskRKXMS+GOZHHgPgncEt8SqH8ziWJIWOIiIiIiJyaWYz3PAojPkZfIIhLso23HrjrCsabu3u4sTno9rSvIYvcWnZ3DVjA2eSM0ug8LIlMT2bu2as51BsGjX8PZhz93VU9XF3dFlSgdwWFswXo9vj4eLEqv1nuWP6ehLSsh1dlkiJSUrP4elFtmHVY6+vQ8d6lR1cUdmn0FFERERERC6vdifbcOsGN4MlC5Y+AovGQ2byZR/q4+7C7LEdqFPZkxOJGYyasYGk9Jzir7mMSMnMYfTMDew9nUKgjxtzJnSkhr+Ho8uSCqhbw0Dm3N0Rf08Xth5LZMi0tZxKynB0WSIl4pWluzmTnEXdKl482UvDqu1BoaOIiIiIiFwZr8owYgH0fMU23HrnIttw61PbL/vQKt5ufD2+I1V93Nh3JoXxX0aSkW0p/ppLuYxsC+Nnb2Tb8SQqebowZ0JH6lTxcnRZUoG1CanEwns7EeTrTlRMKoM/W8tBTYsg5dwfu8+waPNxTCZ4d0hLPFydHF1SuaDQUURERERErpzZDNc/DGN/Bd+aEH8QvugBkV9cdrh1rQBPvhrfAV93ZzYeSeCBuZvJsVTcBSuyci3c8/VGNkTH4+PmzNfjO9Kwmo+jyxKhQTUfvruvE/WqeHEiMYMhU9ey/Xiio8sSKRaJ6dk88/0OAO6+oR5tawc4uKLyQ6GjiIiIiIgUXUhHmPg3NOxtG27982Pw3djLDrduHOTLjDHtcXM2s2JvDE8t2o7Vevm5IcubHIuVSXO38PeBWDxcnJg9rj3Na/g5uiyRPDUrebJwYida1PAjPi2bEZ+vY01UrKPLErG7l37cxdmULOoHevFoz4aOLqdcUegoIiIiIiJXxzMARsyHm18DszPs+h6mdYWTW//nw9rXCWDKHW1wMptYvPkEb/y6B+MKFqUpLyxWg8cXbmP57jO4Opv5YnQ7ddZIqVTZ241591xH5/q2FejHzork1x2nHF2WiN0s23maJVtPYjbBu0PCcHfRsGp7UugoIiIiIiJXz2SCzg/C2GXgVwsSDsOMnrBh+v8cbt2jaTXeGtQSgOl/H2baqkMlVbFDGYbBc9/v4IetJ3E2m/hsZBuuD63i6LJELsnbzZlZY9vTp3kQ2RYrD8zdzLwNRx1dlsg1i0vN4rlzw6rv7Vaf1iGVHFxRCctIhH2/FutTKHQUEREREZFrV6s93LsKGvUFSzb88jgsHA2ZSZd8yOC2NXmubxMA3vx1L99GHiupah3CMAxeWbqb+ZHHMJvgg+GtuKlJNUeXJXJZbs5OfHJHG0Z0CMFqwDOLdzAlIqpCdShL+fPCj7uIS8umYTVvHunRwNHlFD9LDhxZCxH/sc3F/HZdWHx3sT6lc7GeXUREREREKg7PABg+F9Z9CstfhN0/wKltMHgW1GhT6EPu7lqP2LQspv11iKcXb6eSlys9m5bPIO6/y/cza000AG8NasmtLYMdW5BIETiZTfxnYHMqe7nySUQU7/y2j7jUbP7vliaYzSZHlydSJEu3n+Tn7adwMpt4b0gr3JzL4bBqw4C4KDgYAQdXQPRqyE4peEyl+sDWYivBZJTBjyaSk5Px8/MjKSkJX19fR5cjIiIiIiL/dnwTfDcGEo+C2cU272PHe23Dsf/FMAye/G47Czcdx83ZzFfjOtCxXuWSr7kYfbbyIG8t2wvAK/2bMapTHccWJHINZqw+zKtLdwMwsHUN3h7cEhcnDaSUsuFsShY3v/8XCek5PNQ9lEdvbuTokuwnLQ4OrzwXNEZA8vGC+z0CoH441AuH+uEkm3yLNV9T6CgiIiIiIsUjIwF+mAR7l9ruN74V+k8BD/+LDs21WJn4zWb+2HMGH3dnFtzTiabB5eO9/ldro3nhh10APNW7MffdWN/BFYlcu8Wbj/PEd9uxWA26N67KlDva4OFaDrvFpFwxDIOJ32zit11naBzkw4+TuuDqXIYD89wsOLoODp0LGU9tA/LFfE6uENLpQtAY1BLMF663uPM1hY4iIiIiIlJ8DAPWT4Pf/w+sOeAfAoNnQ822Fx2amWPhrhnriYxOINDHjUUTOxNS2bPka7ajhRuP8cR32wF4sHsoj5Wnjhqp8FbsPcP9czaTmWOlXe1KzBjdHj9PF0eXJXJJP2w9wcPzt+JsNvHDpOtpFuzn6JKKxjAgZrctYDwUAdFrIDej4DFVm9lCxvrhENIZXC/9e1ShYyEUOoqIiIiIlDEnNsHCsZB4xDbcuucrcN19Fw23TsrIYdi0tew9nULtyp4snNiJqj7uDir62izdfpKH5m3BasC46+vy/K1NMBUyvFykLNsYHc+42ZEkZ+bSOMiHL8d1oJpv2fyZlfItJjmTnu+vIikjh8k9GvJwWVk8JuXMhU7GQysh9XTB/d7Vzg2X7g71bgSfK58XWaFjIRQ6ioiIiIiUQRmJ8OODsOdH2/1Gt8CAKeBRqcBhMcmZDJr6D8fiM2ha3Zf5916Hr3vZ6p76c88Z7v16E7lWg+Hta/HG7S0UOEq5tfd0MqNmbCAmJYualTz4ZnxH6lTxcnRZInkMw+Durzbyx54Ymtfw5fv7ry+985Bmp8PRfy7Myxizq+B+Zw+oc/2FoLFqk0LnS74SCh0LodBRRERERKSMMgyI/AJ+exYs2eAXAkNmQc12BQ6Ljk1j8NR/iE3NpmPdAL4c1wF3l7IxX9yaqFjGzo4kO9dK/1bB/HdoK5y0uq+Uc8fi07lzxnqOxKVTxduV2WM70LxGGRu6KuXWok3HeWzhNlycTCx98AYaBfk4uqQLrFY4vd22wvShCNscjZbsfAeYoHrYuSHT3aFWR3B2s8tTK3QshEJHEREREZEy7uQW23DrhMNgdoYeL0OnBwp0a+w8kcTwz9eRmpXLzU2r8enINjiX1s6UczZGx3PXjA1k5Fi4uWk1poxsU3q7aUTs7GxKFqNnbmD3qWR83JyZProd15Wzleil7DmdlEnP9/8iJTOXJ3o14oHwUEeXBEnHz3UyroDDf0F6XMH9frVsQ6Xrh0PdG8GreH6OFDoWQqGjiIiIiEg5kJkEPz4Eu5fY7jfsAwM+Bc+AvEPWHoxj9MwNZFuspX6Y8s4TSYz4fB0pWbnc0KAKX4xuh5tz2ejOFLGX5Mwc7v5yI+sPx+PqbOaTEa25uVmQo8uSCsowDMbMiuSv/WcJq+nHovs6O+bDq6wUiF59IWiMO1Bwv6sP1L3h3JDpcKgcetVDpotCoWMhFDqKiIiIiJQThgEbZ8CyZ2zDyXxr2oZb1+qQd8iynae4f85mrAY8EF6fJ3o1dmDBhdt/JoVh09aSkJ5Dhzq24eAergocpWLKzLHw4LwtLN99BrMJ3hzUkqHtajm6LKmAFkQe5alFO3B1NvPzg11oUK2EhlVbcm0d/YfOhYzHI8Gae2G/yQw12tkCxnrhtilGnEp+7mKFjoVQ6CgiIiIiUs6c2gYLx0D8Idtw65tegE4PgtnWkTJvw1GeWbwDgOdvbcr4LnUdWGxB0bFpDJm2lrMpWYTV9OObCR3xKWML34jYW67FyjOLd7Bw03EAnunTmHu71XdwVVKRnEjMoNf7q0jNyi2Zf3/xh86tMB0Bh1ZBVlLB/ZXq2uZkrB8OdW4AD//irecKKHQshEJHEREREZFyKDMZfnoYdi223W9wMwyYmjeX1ZSIKN75bR8A7w8LY2Drmo6qNM+JxAyGTl3LicQMGgf5MP+e6/D3dHV0WSKlgmEYvPnrXqatOgTAvV3r8XSfxqV2igQpPwzD4K4ZG1gdFUubEH8WTuxs/wW9MhLg8KoLQWNCdMH97n62eRnPD5muVMe+z28HxZ2vOdv9jCIiIiIiIlfD3RcGz7TNa/Xr03Dgd5h2g21byHXcf2N94lKzmbnmME8s3I6/hyvhjas6rNyY5ExGTl/HicQM6lXx4uvxHRU4iuRjMpl4pm8TArxceeNc+Bifls0bt7co9YtCSdk2d8NRVkfF4uZs5t0hYfYJHHOzbcOkD0XYgsaTm8GwXthvdrFNDVI/HOp1h+BWYK7Y02wU+ad81apV9OvXj+DgYEwmE0uWLCmw/6WXXqJx48Z4eXlRqVIlevTowfr16wscEx8fz8iRI/H19cXf35/x48eTmpp6TRciIiIiIiLlgMkE7cbB3X/aJtJPPgGz+sLf/8VkGPzfLU0Y0CqYXKvBfXM2selIgkPKTEjL5s4Z64mOS6dmJQ/m3N2RQB83h9QiUtrd260+bw9uidkECzcd5745m8nMsTi6LCmnjsWn8/rPewB4sndj6gV6X92JDAPO7od1U2HuMHi7LszuC6vegRMbbYFjlUbQ8T6441t4KhrG/gJdn4CabSt84AhXETqmpaURFhbGlClTCt3fsGFDPvnkE3bs2MHq1aupU6cON998M2fPns07ZuTIkezatYvly5ezdOlSVq1axT333HP1VyEiIiIiIuVLUAu4ZyW0GAKGBf58GeYOwZwRxztDwrixUSCZOVbGzY5k/5mUEi0tOTOHUTM3sP9MKtV83ZgzoSPV/TxKtAaRsmZou1pMvbMtrs5mlu8+w+iZG0jOzHF0WVLOWK0GT3y3jfRsCx3qBDC2c52inSAtFnZ8B0segPebwZT2sOwp2L8MslPBswo0Hwz9P4XJu2HSBujzJjTsBW5XGW6WY9c0p6PJZOL7779nwIABlzzm/PjwP/74g5tuuok9e/bQtGlTIiMjadeuHQDLli2jb9++HD9+nODg4Ms+r+Z0FBERERGpIAwDNn8Fvz4JuZngUx0GzyS9egdGfrGeLUcTCfJ157v7OlGzkmexl5OencvomRuIjE4gwMuVb++9jtCqJbQaqkg5sO5QHHd/uZGUrFyaVvdl9rj2VPVxd3RZUk58+U80L/64Cw8XJ5Y9cgO1K3v97wfkZMKxdbYVpg9GwOntBfc7uUHtTufmZewO1ZrnLXBWHpTpOR2zs7P5/PPP8fPzIywsDIC1a9fi7++fFzgC9OjRA7PZzPr16xk4cOBF58nKyiIrKyvvfnJycnGWLSIiIiIipYXJBG1HQ422ttWt4w7A7FvwDH+OWaMnMWTaeg7EpDJqxgYWTuxEZe/iG+KcmWPh3q83ERmdgI+7M1+N66DAUaSIrqtXmXn3XMeYWRvYfSqZ7u/+xV2dajO+S12qFOPPr5R/0bFpvPnrXgCe6du48MDRMODMrnPzMq6AI//YPtDKr1oLqH+jLWQM6QQu6mS/WsUSOi5dupThw4eTnp5O9erVWb58OVWqVAHg9OnTVK1acLJnZ2dnAgICOH36dKHne+ONN3j55ZeLo1QRERERESkLgprbhlv//ChsXwArXsX/yBq+GfEht38ZxaHYNMbOjmTu3dfh7Wb/P3NyLFYmzd3C3wdi8XR1YvbYDjSv4Wf35xGpCJrX8OO7iZ25f85mdp9K5rOVB5m15jDD24dwb7d6mq5Aiuz8sOqMHAud6lXmzo61L+xMPgWHVl5YACYtpuCDfapfWGG63o3g7bgFysqbYgkdw8PD2bp1K7GxsUyfPp2hQ4eyfv36i8LGK/XMM8/w6KOP5t1PTk6mVq1a9ipXRERERETKAjdvGDgN6twAvzwBB1dQ7UxPvu39Cf1+cmX78STu/XojM8e0x83ZfhP4W6wGj367jT/2nMHN2cwXo9vRtnYlu51fpCKqU8WLpQ924c+9MXwSEcW2Y4nM/ieaOeuPMKhNTe67sf7lh8aKnDPrn2gioxPwcnXinf6hmA/+YQsYD66As3sKHuziCXW6XAgaAxvbuurF7ooldPTy8iI0NJTQ0FCuu+46GjRowIwZM3jmmWcICgoiJqZgqpybm0t8fDxBQUGFns/NzQ03N7VZi4iIiIhUeCYTtLnrwnDr2H3U+GEoP7eeTM+N7VgTFcejC7bx0YjWOJmv/Y9Iq9XgmcXb+WnbSVycTEy9sy2d61e59usQEcxmEz2bVqNHk6qsiYrjk4gDrDsUz/zIY3y78Rj9woJ5IDyUhtU0jYFc2sGYZH5Z9jP3O21nVJVDBH2+DSzZ+Y4wQXDrc52M4VCrAzgrYyoJxTqn43lWqzVvTsZOnTqRmJjIpk2baNu2LQArVqzAarXSsWPHkihHRERERETKumpN4Z4I+Plx2DaX6pvf4+/g6+lz7E5+3gEBXq680r8ZpmvoXjEMg1eW7ubbjccxm+DD4a0Jb6xhdyL2ZjKZ6NKgCl0aVGFjdDyfRESxct9Zfth6kh+2nqRXs2pMCm9Ai5qa0kDOSTwKByOwHowgcM+fLHI+t/ZH/Ln9fiG2kLF+ONTtBp4BDiu1Iivy6tWpqalERUUB0Lp1a/773/8SHh5OQEAAlStX5vXXX+e2226jevXqxMbGMmXKFObOncumTZto1qwZAH369OHMmTNMnTqVnJwcxo4dS7t27Zg7d+4V1aDVq0VEREREJM+WOfDL45CTTqZbFcam3MtaazMe6dGAR3o0vOrTvvPbXqZEHATgvSFhDGpb014Vi8hl7DyRxJSIKJbtOs351KJrw0AmhYfSoa4CpAonMxmi/7YNmT4UAXFRBXanGB44h96IR6ObbAvABNTTkOkrUNz5WpFDx5UrVxIeHn7R9tGjRzN16lTuuOMO1q9fT2xsLJUrV6Z9+/b83//9H+3bt887Nj4+nkmTJvHTTz9hNpsZNGgQH330Ed7e3ldUg0JHEREREREpIGYvLBwNZ/dixcyHOQP52DKQl/u34K5OdYp8uikRUbzz2z4AXh3QnLuuq32ZR4hIcYiKSeHTiIP8sO0kFqstvuhQN4BJ4aHc0KDKNXUzSylmyYWTm21zMh6MgOORYFgu7Dc5kVGtNdNP1GFlbnNGDBjAkI51HVdvGVXqQsfSQKGjiIiIiIhcJDsdfn0CtnwDwBpLMx7JfYAXhofTLyz4ik8za81hXv5pNwDP9m3MPV3rF0u5InLljsalM3XVQb7beJxsixWAljX9eCA8lJ5NqmG2wxyu4kCGAfGHbCHjoZVw+G/ISip4TED9c0Omu5NbqzODZu1i2/EkbmwUyKwx7RVAXwWFjoVQ6CgiIiIiIpe0bT7G0smYctI5a/jxmGUSd48eyw0NAi/70AWRR3lq0Q4AHr6pAZN7Xv3wbBGxv9NJmXy+6hBzNxwhM8cWPjas5s0D4aHc0qI6zk5mB1coVyw9Hg6vOhc0RtjmaczPo5JtPsbzC8BUutBxfr4b3cfdmeWTuxHk517CxZcPCh0LodBRRERERET+p7P7MBaOwRSzG6thYiq3c/24dwirXfmSD/lh6wkeWbAVw4C7b6jLs32bqHNGpJSKS81i5prDfPXPEVKycgGoXdmT+7rV5/Y2NXF1VvhY6uRmw/ENtuHSB1fAyS1AvkjK7AIh10G9G23zMlYPA7PTRafZezqZfh+vJsdiaL7da6TQsRAKHUVERERE5LKy07H88iROW78GIJJmVBn9FXXrhl506PLdZ5j4zSYsVoORHUN4bUBzBY4iZUBSRg5f/RPNzDWHSUjPASDYz517utZjeIcQ3F0uDq2khBgGnN1n62I8uAKi10BOWsFjAptc6GSs3Rnc/vdaHzkWKwOmrGHXyWR6NKnK9FHt9P/qa6DQsRAKHUVERERE5EplbpqH8dMjeJBJAr5Yb/+cyi375O1ffSCWcbMjybZYGdi6Bu8NCdP8cMXJMMBqAWuu7WZY8t3Pv9164ev8+418x7h4gl9N8K5WaEeUVBxpWbnM23CUz1cdIiYlC4Aq3q6M71KPO68LwcfdxcEVVhCpZ21zMh6KsHU0ppwsuN8r0BYw1g+3dTT6Xvl8uwAf/nGA9//Yj5+HC8snd6Wqr4ZVXwuFjoVQ6CgiIiIiIkWRcHQX8bPvoL41Gismsq57BI+e/0fksWRGzdhARo6FXs2qMeWONvabE84w8gVnRQzTrNZ/hXLnj81/jB3PVWjw9+/z5Dvmis5ziccYVvt8f/MzO4NPsC2A9KsJfjXO/bcW+J772t0P1BFV7mXmWPhu03Gm/nWQ4wkZAPi6OzPm+rqM7VyHSl6uDq6wnMnJgKNrbQHjoQg4vaPgfmd3Wwfj+aCxajMwX93/Y3edTKL/J2vItRp8OLwV/VvVsMMFVGwKHQuh0FFERERERIrq+Nk4Nnw2kdutvwOQFtCcNXHeWK0Wqnk70TLYGyf+HRJeYwAnRWN2tt1MTue+djp3O7/dfOFrsxNkpULyiSv7Xrv65Asja4JvzYIhpW8NcHYr/muUEpFjsfLj1pN8ujKKg2dtQ3o9XZ2487raTLihLlV91CF3WTmZkHIKUk7bOhaTT527f+rC18knwJJd8HFBLWxzMtYLh5BO4HLt3+vsXCu3fbKavadT6N0siM/ubKNh1Xag0LEQCh1FRERERORq7D+TwozP3uV5YyrepkzHFZI/PDPlD9by/dfkVDBgO7/vUoFcYaHcRY9xtnUZXS7cu6LnL4ZzXQ2rBVLPQNJxSDoGSSfOfX0cks/9Nz3uys7lXe1CZ6RfrYu7Jj2rXH2d4hAWq8Gynaf5JCKKPaeSAXB1NjO8fS3u7VafGv4eDq7QAaxWSI/NFx6etAWLyScLBooZ8Vd2Pp9gW8hYP9y22rR3oN1Lfu/3fXy8IooAL1d+n9yVKt76gMAeFDoWQqGjiIiIiIhcrU1HEnjyix/pbN1MzUoejL6+Pu6urpcJ/fKHeZcKCgsL/S4RuqlDp2Rlp9sClaRj58LIExe+Ph9S5mZc/jxOrvlCyZqFdE3WADef4r8eKTLDMIjYF8MnK6LYfDQRAGeziYGta3DfjfWpF/i/FzApM7JSL9GZeDJf1+JpsOZc2fmc3cGnuu3mW/1fXwfb5mT0DynW/6dtP57IwE//wWI1mHJHG25pWb3YnquiUehYCIWOIiIiIiJyLTYfTWDl3hjGd6mHn6cWmKjwDAPS4y90Rv77lnzCFthcyXyU7n4XuiQLdE2e+9qnOjjp35yjGIbB2kNxfLIiin8O2jpgzSa4pWUwD4TXp3FQKc0YLLmQFnOhM/GiQPG07eus5Cs8oQm8q4JP0Lnw8N+B4rmbRyWHfkiSlWvh1o9WcyAmlVtaVmfKHW0cVkt5pNCxEAodRUREREREpERZcmyhTt7w7WPnOiaPX7ifmXT585jM4B30r0Vv8oeUtcAzQN2wJWDz0QSmrIjiz70xedt6NKnGpO6htKrlXzJFGIbt302BbsRTF8+fmBZz5YswuXoX7Eb0CbJ1JOYPFb2rlYnw+61le/ls5UGqeLvy++RuBGghILtS6FgIhY4iIiIiIiJS6mSlXAglC+uaLGzRjcI4e/yPRW/OhZOunsV/PRXE7pPJTFkZxS87TnE+IekSWoUHwkO5rl7A1S9Ykpt1oQMxrxvxfJdivq+vZGg/2KZp8AkqZKhzcMGOxXIyxH/L0QQGffYPVgOm3tmW3s2DHF1SuaPQsRAKHUVERERERKTMOb+Ax7/nk8zfNZl65srO5Vn5Qmfkvxe88a1hC6HMTsV7PeXMwbOpfLbyIEu2nCDXaotK2tauxKTwUG5sFHghfLRabYusXNSZeH5BlnNfX+kCRgDu/hd3I/57/kSvKhXmNc3MsXDLR39z8GwaA1oF88Hw1o4uqVxS6FgIhY4iIiIiIiJSLuVmnVv05nghHZPnFsDJTr38eUxO50LJGgU7JPOHlO7+Gsb9b9npnDp+iF/WbGLX/v1UscYRZEqgoUcKzXzT8c+NxVSUhVicXAvvRiww1DlInav/8vrPu5n+92ECfdxYPrkr/p4aVl0cijtfc7b7GUVERERERETk6ji7QUBd260w5+cATM7XJZl0omBImXwSrLmQdNR2uxRX70sveHN+u7Nb8VxnSbNaIDUmXzfiycLnTsxKojowHsDp3A0gB/h346JX4MXdiP+eP1HzcxbZxuh4vlh9GIA3BrZQ4FiGKXQUERERERERKStMJvDwt92qNSv8GKvFNkz7fGfk+fkk84eU6bG2jsmze223S/GqeukFb/xq2oI3s7k4rvTKGIZtxeYCw5vPD3vO93XqmStfiMXFq0A3YqZHNdbGuLA0Gg5n+XLGqIRrpepM6NqYwW1r4uZcMYY8l4SMbAuPL9yGYcCgNjXp0bSao0uSa6Dh1SIiIiIiIiIVTXa6LZArbMGb87crWeDE7HIhkPStUXDBm/MBpftV/t2emw2pp//VjXjy4sVZctKu7HznVw4v0I1YyMrObr6FdiemZObw9bojzPj7MHFptgWBqvm6cfcN9bijYwierurrulYv/7SLWWuiCfJ157fJXfHzKP0rbJdlmtOxEAodRURERERERIqRYUBGwr8WvflX12TKqSvrHnTzyxdE5l/wJhhyMi69IEva2Suv192vkNWc/zWXondVuyzEkpFtYd6Go3y+6hCnkzMBCPByZXyXutzVqTa+7grKrsa6Q3EM/3wdALPHtufGRlUdXFH5p9CxEAodRURERERERBzMkmsLCv/XojeZidf2HGaXS6/mnNelGASuXna5pKLIyrWwePMJPlt5kKPx6QD4uDszulMdxnWpS4CX5iK8UmlZufT+cBXH4jMY3r4Wbw5q6eiSKgSFjoVQ6CgiIiIiIiJSBmSlnuuMzN8xeW5uyeST4OJ5LkQsbGXnYPAIcOyckVcg12Jl6fZTTImI4kCMbWVxDxcnRnYM4e6u9ajm6+7gCku/55fs5Ot1Rwj2sw2r9lG3aIlQ6FgIhY4iIiIiIiIiUppYrQa/7z7NJxFR7DyRDICrk5kh7WoysVt9agV4OrjC0mlNVCwjv1gPwDfjO9KlQRUHV1RxKHQshEJHERERERERESmNDMPgr/1nmRIRRWR0AgBOZhP9WwVz/42hhFb1dnCFpUdKZg69P/ibE4kZjOwYwusDWzi6pApFoWMhFDqKiIiIiIiISGm3/lAcn0RE8feBWMC2KHaf5kE8EB5Ks2A/B1fneM8s3sG8DUepWcmD3x7pipebVgAvScWdr+nVFBEREREREREpBh3rVaZjvcpsO5bIJxFRLN99hl92nOaXHafp3rgqD4SH0rZ2JUeX6RCr9p9l3oajALwzOEyBYzmkTkcRERERERERkRKw93Qyn0YcZOn2k1jPpTGd6lVmUvdQOtevjMlkcmyBJSQpI4feH6ziVFImYzrX4aXbmjm6pApJw6sLodBRRERERERERMqqw7FpTF15kMVbjpNjscUyrWr5Myk8lJuaVC334eMTC7excNNxalf25NeHb8DTVV2OjqDQsRAKHUVERERERESkrDuRmMHnfx1kfuQxsnKtADQO8uGB8FD6tqiOk7n8hY8r9p5h3OyNmEzw7b2daF8nwNElVVgKHQuh0FFEREREREREyouzKVl8sfoQ36w9Qlq2BYB6Vby478b6DGhdAxcns4MrtI+k9Bx6vv8XMSlZTOhSl/+7tamjS6rQFDoWQqGjiIiIiIiIiJQ3ienZzP4nmllroknKyAGghr8HE7vVY0i7Wri7ODm4wmvz6IKtLN5ygnpVvPjl4RvK/PWUdQodC6HQUURERERERETKq9SsXOasO8L0vw8Tm5oFQKCPG/fcUI87OoaUyZWef991mnu+3oTZBN/d15k2IRVz1e7SRKFjIRQ6ioiIiIiIiEh5l5ljYUHkMab9dZCTSZkA+Hu6MO76uozuVAc/TxcHV3hl4tOyufn9v4hNzebebvV4pk8TR5ckKHQslEJHEREREREREakosnOtLNlygk9XRhEdlw6At5szd3Wqzfgudani7ebgCv+3B+dt4adtJwmt6s3SB7toWHUpodCxEAodRURERERERKSisVgNft5xiikroth3JgUAdxczw9uHcG+3elT383BwhRf7Zccp7p+zGSezicX3dSaslr+jS5JzFDoWQqGjiIiIiIiIiFRUVqvBH3vOMCUiim3HkwBwcTIxuG1NJnarT+3KXg6u0CY2NYub319FfFo2k8JDebxXI0eXJPkodCyEQkcRERERERERqegMw2B1VCyfrIhi/eF4AMwmuC0smPvDQ2lYzcehtd0/ZzO/7jxN4yAffph0PW7OGlZdmih0LIRCRxERERERERGRCzZGx/NJRBQr953N29arWTUmhTegRU2/Eq/nx20neWjeFpzNJpY8cD3Na5R8DfK/KXQshEJHEREREREREZGL7TiexJSIKJbtOp23rWvDQCaFh9KhbkCJ1BCTksnN768iMT2Hh29qwOSeDUvkeaVoFDoWQqGjiIiIiIiIiMilHTiTwqcrD/LjtpNYrLbop0PdACaFh3JDgyqYTKZieV7DMLjn600s332GptV9WfLA9bg6m4vlueTaKHQshEJHEREREREREZHLOxqXzmd/HWTRpuNkW6wAtKzpxwPhofRsUg2z2b7h4/dbjjN5wTZcnEz8OKkLTaortymtijtfK3LUvGrVKvr160dwcDAmk4klS5bk7cvJyeGpp56iRYsWeHl5ERwczKhRozh58mSBc8THxzNy5Eh8fX3x9/dn/PjxpKamXvPFiIiIiIiIiIjIBSGVPXnj9hasejKccdfXxd3FzPbjSdz79Sb6fPg3P2w9kdcJea3OJGfy4g+7AHj4pgYKHCu4IoeOaWlphIWFMWXKlIv2paens3nzZp5//nk2b97M4sWL2bdvH7fddluB40aOHMmuXbtYvnw5S5cuZdWqVdxzzz1XfxUiIiIiIiIiInJJQX7uvNCvKauf6s79N9bHx82ZfWdSeHj+Vm56byULIo+SnWu96vMbhsHTi7aTnJlLixp+TOxW347VS1l0TcOrTSYT33//PQMGDLjkMZGRkXTo0IEjR44QEhLCnj17aNq0KZGRkbRr1w6AZcuW0bdvX44fP05wcPBln1fDq0VERERERERErl5SRg5f/RPNzDWHSUjPASDYz517utZjeIcQ3F2cinS+bzce48nvtuPqZGbpQ11oWM2nOMoWOyp1w6uLKikpCZPJhL+/PwBr167F398/L3AE6NGjB2azmfXr1xd6jqysLJKTkwvcRERERERERETk6vh5uPDgTQ1Y/VR3/u+WJgT6uHEyKZOXftpNl7dW8NnKg6Rk5lzRuU4mZvDqT7sBmNyzoQJHAYo5dMzMzOSpp55ixIgReYnp6dOnqVq1aoHjnJ2dCQgI4PTp04WdhjfeeAM/P7+8W61atYqzbBERERERERGRCsHLzZkJN9Tj7yfDeXVAc2r4exCbms1by/Zy/ZsreH/5fhLTsy/5eMMweGrRdlKycmlVy5+7b6hbgtVLaVZsoWNOTg5Dhw7FMAw+++yzazrXM888Q1JSUt7t2LFjdqpSRERERERERETcXZy467rarHziRt4dEka9QC+SM3P58M8DXP/mCt74ZQ8xKZkXPW5+5DH+PhCLm7OZ94aG4exU7INqpYxwLo6Tng8cjxw5wooVKwqMCw8KCiImJqbA8bm5ucTHxxMUFFTo+dzc3HBzcyuOUkVERERERERE5BwXJzOD29ZkYOsaLNt5mk8iothzKplpqw4x+59ohrWvxb3d6lPD34PjCem8ttQ2rPqJXo2oH+jt4OqlNLF76Hg+cDxw4AARERFUrly5wP5OnTqRmJjIpk2baNu2LQArVqzAarXSsWNHe5cjIiIiIiIiIiJF5GQ2cUvL6vRtEUTEvhg+XhHFlqOJfLX2CHPXH2Vg6xociU8nLdtCu9qVGHu9hlVLQUUOHVNTU4mKisq7f/jwYbZu3UpAQADVq1dn8ODBbN68maVLl2KxWPLmaQwICMDV1ZUmTZrQu3dv7r77bqZOnUpOTg6TJk1i+PDhV7RytYiIiIiIiIiIlAyTyUT3xtUIb1SVtQfj+CQiin8OxrFw03EA3F3MvDMkDCezycGVSmljMgzDKMoDVq5cSXh4+EXbR48ezUsvvUTduoUn2xEREdx4440AxMfHM2nSJH766SfMZjODBg3io48+wtv7ytpwi3tJbxERERERERERKdzmowlMWRHFqgNneW1Ac4a1D3F0SXIVijtfK3LoWBoodBQRERERERERcSyr1cCsDscyq7jzNS0pJCIiIiIiIiIiRabAUf4XhY4iIiIiIiIiIiJiVwodRURERERERERExK4UOoqIiIiIiIiIiIhdKXQUERERERERERERu1LoKCIiIiIiIiIiInal0FFERERERERERETsSqGjiIiIiIiIiIiI2JVCRxEREREREREREbErhY4iIiIiIiIiIiJiVwodRURERERERERExK4UOoqIiIiIiIiIiIhdKXQUERERERERERERu1LoKCIiIiIiIiIiInal0FFERERERERERETsytnRBVwNwzAASE5OdnAlIiIiIiIiIiIiZc/5XO18zmZvZTJ0TElJAaBWrVoOrkRERERERERERKTsSklJwc/Pz+7nNRnFFWcWI6vVSsOGDdm0aRMmk8nR5chVat++PZGRkY4uQ66BXsOyTa9f2ZacnEytWrU4duwYvr6+ji5HrpJ+Dss+vYZlm16/sk+vYdmn17Bs0+tXthmGQdu2bdm/fz9ms/1nYCyTnY5msxlXV9diSWGl5Dg5OekP5TJOr2HZptevfPD19dXrWIbp57Ds02tYtun1K/v0GpZ9eg3LNr1+ZZ+rq2uxBI5QhheSeeCBBxxdglwjvYZln17Dsk2vn4jj6eew7NNrWLbp9Sv79BqWfXoNyza9fmVfcb6GZXJ4tYiISEWXnJyMn58fSUlJ+nRZRERERERKnTLb6SgiIlKRubm58eKLL+Lm5uboUkRERERERC6iTkcRERERERERERGxK3U6ioiIiIiIiIiIXZhMJpYsWeLoMqQUKFWh49mzZ7nvvvsICQnBzc2NoKAgevXqxZo1axxdmoiIiEix05t0EftZu3YtTk5O3HLLLY4uRa7QmDFjMJlMTJw48aJ9DzzwACaTiTFjxpR8YXJVxowZw4ABAxxdhtiBXsuyqTT8HixVoeOgQYPYsmULX375Jfv37+fHH3/kxhtvJC4uztGlSREdO3aMcePGERwcjKurK7Vr1+bhhx++4tdy5cqVmEwmEhMTi7dQyXP+Td6bb75ZYPuSJUswmUwOqkqK4vxraDKZcHFxoVq1avTs2ZOZM2ditVodXZ5IhZH/ZzH/LSoqytGlyRVQ6FF+zJgxgwcffJBVq1Zx8uTJazqXxWLR79ISUqtWLebPn09GRkbetszMTObOnUtISIgDKxMRKVvs+XvwapWa0DExMZG///6bt956i/DwcGrXrk2HDh145plnuO222/KOmTBhAoGBgfj6+tK9e3e2bduWd46XXnqJVq1aMW3aNGrVqoWnpydDhw4lKSnJUZdVIR06dIh27dpx4MAB5s2bR1RUFFOnTuXPP/+kU6dOxMfHO7pEuQR3d3feeustEhISHF2KXKXevXtz6tQpoqOj+fXXXwkPD+fhhx/m1ltvJTc319HliVQY538W89/q1q3r6LLkChVn6JGTk3Ot5ckVSE1NZcGCBdx3333ccsstzJ49O2/f+Q+3f/75Z1q2bIm7uzvXXXcdO3fuzDtm9uzZ+Pv78+OPP9K0aVPc3Nw4evSoA66k4mnTpg21atVi8eLFedsWL15MSEgIrVu3ztu2bNkyunTpgr+/P5UrV+bWW2/l4MGDefu7d+/OpEmTCpz77NmzuLq68ueffxb/hUgBderU4YMPPiiwrVWrVrz00kt5900mE1988QUDBw7E09OTBg0a8OOPP5ZsoXJZV/JaiuP9r9+D53/H5VdYs9Frr71G1apV8fHxYcKECTz99NO0atWqSHWUmtDR29sbb29vlixZQlZWVqHHDBkyhJiYGH799Vc2bdpEmzZtuOmmmwqEWFFRUXz77bf89NNPLFu2jC1btnD//feX1GUIti4AV1dXfv/9d7p160ZISAh9+vThjz/+4MSJEzz33HMAZGVl8dRTT1GrVi3c3NwIDQ1lxowZREdHEx4eDkClSpXUUVCCevToQVBQEG+88cYlj1m0aBHNmjXDzc2NOnXq8N577+Xte/bZZ+nYseNFjwkLC+OVV14plpqloPNTU9SoUYM2bdrw7LPP8sMPP/Drr7/m/aK53Ac4AD/99BPt27fH3d2dKlWqMHDgQAdcTcWmYSxl2/mfxfw3JycnfvjhB9q0aYO7uzv16tXj5ZdfvugDgVOnTtGnTx88PDyoV68e3333nYOuouKyV+gRHR2NyWRiwYIFdOvWDXd3d+bMmVOi11JRffvttzRu3JhGjRpx5513MnPmTP69fuYTTzzBe++9R2RkJIGBgfTr169AKJyens5bb73FF198wa5du6hatWpJX0aFNW7cOGbNmpV3f+bMmYwdO7bAMWlpaTz66KNs3LiRP//8E7PZzMCBA/M6UidMmMDcuXML/G35zTffUKNGDbp3714yFyJF9vLLLzN06FC2b99O3759GTlypJpWRK7Clfwe/F/mzJnD66+/zltvvcWmTZsICQnhs88+K3IdpSZ0dHZ2Zvbs2Xz55Zf4+/tz/fXX8+yzz7J9+3YAVq9ezYYNG1i4cCHt2rWjQYMGvPvuu/j7+xd4M56ZmclXX31Fq1at6Nq1Kx9//DHz58/n9OnTjrq0CiU+Pp7ffvuN+++/Hw8PjwL7goKCGDlyJAsWLMAwDEaNGsW8efP46KOP2LNnD9OmTcPb25tatWqxaNEiAPbt28epU6f48MMPHXE5FY6TkxP/+c9/+Pjjjzl+/PhF+zdt2sTQoUMZPnw4O3bs4KWXXuL555/PC7NGjhzJhg0bCvzBtWvXLrZv384dd9xRUpch/9K9e3fCwsLy/ni+3Ac4P//8MwMHDqRv375s2bKFP//8kw4dOjjyEkTKhb///ptRo0bx8MMPs3v3bqZNm8bs2bN5/fXXCxz3/PPPM2jQILZt28bIkSMZPnw4e/bscVDVFZc9Qo/znn76aR5++GH27NlDr169SqT+im7GjBnceeedgK3zOCkpib/++qvAMS+++CI9e/akRYsWfPnll5w5c4bvv/8+b39OTg6ffvopnTt3plGjRnh6epboNVRkd955J6tXr+bIkSMcOXKENWvW5L2e5w0aNIjbb7+d0NBQWrVqxcyZM9mxYwe7d+8G4Pbbbwfghx9+yHvM7Nmz86ZQkNJpzJgxjBgxgtDQUP7zn/+QmprKhg0bHF2WSJlzJb8H/5ePP/6Y8ePHM3bsWBo2bMgLL7xAixYtilxHqQkdwfaL4+TJk/z444/07t2blStX0qZNG2bPns22bdtITU2lcuXKeV2R3t7eHD58uEDAERISQo0aNfLud+rUCavVyr59+xxxSRXOgQMHMAyDJk2aFLq/SZMmJCQkEBkZybfffsvMmTMZOHAg9erV46abbmLYsGE4OTkREBAAQNWqVQkKCsLPz68kL6NCGzhwIK1ateLFF1+8aN9///tfbrrpJp5//nkaNmzImDFjmDRpEu+88w4AzZo1IywsjLlz5+Y9Zs6cOXTs2JHQ0NASuwa5WOPGjYmOjr6iD3Bef/11hg8fzssvv0yTJk0ICwvjmWeecfAVVGxX2k21ePFiwsPD8fT0JCwsjLVr1zqw6opt6dKlBd6vDBkyhJdffpmnn36a0aNHU69ePXr27Mmrr77KtGnTCjx2yJAhTJgwgYYNG/Lqq6/Srl07Pv74YwddScVlj9DjvEceeYTbb7+dunXrUr169ZK8jApp3759bNiwgREjRgC25oZhw4YxY8aMAsd16tQp7+uAgAAaNWpUIOB3dXWlZcuWJVO0FBAYGJg3HHDWrFnccsstVKlSpcAxBw4cYMSIEdSrVw9fX1/q1KkDkDcM3t3dnbvuuouZM2cCsHnzZnbu3KkRVKVc/p85Ly8vfH19iYmJcWBFImXPlf4evNw5/t14cjWNKM5FfkQxc3d3p2fPnvTs2ZPnn3+eCRMm8OKLL3L//fdTvXp1Vq5cedFj/j0WXRzvcm270dHRODk50a1btxKqSIrirbfeonv37jz++OMFtu/Zs4f+/fsX2Hb99dfzwQcfYLFYcHJyYuTIkcycOZPnn38ewzCYN28ejz76aEmWL4UwDAOTyVTgA5z8MjIy8kKsrVu3cvfddzuiTLmE891ULVu2JDU1lRdeeIGBAweydetWzOYLnx8+99xzvPvuuzRo0IDnnnuOESNGEBUVhbNzqft1X+6Fh4cXGILi5eVFy5YtWbNmTYHORovFQmZmJunp6XldVPmDkPP3t27dWiJ1ywX5Qw/DMC4ZerzwwgusX7+e2NjYvA7Ho0eP0rx587zj2rVrV6K1V3QzZswgNzeX4ODgvG2GYeDm5sYnn3xyxefx8PBQR5wDjRs3Lm9OxilTply0v1+/ftSuXZvp06cTHByM1WqlefPmZGdn5x0zYcIEWrVqxfHjx5k1axbdu3endu3aJXYNcoHZbL7ob8TC5rh1cXEpcN9kMmkRp1LmSl9LcZzL/R4sydew1P8V0rRpU5YsWUKbNm04ffo0zs7OeZ9iFebo0aOcPHky75u7bt06zGYzjRo1KqGKK7bQ0FBMJhN79uwpdA64PXv2UKlSpYuGXkvp0rVrV3r16sUzzzxT5E+DR4wYwVNPPcXmzZvJyMjg2LFjDBs2rHgKlSu2Z88e6tatS2pq6mU/wNHPZ+kzaNCgAvdnzpxJYGAgu3fvLhBsPP7449xyyy2AbU6kZs2aERUVRePGjUu0XrGFjP/u8E5NTeXll1/OG/KXn7u7e0mVJkVgj9ADbP8epGTk5uby1Vdf8d5773HzzTcX2DdgwADmzZuX9//EdevW5S0MlJCQwP79+y85WkdKXu/evcnOzsZkMl00LUFcXBz79u1j+vTp3HDDDYBtOq5/a9GiBe3atWP69OnMnTu3SKGz2FdgYCCnTp3Ku5+cnMzhw4cdWJFcLb2WpduV/B6sXbs2KSkppKWl5b1H+fcH3I0aNSIyMpJRo0blbYuMjCxyPaUmdIyLi2PIkCGMGzeOli1b4uPjw8aNG3n77bfp378/PXr0oFOnTgwYMIC3336bhg0bcvLkyby5x85/guzu7s7o0aN59913SU5O5qGHHmLo0KEEBQU5+AorhsqVK9OzZ08+/fRTJk+eXCC8OH36NHPmzGHUqFG0aNECq9XKX3/9RY8ePS46j6urK2DrABHHePPNN2nVqlWBwL5JkyasWbOmwHFr1qyhYcOGODk5AVCzZk26devGnDlzyMjIoGfPnpp43cFWrFjBjh07mDx5MjVr1rzsBzgtW7bkzz//vGjuMnGcK+2myj8k6fwQzpiYGIWOpUSbNm3Yt2/fZaebWLduXYE3eOvWrSuweImUHHuEHlKyli5dSkJCAuPHj79oep5BgwYxY8aMvGlhXnnlFSpXrky1atV47rnnqFKlihbwKkWcnJzyhruff595XqVKlahcuTKff/451atX5+jRozz99NOFnmfChAlMmjQJLy8vLYznQN27d2f27Nn069cPf39/XnjhhYteVykb9FqWblfye/C3337D09OTZ599loceeoj169cXWN0a4MEHH+Tuu++mXbt2dO7cmQULFrB9+3bq1atXpHpKTejo7e1Nx44def/99zl48CA5OTnUqlWLu+++m2effRaTycQvv/zCc889x9ixYzl79ixBQUF07dqVatWq5Z0nNDSU22+/nb59+xIfH8+tt97Kp59+6sArq3g++eQTOnfuTK9evXjttdeoW7cuu3bt4oknnqBGjRq8/vrrBAQEMHr0aMaNG8dHH31EWFgYR44cISYmhqFDh1K7dm1MJhNLly6lb9++eHh44O3t7ehLq1BatGjByJEj+eijj/K2PfbYY7Rv355XX32VYcOGsXbtWj755JOLfsZGjhzJiy++SHZ2Nu+//35Jl16hZWVlcfr0aSwWC2fOnGHZsmW88cYb3HrrrYwaNQqz2XzZD3BefPFFbrrpJurXr8/w4cPJzc3ll19+4amnnnL05VVYV9pNlX9I0vkhgRqSVHq88MIL3HrrrYSEhDB48GDMZjPbtm1j586dvPbaa3nHnZ9ztUuXLsyZM4cNGzYUaQ4esR97hR5ScmbMmEGPHj0KnQ980KBBvP3223kLVb755ps8/PDDHDhwgFatWvHTTz/lffAtpYOvr2+h281mM/Pnz+ehhx6iefPmNGrUiI8++ogbb7zxomNHjBjBI488wogRI9RVXsKsVmveFC/PPPMMhw8f5tZbb8XPz49XX31V3XFliF7LsuNKfg8eP36cb775hieeeILp06dz00038dJLL3HPPffkHTty5EgOHTrE448/TmZmJkOHDmXMmDFFX9jJKEdefPFFIywszNFliGEY0dHRxujRo41q1aoZLi4uRq1atYwHH3zQiI2NzTsmIyPDmDx5slG9enXD1dXVCA0NNWbOnJm3/5VXXjGCgoIMk8lkjB492gFXUbGMHj3a6N+/f4Fthw8fNlxdXY38/6v47rvvjKZNmxouLi5GSEiI8c4771x0roSEBMPNzc3w9PQ0UlJSirt0OWf06NEGYACGs7OzERgYaPTo0cOYOXOmYbFY8o5LTk42HnzwQSM4ODjv53PkyJHG0aNH845ZtGiR0apVK8PV1dWoUqWKcfvttzvikiq08z+TsbGxBmCsWrUqb9/ff/9tAMb3339vGIbtZxUwtmzZkndMQkKCARgRERElW7gU+v/T85YtW2Z07tzZ8PDwMHx9fY0OHToYn3/+ed5+wJgyZYrRs2dPw83NzahTp46xYMGCEqpcDON/v36GYRj9+/fPe1+yfPlyo0mTJoabm5vRsmVLY+XKlZf92RTHi4iIMAAjISHB0aVICTh8+LBhNpuNTZs2ObqUCqdXr17GAw884OgyxA70WophGEaPHj2MO++8s0iPMRnGZVb8KENeeukllixZosnWRUSkzBszZgyJiYksXryYqlWr0qdPH1588cW8bqrIyEi+//57BgwYQHR0NHXr1mXLli20atUKgMTERCpVqkREREShnR8iIhXVypUrCQ8PJyEhQQtSlmM5OTnExcXx+OOPc/jw4YumCJLik5CQwJo1axg8eDDz58/XtAVlmF7Liis9PZ2pU6fSq1cvnJycmDdvHq+88grLly8vdIq8Syk1w6tFRETkgvPDWIoyhExERERs1qxZQ3h4OA0bNuS7775zdDkVyrhx44iMjOSxxx6jf//+ji5HroFey4rr/BSHr7/+OpmZmTRq1IhFixYVKXAEKFedjiIiIuVF7969CQ0N1UqbIiIiIiJSJpkdXYCIiIhckJCQwNKlS1m5cmWRP0kUEREREREpLTS8WkREpBTRMBYRERERESkPNLxaRERERERERERE7ErDq0VERERERERERMSuFDqKiIiIiIiIiIiIXSl0FBERcZBVq1bRr18/goODMZlMLFmypMD+M2fOMGbMGIKDg/H09KR3794cOHCgwDEHDx5k4MCBBAYG4uvry9ChQzlz5kyBY+rUqYPJZCpwe/PNN4v78kREREREpAJT6CgiIuIgaWlphIWFMWXKlIv2GYbBgAEDOHToED/88ANbtmyhdu3a9OjRg7S0tLzH33zzzZhMJlasWMGaNWvIzs6mX79+WK3WAud75ZVXOHXqVN7twQcfLJFrFBERERGRikmrV4uIiDhInz596NOnT6H7Dhw4wLp169i5cyfNmjUD4LPPPiMoKIh58+YxYcIE1qxZQ3R0NFu2bMHX1xeAL7/8kkqVKrFixQp69OiRdz4fHx+CgoKK/6JERERERERQp6OIiEiplJWVBYC7u3veNrPZjJubG6tXr847xmQy4ebmlneMu7s7ZrM575jz3nzzTSpXrkzr1q155513yM3NLYGrEBERERGRikqho4iISCnUuHFjQkJCeOaZZ0hISCA7O5u33nqL48ePc+rUKQCuu+46vLy8eOqpp0hPTyctLY3HH38ci8WSdwzAQw89xPz584mIiODee+/lP//5D08++aSjLk1ERERERCoAhY4iIiKlkIuLC4sXL2b//v0EBATg6elJREQEffr0wWy2/foODAxk4cKF/PTTT3h7e+Pn50diYiJt2rTJOwbg0Ucf5cYbb6Rly5ZMnDiR9957j48//jivm1JERERERMTeNKejiIhIKdW2bVu2bt1KUlIS2dnZBAYG0rFjR9q1a5d3zM0338zBgweJjY3F2dkZf39/goKCqFev3iXP27FjR3Jzc4mOjqZRo0YlcSkiIiIiIlLBqNNRRESklPPz8yMwMJADBw6wceNG+vfvf9ExVapUwd/fnxUrVhATE8Ntt912yfNt3boVs9lM1apVi7NsERERERGpwNTpKCIi4iCpqalERUXl3T98+DBbt24lICCAkJAQFi5cSGBgICEhIezYsYOHH36YAQMGcPPNN+c9ZtasWTRp0oTAwEDWrl3Lww8/zOTJk/M6GNeuXcv69esJDw/Hx8eHtWvXMnnyZO68804qVapU4tcsIiIiIiIVg8kwDMPRRYiIiFREK1euJDw8/KLto0ePZvbs2Xz00Ue88847nDlzhurVqzNq1Cief/55XF1d8459+umnmT17NvHx8dSpU4eJEycyefJkTCYTAJs3b+b+++9n7969ZGVlUbduXe666y4effTRAqtei4iIiIiI2JNCRxEREREREREREbErzekoIiIiIiIiIiIidqXQUUREREREREREROxKoaOIiIiIiIiIiIjYlUJHERERERERERERsSuFjiIiIiIiIiIiImJXCh1FRERERERERETErhQ6ioiIiIiIiIiIiF0pdBQRERGRUsVkMrFkyRJHlyEiIiIi10Cho4iIiIgAMGbMGEwmExMnTrxo3wMPPIDJZGLMmDF2e76XXnqJVq1a2e18IiIiIlJ6KHQUERERkTy1atVi/vz5ZGRk5G3LzMxk7ty5hISEOLAyERERESlLFDqKiIiISJ42bdpQq1YtFi9enLdt8eLFhISE0Lp167xtWVlZPPTQQ1StWhV3d3e6dOlCZGRk3v6VK1diMpn4888/adeuHZ6ennTu3Jl9+/YBMHv2bF5++WW2bduGyWTCZDIxe/bsvMfHxsYycOBAPD09adCgAT/++GPxX7yIiIiI2I1CRxEREREpYNy4ccyaNSvv/syZMxk7dmyBY5588kkWLVrEl19+yebNmwkNDaVXr17Ex8cXOO65557jvffeY+PGjTg7OzNu3DgAhg0bxmOPPUazZs04deoUp06dYtiwYXmPe/nllxk6dCjbt2+nb9++jBw58qJzi4iIiEjppdBRRERERAq48847Wb16NUeOHOHIkSOsWbOGO++8M29/Wloan332Ge+88w59+vShadOmTJ8+HQ8PD2bMmFHgXK+//jrdunWjadOmPP300/zzzz9kZmbi4eGBt7c3zs7OBAUFERQUhIeHR97jxowZw4gRIwgNDeU///kPqampbNiwocS+ByIiIiJybZwdXYCIiIiIlC6BgYHccsstzJ49G8MwuOWWW6hSpUre/oMHD5KTk8P111+ft83FxYUOHTqwZ8+eAudq2bJl3tfVq1cHICYm5rLzQ+Z/nJeXF76+vsTExFzTdYmIiIhIyVHoKCIiIiIXGTduHJMmTQJgypQpV30eFxeXvK9NJhMAVqu1SI87/9greZyIiIiIlA4aXi0iIiIiF+nduzfZ2dnk5OTQq1evAvvq16+Pq6sra9asyduWk5NDZGQkTZs2veLncHV1xWKx2K1mERERESk91OkoIiIiIhdxcnLKGyrt5ORUYJ+Xlxf33XcfTzzxBAEBAYSEhPD222+Tnp7O+PHjr/g56tSpw+HDh9m6dSs1a9bEx8cHNzc3u16HiIiIiDiGQkcRERERKZSvr+8l97355ptYrVbuuusuUlJSaNeuHb/99huVKlW64vMPGjSIxYsXEx4eTmJiIrNmzWLMmDF2qFxEREREHM1kGIbh6CJERERERERERESk/NCcjiIiIiIiIiIiImJXCh1FRERERERERETErhQ6ioiIiIiIiIiIiF0pdBQRERERERERERG7UugoIiIiIiIiIiIidqXQUUREREREREREROxKoaOIiIiIiIiIiIjYlUJHERERERERERERsSuFjiIiIiIiIiIiImJXCh1FRERERERERETErhQ6ioiIiIiIiIiIiF0pdBQRERERERERERG7+n9cC90wQ4IpoAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_rmse_error = rmse(test_data['Monthly beer production'], test_data['LSTM_Predictions'])\n",
        "lstm_mse_error = lstm_rmse_error**2\n",
        "mean_value = df['Monthly beer production'].mean()\n",
        "\n",
        "print(f'MSE Error: {lstm_mse_error}\\nRMSE Error: {lstm_rmse_error}\\nMean: {mean_value}')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "AiAGYJb82f0s",
        "outputId": "4eb074c4-34b3-42c2-8b3f-b9ebaeece2e2"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MSE Error: 220.933234121636\n",
            "RMSE Error: 14.863822998193836\n",
            "Mean: 136.3953781512605\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Prophet Forecast"
      ],
      "metadata": {
        "id": "69KIMFaA3AqN"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from prophet import Prophet"
      ],
      "metadata": {
        "id": "ocbJ1mP7eIkc"
      },
      "execution_count": 28,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Preparing Data"
      ],
      "metadata": {
        "id": "XxpVw2jaeFB1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_pr = df.copy()\n",
        "df_pr = df.reset_index()\n",
        "df_pr.columns = ['ds','y']"
      ],
      "metadata": {
        "id": "vYxS203H3LLB"
      },
      "execution_count": 29,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_data_pr = df_pr.iloc[ : len(df)-12]\n",
        "test_data_pr = df_pr.iloc[len(df)-12 : ]"
      ],
      "metadata": {
        "id": "b_KRHAFM3LIK"
      },
      "execution_count": 30,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Creating Model"
      ],
      "metadata": {
        "id": "QacHVMg3e1sk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "m = Prophet()\n",
        "m.fit(train_data_pr)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ls_VRTRh3K_4",
        "outputId": "b02d2eb1-5575-42dc-8bfa-51cf06e13b2e"
      },
      "execution_count": 31,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "INFO:prophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
            "INFO:prophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
            "DEBUG:cmdstanpy:input tempfile: /tmp/tmp_lvad_f8/qd611rq3.json\n",
            "DEBUG:cmdstanpy:input tempfile: /tmp/tmp_lvad_f8/6ngoiqc3.json\n",
            "DEBUG:cmdstanpy:idx 0\n",
            "DEBUG:cmdstanpy:running CmdStan, num_threads: None\n",
            "DEBUG:cmdstanpy:CmdStan args: ['/usr/local/lib/python3.10/dist-packages/prophet/stan_model/prophet_model.bin', 'random', 'seed=6587', 'data', 'file=/tmp/tmp_lvad_f8/qd611rq3.json', 'init=/tmp/tmp_lvad_f8/6ngoiqc3.json', 'output', 'file=/tmp/tmp_lvad_f8/prophet_modelgicbj7ih/prophet_model-20240731153052.csv', 'method=optimize', 'algorithm=lbfgs', 'iter=10000']\n",
            "15:30:52 - cmdstanpy - INFO - Chain [1] start processing\n",
            "INFO:cmdstanpy:Chain [1] start processing\n",
            "15:30:52 - cmdstanpy - INFO - Chain [1] done processing\n",
            "INFO:cmdstanpy:Chain [1] done processing\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<prophet.forecaster.Prophet at 0x7c2fb92444f0>"
            ]
          },
          "metadata": {},
          "execution_count": 31
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### Prediction"
      ],
      "metadata": {
        "id": "MU2HK0O85eFl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "future = m.make_future_dataframe(periods=12, freq='MS')\n",
        "prophet_pred = m.predict(future)"
      ],
      "metadata": {
        "id": "Yj5CVhoWfZcS"
      },
      "execution_count": 32,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "prophet_pred.tail()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 313
        },
        "id": "FVcBD1CZ3K8O",
        "outputId": "ebfd1125-ff7b-4fcd-8ea8-5ee0fd275290"
      },
      "execution_count": 33,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            ds       trend  yhat_lower  yhat_upper  trend_lower  trend_upper  \\\n",
              "471 1995-04-01  151.144463  130.589129  155.450557   151.092806   151.206398   \n",
              "472 1995-05-01  151.080858  126.756562  151.644001   151.003014   151.164964   \n",
              "473 1995-06-01  151.015133  114.912565  138.047258   150.913519   151.134547   \n",
              "474 1995-07-01  150.951528  123.374640  147.600561   150.829521   151.104268   \n",
              "475 1995-08-01  150.885802  128.944547  153.760234   150.739236   151.068620   \n",
              "\n",
              "     additive_terms  additive_terms_lower  additive_terms_upper     yearly  \\\n",
              "471       -7.934808             -7.934808             -7.934808  -7.934808   \n",
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              "474    -15.750348    -15.750348                   0.0   \n",
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\"multiplicative_terms_lower\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.0,\n        \"min\": 0.0,\n        \"max\": 0.0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"multiplicative_terms_upper\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.0,\n        \"min\": 0.0,\n        \"max\": 0.0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"yhat\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6.489906161488509,\n        \"min\": 127.07733097081179,\n        \"max\": 143.2096553011076,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          139.67809987133623\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 33
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "prophet_pred = pd.DataFrame({\"Date\" : prophet_pred[-12:]['ds'], \"Pred\" : prophet_pred[-12:][\"yhat\"]})\n",
        "prophet_pred = prophet_pred.set_index(\"Date\")\n",
        "prophet_pred.index.freq = \"MS\"\n",
        "prophet_pred"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 457
        },
        "id": "levsQLQk4di6",
        "outputId": "c2d1f12b-eaef-4ae4-bb62-4f17703fbce9"
      },
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                  Pred\n",
              "Date                  \n",
              "1994-09-01  145.087539\n",
              "1994-10-01  166.081091\n",
              "1994-11-01  173.723925\n",
              "1994-12-01  185.973010\n",
              "1995-01-01  155.264621\n",
              "1995-02-01  146.816704\n",
              "1995-03-01  158.910830\n",
              "1995-04-01  143.209655\n",
              "1995-05-01  139.678100\n",
              "1995-06-01  127.077331\n",
              "1995-07-01  135.201180\n",
              "1995-08-01  141.659980"
            ],
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              "      <td>145.087539</td>\n",
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              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate: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",
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              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
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              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
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              "    </style>\n",
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              "\n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('prophet_pred');\n",
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              "\n",
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              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "prophet_pred",
              "summary": "{\n  \"name\": \"prophet_pred\",\n  \"rows\": 12,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"1994-09-01 00:00:00\",\n        \"max\": \"1995-08-01 00:00:00\",\n        \"num_unique_values\": 12,\n        \"samples\": [\n          \"1995-07-01 00:00:00\",\n          \"1995-06-01 00:00:00\",\n          \"1994-09-01 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Pred\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 17.041227034382757,\n        \"min\": 127.07733097081179,\n        \"max\": 185.9730099895664,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          135.2011800313316,\n          127.07733097081179,\n          145.08753855376122\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 34
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data[\"Prophet_Predictions\"] = prophet_pred['Pred'].values"
      ],
      "metadata": {
        "id": "Dy43QFWx4dgQ"
      },
      "execution_count": 35,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,5))\n",
        "sns.lineplot(x= test_data.index, y=test_data[\"Monthly beer production\"])\n",
        "sns.lineplot(x=test_data.index, y = test_data[\"Prophet_Predictions\"]);"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 465
        },
        "id": "ZzmSHbsa4ddH",
        "outputId": "efe4da2b-e07c-4cdb-dcdb-179ee0fb5fe9"
      },
      "execution_count": 36,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "prophet_rmse_error = rmse(test_data['Monthly beer production'], test_data[\"Prophet_Predictions\"])\n",
        "prophet_mse_error = prophet_rmse_error**2\n",
        "mean_value = df['Monthly beer production'].mean()\n",
        "\n",
        "print(f'MSE Error: {prophet_mse_error}\\nRMSE Error: {prophet_rmse_error}\\nMean: {mean_value}')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ABBufCwQ43Kr",
        "outputId": "0c01b917-837e-4d6d-95c3-3121cce01ee2"
      },
      "execution_count": 37,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MSE Error: 131.28461306982217\n",
            "RMSE Error: 11.457949776021108\n",
            "Mean: 136.3953781512605\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## All Models Performance"
      ],
      "metadata": {
        "id": "n6hJ-ytAgaPc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "models = [\"ARIMA\", \"LSTM\", \"Prophet\"]\n",
        "rmse_errors = [arima_rmse_error, lstm_rmse_error, prophet_rmse_error]\n",
        "mse_errors = [arima_mse_error, lstm_mse_error, prophet_mse_error]\n",
        "\n",
        "errors = pd.DataFrame({\"Models\" : models, \"RMSE\" : rmse_errors, \"MSE\" : mse_errors})"
      ],
      "metadata": {
        "id": "LhN14hZM43Al"
      },
      "execution_count": 38,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "errors"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "bYNEqOlOgfTJ",
        "outputId": "d4025e03-433e-4e30-ef4c-dc03205e2073"
      },
      "execution_count": 39,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    Models       RMSE         MSE\n",
              "0    ARIMA   8.025519   64.408956\n",
              "1     LSTM  14.863823  220.933234\n",
              "2  Prophet  11.457950  131.284613"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-36b42389-27cb-4346-a110-d34b067397cb\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Models</th>\n",
              "      <th>RMSE</th>\n",
              "      <th>MSE</th>\n",
              "    </tr>\n",
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              "  <tbody>\n",
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              "      <th>0</th>\n",
              "      <td>ARIMA</td>\n",
              "      <td>8.025519</td>\n",
              "      <td>64.408956</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>LSTM</td>\n",
              "      <td>14.863823</td>\n",
              "      <td>220.933234</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Prophet</td>\n",
              "      <td>11.457950</td>\n",
              "      <td>131.284613</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
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              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-36b42389-27cb-4346-a110-d34b067397cb')\"\n",
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              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-36b42389-27cb-4346-a110-d34b067397cb 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-36b42389-27cb-4346-a110-d34b067397cb');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-a260f9ca-c8f4-4f4d-8c88-2fd2e96d938d\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-a260f9ca-c8f4-4f4d-8c88-2fd2e96d938d')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-a260f9ca-c8f4-4f4d-8c88-2fd2e96d938d button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_48cc4602-2864-4b86-a718-2774f46068b1\">\n",
              "    <style>\n",
              "      .colab-df-generate {\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-generate: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-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate: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",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('errors')\"\n",
              "            title=\"Generate code using this dataframe.\"\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=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_48cc4602-2864-4b86-a718-2774f46068b1 button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('errors');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "errors",
              "summary": "{\n  \"name\": \"errors\",\n  \"rows\": 3,\n  \"fields\": [\n    {\n      \"column\": \"Models\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"ARIMA\",\n          \"LSTM\",\n          \"Prophet\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"RMSE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3.419160580873671,\n        \"min\": 8.025519026414937,\n        \"max\": 14.863822998193836,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          8.025519026414937,\n          14.863822998193836,\n          11.457949776021108\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"MSE\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 78.53776009651178,\n        \"min\": 64.40895564334816,\n        \"max\": 220.933234121636,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          64.40895564334816,\n          220.933234121636,\n          131.28461306982217\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 39
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data['ARIMA_Predictions'] = arima_pred"
      ],
      "metadata": {
        "id": "39QaAp7kgsSx"
      },
      "execution_count": 40,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12, 6))\n",
        "plt.plot_date(test_data.index, test_data[\"Monthly beer production\"], linestyle=\"-\", label='Beer production')\n",
        "plt.plot_date(test_data.index, test_data[\"ARIMA_Predictions\"], linestyle=\"-.\", label='ARIMA Predictions')\n",
        "plt.plot_date(test_data.index, test_data[\"LSTM_Predictions\"], linestyle=\"--\", label='LSTM Predictions')\n",
        "plt.plot_date(test_data.index, test_data[\"Prophet_Predictions\"], linestyle=\":\", label='Prophet Predictions')\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "47N4Tfcp41ih",
        "outputId": "cff0f1da-fea9-4608-b56f-02af07cfc384"
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "test_data"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 0
        },
        "id": "eEoh_ePN1QbZ",
        "outputId": "7dd8e753-21f4-485e-af8a-2b575e9c57f2"
      },
      "execution_count": 42,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "            Monthly beer production  LSTM_Predictions  Prophet_Predictions  \\\n",
              "Month                                                                        \n",
              "1994-09-01                    143.0        137.544891           145.087539   \n",
              "1994-10-01                    160.0        145.922571           166.081091   \n",
              "1994-11-01                    190.0        160.711006           173.723925   \n",
              "1994-12-01                    182.0        160.186643           185.973010   \n",
              "1995-01-01                    138.0        140.571616           155.264621   \n",
              "1995-02-01                    136.0        136.126474           146.816704   \n",
              "1995-03-01                    152.0        144.336542           158.910830   \n",
              "1995-04-01                    127.0        127.241554           143.209655   \n",
              "1995-05-01                    151.0        127.570093           139.678100   \n",
              "1995-06-01                    130.0        124.919599           127.077331   \n",
              "1995-07-01                    119.0        127.304241           135.201180   \n",
              "1995-08-01                    153.0        133.494839           141.659980   \n",
              "\n",
              "            ARIMA_Predictions  \n",
              "Month                          \n",
              "1994-09-01         134.458442  \n",
              "1994-10-01         157.224115  \n",
              "1994-11-01         181.382726  \n",
              "1994-12-01         183.886059  \n",
              "1995-01-01         144.589497  \n",
              "1995-02-01         137.186397  \n",
              "1995-03-01         151.482611  \n",
              "1995-04-01         133.447860  \n",
              "1995-05-01         138.078729  \n",
              "1995-06-01         120.790795  \n",
              "1995-07-01         128.196339  \n",
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            }
          },
          "metadata": {},
          "execution_count": 42
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "KyIOvEf3F_u3"
      },
      "execution_count": 42,
      "outputs": []
    }
  ]
}