marguslt/sa-gpx-speed.ipynb Secret

## sa-gpx-speed.ipynb
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      "cell_type": "markdown",
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        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/gist/marguslt/166fb2856bf1a16b279f4c89c14b0fbf/sa-gpx-speed.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "cell_type": "markdown",
      "source": [
        "Not exactly an apples vs apples comparison (different activities, different data ingestion flows), but there are clear distinctive patterns between SA/ST GPX exports for different watches.  \n",
        "\n",
        "Idea for a machine learning project - classify watches/watch generations/brands by recorded data."
      ],
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        "id": "lXUjk2f__5QR"
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        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: gpxpy in /usr/local/lib/python3.7/dist-packages (1.5.0)\n"
          ]
        }
      ],
      "source": [
        "%pip install gpxpy\n",
        "import gpxpy\n",
        "import urllib.request\n",
        "import pandas as pd\n",
        "import random\n"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def gpx2pandas(url):\n",
        "  with urllib.request.urlopen(url) as response:\n",
        "    gpx = gpxpy.parse(response.read())\n",
        "\n",
        "  # shift track by random distance to random direction\n",
        "  rnd_loc_delta = gpxpy.geo.LocationDelta(random.randint(5000,10000),random.randint(0,360))\n",
        "  gpx.move(rnd_loc_delta)\n",
        "\n",
        "  lst = []\n",
        "  for track in gpx.tracks:\n",
        "    for segment in track.segments:\n",
        "      for idx, point in enumerate(segment.points):\n",
        "        lst.append( { 'lat'                 : point.latitude, \n",
        "                      'lon'                 : point.longitude, \n",
        "                      'alt'                 : point.elevation, \n",
        "                      'time'                : point.time,\n",
        "                      # uses speed between prev. and next points, (speed_1 + speed_2) / 2.\n",
        "                      'seg_get_speed'       : segment.get_speed(idx),          \n",
        "                      # speed between previous and current point\n",
        "                      'speed_between_prev'  : point.speed_between(segment.points[idx-1]) if idx > 0 else 0,\n",
        "                      'dist_between'        : point.distance_2d(segment.points[idx-1])  if idx > 0 else 0,\n",
        "                      })\n",
        "  df = pd.DataFrame(lst)\n",
        "  # Pandas seems to dislike gpxpy's SimpleTZ(\"Z\")\n",
        "  df['time'] = df['time'].dt.tz_localize(None)\n",
        "  df['time_diff'] = df['time'].diff().astype('timedelta64[s]')\n",
        "  df = df.set_index('time')\n",
        "\n",
        "  # m/s -> km/h\n",
        "  df['seg_get_speed'] *= 3.6\n",
        "  df['speed_between_prev'] *= 3.6\n",
        "  df['speed_rolling_15_mean'] = df.seg_get_speed.rolling(15, center=True).mean()\n",
        "  return df\n"
      ],
      "metadata": {
        "id": "__KFtHz9nPyP"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### S9P\n",
        "seems to be biking"
      ],
      "metadata": {
        "id": "WYbgHEDe-Sa5"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "s9p_bike_df = gpx2pandas('https://raw.githubusercontent.com/wstryder/gpx2plot/main/sample_input.gpx')\n",
        "s9p_bike_df"
      ],
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              "                           lat        lon  ...  time_diff  speed_rolling_15_mean\n",
              "time                                       ...                                  \n",
              "2021-12-21 12:19:47  60.785783  24.822533  ...        NaN                    NaN\n",
              "2021-12-21 12:19:48  60.785821  24.822531  ...        1.0                    NaN\n",
              "2021-12-21 12:19:49  60.785840  24.822518  ...        1.0                    NaN\n",
              "2021-12-21 12:19:53  60.785903  24.822521  ...        4.0                    NaN\n",
              "2021-12-21 12:20:01  60.785916  24.822558  ...        8.0                    NaN\n",
              "...                        ...        ...  ...        ...                    ...\n",
              "2021-12-21 12:58:10  60.865846  24.861113  ...        1.0                    NaN\n",
              "2021-12-21 12:58:11  60.865821  24.861056  ...        1.0                    NaN\n",
              "2021-12-21 12:58:12  60.865808  24.861003  ...        1.0                    NaN\n",
              "2021-12-21 12:58:13  60.865801  24.860958  ...        1.0                    NaN\n",
              "2021-12-21 12:58:15  60.865795  24.860916  ...        2.0                    NaN\n",
              "\n",
              "[2283 rows x 8 columns]"
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      "source": [
        "s9p_bike_df.describe()"
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              "      <td>3.320938</td>\n",
              "      <td>1.010637</td>\n",
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              "      <th>min</th>\n",
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              "      <td>24.851117</td>\n",
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              "      <td>15.691648</td>\n",
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              "      <td>4.269881</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>16.358418</td>\n",
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              "      <th>50%</th>\n",
              "      <td>60.822883</td>\n",
              "      <td>24.853487</td>\n",
              "      <td>81.800000</td>\n",
              "      <td>17.668801</td>\n",
              "      <td>17.915552</td>\n",
              "      <td>4.974071</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>17.810319</td>\n",
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              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>60.845949</td>\n",
              "      <td>24.854943</td>\n",
              "      <td>86.000000</td>\n",
              "      <td>19.239482</td>\n",
              "      <td>19.433793</td>\n",
              "      <td>5.394663</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>18.726760</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>60.866960</td>\n",
              "      <td>24.863260</td>\n",
              "      <td>92.200000</td>\n",
              "      <td>27.196515</td>\n",
              "      <td>28.914935</td>\n",
              "      <td>26.471512</td>\n",
              "      <td>8.000000</td>\n",
              "      <td>23.237804</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-b5a3dd2d-eef9-4ca8-b4df-cb4e032af0e5')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-b5a3dd2d-eef9-4ca8-b4df-cb4e032af0e5 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-b5a3dd2d-eef9-4ca8-b4df-cb4e032af0e5');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "               lat          lon  ...    time_diff  speed_rolling_15_mean\n",
              "count  2283.000000  2283.000000  ...  2282.000000            2269.000000\n",
              "mean     60.824390    24.850756  ...     1.011394              17.429681\n",
              "std       0.024480     0.009173  ...     0.221295               2.084065\n",
              "min      60.785783    24.822385  ...     1.000000              11.108088\n",
              "25%      60.801782    24.851117  ...     1.000000              16.358418\n",
              "50%      60.822883    24.853487  ...     1.000000              17.810319\n",
              "75%      60.845949    24.854943  ...     1.000000              18.726760\n",
              "max      60.866960    24.863260  ...     8.000000              23.237804\n",
              "\n",
              "[8 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = s9p_bike_df[['speed_between_prev','seg_get_speed', 'speed_rolling_15_mean']].plot.hist(bins=50, figsize=(5, 5), subplots=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 320
        },
        "id": "tO_mtp-F2Rhd",
        "outputId": "2eb97284-8698-482a-c708-c4b5e99f6c4a"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 360x360 with 3 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = s9p_bike_df[['speed_between_prev','seg_get_speed', 'speed_rolling_15_mean']].plot.line(figsize=(15, 12), subplots=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 672
        },
        "id": "7J5iB_CMT_ru",
        "outputId": "57d24f6d-8745-40ef-9906-00b75a777521"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x864 with 3 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = s9p_bike_df[['speed_between_prev','seg_get_speed', 'speed_rolling_15_mean']].plot.line(figsize=(15, 12), linestyle='',marker='.', alpha=0.5, subplots=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 672
        },
        "id": "9I22MCtKaJ-0",
        "outputId": "360ccc0c-c536-4eeb-a71b-8eee9992531d"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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vp8+M0tkcKpMFJwaTS6bgVKZIBXyCly9POVG8xfZ6u3+voFvNEZbiuLzOtfTiS9YC15OetdZSMFeaeiJnbwP+HXBSCHFs+rXPAB8SQuzGSmu8Avw/S7JCyapDbmyLQ7X5JdWE2HIpMxKJZOmoJj/ds4/OjaQB8CtKWafGXb1RzgynlkTBcdd+2MNw7TU+cFvnDKMQWJDi6PV7i31c1c71jeTFr1TwryeF/3rmetOzZG3Z3KinW+PzgPD4k5xptkK4lfruaHjZU9tupI1tqRhKqFXnl9QSYg/c1glY132xlZnF2rRvtM3/RjteycKoJj/t5/7pM1bFgD2ItrJTY1dLeMnuN3sdL1+eKlsjMCOqNh/FsfJZcadkLcVxVTvXN4oX3ysVfqnSYiULo/LZ8Iqkv2t715q+XmslBXM1MKdujZKVZyih8vknT3FqyFLqAz6FOza00BIJzlnQzlepvFE2tqVktvkllULMy4u2mF6ouXjpat0315u3rxr2OaiMMFyvxytZPGrJz55YhHdt7yqLjtkd3Oxo1XIoOF7dInf3xZznfj4Outlkw1Icl9Wu3ODYQILmsL8sVXMh8nMlHTJz+e3K67SUabGS+eP1bAR8gnhOYzIT5+qU5SA5M5yqusfICOn1hTTO1gCv9cc5MZhkV2+U4WSek0NJ8sUSumESCfhoDAXQS8acBO1ClGgZnq6fagKytzVSc35JJV7K0D2b25atGYD7eGrdN2vN2zefDcx9DuI5jZBfOFGOlVZ25Ia8+vGSn5XX7cC+Pkfmw+LXe81njfbrNnN10K1UxoWV9mOSL5b4+vOXCfkV5zzes7mNoYTqGGy1lF67a+ZKOGTm6wyqNLKXIi1Wypz5Y5+7iUzBeTaOD8T57z8+z1S2SMgvGE3pbGpvrLnHyAjp9Yc0zlY5r/XH+Y/fPkbJMPEpgt+4qxe/IkBAyTRRFEG2oNESCZZ5BefqUavX81mZknK9s5CNp5Yh0xOrPb+kkqWOVtb7/bPdN151M7W8fSvJfB0U7nOQK6Yo6CaD8RxF3WAiU2AosTIG2mv98bKZOavxnEss3PKzmmKVUos8e36c/VvXoZcMopEAF8czHBtILMt1rSXj5+OgW4mMi8G4StCvsLuvlWMDcbS8yS19sbK6uVoywL42KbXIuZE0W9c3O/W+S+WQ8YqAzNcZ5HWdulrCzr6zGGutPH9A3fvajYz73CVzGvFckbPDKa5M5ogEFPK6wft2dgPM2GNe64+XlbMcG0gwksxzS2cjSVWrGiG9Xgzp6+U4aiGNs1XOicEkJcOkrTHIUEIloWrs2djKeLqAZhjsv30dmzubnBqk+XrUZtsob5R0NTcLPebZDJm5GLhLHa2s9/tnu2+q1c2sdETJi/l68t3noCUS5MC+PoaTeQ6dHOaZs6M8e3582Z+PoYTK44cvcGEsTXM4wMY2VuU5l8zEK/VsNKlyZTJHUS+R10pEAj6OXI0DcOjk8KpQeufqoFuJjIuyZzUcKGuuUk96pv33xmCAkmHSGAoA2pI5ZLz2nGrOoHoNXK/r9Oz5cfSSsWBZVXn+jg0k+MHJYc9aakk59rmLRgK8eGmSom6iajqGael7A1MqJ68l2dkbK9tj/un4NcdRYO8/Pzg5zJXJLFcms+zcEPWMkF4vOtz1chyzIY2zVc6u3iimafLGaAYEXJ7I8v+981bnQb00kaU/rnp205qrR60WK5GSstLekYUe82J7ipc6Wml/92BcZTSV92w0U89941U3s9BjX4p7Yb7Xx+scaJenCPmVFavlGIyrhPyC5nCAdF6joIdXZS3oSj/Tq5HK+7AnGub10TRJVSPoUwj5Fe7si6EbpuMZXwuGt9e1Xo6Mi8rfdT+rMLPDZC0ZYF+blFrE58pSWSqHjNee4+UMsmUzwMuXp2YMKp/rb8x33ZX3LlCzllryJnZN2cWxDLliiZZwgIagwkgqz8CUilAgEvRxYF8feza2OnuMWjRJqxrxnAZYDvygX2H/1nWcHkpyW1czXS3hGXvUoZPDZdG1YwOJFZPFC9kHbpSGdNI4W+Xs2djK//vArXz76ABbu5rRDROtZNLRFCpTBsF7k6n2EMz14VjOlBS7G+Whk8Nl9QHL/QAu9JjXWm2eVwqPV3pcPQrWYh77UnrK7O6Xc41EVJ6DlW6S09saoSUSZGMbFPQwH33w1lV3v1VLgVorz8dSUfmsDMZVbu9qdiJnQgju39LBtYRKUtVWbRMm954Cy18nZ6/B63cr5Zf739XklH08tjFUaQAthUPGS45UW2O98rqe35gvXsavFcWpr5b6RmUoofKtVwYwDIOhZB6/T2EiW6A1EmDLumYM02Tnhqij74F13Yq6wdH+OHFV58RAgvamEI/s6eXMsMJwUmUsXeDscJKvPqM6NZX277mja7d2Nq2YfrXQ/Xyl99rlQhpna4B3bl3HiWtJ52YO+ASnh1IMJ/PkijotkeCMblqVueruh2A+D8dyGRr22kam03r2b123Yp7ixTjmtVSb55XCM9dGM24W69iXwlNW+QzYHfHm+h1upWS+ht5isBocAbM5fLxSoOz0qus5PaUeKp+VrmiESNBHQTf56IO3smdj65K20F8olc/TXDM5Fov5yAovOVXPHrkUSmK159hrjfOV14stKyrXNpda6hsV+9p1NIUJB7LcsSHKZKbA227t5P4tHWUlKvZ91ROL8J6d3fRP5Qj7rSjl+miEaENw1lICu/Zy/9Z1XBzPcGdfjKuTWZajcVetEQHzkQ2rYa9bDqRxtgZw34wBn+Cvnr/sGGsb2xv5yNtvKRPiNl7KUGVnoLk8HMthaNhrvqWziSuTOS6OZ1kfXZwUrfmE0teScbVQqqXwLIVnai7XYimUoIVuEG7lragbmOB4Iedj6C0GK3mvzkeZBW6I9JS5YGcN7NwQpa0xWKbcznZ9l2tOYaVT4thAggtjGVJq0VEMYeZctHqbVS2ExZIV9ciHpVIS632OFyKvl1JW3Eh75nypvHamabKpo4nfuLuXnlj1WYa7+2JsbGsgoVopjZ3Nb84/rFVKYP9eUtVYH404kfilbtzltS9UPqPLJRvWGtI4WyIWu7bCFngvX556M6c74CPoU5ywdyXuh6CoG04Y21YmZ9vAVqI+xC1Edm2I8p6d3YvifbtRikgXQqUTYKmGm8/1WiyFErRQJc6tvB0biAOirAvcjXZvzUeZBasxwfWenuJmthmBlYPp6zX0F5oyWm+rdncqXVLVUQQMTF97RVhN6yszOZaz9fxiyYp65cNKGiLLJa8li89s167afdUTq97luda97/W3rpbwkjfuqlZDaWeZzLWRHZTLIHdmwfWGNM6WgPkYAvUaQr2t9c/Hcj+QE5kCz5wddcLY27qj3LquqarhU+8xLIW3dim8kQuJlCy2kbpURu9ifO9yRkcXmnq0EBaqxM3WBe5GY77K7Mf3b3EUjdFU/rpOValnRuBcmim4n/dqKaP1KDBzadU+GFdJqUX6p1TG01bToJawH78iaG0M8pabO3jX9i7nvV5rW2rnxWLIirWSOjWXY5XNeFYX871Pa31uLn+bLdq2GHhFyRaa/uyWQem8xuOHL/ClX73jurunpXG2BMx1M5qLMVfLc1Lt/T0xq87s2fPjZWHsawm1qme2nmNYrGiU1/fYhayLxWzKY+Wg0dnq9uaL7R1P5TVawgH+k6vNcGW60Fw8orXW6bUpr+RGvVoKet2b1VzPh1cU6EZWfBaizNpGxFyaGqxFKmcRVcrUao63as+vO6329vXNZTXIQFk7fi8FxmsA7myt2ntbIxR0k3ReI9YQJJ4tMpYuIITAMJkxNLuoG9x7czsF3Vjx592m3mf9ekrPk5kjEi+W2gnRE4twYF8fJwaT7OqNMpzMl8nAqWyReE4jV0zVnZJry6B4toAiBFOZwrLNflxOpHG2BNhddY4NxGkJB2a94eZqzM1n07AfwnrD2PXkBS+WR3Q5PKu1hFC1rle2UHHXUix0bccGEpy4lqQh4OPKZM4xsu3ulCXDIKnqNAR9BHzCWY9fUWqmeFarL6xMKXK3gF6pTpirzSs9X8XFyxN5I1OPXKpWHF6tqYFdgwVru7lAZbe0nRuiM/aFSsdbdzRctWutfd6ikQA/Oj3CK1fi+BScGmSgrB2/aZplrbOBsvTEhqAPmNmq3b4G7mv20QdvdYadJ5tC5Io6PbEIpml1lrON0K6WECeuJUnldVrCfvZsbKWtMbis572SoYTK5548xVBCJRL08bn3bb8uU6IqqdfZulpksmT5WEonxGv9cR4/fAHDMPjR6REnDdruGPnipUlCfkFBNzmwr6/uffdD+/r4gyeTpPNF4qrGd18dXNP7gxfSOFsirCowQWU1mJcAXK5IwlzC2JU50V55wYu17uU8/lqGjVtBTKlFRwGxI41L0RxjKlt0ulNeGMvQEPSTVIsIIbh7Yyslw0QI4Sg51ebpVKsvdKcpnR9N8fjhC5QMY1V0wlwtgnS5065uVGoVh3s1NfCqwVqrA23tbmn3bm7j9ZE0b7m53fM43JkOtbrW2uft4ngG3TBpDvkJ+JSyGmR3O/6CSybY6UTuyNqmjiYeuat3hoLjdc32bGzlS796h+feEPAJxwg9N5IioAhu6WxkOKly+NwYrQ2BFRnSbnP43BgvXJpA100MTL70/TM8/m/vAq7vyHc9mSP1OqikESeph6GEyuOHL3BuOEmuaOBTeFP2pPKujpFNDMZzVXsneBFtCLK5o4GRZAEwGU9ff9EzaZwtAYNxlZBfmdEgoNYMlsWOJFQToHP5LXttL1+ecry0F8czzkPg9V3z7Yi4kpEULwWxoJuOUQM4tRQLXdvuvhg7N0RJ53Waw37aGoNOd8pzI2lSqpUulCvoTGat9UxmCgBV06Eq5/G46wvdaUr2MXVHF78Tpnsday3Nb7WkWV7veBnB92xuq1oYX9b8iLU30Nb9PAR8guFknv7JLD6fwouXJnlw67qqxzJb11pbZh4bSPCdo4NcGM+gahqxxiABn6CrJVzWjn//1nW82h93zv1Utjhj0HVHU2jGeqo5LtzOFXdnOdsItQfi+hSruZMte1bKAWJfiysTWQwDFCEwTVC10oJHOqwFY2W2PbZeB5VMj1x+1sL95YWlBwuCfh8JVaMtNJ1unSqUdYycz77b2xphXbMldxKqRskwOXRyuMy5tFbPm400zpaAaspeLQE4mspzdjhFwCfKbi53istwMs9UtjijxXLl+04PpTh0cphoxD/vIcKVx1PUDZ45NwZQ9hBU1u3MV3DPN5KyWE0wKhVE2yM8GLdSfRZrBkhPLMJnHt5WZsQ8e36cpKqxsydKPFekZJo0hf388p09bO9pcdIQ3QNoq3VXO7CvD8Cp8XCnKdnvtTth3ntz+6KlGdVqLb8aN/DKGsPKVC7Jwql8NqvJxWrP/lyaH602vJ6HkmGgGSZvu7UN3TBrGij2uRpOqmyIRfil7V28s8KYs8/b7r4Yh8+NOTL/W68M8PH9W2bURJ64lnTOfVtjcMaga6/U9bk6Luz3J1WNTR1NM2TPcjtA7L3RjhqOJvNEAgpqsUTQtddW7stgpZpX7reV9/RSD1ZfLgWz3us8n3r6taggr9S6vcZUrGQJwkLobY3QEgmyqb2Bgm6wpauZppC/rDyj2siA2braHhtIcO/N7TSGfJwYTDoDu2cLhKwlpHFWJ3N5WHti5UWQs210r/XH+Y/fPkbJMPEpgj/5wG66WsJOSo9eMjBME9OEZF6jKehnV2+ML/7qHQD80aGzvNofp6Ab+IRAKxlkijrt0xvwQr2UPTFr+GEqr1eN3sDyp4fZ+cwhv5i1Jms2vBTEpRr6WvlbbsPwfxy+wKmhJH5F8PNLk7xz6zr2bGwtGzAO8F8OnSWd1ymWDGIRf1naYmtDAAHs39Y143zYxxTwCb7+/GXG0wX+ThE8+tZNRBuCNZuGeG0ctvICbyo4i9lafik2yWo1hvMR4K/1x53nvKslXFYfBVYa1VS2yP1bOspqW+YyS6qeNc2nNmuh9VyzbaBem+NcI+Tv2dnNvTe3A6x4vdJccMtC+3nY0RNlJFVgJFXwjFhXXo8D+/p4/PAFohE/J64leefWdZHaKxgAACAASURBVGX3m30/9cQi3NbVzGuuyJgdlfSSM26nkB1Z+9C+Ps/U9dmuWeV1PrCvr+ow9qWSp9Ui9qOpPI8fvkC2oDGSKnDv5jYGEiqbOhrRSybvuWM9v3ZXr3Mu7H05mSvy3398nkvjGdIFndZIgN0bW/mt+zbPOEdetb6LNVh9MRXMat811y7JXjpMNTngrjcqlkzeu7N7hoOhco2rIfNiMRudVTM8vOSul0MnndectObhpMoTRwe5dV1TmbPexnYiwMxmYtVeq3T+V65pIXg5vb0yuerdO+y/VerFPiF48fJUWR3v9VCqII2zOpjrwzqUUB0hfmY4RVdLuOZG99wbE+QKJbpjYaayRU4MJtnWbTopPTnTJJHTwQRNN8lS4vRQisPnxigZJgPxHKm8RlE3LANPgFaywsclAwI+Uba2+Qi93X0xJ8JTzbO2nOlhdj7zhbE04YCPXEGvWZM1HyoFx3w2j1oC2v16TyzCoZPDjGcKNE3Xj4ynCzx9ZtSJ2tmfP3RymJPTTUVSeQ3R3liWtmgLJK80Jft7/v7Fq7x4aZKCXkIrmfzBWIa7b4o5RgowQ+my7+mibpArljg3kiKharRGAty+voVI0Mf50RRayaQhOPf7oB6v9GJc19maUNSL26limiY3tTcyMO11v7WzibxW4thgAtOEfzwywJ99aA97NrbOelzzkTdzrc1aaD3XbGus1pmw3gi5+/uTOY2cViIa8a9ovdJccMtCe9RCtdmNtrJmpyeCdT0e3tlNyC9oDFo1sIfPjfH15y+VOfFsA60e2VvNKWSnI1ZTZmpdM/fn3M4hv2/mMPb5ZkfUolrEvqgbTGSLXIvnCAd8lEoGr0/XDt+1sZXhpEpTOOCsy61E2vtKtlBCEeBTFNJ5nRODSc+ZTe7zDnMbrF5rP14sBXMoofL0mdEZja3gzaYw9riF2bokV+ow9nd4GX12vVEmX0IzDC6OZ/j5pUlPObOUmRdz1XkW47zXMoaryV0vh46d1nx6KMVQIsfJwSQmlDnrTcNEEcKKhk/vwyXDKGsmZkfu3a/liiUujGfKjByfT1nU2t75PPO1zv9gXGUsnbeaOphgGLBnU4xsQefhnd3zjvivRqRxVgdzfVjnstENJVRODCTIFHXOj2Zobww6Xng7pSevGxRKBiXDQDcgJABMJ41lYCpHrlACwDABBXyKwCesdJLTQylHKazWxn02KjcwW7hXekEWUjvmFqKjqfwMD3HlOQ75Bc3hAOPpPEKImlG9heKOttjDV32KqHkeawlor1SYH5wcZiJTIKFqNIf8ZAo6L16a4MxwquoG5fcpPLyzm9u6mutOHRpKqPzzyWEyeX1a0YOCZqU22UbKRKZQply7FZNjA3ESOQ2/IvALgU9R0A2Tt9zczuFzY0QjfvyK4hm5m+381vJKL9Z1ddcYmqbJwFSWdc1zr71zO1WGEirDqbxTHzWUVEmqGgrWNcrkdQ6dHHZqAlNq0Wk8U3lc85E39oYV8Imy2qxqDoXBeO2ZWl7e3dnmarmf3a8/f4n+yRwXx9Ls3tg653Nrf380EuD5CxNgQkdziI1trAkvqJcSW81JYzf+ODeSdhp7pPM6U1krsmsbY72xBkqGSXc0wsBUln86PjSr42+2NbrfNx9lxq0ErURdmadC2xfj2EAcwzBpDgdI5zU2tjfy8M5uXrw0yfD0uQbKZGtPzKpzDPkFsYYg6XyOkmkptc1hP7t6ozOaaXld53oHq8/m4JivgumOrgJO9OrqlJUebDfcGYzPb16U+76x69Er5cBEpuDUGxVKRfyKQnPIX7Vu1P28H70aJxzw8Zab22fIlsUykmqxGIq9+3jcdfq15G6lQ0fVSlwct7oa3tkX42cXxkmpOilVI53XCfgUDMMy0hTFqqG8MpmloylEe2OQXMHa01N5DRB0NoWcBmMXxtPkiiUCigKmIJHTCQd8hANihlN4samVkVN5HirPf8AnGEqoTGU1DExaI0FM02R9NFLmDFqoLroakMZZHcw3777W+90zZqINAd67s5vXR9K8f2+fY4z8p4e3cfjcGC9emuTyRIaWcIAzQylijQHaG0NEp9PZhpN5dCNLU9BPsWTQFPYzlSmSKejEs0X+4tmL7Ohp4fRQileuxGkK+bhi5Obc3cZ+71zmadVLpaf89dE0YtoAcnuI3ee4JRJkYxtEIwEagr6aUb2FYm9kF8ayjCXzFEoGva2RmuexmpLt9TpA0K/w0I71nB5KclN7I+m85tnCf3dfjF0boo6R7W4sUE/q0GBcJRrx0x0Lc20qh26AKBmcGEiwe2NrWcc1u+23WzFpCQfwK4o1H8k0HeWlrTFIa0OgZuSu1vmdzSu9WNfVFtzHBhJoJav9d/19oiwqnSrRiJ/uljAD08dhmCZ6ySRbLIFZwq/AU8eGGIznSKs658cy+BUIBXxlkW2Yu7xxb1gI2NTR6KQbVfNGH9jXV7Wey8u7W5nSdWBfn2d30KJucC2p8vpwGkVYx1WtM6H9W173q30OLo5n8CuChqCfdF6joC9eA5ulptL4qSUjbuls4sJYhkyhRChgOs/T1vXNNIYCZAsa0YYAWsnkyoSVbvdaf5w/OnTWcQ4tJDI1X2Wm0mm33HVlXhFK+9/NYWhrDFDQw84Q7ge3rqs5Tibgs9p690TDdDSFeNst7WzubKpZI1MrIjlXJ679upfhV881qYzmr2sJM54u0BwOcFNbw4zGVvbMuuZwgJBfzNmgdp//SjngUxQ2tTeQK5ZQFIFmmDPkjH1sva1v1rXrJQNFCM6PpvAryoJqrubj4JvLea8lv7zq9Htbq9fRVj5Lf/X8ZdL5PD5FYdv6Zt4YTTMYjzOlFjFKhuOQBxDCIJ4r0mIGyBV1rk5myRR1TgwknGhatqhhmiavXo2XRdwaQ34KJYNiySBV0MgVS7M6hefLUEJ1SjKaw37PVOFa518rmdyxIYpAMJktcP+WTprDgbLyIZuliNQvJ7MaZ0KIPuB/AV1YwcS/NE3zq0KINuAgsAm4AnzANM340i115eiJedeQ1Xp/vXn6bqVpa3cLD25dV/bely5N8lp/nIRqeVv8PkFbQ5DWhiA+xRKKHY0hfIrArwjWNYd59L7N/MPL/Rw+O0ZvW4SpbJHn3pjg2dfHSKhFsgVBNBJgKlt0CsChvjS9asJuoSlo7jSoC2MZirrBpg6rBfOJwaRn9Mxd22B/x1S26Hj8F/PB7G2NkFR1riXU6Xk+BqpWclJZqn3GS8mu9nplIX01RacnZs1D8rpe9Qgk27C9qa2BeFZDEdAY9NEU8fOWm9vRSuaMtt9dLWEeuK3TqTGzc9QvjWcwTLh/SwddLeEyr7FXg4HZlPFaXunFvJ49sYhjnM014mqnCQX8osypsqOnhefemCCtagwmcnRHIzxzbpSJdJFIwEcir5HIaVyayKLpBkpAoas5NKOFsNdxe9Ua2dgbVr5oMJDIsqm9ESh/Vl+8NEFeN7h7YytJVWM4mXfquSobDNne3YBi1a8OxnP80/GhsrQorWQ6Bu6FsQxnh5P0tjZxbCCOWrSeC9M0URRRVitWGcmrJjPcBrQ9/89OvVrLG24l9n2fVDXu2thaVl/XHQ3TErG6ufoVhXMjaW7vauLqZG66HkXn5StTHD43xoffctOC1zJfZcb9uaWqK6v12+69GSirAfUypKqNk7HLEay5SwqP/eKtznd4HWutNdVz7JUyL+ATVbs518NQQuUfXu4nreqsawkxlFAJBzQnetjVEi4zzHpi5TPr5jMqxv2cvno1zslrSXb0tJBUNfZv66KjKUQyV+TsSJr2xqBTc+ZVj/aWm9uduvbhpMpbbu6gsznkdB6eTzR2vg6+es77bDrPlq5mxtIF53wMxq060MpZhu4sJHcEVzcMMoUS6Xyef3hlgA/t6yMS9PHGaJpYQ5BjAwk6moIEfQqbO6129D2xCENxlWLJYFt3C7mizju3rnNk8B09Ub577Bohv+UUDPgUdvZGGUvlEQjOj6VoCPjojkYWJQupct86NpBwSjKuTJZ47o2JWbvBuultjThpxn5F4YWLk0Qj/rLyoeuFeiJnOvB7pmm+KoRoBo4KIZ4G/j3wjGma/1UI8fvA7wOfXrqlrhzuxhP13gS1Hu5KA8cWYpUbmq0kWZEKwWS2SNjvo1gyCfoFD+/sBiyvzDp/iIJu8uh9mx3l7ZUrU0xNt2P3CRhJ5Qn4BMWSSWtDkBcvTfKzC+OMpQsIEzpbQrM2RqhWEPz0mVHGUnnam0KeqVq1GEqUD2jtjUUI+q1OZT5FOJuu+/3uXPnuaJiuljA/ODk8I5fbPo8LVRZ6YhEe3tnNpfEsPmEykbWM5du7W2bUVrg/42VcVHu98rVais5ieMltD/JQMs+1uErRMHnx0iQ7eloo6oZzLn8yHb1156zbXSDt4vdrCbWsQ5zXbDyYXRmfzSu9WFTec15Dgat9rrKZyNbuFnb0tJTV5NktxDfEGihoBtmCjl4yOTOcIuhTKJlWTenVKXVG5KzyuJ8+PcLnnzqNwCQU8M2IJPe2RvArCufHkiRUjR+eGmYklee37tuM36dwfjTFUELFNOGZc2Pc2tlU0xvd2xohoCgMp/KUDJPxjGVcjqSsgnG3Evfs+XHnXABOVDWtamiGyc4NUef5cMvRlkiQB27rrOnVts+BuxnO9bT5wuw1PJXjMW7pa0XVSrwxZhnYpmmlt9dqy7+cLKW32sux467vPnJlynF02l5/rxqqarLG3pdtB8RwMu/p1V8sKtexkDRuO9r98pUppnJF4rkiAZ8gWyixYXov8XJsuGfWLeT5+sHJYV6ddiJfi+fYPd3ECuA7rw46e8Q7t66rWo92R0+U5rCfpKo5HZKh/jRRL5bSwTebozqlFhlL52lLBspkpv2M1DLuelsjZVFNwzD4h2nHQULVCPkVtNL0vhLwcf+tHfz5Ty8ylS2ilQwEgkxBxzRN/vX1MaKRgFMrni+WnFrxrd0tfOiejfzV85d5tT/OVE4jbmr8y+mReaWju/FqdOdGLxnT2RCG5/Wt5sgVQF7TuTyexe8TtDaunXT3uTCrcWaa5jAwPP3vtBDiLLAB+BXgHdNv+1vgX7kOjTN344nmcGBON8FsUYLzoynHuPCKDLlD4HndoCnkd7xgBT3sKC0hv0LlIL89G1v5kw/sdrwWw8k8fp9CV3OYdEHn3pvbuZaw5udcmchiAr3ZCFu7a3d3rBR2dkesXEHjxDXL6xIJ+pxUq3qjce7ZOPfe3M6/f+smhpJ5eqJhtJLJUKK8KNROMUypGl/+0et8+C03zcjlPjaQ4Acnh+dVY+fFg1vX8a/nxjg+mKAx5KOlIcBv3bfZ8zvdx15NQZjN4FpKRcftQVa1EklV4x23daIbVpqfuzvnxfEM6bzp5KzbDTS8CuTtDnGVtQi2d7AeZXw5cN9zF8czZcXEs33OVuDgzfl31RwuAZ/gv/3odS6NZWhv8hFrCKCXTKayBYL+IJs7GmsO3xxKqHzt2Ysk1SKNQT9QmhFJ7olZ3VT7p3JEAj6nZsmObtlGeHc0wsXxjGv4Z/Xr8MjdvaQLOgLon8qyobWBWEOgLC3KvsaV5wLwrFerlKNQX51T5X2xVttzV8N9fJXPjVYyuWdzG0MJ1VFSm0MBBFZU045QLrZispjneDG+q9IhZ6cpVqs5m8248ZI1lY5HmFtzj/lQuY75pnHbjty2hiCYJrliib2b2ggHlFlndC5U7rqdyJGAj8aQ35Gn1fYBr3o03TB5eGf3DEf1Qo2rpdpXqkXlqu0RlWuoZYxXRjUr5652RyOEAz46msJkixp53bBSoIMBBuJZQNDX2sBAPDvdJfHN58MunXjbrZ38xt290/tH3tk/gLJrOFfs5/3p0yPkCiXam4JMZAocOjnMTe2NdDQFKRkmSkHwxmiayWyRm9oaefeO9WVOFy/D1d63+1obGZjKEfT71ly6e73MqeZMCLEJ2AO8BHRNG24AI1hpj16f+QjwEYCNGzfOd50rhmX8iDKjaC4e9mpRArtNcshvRRi8onE9sYgTAp/KFp3oRWV6TzWBvmdjq6PEdSVUZ/ixXxFs6mjk9HCKyUyBkmEph0PJPN2xyIzj8+osWKlwGSYYhoFP8WOYJqeHUnV7HW0hN5xUGUsXODuc5FpCLesQ6PYiB3yC0VSBgXiOgCLon8wylS3OyOWeyhY5MR1CvzCW4Ymjg44wmg89sQh7NsZ4tT9OSyTARKbIcDLPnjlc+9WkWNqGtp06phumcw/1tkac7px2LUe2qDlDulsiQc8CeZtaqZuroYOSO52sspi4ns95zb9zH5s7TfBTD91eFjH6xa3rHC/obKlEg3GVlrCfoM9HtqgTnT7vlezui7GxrYET15JoRsmpZXAb4fax1jP8c3dfjGc7GkmpRUbTPueau4+31rnwUkQq5ejuvhjd0TDPvTFBe51t8q+H+TW1qPbcuJ1iE5kCmYLGqaEUWsng/GiGZK7o+X2zNXaBmZkF8znH1aJateY01dvJ1l6jV/OKajVnixFlgYVFbebKQqI8bkeu36cQa/ARDih1z+hcSBv7yjqqvrYGR55Wu5/t+VeV9WheDaSW02k3F6pdr1py0c1sKZfuqGbl3NV/c2ePoxu592K9ZLCuOTzdzNB0/l3ZNXZTR1OZLuTeP6D8Gs7lOXU7UY4NJEiqRSayRfzC5ODL/fh9CkG/QkskQEvYz4WxDMOpAufHMhwfTNDRHKKrJezZXbQn9mazkJRaJBTwcVNbA4qiXHfp7gDCNOsrhRdCNAHPAn9omuZ3hRAJ0zRjrr/HTdOcGf5xsXfvXvPIkSMLWvByY99so0mViUzRmY0y243w8uUpDr7S73hFPrhvY1kExf3386Mp3nJzB7t6o47x4TUTYi4PSbVjcW+WduONa9MpT4qAA/v6+MNHds04/kqPpX0Mf/2zS/RPqYwkVbLFEr2xCJph8ut39XJ2OOkUs/9fb7u5Zpve1/rj/NPxIS5PZNnVa3k+d/XGODGYcM5RQTcxDIOJTBG1qHMtkSfgU4hG/HzmvdudYaxXJ626m0SuyP968Sp+AZM5ja3rm7l9fcu8FbrX+uN87slTXBzPEPT7aA75+Mx7tzvppV7X1r72va2RGYpKPYOP67m29bynch6Xl1Ct9RrMnJNSqehV/vZs37nSwnS+a5nPczhbh6pav2XLn1Re53ceuIV37Vhf9b3V5pbN5/ft91STR7Mdc+W67NqxpKrz3p3dbO9p4a+ev1yznX/l988mV9cac3lG7PM4lS3yzyeHuTSWJlss0Rjys6MnWtZpr1p7/l+5s8dxDNgttisNJ1uuNwYDTGTyvHNrlxMR9VLgwZq7OJ4uoCiCTz10O10tYf7LobNcHM8wkSnw4O3rSOU1J4pgZ1zYDoqP79/CaCrPc29McGIw4TTmsPeboYTKZ5885Yq8Rpw9ZSGGxXyuz2rF/fx3T2ec1FOzuhht7Ocie9yvBXxi0edrrQbmIt/rvb9mk+HVnoNq//aS5V6OHHcDD1s+V3Pg2PJZIHj5yiTtjUEujWdBCNJ5DSEg7FcI+X2AIF3QME2r5h0T7r+9AxCeJRTVZrbV2p9WO0KIo6Zp7vX6W12RMyFEAPgO8PemaX53+uVRIUS3aZrDQohuYGxxlru6sKNcX/7R6yRyRb59dJCzI+lZ50DM5hVxpzaeG0mjFkv8zQuXuamtgatTOc/BuNU8SPV6lnpiloGQzuus62wkV9SJBH34sAoLTeDps2P8Rn/cEeBuj2U8W+CL3z/D5963nT3T+cjujonu9vLb1jfzv18bdPKNvepqbOy6gZRa5Mpk1vH4uSMzBd0kV9A4N5JB1XQA1jWHKOgGG9sb2d0XYzSV59DJYfons84sEMMwGVc1FMXKv59rPZx7jf/tR68zksxPN1/B+d1K3Ne+qBucH03zF89eZCJTYDJT4Jd2rGc4qZbNBPLaBCsFoDty6BZU7o3VaxD3a/1xPvYPr1HUDRQFdvREiUbKf9frHqp8ba73Xj3faR/nSihA8/XIzuc59DqX9T6z9XrTF/v3F+M97ntYAG+7tZMXL03yan+cZ86NkS3UbudfqQDMJlfXEpVKsfvZ9XpG3B00e2MROpvD+LIFWhtDTqc9t4GjlQzODKUI+hUiAR/j6QJfe/YiI0mVoN9Ha4NVC+NOAwQ4P5rm1LUURd2qTRlPF3ju/DgmoBsGAUUhHPQ5Xfm6WsIcuTKFqpUo6Aafe/IU77ljPa/1x0mpGjnN4OmzozQG/ajFEj86PUI6rzGWKhCNBOiJlfjrn13mh6dGyBV1MgWddc1hhKCsvXu15hX1yKn5slqjNl5UW6tX7Y/bQLPT67za2Nv3xGzyZyH7QGXmyVKw3HvMXOR7veuZTYbXeg7qeT681lLZwMPuTF1tjmVvq9WlciydxzSnO2mHfOSLJRTANKFYMmkICXZtiPLy5SnyWol0wdLpfnJunJBf4V3bu7iprYHuaIRfuLl9RhaW7ZCrFTxY69TTrVEAXwfOmqb5J64/PQX8JvBfp//7vSVZ4SrAVoibp4dWVpvV4WY2pco2+v7p+BB5zaC9McSliSwmYkGDcWtR2QShJxahJxomni0ymS3SGPLjVyiraQn4BANTKkNxlZJpci2eKzPQKtNAbM/LWLrAuuYw7Y1BTEynrqZaykq12hW7I2N3NMwXv3+GYqlkbfJaiaZwgC1Ra9MeTeX54vfPcHUyi25A2G81PumJhinqBpGQn4JeoqCbnl0EZ+PYQIL+ySyaYaAbJpuiER576PaqSro7XfCfjl/j1FCKjsYgcVXj9FCKxpCfkF/MmIPiPkcTmcKMAa8hvyjzKNlNFaKRAM+cG/McxP3cGxNMZos0BHwkVKvN7p19rfM2VBeT1Zamtho95WtJQayksq6iZJjTNbIN5Iop8ppCTiuhlwwiIR+vXJ5kIlNw6mm9xiu4u7Su1fMC5UpxtWfX/V53Ta3fp3Dgno0cPjfmGCuXxzP892feoKiXyOsGv7C5jUxRx1BBKDi1wKm8TsmwWma3N4UcQ9fuFnhlIkO2qGMYoJdMLk1kuTSRRQCdzWHyeolN7Y3s6GnhmXNjNIxlSKgaAhOtBNcSKt87PkRmWuFqCCg0h/20NgQZzxQZSapkCjpBv0JCLTKWLnBlMstoOk/QJyjqJiPJPJs6Gsvauy9W8wpYnc/5UnFiMOnMx/Pqfmwr1JVt7FsiwaodJNcSq22PWet4NdOydaqAT2AC4YCfjW0N3HVTG++5o5tvHx3gzFCKkmnSEPCzqa2BC+NZWiIBOppDqAWdZEGnoJVQtRKHTg7jUxQKusGVyZxTb+c1lLoy3fmjD966ZiNpbuqJnL0N+HfASSHEsenXPoNllH1bCPFbwFXgA0uzxJWnMqfaPZuiFqOpPGeHUwR8wjOc744Wmabl1RKYZXU9i+kZrmy8cUdPC5cnsnQ2h0jndRqCPkIBn1PTMpRQ+avnLzOeKZAt6kyPLWJkOupjezTdx2Z3bzt1LYlpWh0i7U541YSkV442zOzs9zsP3MLnnzqNYRj4fX7et7ObX7urF4DPPnmKkaSKppsUSiXy1sgnLo5nUIQgYppsaG3koe1dfPlHr1MyTDqbQ3Pq6Oj3KXQ2hUgXdA7cs7Gmh6YnFsFu1tIQ9FMyTHTDJBYJ8LZbO9i2vpm/fuEKJwdHMIG/e/Gq03XSPe8tp5XIFXWSqjUwOuwPlhnvU1mr7u3McJJSyXDaENtDJAHSeQ2m2/8jzOkRCpOzRjQXm1qG+XIOrq21PrmJLy4BnyCe08gVU040/MiVKY4NxGkJB3jsods5PZTi4Mv9XBnP8j+GLtASCbC5s4lH37qpZqvx2WoiVguzzUI6ejVOQSvRGPJVdZh47UEPbl3Hg1vXOfvJF79/hqRqdfQ1DJPLU1adiQDr2QcGp1R0w8AvFG7pbOSRu3qdBgy2ohPPaeQKJXTTinYWNANjeh3XEjlaG4P4FMFFO12yN8p4pkAiVwTT+q14TsMnFAqGTiwS4NbOZnJaial4jsh0BK0h4KegWYPgJ9JFNN2kqJsogBCglUpcHMtyeTzjeMrn66ioTPnzqmVerffPQtnVG8WniKrdj3tiEacBVFdLyGkWtGdjqzVDtcqw+dV8rtzP3GraY9YalTNVbaeZu5nWW1yRrXhOI+QX3NLZyDPnxvBfjbM+GuaRPb34lSHHWb+tO8rRq3FHXxmYUkmoljxRgGyhhM9ncHY4xc2djRR1k6msRmdzqEwn7m2d2dVytoyktUI93Rqfx9Jzvdi/uMtZnfTEImWzKWyloFr0ZSihcvjcGH/x7MWyQcpdLWH+6NBZUnkNrWQ6Q6TVYombO5v4P+69iWhDcMlyaCsbb7wxmubieIaeWIS9N7Vyz83t3L+lw8nxf/rMKANTOcJ+H51NQZJ5naBPoSls1ZFVDl+2hWBjMIAQgp29UbIFvWbnJnuzrYwyer3XrrX52rMXiUYC9E+n8ZwYTGIYBq2NIaBAuz9IrCFArCHImaEU23taMEyTd21fz/eOD3FswKppuBb3c/jcGCevJWuGxYcSKlPZIh1NQfyKYJvHPLpq57uoG5wZTmGaoBZL3HVTK/dv6eBbrwxQMgzyujXA+dJYmk8/cYJf2d3jeNOPXI2zfro+LFvQyWlWy1lFWMa7ppv879cGuRZX0Q2ToE/h0niGi+NZhpN5vnf8Gm3T91N0+nxEAj5awn4agn4mswXPhiZLgXuujV3Aa6fGFnXDUdZXMk3NvYmfH005Bq6M5M2P8rlRJgf29dHVEp4e+G15WLtarHl5Y5kCBd1K70vkipwbSvHXL1zhsYdud2Shl5IF1cczLOZxzPcaVI4PcK9vNJVncrr1dSqvc6w/7jmU3P79R+/b7FmfY8tLu3FMXi/RHA7wyO4NPH9xkmvxHO1NIRqCPnpazo32nQAAIABJREFUIzTk/BT1EpHgzAYMBd0kr5XojoVJ5jS0kkFOK6GY4Jv2znU1h3nsodsZTuan6whNbutqJpErksrrqEUdRcA7t6/j6mTW6Qrn7uxb1A1aIn6EAL+iMJUr0BL2kyuWaGsKWsPME3n8iuCL/3yGtsYgOzZE510j+vknT/Fqf5ySabKxrYHe1gjd0Qinh5J86Z/P4FcEPkXhsYduv27SomwqOzfbx+e+r3f3xfjByWFemt53hxJ5yykyXZdYOWR6NSu+XuUAXuN/1qpcXU5s3bfyXLmbabU1Bh25nCtavQFsx42d9tjaGGRTR6NzTe7f0uHony3hAB/fv4U/O/wG50fSFEsmJuADVK3EpfEs4YCP8UyBppB/xvq8ulpeD4b4nLo13shURohqdeP76jNvcG44xWS2yG1dTc4QaLA26+ZwgFRe46b2Ro4PxHl9NIMQgmyxNO/OWPUeg7u1dmMwwKWJLH1tjZimyVtubncMM7sJwfmxtNUsRBFsX9+MAYwm8xSmBbVd63ViMElPNOzMrMhrBmqxVNYJr1a9SKVHtNp7ow1W+/FoJMDpoSRf/tHrRCN+rk7luKmtga6WMB/a18ePz40xmlRRFEuhWB+NIIB4tohPAUzQDbgykeX1kRQTmSKGYTht+d0FsXath16y6tserdI+3+t833tzO69cibO+JUReN3jH7evQSiZ6yWBHT5QrkzkSWY1MUSeV1/nbn19lV2+UiUwBgM7mID8+m8A0IeQT3LKuiV+/u4+2xiB/9+JVBqaserzOpiBNYT9CCPJ6icsTWfKapQD9m109AE7TGbsJg14ynIjdYikklUXFdg3Ms+fHGE6o5IoGDUHFibzaCmrJMPErVk77aCq/Ip7syjpQgDPDKQ7s63OU4oAiGErmPQvrF5u1Hsk7NpDgykSW9qYgIb+VHm5HkyvrnPyKAGGim2CUTAI+k/5Jy8ngbrhTKROW2iu+kGvg7mYbDvhobSg6Di37b1cmrCHuDQEfW7paaAgqZaMV6v393tYIXdEIu6Gsccxbb+1wFBdNN/EpJWKRgGeHs0pFx68o3L6+mR+dHuHiWAYDaAn5+fj+LVYnYHA86e5MkKRqZWGUDNPpCgfW9f/Qvj7+4ZUBtnc3UyyZ3NTuQy8ZvD5qsqnduoY9sQhjqQJ5rURbY5B4rsjTZ0f58XTanfs81LMXHhtIcLQ/TiKnAXB+JA0mnBlOky3oZPIaAb9CyYAv/fMZfuu+m5ckZXYlDQJ35+ZqXTTt6Flj0MepIauZl2mazlgQe9bealR8a0XK7JEi7vKLtSxXlxuvWjavrqZ207YP7etDM6z5i0lVc7Ic3PMqgTIn3Y4NUX7nHbfy+OE3GE8XSOQ0BBDy+9gQizDdUBzdmDk2pKsl7MgYOyp+PdQkS+NsHtRSCOzUkLZGa97I4JSKosDLlyetdA9VIxzw4fcpvPWWdg6fG0NgMpYuEA4oTtpAtU40lZv1L25dN6uyWLkp2K21U2qxLIUy4BMcOjnMq1fjvD6SIuz30RwKsLmjEROT33zrZgAOvjLgeEQOnxvj689foqCV0A2T9S1hxtIFFAF53eDAvr4yD69di1UPlbUlQwmrDiuR0zhyNU5eKxFQBL80HVFzzxPpaA7x5R+9TleL1TTkF7eu46njQ8RzRYq6QWPIzy2djZwdthRxrWQQCfi4NJHl4CsDTu1HWa1HwEfQp9Ssn6ukrTFIKKBYnxeWsmEbAUlVY2dPlIvjGfJ6iabpmr9dvTFuXWcNCh6YstKYGoM+cppOtlBiR08LWskkFvETawhyLa4ymbW81ppukFQ1fMJqWoIJF8ezrI+GnXPznp15xtIFprJFrsVzZSmq86WyO5xess7xVKaACeS0Es1OraBVb3dsIMETRwcZjOcIB3xci+f42xeuMJSwFLR1zeEFz6arhrt7GeD8++P7t/DE0UGmsppTo/HlH73O1cmsNcBTK9HaEPAcBl3v7z73xgQ+YTka2hqDMzqr2Syl4bHUiuJQQuWbL17lxGACAbRPz3zrarEcOC9emkSZTqvd3Rdj2/oWjg8mMAxrWHc04sc3PWvKxq0UBHzC+e9SNghZyDWwDFExfW9b0XfbGaKVrM6zuaJBXtcRCIp6aUaqcbVoYeW181KY7MyOL/3qHY4yHvCLmoXzXnVdj9zVy+FzY0xli05mhY1bcXN3gXWv0d2Z8c15Ta1UzgN073eXxzN88Z/PEM8VUYTgprYGLk1kZ5yHepVsw7RVQUAIbupoJJ23InwvXJykZFhq4oWxDH/504s0BP287ZZ2og3WiIe2xqCzD73WH+fQyWFGk3kaQ1aJw+bOJscJORhXSeaKnB1J094Y5J1b1zGayjtNxYQQfGL/lhmRQFs22J+BmfMCF4qtP4wkVa5M5ti/dZ3T0GF3X8wpS3DrBe791x4tUNQNJjIFXuuPL4ojrZY8qtVp0n1MtSJl7vu0WgZPrbUshbxczdG72dZWabC5R0M9dXyI9+zs5rfu2zyjw6I7M6rSSbe7L8atnU3kipYc7GgK8cu7unn2jQn6J7P4fMqMkiIv59WBfX3O/bLazutckMbZPKgVAQr4rIYNJcOkaboIuiHoYyCucu/mNq7FVQJ+hZagj2ROI+izhjHGs5Zx9o0Xr2IYBlenVLqjIYaTBbaub2ZdS9i56VJqke5ohFf74/zk3BjhgIJPEXzmPdvQpl0M7o3EK63GreTYm6I9JX48k0cvWceiTLdAbWkIOjVR9vwrv09hKlukoJXIawbpgmU8dEfDAOQKOj+7MFHWwt3tsassfq+sx3PXlrgfQlUrsb4lzE3tDbx0eWqG8QEwnMxzLaHSEPARz6mcHUmjGwYtkQBayaA7GuHhnd38y5kRuppDTGSK+ITANM2yDkRetR4Bn+AbL17l0MlhohH/jHQlN7v7Ys58OfccF7cidfpaks8/ddqpN2yfVgTs0QB/8exFinoJoQnam4J865UBDuzrszqtdVpryqg66YJVoyaAkmEiFMHt65v54L6+ss19d1+MJ0J+hpOqk6f9xNFBFGHNQMkVdDTD5O6NrYxnCvz8ohX13dTeSEPIjyKgMWR15LTTcL/1ygAjSZUzQykURZApaIym8hgmNIf8GIaJqpUQwur45lMsxduefTWeziOEoCHgYyqrUdRNzgylGErmuKuvjYd3ddPVEi4blfDOreuqCl/35mJHdsN+hdF0gdGkytNnx/ArlvdOIPD7hPMMHR9IcHUyx7V4jr72RtTpDnIFzaBYMhACJtMFvv78ZT7zsHWv28rrtvXNvD6a5txIimg4QNf0XLE9G1t5+vQIv//dk6RyRXQTAgr4fFY61c4NUTa2N3JgXx+nh1KcHkqSzesMJVRyRX1G/anX8VWmLH331UH6p3LcvbGV5kiAS+MZriVU53v9PqtpzkPbu5jIFsuUTVspTeSKJP9/9t482rKrvu/8nOHO7w5vHmtUVamkUkkqCQ0IZIwETQDbGOM4YLvttlnt7l6x21n2SjrGHXe3IcnqkKEdnI6TODhOnLZxgGACwjJIWAhBWVJJNc/1anjzeOfpjP3HvvvUufedO7xXr6QS1m8tkHTfHfbZZ5+9f8P39/1WTVRFVGTKNUHykIjopGI6jguZ2E39HFUBx4VSzeLCUhFdVXBcGOwLe0mNmmEz3YC9/O7zl/n0j9/niV4vFWos5mvkqxYP7EgH9pVN9ccCWUxvh+N0K8HfVH8MXVXRVIg0SDHmshU+8/WzHBhNMrNWQVFgqC/KSDJM3XLIxJt1L1vPmk4EDdJhCnJYhvoiDSKWPq+a0M6CMuU/+/iurtcb9Dl/9TAZDTHcF6ZuBesB+u3RPQMMJMJ889wSuwbiPLFviBvZZm0+P6HK0ek1fv1Pj3P/VJpkNMRcrgou3hrdNRDn4lIJFxhMhPnIAxMeuqIvomPZDjXTwXZsLi+XMG2HY9fXUQBVUUhEdPoTYe4dS/KXF1fJV03kDGoKDKciHBpPEwtrlGomL19b9xAn3zi9QMWwOTOfx7BFT93f//IpjuzMeKy57zs4wm9/7QzrZdEs/Y3TC0R0zUt07RxM8ItP7MZ0RM9wkAUFkLjwofvHm9iXLdvhruE+rq1VvLNTPjsyefqufUbT98n7uYHoai7flEiTv9FOciWoZeP1G1k+++yFBnu0zi8+sds7V166vMp//P51dJW2CbFulbLW9dXJfwt6dmDzlbZusirPn18O9B/azVMnmvzWdhv/GXlvI5Gbrxi8fG0dXNg30sdSse4lCKXlKkbT+TCcinT0bfxm2i798VATudFYOtp2/oLuQWv7kKyCpWM6OwcTfPjw+IYzv/XeP39+2SNJOrtQCNQPfqvY28HZFiyoR0qaabsblNoH+8KsFOssFeocHEuRrQpH6KvZeeG0RzQh8luzuF6qUDFtbEf0XgBcXRWEITLIOj2X59RsnrJhUzdtJjJJlgs1fue5Sx4l6eHJNJ989562sJrWg/Tlq+sUGsQRtt140QVdEzCufNXkd5+/zHsPjnB4Mu1t3EuFGn/0/Wvka6IMbTmCpKJuO8RDGv/vX14hE9PRVIW7x1KYtrMhY9fqUMimUj87D+A9hGulOgXTplgzuX8y7VFQy+uY6o+RLRteZQ3EwVW3XEqNxtHhZIT+RJhUNASKQiYeYjQdZSAe9gJPufl98PA4j+0d9Kocn//uVV6+tk6uIoSv9430BWbU5Yb6SV+viH8N+Q+9oWTEo8B+7UaWk3N5fvXp/fzs47s4NJHaoAHnP4BWS3X+24k5bqxXWSnWSMVC3DeRpmJY/PRjuzbosPnhS47jcGWlxJl5AcOV8AEF+NNXZ5s+99KVde9vYV0EFY/tGUBRFCK6qIq8fG0dy3KwHAhr4t01yyEW0tkzFGf/aJKlgoCqyUytlGKIhzWKNRPLdVgp1nGAY9fzvH4jz1dPzLNzIMbphQKG5RLRFL59YZnf/sjGip9/LUktP8OyWS0ZIiCxXBRFBBUyUDwwkBREKueWuLxSoi+iUaxbvOuuQb53ZQ3TdtFUcC2YzwnI6XPnlshVDFwXjs/msB1RDbFsPAKFiK7yX16d4bd+5F5+57lLrJcNz6kzHEQkg+0dSJ/5+llOz+epm643zwfsJB/fN9x0fbJ31bZdrq9XNvS2/r3/coLvX13HdV2+eGyWVFQnX7Xwu+S6qqAqLq/fyDW9rgIhXWmQyNAQNA02xfdP+T5VEQ4rCIfKBeJh3XOoi3UTw3ZwHPHbz59f5qmDI3wxoot+JVXsO3IttlLO7x9NNgmUmra7rVpn7SQsthL8uUAqGmatKJJYkZDGmbk8p2bymI6LrilEQiqRkE6m0YPcqR+3l0peO5bLN0OCQFYPpfj4aCraM5vaock0f3ZinpevZTm3WGzKxMvPGZbDV0/Ms1oSZ+X3p9ebvkM+Q31hnY89NNmULBlKRvjc85c5PJlitWRg2DbZstlIMigojUSD7bqslgxWSgYXl0obxukiKMJXS3Uy8TA0GJejulj7C4UaYVVFQTxTqqpg2Q4rpTqHJtLMZit8f3qNuiXQG4btsFCo0RfWCakKuYrFpcUiv/mV0yKBVjNxneYnUlUUcSbv7OcjD0zwW189zXLRAFy+fmqBf/UzD3FkZ7+nKzabrTKVifFwowfafx9euLiygXRH2kTmJtFV1RAkDaqislioN/Vvt2pUScir/3XpuH/22QuiH9Bx0RT4zeUS944nubJSolATibF0gym7lWkSgoMtP5JJjtt/De38t3aV6s1Uz7u1vfzjZ87x8rV1ijWLyUyMfSM3xylp4YPmr1WHzrAcKobt6RjuG+6jZtq8NpPFsFxCKgwkIuwciHF8NodpuTiueCZC+s2kvAK4roth39znVQV2DcY5OJbsCS0g74HsNRtNRVjMCzTNUF9kw/w9umcg8B4EVTjlnrh/NNkx0DYsh6+fWmAuW2loIXJHQW83a28HZ1u01uBG2lS/0P6ybIdkJMSFpSILeUFDP5GO0hfRKc6JAKFiWNghjXvG0+QqBrO5KlXTpmrYhDQFG0HyYFi2x6R0YDTFetmgZjk82B/j2xdWWMjVUFVR6fJrBp2czTfBavJV0+sTC1rkqWiIiumIB1hpOFqNSg6IjfHMfIFISGT6H9yR4cjOfn7+id382+9MEw1poIhNYjZbFUQXqyXS8TBrpTorpToP7+zfkLGD5k1RNpW2OhKyH0j2l9Utl594ZIJ0PMxSodbU86Aqoj+oWLc4PJnmqYMjhFSFEzNZbBeurZUZT0cDiV46YdMlzFFXhF7HaskgX802MYpBe2HPdlTZR3b2Y9qux5TlPwSO7Oz3WByDoBoSbuIPctKxECOpaKAOm/y9z/z4fXzz7BJV0+ZagypbOtmqAu2S67LaZDsurgvRkIArra+VieoaakijWDVRFJX+mM5IKsrPPb6L12ZyWLbj9SEGQbGOz+TIfuui2OQbEY4ClA2LuXwNFQVdAUVRWCnVuzqnl5eXMSyHaFjzMO4qouG4bAgoaURXPSazXQOiGhvSVKIhjb3Dfbxr35DH8LlcEJBQXVU8xwsXdEVU34qNe31zslwMy+H702vomtJ2Xi3bZa1koGmguEoDiS8mezZb5S/OLnkB+/GZHCcb2jOLBRH0j6Wi5KsGJ2fzDCdrDepzUYk1bZe65Xj3VprtuOi6ikvz34RGYGPmFRfF7RCcCX+zsSZuvs9uEEhoisLdY338whO7vYywpqrUTBvLgVCjN+GpgyN84pEd/P0Z0V/puoJy3+8cyazscrHOclFc93Yz2kIzxf2VlZLX9zafq25KgkM6sY/vHSQWUgVZhmnhuCBXiQr0x8N8+PA4p+bygcFT61nTLchq56z2qpe3nSbPw50DULeim9IhkhpLIVUhVzUZS0Wb+n0FRHucY9ezaI1AqnWdCm02KBk25xaL/O2nbu69Mts/1R/3er9VRazpREQTKATXxWoQFLQ+P9IUaFRAI17lTFMVDNtBVRXGU1EiuiA0MMoGmqYQj2gM90W8Pp1Hdw/wTV31KmfyM4uN/ttkRKNqWiiqioqCtWEQ4rkq1iy+P71G1bDRFbGLVE2bk7N5RlMisXh9rUzdcghrKqmYzlyu6lUYegn+5fpaK1dAEX6HrOgJPUOFSt1GUUQQenI27xGFtcoEAdiOg6Yo2K5wPBzHxUWhbjlEdY2KYVM27CYmab8Fre1uvZqd/Leg52sziY1Oc3h8JseN9QpRXaWmKRSqJnWrmfCodZ7k/E31xzk+kwUU7tqR4fiM6KOUPt9qqU6pbnlnJI17XzUdbMdFVcQKtl2xZ4N4ZlRFaRy1zas7V7k5tnaVQP/r8mz60rFZ/uqqSJI8c2qBT757T+D8tbsH3e6F3/z3XiapC1WRCKpb0W0/G95Iezs4uwULWrBBi0VBERDECytoKg34hENIV4mFNWJhFcPWieoquG4DcwugcGC0j0w84pFczGYrjCSjnrP/zj2D3L8jwz1jSb56Yt4TKRXsU2LD7o+HyFdNfvjAcGBDpRz3jz0wwen5PKW6hYLIdu8fSbBcElUocOmL6IQ0lZVi3WOze2KfYB80LAfXFbj9Qs1kIe+gKir5ikFEV0lGdK6slNg/3MdPPDzVFCRO9ceoWw7HZ3LoqsJTB0c2wCr8ZCYHRlNcXCrwx6/M0B8PsZCvUTEErDJfFbj+9xwYZqlQ44fvHuH588v8ycs30FWFkKqQjorPHNnZ3xZXHoRN9wexuKJaoSgKX3h1hicPDDdl7II21E6Zt26EKe2cq6AgpxcnbCIj+g9fvbbOtbVKU4XEaeeNI50UF01VURThIL/v4Ah/8L1r6Kogtpnoj5OJh3jq4Cg/+fAUE5kYTx4Y7pgpk/ZjD0zw+y9e9aBDLpAI60ymo2QrBpbrorkw3BcJ3Hz98zjcFxHJDMNuVHlcUBUyMZ3xdIy/8/R+hpKRJujt+cUiy8Ua/Y1K6ZGd/fzTv/kAspfEDz8aT0U9yQhBagKmfXMsZkP49Z17B1kp1hvfYaJrCqbVoCh3IRUL8cl37+GbZ5caeoc3ncFISG2C2vpNUxVKNYvr62VURSGqq3zj1AKG7WA7IghQFLFX1EzHu3+6Kg7lWFjDsG5Spcu/qyKdKg7y9kvBO+SbgjsxxYylIwz2RXhoZz9/dmLeIx/4yAMTnJ0vUDVswprqBWHpeJjDkymurVUEjFdRmpwjmZU9NJFiIB9q6jHdTpvqv6n7BMLBaKVf7wXq4yeYUVWV/+U9d7FUrPMv/uIC2aogp1BUhf54uIkWv9Nz20uQ1e493Zyh22G3GhRatsN6SQhZ/9mJORYLtSb5k/F0lL1DCRYLtbbrVAT6ImHl33v9+4Sqqtw92sdQX5TVUo2HdglYJcBfXV3j2dOLojLuQl9EYygZYd9QgqFkNLDn7Gdaes5AOObTK4IA5sn9QwAeGua1mRy/9SOHNnxGwt/CmpAuMG1XPNOtV+uKICcZ1Xnn3kG+cXqBYl2c2bFGUCMDg1hIQ1cVaqbjBQD+Xne5ZqUmaLt7enwmx5dfmxXBY1T3GPhOzOYoGRYnZ3I8uLOf+6fSgT3u8tkeSUbpi1bIV02SEZ1oSENBJGdcV6Behvoi/J0GEU2Qta7trfaKtluvm1nD7c5xqQ+2WqqTa1zrnuG+JmIeXVM3zJOcv9mskMaQ7JmpaAhdVb3K2UQmRl9EZz5fxXJdQgrEQhqxRtuLv3JmNhIO2C6qDqpvPSmIgHvvcIJfeWofEAzrDAqAJUrHz0vQDWba672AYIb0oCS1TAS9Vatm8HZwtmlr1xfVDvv/jVML3FgX4qvxsMgYl2omUV1DceGX37uPPcN9hDSFf/bsBV6+tt7IxKkcHOvjIw9OeQ6Iv4EYNjrgQ8kIz5xaoFSzWGk06yrAjz4wydHpNSzHbZuBmM9V+eNXZijXLaK6oFufGojz80/sBmC9bPDt88tcXilRNU1KdYuj06ucXSjwngPD3DeZIhEJcWY+x0rBIBbSKBswnony0SNT3DOW5M9OCBin3AaWCrWm61GAmmkxn6sRbvTI+Ss/MpiQG5VsLpc9B1XDoWbZjCRFGX2pUCcVDfHt88ucns8LuKKqYDuip+pLxwRsT/7GZnDRX35tlt9/8Sp1yyaiqx0Pfv+GKvtG2m0y3YTLOzltrd/Vi/lx3tMrpS33nJ2czZOO6bz34AjfubjCaCrK7qGEF5h1Gz80Vxvfsauf4VSEcs1iNBXdVM9Z6zy29pxpCp4zJT/vP/R/sQEHjujN/T/+58zfuL9UqHn9HY/uGeC580u8eHGVgb4wluPwM4/t5v2Hxjg0KRyk9bLo5wipitcHIPtCnjwwzJdfm+X1G1kSYY27x1KcWxTVd+ks+fsYMw3iobAuHJqa5RDWVX7sgQmOTq8xmoryNw6NNfWc4cJ9k2lGkhHm8zWiujjgu/WcXV4pc3GhQCysY9g2hyczjKWjG3rOCjUBw+qLChbVV66uM5urcv9kmkhIFVX/HenAIGw0HSMW1jzSCr9zJHtd8lXT00O8HYevrMgUapbnYPiz1706exOZWFOj/LfOL/OrT+9nNBnhd567hOu6pOPhJjH7Xh3IXn77TnFMtjqWB3dk2DWY4Nx8gagOYVUkBY/P5Jqgd7/+gbt5/PIq5xcLTGZiTT1nqgInZvMMJyOMpJoz6f59wn+ej6ZjTfvWUwdHqBo2c7kqjuPyQ/uHm/q4gq4X8KRfWl+X9vLVda9yN5utkI6H+V8bUD9pP/v4riYtu4V8jfWy4T2XmVgokLRE+gJyb5FVMxkYxEMaiqKwVqqjKaKHOqwpqKrKB+4d5dmzSxv2v6B76mfgE89NzUP5SPi6RH606zmT54/cFyVhjrxeuRY2s4ZuBcYbtF43s4b9wavfZrNCH+wDh8Y4M5/3JCb8z77kFfiJI1Ok42FvntqR7cDme840VeGFSyv0x0JUTJtHdg+wazDh9ZzJ80Ger+0IVNoFwFKWQdLk+1E+naw1Od7aZ9et7+/NQgfcLns7ONuESbzwcrHGSlFsag/t6vdK9EGLwQWRCVJguVjHsB1cF/YNxCjWLWqW48HhHt07yPnFIo7rUjEtSjW7iXGmkwMuBaNPzuWbWAzzVZMDo0kOTaQ6MtjMZqs4joA6FB0LyxUizf5N8amDIxyfyXF5ucS5hbyHBQY8KOdkOs5a0aBi2sRCKmOpKOlYCNMRmbCRhjjhH37vGsvFGgfHkuiqyv7RJJbjMJiIcG214kEi/D1pchOSDJUT6SjfOr/MlZWSYL/cl+HVa1lGU1GSEZ37d2QYTIT56ok5dEWwoKkohEMqj+7u5+RcgS+8MsM3Ti2wf1T07Q32RTwh2E646F9+aj93jyY9zbVuB788ZLpl4N+s7Han3/zlp/YHvu6nZLYdx8PJP7J7wOsDbL13nQ5Z/2YPFT56ZIpH9wx4mzTQEzFB6zVNZGKbYlX0w52CHPFWWmr//Tw0mebQZBoXxYO0DiTCzOeqgfPc6sABzGSrZOJhdE3low9N8YSP7e5PXpnhV5/ez6ca2jOtSSKZZV3IVxlLx3qGkfXCHLYZWnmpk/jt80tcX6+QrZi8NL3GSF+EnzgyxWhafK5Qs/iEj9G1lajIP29BzuDtYjyT/ZCy/9Sfvd6Msxe0lmSg/oPiRGzVemGE+7sfuJvPfP0s5+YLZKsmaq5KtgGf8xNA/PJT+9s6dz/5jvY9g/5n0u8At+7Jv/2Rm4yX6xWjbdCyGes1gPCP8QjNz2GhZvGrD01tGId/jwIRCMrA4LUbWSzbZahPkNDULbtJ5iRXMbwWim6JiNY9TT43Er4+no56ich2faGdzp+tanDeCY66nAfZyiDvd75qehITrT6c3MvPLgQn/P3XJz8jReTla/4zUj4DhybT3lkzn6uSrZrePv4L7+osDdRunQa9Ls/6qmnDxvruBmtX7PD32emaynv/BOgQAAAgAElEQVQODFOoGiTCIc8/a7dnyGd/MxD0O9HeDs42Yf/1tVm+c3GFqmlh2KLScyNb5ZHd/YEbq7/noFgzKNdt0lEBMVwq1ImFVXRV8RyQJ/cP8V9fn6VSt5qY+Xo5BGQvVDykEVIVSnXb6+vKVwz+uCEG247BJqQpXF+v4LgCovBzj+/ioy2bvv/fLy4VvYeyVcPizFyef/3CFSK6ymKhxtHpVUzLpWLaXjA3mAizkK+iKAon5/IsF+vM58RB64dEyAferzWmKgr3Taa8Ztkz8wVPDPWR3QM8tneQo9NrXF8rc7IB5ShULRxc9g0nGE1FKTRY50ZTEf7q6joz2QqXl0ukonqTEGyng6Odk9WJWe49B4Zvqy7TG2VBlMzABqiZ/96BIKr5VBt6/Hab/RuhSdN6z3rNugZlD2VQL525584tte017OX7Vkt1bMclGQ17TdZS2B2Cncqgyl+na+9ljjfj8ExkRJX7hYsrlOsW8ZBGKqYzkRFVOVlRGk1F+Nb5ZQ5NppuetV4YCZ85tXDbRHGDrrWd897J2q2lzSZhOvV8bJVuvZUZzl/VgObsfC+B+2bmptua83/fJ9+9l3/7nStEQxqxkEZ/Itx1n2h17npZG53uiawUCMbL7dm7txpAbAWy5w8MBhIRj3Dr6PQqFcNGVVQM2ySjh0hF9cCe781eUyd00Rthb0aiU1qnc6Hd/d7sfe3lGQr6+2bXXbv3y9fl/iP7/hfzVa4sl7h/RwbbaV+46EQCJ5EKsu93eqXksaC3yo1sdl7eKvZ2cNajvX4jyx9+7xoFHyzPBRzH9cQtW83fc7BaMnAaPRwDiTCP7R2gZjp89/IKz51f9jLc//ynHtzAzNfr5uunfD80keJjD08xno42URm3Y7CRLJMKCmvlOnuG+4BmjK9/0dcMmwOjySamJ/8/D02m+eKxWV66vEoyGuKly6ukoiHiEY39I32NniUBq5DjpQHLekd/jJn1Ko/vHWQiI8rqy8WaRwdn2Dex8gv5GqfmBKSubrn80lOCGbFYsxgZTrBaqrNzIMFgnyAl+fkn9ngU9c+cWuD6WlmMOR1juVBjx0ACcEU/Wg/rovUA6MYsBzeJTfyY/nZUube6qdyuyoI8SFopmVuhZv6kAQiimuMzuUCHMugQ6KZJsx3Wes8+eHi8Z4a+Ts73Vpy51u/LVwz+6Oh1pldKvHpdBDn/6tuXCamKlwltXYPdKn+tthmnYDMOz0RGVO4+++wFT6dmOCmyvLPZatsxBo1Hvu6HuCzmq1xeLvHAVAYXa9vXRlC2erPff6sZ/HaCwXI/7jXx0WpSYkXItgiCpevrFQ/J4GeEk/8exDy3GSfcH0jCTQa8i0sFr3+59ZyRNPP5qsl62cC0HV6/nuV9B0eaYF+t+8RWYKjd7Fagcu1sK2tqK+MICpouLhWYz1VxXdEb29fQNJWyPTJgl/t1r8G/vKY3Yu++U20rSZnN3tdu+3anv2923XV6v6wQygBrNBXl1etZjl3LEo9obQMp//gkCdzFpQL5qsXeIdPTswVBvrZ7MMFgX4Ry3WwrBTKfq/LFY7NcWy1zaCLVxAj+VrO3g7Me7PUbWf7dd6ZxgFhIFWQQDQvpwuEIWgByQ/z8d69yeblERFepWw77RpK8c+8QXz0xL2jnLdsTAm7HzNfNJjKxDcyDcoP0Uxm3Y7CZ6heaPPKg/9Kx2Q0OgXyY0rEQr17PYjpuE9NTq11aKrJYqHFlpUS5boEL2YrBQw3IxS/9UJSFfI0vvzbLlZUyfZEQfRE4NVcA4Oj0mmBZ1BRurFfIlk3AZSAR8ZplAVHujoQAk4V8jW+cWuDaWplra2X2DfcxnAwR0VV2D91s2pYBXb5qNQWLc1lBjPH7350mWzY6amkFmX+Onj2zyOXlEqWGvIHsoZMBs6xsAIFUubea9ZFOTqFqdBSe3Yr5M7F+OYPWsbYmDXRV4T8fvc7FpSIAB0aT/Mzju7zPth4Ct8MhajX/PWvVaNlqVnGrY291oj73/GXv8zqCYfLqaonf+uoZhpKRwPu52d+9nXMsyVSCgvF2v9k6nlZtL1l99pyA652dgDfL/ImRrVD9dxIMlsG/THyYtsPMesWb59b16BfyHU1F+SfPXmB6uURIU3FcQTEhGeJWijX8jHB+MiPZzyL7mtOxUKD0Setz0xpI7hvuIxbWuLhU4Pyi2AvOLhT4+CM7ePHSapNzNZ8X8Pea4fBXV9f46ol5vnV+iX/+Uw96v9O6ZrYKQ+1ktxpob5dtdRz+vXU0FfXItcbTMa6slHj/vWMcGE02JWO3GvzDG7N3vxHWLcHZjRiu13u02c90m9/tnP92cxAUYFUKNTKxEAdGklRMq22iu6kv30cqdmOtzFyuymAizFgqyqGJlNcPHw2pgQy9MvHzpWOznF8skKuazGUrHvrqrWhvB2dd7PUbWX7tT49TqVtkywYN2SxURGOlFIhutwCWCjW+fmreCywOTab5hSd289UT81xbK3taFxFd8Q617dh8pU31b6QyDvq+iUxzE/yVlRLFmtvEMCgfJsma5meQCyrRh3WVpw+O8BdnFslVHNYrBobt8r3Lq1xZKfMrT+1jPB2lYghdt5FklMf3DmI5zULQq42m5cFECMN2+enHdvLonkGm+gXZg7/c/e59BpbjcGgixVqpzscarJBB1RjpTDx9zyhDfREuLRX56ol5lgo1LiwU+ZfZS3x/eq2JHazXSsqZ+Ty5qkkspOG4LveMp3ly/5B3Pf6qgb+Ef+x6lmhI4/G9gx2zjXIzkk3U/v4uOc7jMzkuLDaqto7DZ5+9wM/6AqFbsc2sUb9O3HrZ4P/51kXyFRPXdTl2PYvluLwwlHjTmnw3s66DrF1W8VafY39iJVuu4yoKruPQF9FRcAM1f7byu7d7joPmp9Nvtv6tNQMMIrBbzFfpj4W4f0cG13U7Cit3s+2uMMvKVKRBbLSVJEu76rS/5yMVDXF5uUSuatIfC3lJNdtxvIQMwK/96XHqpo0LfOSBSW6slalZNvmaSSoaom5amLbLWqm+gRFO/nu+YvIvn7vIWtn0pA5+7IEJIrpCvmpxfCbrEQAEXYu/gm45Lh86PM7l5RLrZZPxdIyFfJXPPnuB62tlsmWD6VVRFZWB1nyuAIqA+6+W6rx4adVb/0HraSsw1G62lUrX7bDtGMdwMoKmigTbWDrGUw1our9S3Yp62EwVYjv3le18PjfzXVuFDsLWK+3bNb/bMf9BlfuPP7KjqYfesByOz2QJqaq3hnR12WORbCffFLTPhzRx3gGENJVEROfsfJ5LyyV2DcbJVy3e7dP8lGOUSawz8wUimspQIkwmHm6C/7/V7O3grIudnM1jOy67h/owrAKaqhJtUJP2J8J85MHJjqxhL15aJV+1iIWEbspDO/tJx8OEdZEB/s7FFQYS4Q3ZgO06BDbzgPqb4FPREFVTiOMmo7r32V99er8HCVzIV9vqDEmHd3qlxEqpjuMKwVBNVcjXLIr1Ip999gIueKKBAwmH/kRY9Mn5hKAvLhWxHOiL6OiOy97hPi8TPZuteqLfZUNQr/uDtfF0dMNc+jM2huV4r031x3ju/DIVw0LXBPW/hOH52cE6OVpyjr54bJa5bJWQpmI6LgOJ8IbqmD/L++q1dZ47v+z11F1cKpCKCSbEZ04tePcH4MuvzfLVE/NkKyYVw6I/FuLusRTvPTjC0ek1D460kK9ydr6A5biENYW6VeDfvHCFnQNxfmMTGdB21m2NBh1cfliT49JgMdU6kurcbodI3jM/G2AnVs3NfvdWP+tPrIymojy2u5//8P3rgmY6pDHha7YPOvi2C7ayHRbUG9XpN1v/5s8Ayx5XmSkt1622QUGvY9tMj0IvmfReoOTdvq9bdXoiI9ASEj5+aCLFlZUSK0Uh3Jst1/n0187y8M5+6qaNabuUDYuvn5zHsBwysRA1y+HpgyOcXywyno6Qr5r89KM7A5mBj06v8er1dXRFwUHofx27nmXXYIJ4WMO0hQyMvM+t1yIr6JbtEItonJjJ8ur1LHPZKldWSgzEwyQioq+soCpYlvg+gPccGGZHf4zlYo3ra0Jf6+RszuvXlr/XGuQHVfDe7MpXq73RY/KvdwV4+p7RQMbijz+yown1IP2Azdh27CubJSLy91EG9U9u5lm/FejgG2Hd5vdW5j+oci8TKHO5aoPZNEo8pFGqC5Zt23UZSUV56uDIhiR7L2e7f73dNdLHk/uG+CfPXhBi20sl4tFQk+bnROZm8m40FeXla+uUHNA0hR0Dce867pRnfTP2dnDWxe6fSqOpCgv5Kn1RnV2DCWYamaWp/nhgYObfbAcSYRQFHNdF1xR2DSa8Q9eynQ3MdkHf8UYtLH8gF9IUPv/dq5i2SStYyA8JbM1itH7X7784zbmFgiD6qJuENRXHcQiFNOZyFcK6iqooZMt1Rhuiyf5Kl0dTjkuxbnHfRLqJXl86sJbtkIqFGUiEm4K1oGz6RCbmwWdevrrGF16Z4ZlTC3zqQ/c09chUTRvDdsiWjZ6Ygvzf/5MPT3FxqUixZpGM6gwkwk2b+NP3jDZ9Zv9okuVinUMTKRbyVR7fO8REOtrUr7NvuI+aaXPsRhajISos9atOzuY8muSnD47w2o0sl5dLKIoQijZsF6NiEtXrLBZqPH9+uWfmw27mh0z5KzlBB9eDOzI8MJXh9RtZSjWhFXZuocBUf4wvHpshXzECGQxv9/MgDwm59ra7mX0r45fr1D+3j+4d5MVLq2gKTdphQb1Ad4oDKuFRr90QVdL7JtJ8+sfv21QA1C7B9MypBYo1tysrWNB3SuvFweqlv0q+Z7VU7wlKLj/TKfPei6aZ3GuurJSxbJds2WClWMd2XRbzVV6bESLnZcNCVxRqtlDRq1kO+4b7uLpWYS5boWzYJCI6f/zKDJ+ZTHvZbJm4GkiIpGKxbuO6ENLE/rNUqDGcjHBXg4n3C6/MbCDAkYHk8+eX+a+vi8TVH84XwHVRVQXbdnFcl2JdxbJFb/ZYMkK4Ae3tj4fQNZWffWwXf3FuiYOjybaanZ3ufy+O+Rv5/ASNCTbfcxwUlLT7bOt6H+qLMJHZ2CNm2m4TzT0ImvZW/VH/77f+7mZf72W88p4HEdr8ySszFKqGxxwsicgcx6FUtzk8maJQNT2dVH+vY5D1Ah00LIej06toqtqVqOLN2Je3+rv+yv2V5RLHbmSJh3Xhv6kKuYpFZbmMpilEdY1S3eTqaploSA1MsnczuUf4k3hfPDaLAg1pJgvFsElEtCY/TN6jxXyVwXiY/aNJlgo1chWT/3ZirmcyrjvN3g7Oupgk6fDj9TuxYwWxRr1zzyArpTrDfRGeavQwdTp0t5NtZrPfJZ3UZ04tNCCOfRv6HCzbYTwd4+zC8oYsRut3/egDE3z7wjJ10yYSivA/vHM3f3FuiXPzBWzXxXKgPx4ipClNlNoTmRiv38jy6a+dbVSgFIaTET728EYGyVahQlnlalfVk5S111ZLnJ4vMJ6KYjqux4L3T//mA151MB3T+fb5ZS4sFVEUujIF+ccl6c7945KbvKTUlwfJroE4y8UaA/mQJzwps+91y2W4T2O1VKdUtwipCo6iYDiCQMV2TDRVYedAjNycyZn5AvPZKqbteILIibCGYTvkGsLOz5xa8NbirZiE/cpK5T//qQe9AC3oYJvIxPj0j9/HH7x0la+8PkdYU8hVTU7MGpyez/Nnx+f4hSf28HNP7G5yet9oxsbjMzkW8zXuGk6wkBe08PdPpXsiCQn63q30/jVTKwuW1dFUlLlctW0f0nbM1a04EUGfnc1WWS7WRO+lC2fmCxyfyXXMfrdjGfPbbFYQrnQTd+/0ndDZAWuF9bTrr/LDGHVVRVNVdg7EuoqhdgsMe6lOH5/JUTVsaqbFjfWKF4ipqkIiEmUkGeG9d4/w/PllXNdlvWLy2J4Blgo1Ht41wGvX1ynXbaqW2Cxc121CC/j7YO+fzDCcilCsWqyV6xRqFuvlOmtlg4ohemtbBdP96+HAaJK+iE5EVwmpCqYtCGzCmspAPMxgX4T7p9KcmS94JE8RXfHmZ89wHwcbcyYJc/7we9c2JIZ6nWv5equD3+n5CVrjvQQh/t+SsDCgiZXu+fPLnGqwEktyom4wdP/+IoMSCaVtnf/5nEge1C1nw3pvt18D/NZXTnNiNke5bjGQCHtIDalLFjRn7Z65zVbCgsbrv+bTc3kmMjEsW+i4xsMaxarFYqHG9dUKpu1QNQSk9+JSgXhY58aakPdYyNf48zOL/L0P3L1liHjFsLm+VkVX4d9/9yqf+tDGHvw3i0Fwq7/rn3fBqg1RXSUR0nDRuLYmgveRZJhy3aJct1AVhaphU7fcDUn2zSQk/c/UyZkcVcvGdlxiukZEVzk9l2/yw+Q98sv6ZCsGCoJDrhty4U61t4OzHqxVM2QzZXDTdvntH79vwyLtdOhuV6l8q8w187lqE6nG4UYWFTbfn3NkZz+f+uA9fH96jXfuHeT9h8ao2y6z61WSMZ3ZbIWpTIzxTNQT05Rj+Nzzl5nLVlivNMSjXYFxbrXWuey2mcr5HUxEwBXOgb88KJ2I129kmeqPc3R6lWRUZ/dQYlO9LZ3GJceQCIewHZehZJRYWPOo6IXjqZCJh5nLVinWLXYNJuiL6CwWaqiaQiqkMpaJMpmOc2m5SKFmc/9kmv2jSRRczi4UcRwLVIX9o33MrldxXOhPhEnH9G3ZsCTsV/aM+PugggJnCcM7srNfCKbXLWqmg+2CioJhu/znv7rBpeWS1y/oD5RaA5EgJykoeeLPsgYJm8rqTqFmEmqw1V1ZLnJyNoeqQK5i8nsvXCYR0UlFQ/yDH7m3556W2WyVQtXgxnqVYs30yH9axyyz0zIz3c6ZFAQ4OnXT5vvTa2QaQuDyt/yfef78MrbjMpGOeoLhrdfvn8elhqaa4zioqsonHtnRxIoXZPLzUrJDflYGoVP9MTRV9ZxfXe28puQ1SIe1NZDzz1eQk9npO9sxlwXtGUGwnophbaAZ3whjjPGjD0xu0B8Ksm6Z+U7zLQMJOb5D4ymurpaJh3XiYY1CzfIg8z/x0BQ/8dCUz4FxGUsL+ZbjMzkSEQ0USIR1FEWsJTlfflIQqT841R/jf//KaeZyVfoTEYb7wjy0a4CLS8UmWHCrYyjhjZbj4iCgco4riLVMR2hr/sK79nj3TF5jkGxLvmLwj75xLjAx1Mtcy/H5gxoZDLYjN2lX6eoWhOQrJhXTJqwpXFkpeQyJ8bBGWFMp1y00TeXrpxbIxHQ0VeGly2vMZCvs6I97PbtB2pHyXsmzRFEUFvNVvvzaLK/dyHl9j355AQVxNg8kbp657Z6D4zM5Ts3nqRgCGms6ot/1zHyBSEhlIhMjE9MZT8c4M5/ni8dm+cmHp9o+c70Eya0QxFb4pfRrVAVWiqKXvVAzCasqFcPCdiFfNbAd0DUFywVNAcuBYt1ierWC4zrkqyaW6/KZr53lcz/9UNtgu6Ov5jj0x0OYtsOV5ZJ3/f7v+uKxWS4sFpjIxHCN7WeW3Q5UgD+Al8/FbLZKX0T0xz+6R/TBP33PKEd2Zvjz04sMJyOYlsPF5RKaA5bj8AFfJbLbmdGtwpuOh/jw4XEuLBZ5ZPcAc7lKICpK3qMHd2T45tklqobNSsnoily4k+3t4GybrV32aTMPYq8HdqcF7ocSbZa5ZjZ7k8zjykqJDx0eB2461jJL8aVjs00q8O3G+K1GL5XUM/LruemqKIG3VrlkcBIL62g1k3QsxN2jfT0FRt3mW85vxaiTiOgMJMTmIzd+f9bITzd8Zr7QFKjeiskxLOWrXiP+SKqZij4VC3PXMAz1Rfjw4XHe22i2ff78Mutlg3vGkt7cHon2e1lWEAdqX0RjIBFmLBXhg4cnmEhHPb27dlXFzZqE/V5bLWE5LtEWz1vei6CK8lg6yuWlEroGtgV120UBEhGNM/MFLEcIhFcMe0OioJ2TFMQuBjRlWV0XNE1tYh87PpPj5FyeeEhjvWIwno4S0lVKBcFcd25BUPyqSh0UkUneNZToiVVzqj9G3XIp1kyS0VAT+c/rN7J89tkLgo2qZqI0pDYe3NnPJ9+9Z8M+sFSocXouT7FmUa7J3iLDy9j69458xeTfvHAF2xFitYcn08xmK03X/8l372nqhVwtG1xfLVExHCK6wm8tFHhwR7otqYX/ID8+k8NxXOqWSzysNgWhf/cDd/PZZy9gOzfF7duZhAo9d34ZaG4oD2L9+1AP1YVue2q7ylwQIUerzEIQI247VEVQks4PXe0lcdaqDSTHt1Y2iOgqtuOgaSoP7ez3Ehz+32vNaP/KU/uaAvJfeWofo6moV+n3k4L4zzT5Obmf/OTDU968+RNQrVpPfqicrLwEJUzkP2USJKQp3nc/umeAP/zetbaJoSBrDT5aE2SS8beTxldQ4mCoL0KhaqAoCmuNhMiB0SSrpTqFqkHNdHjthiBMiIY1cmUTRYFyXYilqooITndkYuTLBqWayYWlIqblUq7nmV4ucXR6jXhE957Zz3/36gbmS9txcF2XkzM5XODcfAFdU+hPRNg5QJO8wMWlAs+fX6Y/HmqCfbU7O3VVQVXAdl0KVRNVUeiL6gLF4bjkqxYnZxcbvkaVi0vFwP0LeguSU7Gwx8qajoU4M5/n8nKJ8XSUz3/3Kq/dyLJeMbBtB9uBQlWQ1KCJAExRxP90TSEVDbHWSHw5jSDNcR1s28VybHDhcqNq+bOP79pQBW9XvZR+gq6qFGom6xUDxYU/feUGF5eK3tnzj585x8vX1lktGVxcLDLYF9lWZtmtogLafVYmE0/N5pnP19BVBV1TiYY0RlJRxtNib9gxECNftTg0nsJ2hfyQYdk8e3aJJw8MbwnF4Dd/+8/B8RQfvn/cO6va+S8TGaGveXahQCysdUUu3Mn21z44224ccC9l8F6/w58Za7VOC3w+J2BYy8UaqWiIWEgjEdF7Zq7xN6KPpWOMp6MbfuvBHZme+j3aHdASKioz+q1zJXvJdg/GqVtOV1bMzdhEJsb7Do7wO89dYrgvTCys84vv3rMhayQ3HrhJN7xV9p+g+yWFeO8e7UNRFD7eAutst478vWJBItjABsdJBn2t72+F3cg1N56ONjmgrfj+fMVgPl9joqFt9qevzBIJqfzed65wYCy5oarUug4W8jX6Y2E0VUFTVIb7dEqGRURTsRwXRXEZS0VYLNSomQ57BxPM5Mr0RXSeP7/MtdUyFxYL9MfCZKsGf/DSVZLREMvFWgMuJSoqf/DSVfJVk8vLJRzHpVS3BfuY67JSrLfNYOYrJrmKgeuCg0uuKiBbriucqULd9LT0/NWddg546/3wV1wuLBYo1kxsG1AFXf5Ksc5CvsZ7DoieTukcHJ/JYdouVcPGdMGq2xiWw/RKyXu2pLM/u17h4nKRkK5SNx3WSgYVw27A7lxm1it8/eSCV5U8M59nrWxQM12qhkVIC6FxMxPvv0a5TrJlg2urZdFX28jaG7ZFRm8OQiWlfi/9JxOZZubYdvTxIFj/ZM9MJwt6nrrt/f59sKtcRBdG3E4Qr1boaq/IDEld7R9fu0CndS78rx/Z2c9nAtAdrVXv1r+3+5z/u4Mcw6AAoJum5Gqp7kFLJdxvIh3FdV2urgqZmvun0l2+JZhoplA10FSFct1EV1XedXBjlUrufaulepP+0peOzXLXSIKXr2Yp1UWAcHGpxMGxJIbtcH21Qr5qYDkQCakUagYNjhNhrggYLMPh4nIZTYXRZAS3kYQ0bDBsm0jjv88vFvjdb4sqLa5CPKyxVq5zoC/JroEkk5k4p+byDCbCHJ/JEtY1L2HglxdohYt2quQ8uCPDkZ39zGYrXFstYzsu5bpNzbQpVk12DyU4siPDXK5CX0RU/a4sl3jm1AKHJ2/eky+/NovjiuubzMTQFEjHw7x4adXr6a6bNtmygBuqClxcLDKXq1IzbeayVb4/vYbjOKSiIXChVLeIRXQsyxHnBi6aQiM6g2RE566RPu5WFaIhjVevrePgYljiObQdB1dRMC2HZ04tcGgixeeev8z5hTyqomA5LoWataFvyf88x8MaT+4f4i8vLFM1HGqmw/nFAl88NstgIsyN9Qq4Lroq90eHL7wyw0K+FlgJ9Z+90HwmBz3b3VABnZI/QagUkQQUveluw7mLaCp7hhL86AMTnJzNU6gaXmuL7bjcWC+jAP0NgfNO66lXZFjrng1sOA+DbDt88DvBugZniqJ8HvgRYNl13fsar/2fwP8IrDTe9inXdZ+5XYO8XXa7cMCbrZS1M4n5D2pobLfA/cGFrPhomspQXwS4yVzTDv4lx9+JylrCEHrp9/BnbgzLYbVUZz5X3QAVleZ3mPzkJFvp9Wln87kqf/C9a1xdLXvOl9TikFmjKytlchWhQTeejnmBaqeMf7vr6ATl8FPqt1YFe1lH7d7TyXEKOmAMyxGMSCsljzHyvslUExxGZjZHkxFOzxdIhDXKhi3odG2H3UNx1ssGL15a9dicZJWstW8AIB0P8b57R/nOxRV2DSYYSUa4eyzJty8ss5SvcfTqOlOZGDfWy+QqJnXLYWa9ylden23AS29e74XFIulYCMd1KdUsHGCxUOPCYhHbEb13IV0wwFV1G1VVBJyqkcF8cEeGw5NpVoqir280FSFbMdE0xXOUlMb/aarKjv44uqo0VXfa9V60ux8vX13HcUQ/hOewOZCtmFxZLvH//dV1NFUlGdWb1p0LqCKNjYsge5leKYuA2efs5ysmNdNmtSSCzGtrJQFZa0CqinWL5WINTVG4vFzEtB0KVVE5UBpZch2FkzM5NE31rlFm7S3bwbQdb75VReHgWB9KXmHPUKInBtp2/Xh+5tjWrLuf9S+TCPechW639luDJf896uWQ979P7lWv38g2OVjfPLvUJEbfCeLVa2WJSZAAACAASURBVAVQPpute2O3QKfb3LR7rZdAr/Vv20Hl7YeWPrZngJNzeQo1i1SDoKtYtxjuizCaijZ9brP3bSEvyKdev5H1IJRB/VxV02YsFWXXYJyXLq/y+o0cxZqA0NGAQJ+YzRPWFEp1C6chi2rZDiFNI+zaGE7zWBRFVHRCmoqiKCiqguoIYhSAuuWwUjJYLRlML5e9z6TjIWqmw0KuStmwOTyZZrlYIxZSiYQ0dg3EmyDG/iqkHy7aKek5kRH90988u8Qzp+ZZzNcAg4iuMZyK8MN3j/CX55dZLtapmw64Yq+9vlYmFQuhKIKQZr1ioisulqvQHw9RMSxSsTCaIvaOyUyUXNVkbUY8O+cWCriui4tCuFG5cRwXTVWpmKLqmIqFuGs4gaqqfODeUf7sxDzTKwLFsWswzv/8Q3d5yV8QVayZbIX5XI2p/ijTKxVURaBT0jGdk7N5HMehYjhUTQtFURhLRZrYhGXyWwYoZ+bz5JZMlgqGl6herxj8p6PX0FWFSt0mXxPJvToOZaPOf3l1hr+8uMw7dg00VUL9Z6+uqk1nsuO6aIqyAfXRrWe2XfKnU/uKogi5KBvBqBzSVd65d5B//92rzDbmbzJTa7SHhFFwMWyX0VSkKypnM1Buub+07tfd/LDt8sHfTOulcvYfgN8F/mPL6//Cdd1/uu0jegNtu3q7bod1G1u7BS4/d2BUVHzuGU8zkAhzdHqN584t8cLFFT7+yI4mWESQuGRQhrH1t3p5wPxVwGdOLTSNodWpCHKYHt0z4B20t2L+w3o2W8V2xG+4rsDQ++c1X7WYy1YbsMMaHz0y1STO2ctvBfVabHUOt2rdNij/Gjs+kyVXERWJiutSMx0SkRCW7XhwGAn/qZrioIiGNYp1S+huKbCQqxGPaAwmwlxfK3vwGcm21to3IJMPfsbS2WyVq6tlHpjKcGWlxMO7BrAcB8epUKiZOK4ITlAUdE0EJyJRqhDRNfH7fRHS0RBnF/JYDoQ0DdO26Y+FMSybVCzMoclUU/+g3wE5Or3KgdEU0ZDG9bUKuYqB7UK4ocHykw9P8dFG/84XXpnxso5+2FAv5A5T/TFUVUXXFDBv3peQKrLsl5YFvfi1NdurWj24I8N9E2lOzuYx7TqOA/GIqIzP52uk4zdZQaHCo7sHeenKKsN9YZaLdTLxEOW6Tb5qoikKCnD/jgxz2SqG7RBSVbJVg2Q0xFgqyiO7B7i0XGq6Rlm5qrgulbpLfzzcgE+F+ciDUz0Tp0gnZylf9foD/FDIIPTAROYm658k7PmTV2a6Vpw6rX1/suQfPXPOY1j95Lv3BO5RQdUkuFndsR3HI/kxbNFXFNIUzi8WG4G4y6WlIlP9nR2rIHurZYVv1UlqhZZeaAhWSy1OTVX54QMjgQnKXpKu/vGZV9eJ6OqGNbER+gh1y2WpUMNyXJJRjaqpYjmiN0pVwLZdQmENVQFXBcUVjHNDfRHmclUUBIQ7pCsMNvQfTUfsZXuGEkyko1xcKlE1bRo7Hi5KI1iBeEhDRWHXQJylgnjui2tlIrrGwbEkj+8d6vgcjqaim9ZCfP+9o7x6bZ3ZbBUHiIZU7hruYyARxnQcJtMxchWDqukQC2uYloPrIgI2hLOvKCqu46ApQvTcdVxSiTCpWIh7J1Ii0MzXvL1eVcUeZTeSSQfHU3zy3XuadLb81/jkgeGOhG2/0bLHp6JZCjXLCyrun0rzwsUV4mGVvkgEy4XFQt3TF5SQR8dxuLJS4tRsHtNxqZk2YV3FshwcRJCtolAznMY9vGmqAigChVGsWRv2VHn2rhRrTWdyoWqTioWIh7QmzblOe0InPzKofUUmDUeSEXYP97FcqNEfD/OpD92D6YikU6luUbccElUN14XT84Kg41MfvKdrf7JcS5vdw7bqq99pzMWbsa7Bmeu631EUZfftH8obb1tpxu5m27UYeumRCFrgrZlV2ZgryS1msxVevLTKjfUKIVUhpKldxSXb/VavD5jMEMuDz++w+w/Pdg7TdrDPtfY7jSSjzGWrmI7L4cmb9PwTmRgfPjzOlZUSyYjuaZRJXbWg726FSgVlyR/dM3BLc3g7rGmtREPoqiqydI5LWFcp103vwDq7UPDgP7GQkD+oGTaqIkhL3rlnkPt3ZHhy/xCjqSgn5/KB8Bk/BK3dtfshtU/uH+LSUlGsBQUU92YgrfgLJq6L7ThMpG/2XyQiOvmKaPhWVQFz6Yvq7B/tIxbSNjxX0gGR0J/RdIyfeWxXIMmFNH91xw8b6tXR/pWn9vGZrxucns3RaEFB11QGEmGyjT6J1s98+sfv4/hMjuMzWb7y+jy6CpGQ5rHJ+veNv3FojDMLeWqWQzKqM9gXwbCqxMO6cBwbDt/OgTgVw6ZQNVEUhZAqdGIkzt9/ja9eWxeVK8clGlbFfVDEPe5ES+03f0XiwlKxLSQmCD0wkRGEPS9dXulZ3qLVgvbX4zM5jt/IoqkKdcthvSx6D4OIH/wMhvLfizWTa2sV9g4lKFYtLq+UMSwbRVH48OFxqoaoYuYqBv/2xWlP4H6ze8APQla4V2uFlj62d5Cj02ueFmdrLxxs3ZHrlEDzQx9lxXIhX+NLx2a5vFIiFQsR0cV+qKkKiqJw13CCa2tl6qaDpik8MJXhb71jB7/3nStcXSl7r/3t9+7jzHyB62tldg8mvN7i4zM5pldKfPvCMnPZKvmaiWMLhmPbccn0hfn4Izv5ve9cIV8xUBUFRaEJxu63dsnPdhYEN27tF5Tn5jdOLXDNqRAJaYR0FdeFqisq8NGwkEdwANV1UBQF2xUkLoqqUDFt7hrp40cfmGClWGelVPf2ehWFVCzERH+Mjx2Z4r0NhuF21eFuz0bQHv+r72tOFPsh6LLnbDwtWLr/09Hrni7rYCKCq8Ddo0leuLhCzbRxFRGIq42eNxcX13U95kAQQZlEXiaj+oY91Tt7W87kaFjAMCvmRs25dtfdyY9sbV+R91LCtO8aFnJR8sz7o6PXKdUtDEtQ6UdDGiPJKDsG4pTrpheYSb+t23241f26m71ZDJnbZbfSc/bLiqL8HPAq8Ouu62aD3qQoyi8BvwSwc+fOW/i57bftzkJu52LoZWztoChBn/NDC0/M3NTE6o+FuGukrydHshvspZP5H652ePd2DlMQU99mrPWw9uu3wEbWunsnUjyye8DLoLcroQcFfX/yygxL+SoXlkrUTKepT+5W53C7rXWtQPueMz8cprXnLChb5ocLtYPP9Lp+f+ND0SY2w3bmdxbkb5+ZL7BeNhhNRqhZjhfAdOp9aq3qtuvrCxprrwyO0o7s7Odzn3iI588vc2Y+Dy7cN5nm3okUn//uVQo1cUj716Cctw8dHueD941v0JhrHdNQMuK9B2jLxijvv9/xCromeT/kOunW4xRk/gp/1bCbste9ONmyEiWZ+rpBG4MczdZ5ev78Mtmqia4o1G2HimE1/falpSLnFwscHE2yWjORDIYem+FwH5eXS5yeEz2ExbrFSDKM68KVlTKaqpKIaNiOqL7IpNijewbeUk7DG2lB9+mpgyNNUERoXntbTbp2S0K2wuuPNH436FmQ+2fQGA9NpjecPe1o3AGPZVPuf7mKgePCk/uHOLKznwNjyY7929I2E7TO56pNVWSJrGl3XvnPUzkPrYQv0yslr+esZjlMpKMeakXOQ9BeH6SrdivWzbdqhaCDSMpcWy1xZaVMMqpTrJlM9ccZSISxHZdHdw9w91iSfNUkEwuRjgvN1WLV5J998yL5qrieyUyMx/YMMtUfY89w34brlvO3mZ6zrV5ru78FvS4hkFXDwnLA1VUGE2Ey8TCu65KKCXi5ZDxORUP8Rgsa61ZMjqkdD0OvSfK30j6ruL5MdNs3icrZ13w9Z6PAKiIZ8Glg3HXdX+z2Pe94xzvcV1999VbGe0dZq/juy1fX+cIrN7zN7289srNjZuqNNLl4V0t1nju35DEgvWvfcBPt6xsxBr9YZKvuUyts6B8/c070bzQqXL/9kc7ite1+t1vQHBRodYNmtd7v+6cyHJ1e5cZ6lWy5zlg6xj/4kXt70rT6Qba3ArTgTsyy3a55uxPuRy/PW6d78vLVdf7gpWkSkRDluskvvGuvt9e2o4budm+fObXAP/z6WXAFccxYOsreYdE7976DI/z2186wXhbC6Ud2ZMjEw02Vs4iucm21TKFmkq+aZCsmyYjOkQZror9fD4Lh5Lfb3oh7vxkdsFv5jU739E5Y43eabWaPk8+CrgpSjN/88L0ea/NfN5N7zZWVMnPZKrGwxv7RJH/vA3f3lIx7/UaWFy+tMpgIe5W/t5o9c2qB/+u/naFSt7Acl8n+GL/2/rubmF+Pz+T4v//8vIBhmjb/2984uK1rplfdvNYeeb/u350294qiHHNd9x1Bf9tS5cx13SXfl/874GtbHNtb1oLEd28HTHK7TGa85nNVD4q1e6jvDQvM/GOQJjP4n3v+sheg+d/z8tV1LMchHtHJVQTT3FKhtulDt5cqZFB1rVtg3Xq/JV69WDPpT0QYTUV61kR7I+zNcljeCjCs7ajQbre1ztt23b874X70igxo9x4JvbFsB11VPaIh2AiDns1WG9pwIY/yP+g7H9yR4eBYqtHPJzSQclWLX/qhuzg5m0dRhF7gfK7Ko3sGPci4P8P9pWOzXF8XArdRXUVTFd57cMRzUvwZ8u2sBnQyvy7c0em1nuQfbuW3etUBuxVrvafd+jvfts0hhdbLBrlGFdly3a6ohR9km+oXUiilmkl/PMRQX4T//vFdTUnXTlC+duRnbzXTVUX0ALowkrwpFyKvuRO7+HZYu8pv6+uy91vyLkjt2LfafrCl4ExRlHHXdRca//lR4PT2DemtYUHiuz//RP8d36y9mQ36dpppC2jjjfWNRADS5KZYM22Gk1HCmhLYq9aLdTustxJYB82lXzOobrlb0jO5FSe83WfvxMpQkL0ZAeTrN7L80dHr3AhgrbpTzC+Svd2QkTfLenGg273HD3PxEw1JbST/Ae6HQEoSmHRs4x4ykYnxsYenWC3VKdd1QpqK0xDcnUhH0VSF9bIQAH9y/9CGsc1mq2TiIQ5Pphvi4CGvf3Az13yrFoQ+ODmXp2bahFSF/+7Q2G1LQLTrG/a/1i443oyFNIXTc3nqlkNEV7dVN+oH2XpdfwOJMP2xEK4rWPjgr281ciIT4xOP7OA3vyKYHNcavagy6SElHu7kc/VWTCa9dg8mWC8bxMMaf/cDd2+oio+noxyeTHdtB2n3G93WVjsfLShJLnsK2/VfvhWsFyr9PwZ+GBhSFGUW+D+AH1YU5UEErPEa8D/dxjHekSbFdxfyVTRV8fo53goZu+0c41Y3bBl4BQnz+sfpb87djDbLZq1d0Nrt+lrn8sjO/qYxtzLJdfu+WwmiOn12q03y22G9rpE3I4CUWmOz2QrxiE5/PLRlLbvbaX6R7GtrFY+98a+zyaypn2jo8nKJfNVktZTzmuZns1UOjiVJhEPMZMsN+GTwc/Dgjgw7B+KcnMtTNU1KdYuj06ukYmE+9cF7mM/Xmvr7/GtbOgnRkMpwg/imm+D2dlvrM/SeA8MeE1xIVSjVbU9Me6p/o3TAZp7VdhXNTqy0RkNPqpMz28sYFvJCgykW0rEdx5NCeduCbbPn9IM7Mtw9luLMfIGIrvDt88u3peq62XH1cn7eynpuJ9tjOi5hTUELqdiOy5n5An/yyown8fD0wZENCY8fhGDWT9x0Y73i7WlStqJ1vwliuO31N7qd++18tKDXN9v7fSdaL2yNnwh4+d/fhrG8pezIzn5PSNl/WP91sltxplsDr3baGP7m3M1os2zFgmBkW7m+hXytUVWNN23YvXxftyCq04bf6bN+p8mvN7edG1e7XpNe5/BWAsitHoTCuRcU+cWaSSISf0Od6bft1kyu6xMzWS4slRqw5xqTmSipqO69R0IgR5LRQIY/aROZm4x0l5dLnFvIew3l6XiY9x8a894btLZvlzZjJ/Ov/VZ4LuDpwgEcmkjxsYenvDXu15j7xCM7+Nb55a69uZ2qBe0cKPma7HkO0uf07/G97Beapjb6W2593t6qDlwvtpVzTFaRLWfGky0o1tyuuqa3c1ytupx+UXjZ13VyNudVxd93cIQ/fmXG8y/afX+Qlp3//fO5KpeXSwDEwzoV02a9bDRJPPgTHlu5tjvR/KQaibDQq9sxEMd13baQwl7aQVptM+d+JyRFa2L/rTbfrXYrbI1/7e0HBUu8VbvVakw7oeRW8z9otysjEnRQb+X6Ogk79vJ97TLPvUAoOkEz28HAtjMDGnQY9XLNfsdsKz2bt3IQSsd95wDUrSi/8tS+O3JTlyLZW4GMvNl2O53giUyMjz+yg3/wldPUDJvziyVc1yVb0RhLC+HYVhkLIHA8/nF+6PB4Y11V267HoLX9RjMvtjqsFcNu2nse3JFpYhT097m9fHW9kRGvUqyZ/OsXrjCaijCejnFlpbShOtsqCB1ULQCa9k/53/J/sufZP6f+a8hWTCK64gXEQRBICbPaP9KHabtbeh78DnkrKdV22Z0S/PXSTxs0Vr8QfCoaomoKvcVWGvet2mbPV9lnWDMcTs/nWS7WeWEowfsOjvCPvnGOQtWkbNi8/55RKobF7zx3iZVinVhYYzQVaYs2kPOTCGuelp0UnYabCQwhU6Czb6SPJ/cPMZerehIP/kBxK9d2p1lrwLprIN4kJdEOUriVdXEnczW8mfZ2cPa2bdm246HabIbjdmRE2jn3IU0hWzGpGIWuqvfSZrPBwo7Q23z5g6jW8fXiFHXqJ2yFgW3nodHuMOp2zVthyez02xeXCnzz7FLPOPNOc3anOFdwUyS71/HcKWO/VZhuL9ewkK+RrRgYtkPNtImGNAzLpm7dpKMOyqz2Ms4gSulWGOPFpcKW+0tv1fxrX1L6B+09Qdcr5FQsD1qeiurkqxZnF/5/9t48TK67vPf8nlq6qtfqVVK3Wi3J2LKsxZYsydgY4wUvGMgDZgtmcq/Z4pvhJsAzGQdfEph5gDyQi0Mg3AuEDB5IAsYMBpsLwhZg8ALYltuSZbm1Wmt1t9RbVfVWe535461Tder0qX3pU9Xfz/PokdRdddbf8u7vBACp0GYmcGbzFmhojXrNPBZmz/SF0zOpe1iMyLPMFgIJpIuLNDvteNfVaaG4mDGvCfqaYmqW81wOtfKcFBLml81YqP1e39DdYbPh9Zf0pMrX6z3B//PJk/AvRuC0VWaca/vr9LwPNlv+vMHAYgQvnPZhNhhFQlXR5g6hu9WJP56aRjgah6oC0XgCvz85hQ29rZiaD2MxEsPUQgQLkRj2vjK+pBw9ADwy7E02N1fhtNsyFBBtzJsVl9AbioG0MQKQhvThWKJuFQ6z+zZrap5P5iiEShyjEaFyRkqmUSZVtiT2HyZDIsIxFe/fs66g+0srdLGMxo5Acc9L33xXK3KQTyjSzpHruNWyUmU7br57rkRYhDG0LRRNYGR8tmCByOyZVdqyXgllqVDDhJVCakq1IJdyD20uO2IJFRt6WrDGI2HTgHiIcj33XD1x9M/c7Jrev2dd1vxS4zmqsU7q553WlNnYVNbsWrT7aHXaMdjVAk+zQxrOr/Vg38hFUy+Ldq5s3gLt2F9/8iROTsyh3e3EUDdMjUjZPP5ag+doXDUNgQSkuIin2YnXJudTxyt2vOTLeS7lfem/U4zBqNSxUWiYfDZjoVZk6IUzM5gLxbCq3YVQNI79Z3xwOW2pVg/XbOzG3lfGcWJyHi1OO04kvara8UstXPXD/eeRSCRw7OI8Nq9pzzl/Dpzz4cv7jiEQjCCRABSbAv9CFOdnghjqbkEsriIUi6PVacf6nhbsWt+F6YUI7IqCSCKCbQMezIei+Myjh+FfjEAFMNTTije+rgcnJ+fR5rLDH4zipst78aZNfRnjWj829e9Q7w02a06vAHjzFatrVpW1khjnpP6+x/xBvHB6JiN0u9yWUZUwulvFIFkpqJyRsrDCpCr3+2aKhd5ypCkNhVxHPoWukOdlFGgB5BWKCiWfN6AcxSFXs8tsxy1FWTQmbzvtCrav9eDV0QAUqJiYC8PttOHgeb9pU+VCqKRlPZcnodLkUjTKPW4pY6ZUY0AxrQ36PW7YFAWAgu5WJ/6316/HzZtX4eJsCH/36OFUw20zBdsYvgMgw0uuhRNrmBlxulqcS35mfFbVUpaN8854bjP06wuwiHddMYjeNlfq+4dGAwgEo1lDo3Md35jDGY6ZG5Fy3YNeCDSGQAJAJJbAb45meveKNQIMdGbPeS70fRmrYmrjKBCM4frX9STH7XQqDNPMYFRs5EA2BTDb2NMr1EaF3esLYjYkvfhC0TgCi9LDr6e1CU67LdUk3ew6ZhYiGff7tu39S3p4ZctBPnjej5fO+nBmaiF5LgU9ba6MUEL9ut3vcePLTxzD6cl5xBKAAsAOFfGEiqmFCB5/9SKGeloQiibQ1+7Cqg433rq9HxcCIUzMhWCzKVBVFccuziESSyASUwFFxamJecwFo4jHE3Da7FgMxzB8dgZnZxbR73Hj4mwIz5yYwlBXZsNoI2beay03rzdZGGi5KMfIkKv3pNV6iFnJIFkpqJyRZaXcSVWJSZlNOChWqCxFoTPDKNBqeSOVsgrl8wbUwrOjv5dCvYn6vLt4IpGKhT87s4hV7S74FqXv0Vwoiok5G77z7CmM+oKYC8fQ1ezEjqGugpv+5rOsF0ohnoRKkU/RKPe4xiafhYyZUrzr+UKxjETjKrat7Ug1pL5sdTsA6aN4dDyAxUgCLU02UwU7W9gSIIL/I8NenEx6aC7ta0Nzk31JGKM+9NlpV0z7rJkpDpWy9BrnXb5jma0v+u/kC43Op4yXksNpdtxsY+fO7f2YDcUyFPdSjADZcp4LzZNdUhUzGEk1Kj5+cQ5Ou4LOFilH3+9pNjUyGD1s+srERmOC2TzU33NgMYJvPfXaEiNQzl6BbifOJBbR5nJgtceNFqcd531BRBPxjNwyY85rd2tTxv2+NjmPP56aTq2vZvvKxdkQvvCLEZyeXMBiJAaboqCj2ZkRSui0K/ji3iN46ZwP/mAUXc1OrOtpRWAxDDW5naoA+tpcWO1xIxRNAABaXU58+I3rUkaGgc5m/Le3ulNGvENeafw+Fgjh3PQiVAVY0+FEb1sTOpqd8C2GkVBVXJgNYdQfwmcfO4yp+TBmgzFAAa67pCdDsT1wzpcqBqcfe06bDb5gBM+dmsKqdjecdiWv575alLK35/uONl5bm5xL8vOWUxmq9xw/M6ickWWl3ElVqUlpJuAUK1QWkl9VyPGynbsai02tF7Vsi3+hm4aWd7e1v0P6VkFBPKGip82FC7NhdLc2wW5TMBeKwjsTRCiWgMMG2G02TM6FC85Hy2VZL4ZSPAmlkis/IhuFjEnjGNGafBbjpSh2TmcLxTJDUwhi8URGrojLoaDJIeFKnQ7z0LWM3BCbDX3tLlycDaXKZB+9MId2l/Q8iyVUXHtJD548OgGXQ8GDz55OhjCJMH3r5lU45A0s8VqarQvLaenNt7aVEw1RyrqZ73jGY+gLVWjPs9Tzmh2/EEXPLLohHFPhX4zAYbfBlRwvG3vb8OrYLF4dm0Wry7Ekr0p/rnBMRSKRyNr70ywEXJ8Tls0IlO19igJzRUaxGACmxWMGOjNzXgHgP547i8nZMGyKgnaXI8PTZrzWg+f9+I/nzuLV0VlE4wkoCtDT1oTVHW68d/c6bFrdnlKiJuZCcNgUOBQFdpv0GrQpNjgdNjgBNDc58IFr1+PYhTkcGhWlSysKky1iY3WHGyPjs2husqPd7YCiAn0drlQY7d5XxuGdCSISU2FTxDMYikheYySewOR8OHVvB8758PGHDiASS6DJYcM/370zlSf+yLAXFwMhRBOSv/adZ08vWw+0Uvb2fN/RxutsMGJaIGS5qFa6xnJC5YwsK+VOqmpOymKFlFwCQrHCWDkCUjHUelErJlzNLIRHy7ubXpDNQYE0Fp6eD2NdZzOuuaQHdgX4wQvnEEskEI7FodptCMfiGPMH8dujUqWykByyQquJ5qJUT0Ip5MoTMKPQMWkcI/omn9UYM7lCsczINu86mpuwoacF4VgCG3tbs4auKZB3/dypafzmyMVUK4z1PS04OTGP+XAcLqea8hhoYYxaCNOOdZ04fnEWD+lyaELRBFZ1iOXcLERIXwRjOSy91VxfjMeudC5ILuNVNY+vx8z7qIXfnZtegAqgyWGDqqq4rK8Ni9G4aV6i/lyagpXNW288pza29MaIYo1A2TyW+T475g+i2WmHw25DOBZFKJrpaTNeKwDEEwkxcsQTSKhAQlWxrrsFt2xeBSAdFjrmDyIaVxFTVcQTEqr40TduxP/7hzOIJ6QdxruuHgRgrkgW8k4BZPz7yNgswtE4IgnApgDhqChe82HxnLW7HKn2M8+cmML0QgQtTjumFyJ45sQUPq55yBMJtLudAIC5UAx2m62i7QfyoZ9rpRQ0yycPGMdrrdqF5KPSRiErQOWswjRaUmIuKpUrVkqFPg0rTcpSe5AtJ7V8fsWEq2UL4dHn3WmVt37ykhdzoRjOziyivVkqzikQa6k/GMWtV4iS8tLZGUzOm1uls1GuwFfL51vsuQodk2bHrWaTz1Kemdl7unFTHwDAaVNSzaO1kKsfD3txZmoBWwc6EAhGEU+ocDls8DQ78ezJKURiCYz6FrF5TQd2DnUioQI3XNaL1R3uVB5Uh9uJxUgcB8/7EI1Lk9rJ+QgSiQRGfUG8ZeuarOGfjWjpNaNaHsJqG6/yHd9sjA50NuOB916VUhj6Pe6shU2yeXhyeeuNgrF+bL1/z7qatgTx+oLobHHiT67qx6tjAVx/aR/es2vQVOnU7uGX7W6MNgfhctrQ73Hj/XuGUnlqmrFC8/pf0e9Bd2tTRq7w1rWewkn8vwAAIABJREFUsqJJjO9U+7dW7MRut8GmSrGZ161qw59cNYCZhQjsCnDkwlyq/cy6rmYoClIewO7WJgC6MNFkT8GBzmY0N9lrNsfNC5MUV9CskLW3VobjYrHqdZUKlbMK0ohJidko9V5LaTaaDytMynzPQxPGlrPsdjZq9fyKCVfLFcKj3zSip2fgaXais7kJ44EgWl1itRzqaYXTruCK/g58PFmC++B5f9k5ZKVQy/FZzLmKURDMBJvlFI6B7MaQbNXTRsZnAQAPPns6ldMy6lvEjqGulDfw1bEA5sMx9LY2IRRLYOdQJ84nx+KoP5hqNK0VLPjdsQkACpqdNixG4/AthBGOqZgPR/Hwi+exusNlWpjFSkalamJVo1QlyOZ1Mv4sW2ETM/J567XjGz2v2dbHaqH3bm/obctQzIzXqmEMoTTbHzWvfyHHqyQOmwKHTUFEUeCwK+hrd+EWneJ4amoh9awv6WvDdRt7MDkfRrtLvOljfhnXZmGitXonZoVJdiS9dsXkv1tBniJUzvJSjHfo4Hm/VCBqa4IayV7pqBEoZdPN1Wy03p9Vvucx0NlccNntRqWYcDUzxcFs08gWA3/vm163xBtbiRyyRqKeFYRsxhB9tcp+TzOGz/rgdtpx7SU90PLlZkPSVLfZaUery4FrL+lBNC45Y786ouLszCJamhyAEkdCzSzdfvC8P5XzZOw7ePPQKvzkJS8uBILoanWhw+1I9ezKFiJUT8+8FFaKhzAXxc6zQsZFoetjtaiUd7uc41WKHes6sXOoC5NzYUQTCbx752BG5UmzENYd6zpT/eH+18ujeOr4ZNb86VrdS4aCm2yrsZLmXaNFrVE5y0Ex3qExfxA/Gfbi8FgAqopUidhGpZRNV6/A6JuNNsLiUcjziMbVJWW3G2ERKZRiNuBCP2sM9ckVHluJHLJGox4VhGztAoB03srh0QAOnPMjllDRZLehu9WJjuYmDCRDzeZCUdjtNvS2ufDcqWn8/uRkqvqn02ZDRzK06YbLenHi4lyqdPsjw16cnJjHbDCSyn/Uij1sHejA1oEtGQaAckK2G4F6NgBUkkrPMys812rc03Ldh77YiZlypd9jtL+fPDoBr28RgWB1q/AWilko6UqZd2ayOlB4TqIVoXKWg2KKF3h9QUQTCfR3uBGNJ7DG01xyKfV6oJTNwRi60AiCi95aU2wSeb0rpMWgf06FNqwsdLMuZlOvR2WEpMnVLkAz/vR7mjEyPou5hSh621yIJRK4ot+DK9a046H959FkVzDU04q3be8HAOwbuYjWJjviCRW97W40N9kzKl3euT2EibkwWprsOHZhFvPhGCbmQghG4uhta0I8nkh5wz/x5stoADDAOVcd+FyFSvXpzGcsBJAR+ZNIFv+odhXeYjALP18JmFUH/eUr46lqnlpD9Xp6HlTOslBsr53BrmY4bVLdx2GTmGUrTNZqUuzmYAVrXyUxK1oxNR/G1HwYwNKFsdHuv1BWUi4mqS752gVEYgk88eoFTMyFEE8AU/NhdLU40d3ahIf2n8fR8QCaHHZs7G1FV2sTfjLsxbELkoum77ek9Tp74fQMnDYFE3MhLIRjWIjEcf2lLWh22jAbiqUs6as63JgNRuD1BXHNxu6GGd+NFipEGgd938talKtfGvljw1B3c00KsJDcmFUHnQ1F0eK0A0DOhupWhcpZForttQMA7iY71ve0wmZT8JE3bqyrgVAr6snal08w0S/Wxy/O4stPHMOoX8Krsllq6un+K0U9FQWwujBq9eurNvnaBVy2uh1HLsyiyWFDOKoiGlexusON7tYmJBIJzIfjCC9EsRiJY/fkPE5MzqPN5cBcOIY/3bMO12zsSRnV9Fby9d0taGly4JDXjwuzYdhtNqzucKHd7cThsVkMn/WhxWVvqFB2GlUIYM01x9j3Usv7LHZvyXdv+t83YuRPo2AW0inOFamcqW/zUC9QOctCsb12pM+ILZV43sghjY1OoRY5/WIdCMbgW4zAaVPgtNssa6lZjo22GuGc+qqf2gYJZMbYF3uvVhdGrX59tSCb91kf7ji7GIWaAJqdNriddtx19SB2rOvEfzx3FpF4Ag6bApsC+BajAMRj5nbacUlfWyrkVl8NT7OSNzfZsXOoK9XGQWtU3dXsxJXrOqGqakOt+1Y2qlhRYWhErLrmGPtevja5gDWe4kIL892b2e9XYuRLvWA0fOeqDloPUDnLQrEhaCs5n6iRKMYip42Rg+f9eGTYi7PBKPzBKLqSxQSsNgaWa6OtdDinMe9o85p2OGy2VMl0LcS02FYNVhZGAetfXy4qKUybeZ/14Y7BSBxT8xG0uhwZJbHfur0fpyYX0OayI5pQ0dnixNrOZsQTKl63qi3DAFeIlXx1h3uJEcdqc74crLqnWVVhaESKybuvJdrYHA8EsbazGbdvWZ1RYbEQ8t2b2e8bKWS50an3KCUqZznQXqxWCSxfwuj796zDIW8g1eyU1B/FWuQGOqUQQWeLE3dsXWPakNMqLKdwX8mFUruP1iYn4gkVrS4nJudCABS8LtnX5ZA3UPS9WlUY1bD69WWj2sL0mD+IqfkwwrEEvL5FrPY04xO3blqiTN2yeRWePzWN2VAU8biKP7w2jSa7ApvTjndcNZCxzhdiUNA+t2NdZ8pC20hYNUe2no0U9YQ+7/7kxFyqd6RVvJbb13qw95VxeJodODQawJaBjpxVe/XXDSBnTYFs905IraByloNiS+lrlvqR8dkV18OqUdCHs1651oM7t/fndYnrrXitLiduuKzXku++XoV7I6a9zQx9XbSmwsXcq1WFUQ2rX182qilM69doBcCbr1iddb4OdEqT2CePTuCHL5zDzEIYXa0u9LVJsZCuFmfGOl+MQeGp45OIxRMZ/Y4aAStan624jllFYakkWt796zd24+njk0gkVDz47OmMCIXlGOsHzvnw9SdPYiEcxYXZMDavWYXxQDDVwkKLpuhobsrof6iX5W7c1JezpoDXF0QskcAlva04PBpAIqGuyN6kZPnIq5wpivIggLcDmFBVdVvyZ90AHgawAcAZAO9TVdVXvctcHry+IGaDEbS6nKlKXMaJqS3KU/NhWvMagFIEYM1ravUG0/Uq3BvR30dgMYKxQAhXDnqwusOdYTktJWHbisKoHqtfnxnVFKaNil9vmyvv83ny6ARmFsJYjCQAhOFySHGPUtduenJqi9XWMSuHWZajNGrz9kIgCJfTjq0DHXhtch76CIVaj/UxvyhhJyfm4HbaEY8n8NrkAuw2BS6HkhFNEYsnUtdnnKMAstYUGPMHcfziHA6PziIci2MxGseGnpaM4xFSbQrxnH0XwP8A8G+6n90P4Deqqn5JUZT7k///VOUvb3kJLEZw8HwAClS4nEsrcekX5UgsseI6sjcqpQjA9dJguh6F+2xMzYdT+T4j47P4xJsvg9OuZDQBtpKgtFKppjCdT/EzCqdSuElBV6sLQBhrPM343298HR57eQwHz/sLquplPKZ2DccvziIcUxn+VAOstI7VSjmvdYEjfU713lfGEQgujVCotZyjzV+tv9hQTyv+dM+6VIGejGiKZP9DYOk6sWNdJ3as68xaWOhCIIiEqmJrvwcnJuZwYTaMNR43nHYFe18ZB1CfRSYamUbzXudVzlRVfVpRlA2GH78DwE3Jf38PwO/QYMrZmD+Ih/afhwIVTQ471ne3LKnElfKsNTkRSyTwJ1etRW+bq2EGBykcK4baNCrZirYcPO/Hj4e9ODkxh3a3E0PdsKySvNKoljCdS/EzE04Hu5rR0dyEoW4p6PFXt1yK1R1u/OzlMQAq8qlVRoOcFvZcD55zUh1qsfaXomhVQmnU51Xq87WWSwjWz1+tv9jOoS4AWBI5ob++bOtEtsJCWs55Asio0Prgs6frurFxo2Jl73WplJpztlpV1fHkvy8AWJ3tg4qi3AvgXgAYGhoq8XS1R29hnQtFYbMtXXSddolvjidU2G0K7n2TO7VQkJWF1UJtGplsRVsAZFhVw7HiSiuT+iSb4mcMSz943o/eNteScNcXTs+gyWHDjnVdeYVYbezZbQr2n5nBxFwYT/W24sZNfXXhOSeVpxZrfymKViWVRuMcW66xnetZ5zMAFWIgypVz/sLpmbpvbNyoNGJoedkFQVRVVRVFydrcRVXVbwP4NgDs3r27bprAmFlojC87GlexeU07Wl1OLISjDdXjhhSPlUJtGplsGygghRlyzVmycnDaFRwenUUkloDNJuu1p9m5xLJajBA72NWMSCyBF87MYC4Uw8xCBN2tTgCg53wFU+21vxRFq1ENhtV81rme2WBXMzrczrpubNyoNGLkUqnK2UVFUfpVVR1XFKUfwEQlL8oKFLKwaQpcLJ7IiG8mhFSPXHOzEYURUhrjgRASqgq304aFSBxzoRi2Dnjg9S3i4Hl/xjgpdNwMdDbjzu39OO9bhNMewUI4inBMzZrDQkglKFXRosGweLI9M63aaz03Nm5Uss2Pes5DK1U5+xmAewB8Kfn3YxW7IgtRiJucwiAhtSfXBsp5SDQcdhucNgXxRAz+xQiOX5yFw2bLaBxdbFXPfo8bgWAUiYQUgbp7z7qsOSyEVIparm31LNRWE+4v1sX4buo9D62QUvoPQYp/9CqK4gXwf0GUsh8pivIRAGcBvK+aF2llOFkJIcR67FjXicv62vCy149wNI5AMAp/MIa3b+/HS+d8GOxqwfGLs/j6kyeX9DjLRSqcvcmJhUgUnpamGt0RIdWn3oVaQoD6z0MrpFrj3Vl+9eYKX0tdQgsTIYQsP2P+4JKQo3ftGsTkfBgL4Ricdhua7DZ0tTal8hMCwRjiCRUbeloQCEYLLrTAcHbSqNS7UEsIUP95aGUXBFnJ0MJECCHLz5g/iC/uPbKkzPWOdZ0Y6m7BodEAook42t2OVH7YwfN+PDLsxcnJeVyYDWH7Ws+KLrRACFD/Qi0hQP2v01TOyoAWJkIIWX68vqBpmetrNnZnTeL3+oLobHHizZtX4bXJebx1ez8LLZAVT70LtYRo1PM6TeWsDGhhIoSQ5SdXmetsG7S+JcMaT3OqHQMhK516FmqrDVNZSC1QVLV2vbl2796tvvjiizU7X6GUM9k4UQkhZPkxyzkr5DtcvwkhhcBUFlJJFEUZVlV1t9nvVrznrNzJRgsToYBHyPJTylrM9ZsQUihMZSG1YsUrZ5xspBxoSSOEEEIaH6aykFqx4pWzXJONHhGSDyr3hBBCSOPDYimkVqx45SzbZKNHhBQCLWnWgIYUQggh1Yah0KQWrHjlDDCfbPSIkEKgJW35oSGFEEIIIY0ClbMs0CNCCoWWtOWFhhRCCCGENApUzrJAjwgh9QENKYQQQghpFKic5YAeEVIozHlaPmhIIYQQQkijQOUsCYVrUirMeVp+aEghhBBCSCNA5QwUrkl5MOeJEEIIIYRUAttyX4AV0AvXsXgCXl9wuS+J1BFOuwLfYhTHL84y54kQQgghhJQMlTOwoAApnTF/ED/cfx4uh4JwTMX796yj14wQQgghhJQEwxrBggKkdDSv66bVHfD6FhGNq8t9SYQQQgghpE6hcpaEBQVIKdDrSgghhBBCKkVZypmiKGcAzAGIA4ipqrq7EhdFSL1AryshhBBCCKkUlfCc3ayq6lQFjkNIXUKvKyGEEEIIqQQsCEIIIYQQQgghFqBc5UwFsE9RlGFFUe41+4CiKPcqivKioigvTk5Olnk6QgghhBBCCGlMylXO3qiq6tUA7gTwXxVFeZPxA6qqfltV1d2qqu7u6+sr83SEEEIIIYQQ0piUpZypqjqa/HsCwE8BXFOJiyKEEEIIIYSQUhnzB/HC6RmM+YPLfSlFUXJBEEVRWgHYVFWdS/77dgCfq9iVEUIIIYQQQkiRjPmD+NpvTiAWT8Bht+ETb76sboq3leM5Ww3gWUVRXgbwAoBfqKr6eGUuixBCCCGEEEKKx+sLIhZPYLCrBbF4Al5f/XjPSvacqap6CsBVFbwWQgghhBBCCCmLwa5mOOw2eH2LcNhtGOyqD68ZUJk+Z4QQQgghhBBiCQY6m/GJN18Gry+Iwa766kdL5SwLY/5gXb5QQgghhBBCVjoDnfUpw1M5M6GekwgJIYQQQggh9Um5fc4aknpOIiSEEEIIIYTUJ1TOTKjnJEJCCCGEEEJIfcKwRhPqOYmQEEIIIYQQUp9QOctCvSYREkIIIYQQQuoThjVWiDF/EC+cnsGYn/lphBBCCCGEkOKh56wCsLojIYQQQgghpFzoOasArO5ICCGEEEIIKRcqZxWA1R0JIYQQQggh5cKwxgrA6o6EEEIIIYSQcqFyViFY3ZEQQgghhBBSDgxrNIGVFwkhhBBCCCG1hp4zA6y8SAghhBBCCFkO6DkzwMqLhBBCCCGEkOWAypkBVl4khBBCCCGELAcMazTAyouEEEIIIYSQ5aAsz5miKG9RFOWYoignFUW5v1IXtdwMdDbjmo3dVMwIIYQQQgghNaNk5UxRFDuA/wngTgBbANytKMqWSl1YrWBlRkIIIYQQQogVKCes8RoAJ1VVPQUAiqL8EMA7AIxU4sJqASszEkIIIYQQQqxCOWGNawGc1/3fm/xZBoqi3KsoyouKorw4OTlZxukqDyszEkIIIYQQQqxC1as1qqr6bVVVd6uquruvr6/apysKVmYkhBBCCCGEWIVywhpHAazT/X8w+bO6gZUZCSGEEEIIIVahHOVsP4DLFEXZCFHK3g/gAxW5qhoy0EmljBBCCCGEELL8lKycqaoaUxTlLwE8AcAO4EFVVV+t2JURQgghhBBCyAqirCbUqqruBbC3QtdCCCGEEEIIISuWqhcEIYQQQgghhBCSHypnhBBCCCGEEGIBFFVVa3cyRZkEcLZmJyydXgBTy3h+D4DAMp7fSiz3u6gnqj1u+C6sQ6XfBdec0lnJ88Jq42Ylvwurke9dWG3sNDKNNC/qfdzo38V6VVVNe4zVVDmrFxRFeVFV1d3LeP5vq6p673Kd30os97uoJ6o9bvgurEOl3wXXnNJZyfPCauNmJb8Lq5HvXVht7DQyjTQv6n3cFPouGNZoTf7Xcl8AqUs4bkipcOyQUuC4IaXCsUNKYUWMGypnFkRV1RUx+Ehl4bghpcKxQ0qB44aUCscOKYWVMm6onJnz7eW+AJKC78I68F1YB74L68B3YR34LqwD34V14LuwDgW9C+acEUIIIYQQQogFoOeMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiwAlTNCCCGEEEIIsQBUzgghhBBCCCHEAlA5I4QQQgghhBALQOWMEEIIIYQQQiyAo5Yn6+3tVTds2FDLUxJCCCGEEEKIZRgeHp5SVbXP7Hc1Vc42bNiAF198sZanJIQQQgghhBDLoCjK2Wy/Y1gjIYQQQgghhFgAKmeEEEIIIYQQYgGonBFCCCGEEEKIBahpzhkhhBBCCCGkeKLRKLxeL0Kh0HJfCikQt9uNwcFBOJ3Ogr9D5YwQQgghhJBaEvAC3mH59+AuwDOY9yterxft7e3YsGEDFEWp8gWSclFVFdPT0/B6vdi4cWPB36NyRgghhBBCSK0IeIF9nwHGDgIKgP4dwO2fz6ughUIhKmZ1hKIo6OnpweTkZFHfY84ZIYQQQgghtcJ/DggFgKYWwNkChGblZwVAxay+KOV9UTkjhBBCCCGkVnQOAW4PEFkEoouAu0N+RggY1kgIIYQQQkjt8AxKGGOROWdkZUDPGSGEEEIIIbXEMwhsfYf8qaZiFvACZ/8gfzcQX/3qV7G4uLjcl5Higx/8IH784x9X5FhUzgghhBBCCGk0Al7gd18CXvo3+buBFDSrKWeVhMoZIYQQQgghjYb/HJCIAZ3r5e8Ci45kY2FhAW9729tw1VVXYdu2bXj44YcxPDyMG2+8Ebt27cIdd9yB8fFxAMD+/ftx5ZVXYseOHbjvvvuwbdu2rMddXFzE+973PmzZsgV33XUXXv/61+PFF18EAOzbtw/XXXcdrr76arz3ve/F/Pw8/vmf/xljY2O4+eabcfPNN5seMx6P44Mf/CC2bduG7du345/+6Z8AADfddBM+8YlPYMeOHdi2bRteeOGF1L19+MMfxjXXXIOdO3fiscceSx3nvvvuw549e3DllVfiX/7lXwBImfy//Mu/xOWXX45bb70VExMTZT1bPcw5I4QQQgghpNHoHAJsDsB/Vv4us+jI448/joGBAfziF78AAAQCAdx555147LHH0NfXh4cffhh/+7d/iwcffBAf+tCH8K//+q+47rrrcP/99+c87je+8Q10dXVhZGQEhw8fxo4dOwAAU1NT+MIXvoBf//rXaG1txT/8wz/gK1/5Cj772c/iK1/5Cn7729+it7fX9JgHDx7E6OgoDh8+DADw+/2p3y0uLuLgwYN4+umn8eEPfxiHDx/G3//93+OWW27Bgw8+CL/fj2uuuQa33norvv/978Pj8WD//v0Ih8O4/vrrcfvtt+PAgQM4duwYRkZGcPHiRWzZsgUf/vCHy3q+GlTOCCGEEEIIaTQ8g8BN94vHrHOo7Ny27du346//+q/xqU99Cm9/+9vR1dWFw4cP47bbbgMgXqb+/n74/X7Mzc3huuuuAwB84AMfwM9//vOsx3322WfxiU98AgCwbds2XHnllQCA5557DiMjI7j++usBAJFIJHXMfFxyySU4deoU/uqv/gpve9vbcPvtt6d+d/fddwMA3vSmN2F2dhZ+vx/79u3Dz372MzzwwAMApKfcuXPnsG/fPhw6dCiVTxYIBHDixAk8/fTTuPvuu2G32zEwMIBbbrml4OeYDypnhBBCCCGENCKewYoVHNm0aRNeeukl7N27F3/3d3+HW265BVu3bsUf//jHjM/pvVTloKoqbrvtNjz00ENFf7erqwsvv/wynnjiCXzrW9/Cj370Izz44IMAlvYeUxQFqqrikUceweWXX77kGr7+9a/jjjvuyPj53r17i76mQmHOGSGEEGIVGrSyGiGk/hkbG0NLSwv+7M/+DPfddx+ef/55TE5OppSzaDSKV199FZ2dnWhvb8fzzz8PAPjhD3+Y87jXX389fvSjHwEARkZG8MorrwAArr32Wvz+97/HyZMnAUhe2PHjxwEA7e3tmJuby3rMqakpJBIJvPvd78YXvvAFvPTSS6nfPfzwwwDEY+fxeODxeHDHHXfg61//OlRVBQAcOHAAAHDHHXfgm9/8JqLRKADg+PHjWFhYwJve9CY8/PDDiMfjGB8fx29/+9sinmRu8nrOFEVZB+DfAKwGoAL4tqqqX1MU5f8G8OcAJpMf/bSqqtVTIwkhhJBGRquslohJfshN97P3ESHEMrzyyiu47777YLPZ4HQ68c1vfhMOhwMf//jHEQgEEIvF8MlPfhJbt27Fd77zHfz5n/85bDYbbrzxRng8nqzH/djHPoZ77rkHW7ZswebNm7F161Z4PB709fXhu9/9Lu6++26Ew2EAwBe+8AVs2rQJ9957L97ylrdgYGDAVDEaHR3Fhz70ISQSCQDAF7/4xdTv3G43du7ciWg0mvKmfeYzn8EnP/lJXHnllUgkEti4cSN+/vOf46Mf/SjOnDmDq6++Gqqqoq+vD48++ijuuusuPPnkk9iyZQuGhoYKDrcsBEXTELN+QFH6AfSrqvqSoijtAIYBvBPA+wDMq6r6QKEn2717t6pVXyGEEEKIjrN/kJLXneslgf/q/wysf8NyXxUhxCIcOXIEV1xxxXJfRkHMz8+jra0NAPClL30J4+Pj+NrXvmb62Xg8jmg0Crfbjddeew233norjh07hqampopf10033YQHHngAu3fvrvixs2H23hRFGVZV1fQi8nrOVFUdBzCe/PecoihHAKytwLUSQgghBBCv2fwkEAtXrLIaIYQsF7/4xS/wxS9+EbFYDOvXr8d3v/vdrJ9dXFzEzTffjGg0ClVV8Y1vfKMqilm9kNdzlvFhRdkA4GkA2wD8HwA+CGAWwIsA/lpVVZ/Jd+4FcC8ADA0N7Tp79my510wIIYQ0DvpwxlgY2HAD0NIDDO5iWCMhK4mAF/AOy79N5n89ec7MeOKJJ/CpT30q42cbN27ET3/607KO+/rXvz4V9qjx7//+79i+fXtZx60UxXrOClbOFEVpA/AUgL9XVfUniqKsBjAFyUP7PCT0MWeBf4Y1EkIsRcBbsRLDhJSMPpxxYkQUtJbudN4ZwHFKSCOh33sA+bfdCTz9ADB+SOb+4G7g9s+nf985hCNjc9i8efOSaoPEuqiqiqNHj1Y2rDF5ACeARwB8X1XVnyRPdlH3+38FkL2BASGEWA3vfuCpLwNON+DqqO/iC979wOgBYO1OYHDPcl8NKRZ9o9hYCHA2p/POvMPAyKNAKAC4PSKs1es4JYSkPeWhABD0A65WwN0JBEaBqaNANAwoCjA/IfP/5K9SRYLcV3wM09PT6OnpoYJWB6iqiunpabjd7qK+V0i1RgXAdwAcUVX1K7qf9yfz0QDgLgCHizozIYQsFwEv8NR/B6aOi2LWvVEsk4UKvVbyuHn3Az/5C0CNAYoDeNe3qKDVG55BYNc9omA73MDRnwNjybLPMyeBsYNAUwswc1pHwr2+AAAgAElEQVSEteUec4SQ0vGfE8XMd0YUMMUGbH2n/FxVRDFLxABbsttVIpYy1gw6/fDONWNycjLnKYh1cLvdGBwsbs0uxHN2PYD/BOAVRVEOJn/2aQB3K4qyAxLWeAbAfynqzIQQslz4z4kQ7OoAwrNANFR48QWrlTsfPSCKWcdaYHZU/k/lrL4IeIHh74nAdnEE6BgAZl4DVm8BXvudjDUAoKGckPqnc0g85OFZoKkVCM9LKGPbasDdAYTmRGF782eB9n7xnCWLBDm7h7CRxpmGp5Bqjc/CfEtgTzNCysFK3peVRueQhIh1bZBN8sb7Cn8H/nMZlsyiPG7VYO1O8ZjNjsrfa3cu37WQ0tDGVFO7KNoOl+SftK4CwnOAsgGwNYngNrhrmS+WEFIWnkHgxr8Bfv05wH9G5rtiA677mChjRrngpvspK6wwCso5I4RUGKt5X1YansHSNzx9fpAVyp0P7pFQRuac1S/amAoFRMGOhYF4FFiYANrWANd/XP5P4YyQxmBwD7Dno1IIqG8TEPTJHPcMLp3jZj8jDQ2VM0KWA6t5X1YipW545Sh21WJwD5WyekY/poI+CXFcvVV+t+sevltCGpHBXRKyGPRZw9BHLAOVM0KWA6t5X0hx0JJJKo02ni4clgqifVfI+hCPLu91EUKqg94oY3fK39rPyYqGyhkhy4EVvS+kvmEOY32jL699cUR+5uqg4YaQRkZbq7OlOXBdX5FQOatHvPuBk78F2nqBy26Xn3Hy1h/0viwvAa+UJQckvKSe3wVzGOsfLdR51RYgGgTaB4Dt7+Z7JKSRCXiBo3ulcqPmLdfSHLiur1ionNUb3v3A//cRIDgNQAFGHgOau6XaDycvIYUR8AL7PiP9oxQA/TuKa+5rNWtmI+cwWu1ZVwst1HliRPqZNbVI7ll7f2PfNyErlXze8kZe10lOqJzVG6MHgHgYcDQDiQgQGJPqXoO7OXkJKRStCWhTi/w/NFv43LGiNbNRcxit+KyrhRbqfHSvNKE1WtEJIY2F3lsOAOvfCGx+a3q+N+q6rqcU49sKMNhROas31u4E7C4gkvSceQak900jT16SnxWwWFUUrc/ZzGnxnLmLyO2xojWzUXMYrfisq03bakCxc00npNHRK19uT6ZiBjTuuq5RivFthRjsqJzVG4N7gPd+hzlnjU4xytYKWawqimdQwhhLyTmzqjWzEXMYrfqsq4F+HgPApjvNxyUNMaWT69l597NXIKkthShfjbiua5RifFshBjsqZ/WIWU+jBhycK5Zila0VslhVnEbqc9bIXHqb/F3vRVvyYZzH2s+AzMptNMSURq5n590P/OQvADUmaQLv+hYVNFIbsu1DjWiEMd5TKca3FWKwo3JWD5hN0uWYuI24WFiRYpWtFbJYVYVSx3QjWzOrSTke4cFdtbnG5UI/j2NhYOTRpYWeGskQU4v9RH+OXM9u9IAoZh1rgdlR+T+VM1JNcsl1WiN6qPLzG/+m/sejVoQrNCtpBFoBrmINnSvEOErlzOroq/nEQjJJ2/trbz2lxbY0ShFAilW2VshiVXEqPaZpvMgNPcK50c/j+Ung+C+X3nu1DTG1Ss6vxX5iPMeue7I/u7U7xWM2Oyp/r91Z2WshRI/Z+AfSsp53GEBCZL6mNuCpLwNv/0p247yV28Jo1zp5FBg/CDhbAN8puV7NyFnK9c5Pyh/AWvdbIaicVYtKCWr+c4DvDDB5XCbyrz8H7Pmo/NvdBUwdSw/yal7jShOUKkE2ASTfcy/VmlSL91Gs58PKyop3GJgdB/o2iaWynDFN40V+6BHOjzaPA17g5K+W3ns1DTH5xnA2S38p414bC/o9TPt5pe7LON7i0ezPbnCPhDIy54zUArO1EJCfNbUDNgVIKEAsAjTZgMhCeo54h4FDDwGxqHigrvsY8MdvFN8Wplaea219CIym82nVMo9ZThucOoHKWTWopKAW9AHnXwDiEQCKbGSL0xL2cvxxOcf+/0eqNhazoRR7jStRUCqXbAtwIc+9WGWr0gttuYKY1ZWVgFfCxmZOiRWvf0fxY1r/jLzDUvmxtRdQE8tjvLCy9RSgRxgofJ7q793ulL/nxkXB6BwC1r+h9GNnw7heHd8n/1+7U6I19n1GrPpuT1oYKtVo1zmU3sMUAC//wDyMsxzMxpt2TGMuH2Cey01INdD3NIyFZI6398vPQgHA7ga6BkTeU6MyXp/5R8Dplv3l4gjQ0g1AkeJwxbaFqdX+rF8fIgsANsi9uj2lh6l7hwHfWTmO3VlcG5w6gspZNaiklykwCjS1AuEEAFWO29IDbHknMD8hilrg3FK3d6WvsREFpWpjJhwYn7t3uPRnqgljdqfEp1cyPM9s4S5mzFjd0+o/J4LgprfIBrjlncUrw9ozioVlHo6/DECV+Wl3Vu3Ss16P1a2JZmtIIV5kK91DORQiEBkV7M6hzCa1a7ZKk1ozr1a5wpZ+vQr6gN9/VfqtKQ5g5wdkbDW1iBHi+D5g1WYZ56UY7TyDMudCs+K5njwGxGcr268z23gzUzIJqSWeQQmzferLgLNZ9u+b7s80yMSjEgr4yiPA3AVg6rh819kKxIKy5yh2IDIvnw3PyhzM1RZGW2/nJ2uzPxtbBVz/8bSBqdRor5FHxVAV9Mla2Nxd+/22BlA5qwaaVdD7YuH9k7IJKWt3ips7FgJUFVizPW1xONgCzHplgDrdhVlLtHOU4glrJEGpFmgLsBYqoz27bEn/u+6RpuKL0yLgG70f+vcHpIWxxWlZ4CvVtDabYlXMmLG6p1W7vpAP6Bgo3oqnf0be/UB4Xo4Tj0hRgXi0Oted63pKbapdK8zyJKzsXa00+QwWZgr2lnemQ53UmOSfhALSqFrfE6kSxhC9MnP6WREMtQIZ08l+gICcZ+SngHetvLfL7xQjon6NK4TBXRK6GfSJ4AZUfr0wesq8w2klc+oEcOAHong28rjTsHqY+UojHhXvl37Orn9D5rvpHAKO/VIUMLtTZMBwIB0W6GwBxg8AzZ0ANgDb7pL2Smbv12hQBKq/Pxdi1C8lvcbtEZk4EQGcLlFu2/sbalxTOasqBQbWevcnLSjupVbRXH3Ndn1QBqX2vVwTzEwQMlMcSOUIeNMerQuH0ouHWdL/xIjkE/rOiLDS3CVWZM2ya3x/l96WGS4QDRW30OZaELMpVsV4T63uaS33+owWQbsTmPSJp6FtVe2V0XKaatcCs/WnUIWiUYTKfAYLo4I9PyEepVhYnpPiABYmgelTMs4uHErvFZUyhmgGOLsTOPRwukDG5juB6IIo/c3dsj5p69bw90TI1K9xhZ5LPwe1Z1DJ92wcd2uvlvkRj8g6e/opiTxpdMOAUTDf8k5rhj6vJAqZs55BKQL3688B/jOyz9ubAFcbEA9Lw/rmrrRhtm9z4dEsm+4E2vqqv64ajfr66ADPQHFRP51DopTFgnLf8QjQukq+bzVjZJlQOasGWsjU4J78VsyAF3jqv4vL2tUBdG9c+nl9LLxZBSqj1dJMmDELpzv5q6WKA6kc2YRPs6T/WEhiyW12QLHJ33rvh/+chC00tcnfQKZysOuewsMF8nkscikuxXhPre5pLef6zATL5cz38gyW3lS7FpjNhUKEk2zll+sR/ZgJ+sT7pRWfCHjFWGN3ApFFeVbhOWDisIQubXsPcP2AGNOczy71klfaGGJWIKP/qswwam3dcjanFTW9R68Qpdo4Byv9bo3rZnMP0LtJFFxXO9B/pVyn0RMJNI5RANB5HLokzy80K3tPoyulVqbQOTu4B7jrm7K2L04DZ55JKtkhMdAf+2Vp0Sy12iOMET/66ICOQfF8ta6S+VlIes2NfyPODKhivPKdXR6DaJWhclYNirFi+s8BDrf8mZ8A3J25P68vPBBZSFstz/0xmTeTxRJhvCagvDCYWveoqccNJN840C/OdqdUXPKfEyUtEc/0ftidwIVX001Sr/zT0pvzFuKxKEVx0efAxaPpv+v1/eXCuOH4z5m/h1qOYSsrw9mKM+QTTrzD5uWX6xXPoORL7Ptsei7f/jkRsBIxuc83/BWwMCWKmaaEtfWJkNbeL8Y0LSx6flLGmN7oUymMBTL0x2/vz1TUJkYkJ07z6F1+Z2ZUx3IpAWbrprNFhLlAGJg+udQTCcg4q3SBkuVEm39Tx0QorkSFWlI+hc5Z/ec23Z65ZmpGEytGsxijwi69LTM6IBoEZl4D7CdkfhaSOza4R+orHN8HhPzVvf5lhMpZNShmEmiLZmRRPCau1szf6wXewBjw4nfShQeaWsXy5+4Cjv5cLAhNrUBLV37LKmBeqrkQSi0Rn++YjZaPUsg40C+6mufDLOcsHgVWb5Hck4WJtFJeSnPeckOgclVyDAVkfLaukusc2LG8wlk10G84il1+ZibE5So+UO+Gh2LR5oLm2dP/PN/9q4a/6x1jw+PTz2QaS1ZtThcCGR0WASToS3//0ttkjTjxBPDS90SJWE6P4qW3JcMvQ4CzTYoXPPtVmf9aNEg5hY/KIR4Fei6RXB1FkSgThwvY8EZRKDvWZubrahEls2OA7zSw/nqp6HrgB8ClNy+PsakSa4V+/o08KuPJirnAjUS57y3b9828zYUaBWtpwAt4JRxz4ojMsa71wPn9wOKUGJUcLqDFLl7trvXioCgkV1sLi3z1p9IKx+4EmpobztBA5Wy58QxmVq3SW7O8+4HffA6IBGWj86wTK0Nbn2w2Lb0AbID3BWAx2YwvcF42Q1VNl2jVnwtIT9pSrShmnhegdGWqnHwUq1OpMEAtpygREyHD6S792Rg9dt5h+VOIBy5fJUfYgIVp6c8SmQOgWDMevNSN0xiG7OqQTcWsypy++MDM6bTXpxqGh3pR9rRQ6kJDqgZ3iYKvKbilll+2EsaGxxtvWBqa5BkU79Pe+8Rot++z8l3NwxYYlRwUV0fm2DLi3Z+7d1c5DaT1FSRjYVHQlOPSf6nnErm28Cyw6Fs+L5TdKZ4xzXO2a23a8+j2ANvfnQ7R1EeU9F4uBUOO/lJy7aZPAgf/I9PYBNQmeqRSa0XKuzqQzmGvNMboCauvR9Wi3PdWyPezze1cxvNahr17h2XehPxAcAaYvyj7Znhe9kxXj/wsPC/GkI1vzG8s0O5tdkzWm8g8AFXWnwar2EjlrBCK3cCKnZj6qlXa5qxZHUZfkjAENSHCeCwqSaGudqBzHbD9PcDv/kGUsbmkFSEWkgnR3JVZxUaz+Gsm6Bv/xrxfTr5nUEiJ+GKEcbN8uMVpEV6ii+bFTkpZaCphyap1To/+mvUKlV6g0J5NMfen/d5YHe66j6U3VaCw3EXtmmwOMRIoiljKIvMSntW90VoW2nI2Ti0MWRM83Z2AwymVWe2OzDAzIF3hTjEco5KGB72wHAvJvLZiv6ZS7tszKF6helA8CyVXPleGN3pU5pWph+0cEI/J55Qs5zn6i7RyZ3fJOQsR4vKhvUd9BcnwvBgPu9ZL0RIosv/EQqJknn8hs+F0Jd+jcd3TC636iIPInFyT0SiphWjqI0pmvcm9NCj5v5EFIJGQe03EMnO2a9UnqhJFcwLezIbFp58p3+tqbOkyd0G8kqu3AG1risuHbhSKXeuM7y+bAVx7zuOvAM/+Y9JYawf2fATovlT2oKO/BKaOAIPXpI39c+PAE59OhvDaRH556wPVj+RQVdkvEzHA5gRgS5f719avvs1y/v6r859bey7tA8DZP4hcbHcC3ZfUvkJylaFylo9SNrBiJ6ZZ+NvZPwBqXCZbIi5/Lo7IZuFwS0jbxhtkgLetkgUx6JNNyO4EbE2ZoY2AKHuTR6TCjauj8N5oZs/A2CC11H43QKayFwtLQ9LJ43K+LkgOhv4atXAx74vymYGrMheaQu+hGEuxdzh9XbXqI2V2zXanCB6X35le3ObGS8uRMKsO99SXZWxppXaNxzO+K7NWAC//QBbKvk3AVR+oj+IUhV6f5sHs2pBOyH7lx0ml7LzMWc0rNLhLxsn8hFS48wykj1HJNgPae/SdEYWx2J6H2Sh2w87npcl23yup15lGrnwuDc3D5j8rRjl7k8w5/1mp0ubukJ+7O5Z6FANe4Nl/AoJ+CXUHxFuiF5JLFfxTbSgC6QqS8SjgbhdhqW11pkAOAMefAE4+mS504hlYqiiW6snWr5GX37k0n0+LOHB7lhqazJ79rntkrwz5ZY5rBZpsNjE4uTrkc7XuE5WraE6he5txzS+35Yb+3IvT8rOZUzLupk8BUNJ7Sr2mJ5RCMWu82fszft/uzPRW2x0i8znbxOjw+6/L+qDlYCViwMwZYN0e+e6vPweMvSyyn82ejpYBMmWHSlby9AyIA8F3NlnoTEGqV29kQbzr8bCEOTa1SdhwIc81FgZ8ycgVp0vWmZXoOVMUZR2AfwOwGuJy+baqql9TFKUbwMMANgA4A+B9qqr6sh2nbtFXOSrU6pdrYha6CXUOySbnPw8koqKAJRIyuaCKwHfkFzJJp44DSIhgCBWYmwRa+zLP7x0W4S0alA3H7SmsN5r+Gei9JW19S5sfl9rvRq+czk9KHoW2edibllpE/OeS7vBZud+xl/O/l3yCSLb3onejT4zIglCrrvT6a54YAf74LeDoz2SRS6jAmi1ijbo4ArSvkc+vvRqAWliOh7H8enN3OlzSux+AsjRcz/iutFYA/rPynra+QxZ2K3s6ylGOjIYU7R0FfeI9mD4lBQf858Qrfd3H0vlpei92JROztfLC4dnCex7mo1hjhnc/8JO/SAvFRi8NYH7fK63EdzFKyOAeUS5+9w/ikX71p+L52XiD5HROnRCv9FV/mn6W+nHp7gQcTSIIKQow/pIUVckmABYj+OurTg5/T/KcFbuU5zbrz7g4I4KjmgAuHpZw/Xd+s/wwX+O6fvqZzHy+wOjSXMd859OKGbX0JPceRYwxN30q2UKgzJztYihkrSjG2GRc88ttuaE/d2RBFIZ4WMZdPCJKWkd//acnFEsxa7zZ+1v/BvN9JuWt7pbvxkLyt71J1v94JJkHrch6Gl4Qg6kaFwUprp1UEWVak220/Mqx5ytTyVNrI+T2AO2rZV2/5E3i8Tv0kDgP2lYBb/h4WmYsxljjdKdllZnXgGZPw/U6K8RzFgPw16qqvqQoSjuAYUVRfgXggwB+o6rqlxRFuR/A/QA+Vb1LXSY0Tf3447KYjTyaX3jINjGzCSJz4+Z9zvSlsT0D6XCEWFCE8r5NEnfrWSdhZBcPA6u3yb+3vSezh4V3WDaR1j5ZQFtX5e+Npn8GZt4SffPjcvrdaM9M26hHHs29eXQOyQKkba72AoZxPoU5m4CoLYq9l0ti69xF2Xg0C3I5ZCusYQwfnRgRBfTCYbFSr9oin5ubkJAANSbKbNAHnH8OsLlkkXZ35hZ2zMaYFi6Zqyms/l2ZCShW93SUqxwZ7y8WyhRIoqH0szBrNJrK/ajQM/IMpssLF9LzsBCK9S4ai1yMHjD3nhnv2zssSd0d/ZUTDKxKrn6W2Wjuksq8saCs2wuTgO8cEJmVNVixSwERYGmLlfY1wNrdohRtuhOYPpFbACxG8Nc+e+Gw3I+2B0weS39X76GyO5NhgmHxRCUS6WOV68nWr+sbbwBO/Cqdz7d2p3xu5FHxOow8mm7sbRYypq27mgLj7hTF7NbPLh3Ptap8l2+tKMbYZFzzyzWE6M/t9gBXvV/2EC11ophS741GoWt8tvdn/L7eW93SCbSuln5nIT/keauyHqgJkZ3aV4vRBEh62jslAqupTeZFS09atpk5nay2ispU8tQ8tJoR/dTvgJ5L5Zzdr0vPveYuYPPbMr+bq32K/1yyoM8N6YI+ZgXwGoC8Uq2qquMAxpP/nlMU5QiAtQDeAeCm5Me+B+B3aETlzDOYvWBHvu8ZP6P3wmm9RkYelbycwLmlfc6Mx9BX8zvzjFyLJkQnYoCzVYR0V8fSRVdLrJ+/KArajrszO8nnC0nSyrYHp8Vj17cps/lxLARAFc/cwlTxeQV6peS6j2U23TYexzMIXPsXwG8+DyABdG0UxeLsH3KHRmXbTM3eiyYg2p1i9V2cBqCkw0yDPlGqS10IzAQ1YKmAdeltUuFo/CAAVYR/31mxlNkdyRwvh1T7bO4Sz9nCpIQ7FSLsGMeYMf8iX7iZlRtN56JSypFeMUrlct6XPnalQxizoZUXrqQ3rpjrNha50ITiXKQMMaeAiVfTBqdGLPHt3Q88/mlZM5q7Mtf5fA3h3Z5kSHtYrN9ahERTm6zBp5+RY+oVjnh0aXXe332peENKrlBUfZhVNAhMHJN1yubIDPvWokBcHUDCJwKXvi9RJT3ZnkE5tn4ve/UxMWraHWK5d7WLQOudlGvRQsb0nrRCFBirGKGKXYf1gm41zm3Mnyy01PtKJdf7y5Zzrm9Vo+WgjfxUtqCFCUl96VqflgUHdy2tBA2InBPyiWy44Ya0XFnuXqWP5nC4Af8Z4KV/k/kGZM71JTmjOdqnGI0BxoI+DaT8F+I5S6EoygYAOwE8D2B1UnEDgAuQsEez79wL4F4AGBqq0wc3uEuEiMlj6bj1XGTbbLWBpe81MnlMLB1agQG91d3sWNrxNt2e6fHI11fKM5gZYjX6kig+3v3AH/8FeG2fTAZna2ZIktGrFF0UYcp3SjbgGz8u5wz6gF/+N1HeoIjruphCHfpzAGIdCZyTazT7/Cs/TiZpx2QR+OM3kuFlfmDbXdmVOrPrMXsvQV866dvhSipi/VKJcGFSwtdKze0xE9S8w2krk2aF1mL1A6Oy6LpaxeO57lognvSexkIS+hSPpT2abcmpmGvB8u4HDj8GKCqw9Z3p9218RqUYIQDrVw+s5PXlUoxqqcBW2htXzHWbFbkwM/gYQ+8cLmDTW4ALL4vi0YglvrUKn3NjsmYBQLQ/LZjkawh/++eBlx8GnvuGrL/xMAAlGdatiCfdTMExjodSxmG2caAZtFZtkf93rBUDkZbzog/71ntrzNqEVNqTbcznA5I5UVPy/I78XPbAro0AOiTsyyysTLtPPfmiHSox/0o5XiFz31i4o1LFTMz2jFz/J0sxe0Zma0O2Am6DezL7nwFLx5DZOzDOO2MPtXLuRzNaRhZk7evolxDKzW9PtwsBlhazArK3TzFbK/QG5QYaZwUrZ4qitAF4BMAnVVWdVZR0iShVVVVFUUy70Kiq+m0A3waA3bt313mnmmxlsXTk2my1gaXvNaJ5vlq6k4PzvsxF3+hJ0SdZG6tFAUkhfzJ9Pj3GEKvj+4CnH5CJA1U211ZkhiTpQ07OPCPK48AOyV/bcEP6c2f/AHQOStK03Smem0J72+jPkS3Xyfj5UCBthQnNiXKyOCXPbPpkugrV3Hhuj2C296Ivq6wJIHMX5E8imozrTphfXy7MBLXFTjlvIiZWaCDZM6g5HcuvbJA47d5N4snV53o1d8mirc/10p6T2bP37gcevgdYuCjVlA49DNzyWTn/wpQk5g7uyV0Fzez3WuEUzbObqzhJPsHd6NH1rE3ne5S7AFeyPLX+mte/Qf6veXCBzN9l+95yKbf5vOX5hCrjNeqFYrNKge39S9ezWFiMIm2rMyuFNtAmK0qoW3I6AXkO2jr/6mMS1tm3SZ7n0b3A5rcuFW7XX5f0ntvEW957OXDuDxIF4X0BWH1F/qb02vvUj9FCnrN+HOgFfL0Fe+MNwMVXRWHUqrEFfcDz306Pr1znMjtHoden/7y23nvWJveEZJGKjn4p5uFskeiSRFQ8C2pCfm9UbM3WCGBp+LsWCl4pRSfXnm9cE/OtndmOq09H0O+x1VpzCq1ybHWDXqXI9jzMPEj51gb9nqv3iGXbR41jRrsOu1PkQW3/r8Tz14yWWjG1U0/J+HM0iRLoGZR1yFjM6sb7crdPWSHKf0HKmaIoTohi9n1VVX+S/PFFRVH6VVUdVxSlH8BEtS5y2dEsvLkUBv1ns8XPa5NP72YG0p6vbOF2WkGIp76crKiTLE9sLNIx8mi6RG5vslKe/tha/px3vwz6halkL6qkzpyIyrG1kKSAVxS9WFiaoU6flJ9PHRdB+cwz6Ummha7Mjst12R2FVw80uqoBuV9jnzb9NdmdokwmYpJbkYiK18zmSIatzMpi8/uviqXZ7gLe853cCppncKmCo+VUuT3iKQwFxDocDYv3TN8c1oh+sdXe5/zkUkFt211Sarpzk/xs/RvlHejzv67/+FLFPF+IUrbwiNEDksMCG4AYsOgH9v1duofawf8Abvg/pbG5FnZpVgVN67mkCRHGnMgr3r40RC3gTb8XRUkXjzAK7jfdL4LWT/4CiIeAYABYf62UZi5XADLOq6N702W3ixEMzAQpTVDLVu0SyJ97VKzyWEwZbb0Qm6uAh5kAod/gzRQt7fnNjUvIcdAnoXeAfG9NNHPNCowlT5Y0ejVQMncGWmhi1wZZq7RWB/qwzqnjyfmgSM6usZn5/KQ8Z4cLcF8CXHKTzLPO9bI2P/5pUUC0MKZ8BY5CAVkvX3eTlODWR19o70V770aPi2bl3vVB2Qe0nzd3Atgg61nb6sz1wqxAjBFtzBVTdVY/V4I+yQtW49JbzdWWDvfu3gj0XirGNRWyH2iVF7X9WLtHbZ027uPzk0vzI202c0WnVIwCub567pZ3yr5qfK5ma6dR2dIfV5+OkEsZrZQX0NiuxazKca7zN5LSlu15AJmK/+ptwInHZbxmWxv0VauDPhnnq7eIAUI/f8zW+vb+9HUkYiIjhefT+38uWamYe9Xk3emTablz8pjIAC09olQG/ZnFrOLRxmufUgJ5lTNFXGTfAXBEVdWv6H71MwD3APhS8u/HqnKFVqCYmHj9Z2PhdN8jYGnJ34Pfz50cnnGskMT1T59MFx1wtabj5oPTyVwkJwBVhKGZ0zL4uzcAniGxTANIC0Nr0tV+ADnX1f85LThoSZmROVHkFJsI3Y6E5DY5XAdMutQAACAASURBVOmwD/85OX5K4EKmdydf3pO+opbdIZu9szmzAo9+AXe2ADv/DDj9u2Q/nbDcy+wFeU7uDqniszAt3eND05LHlm/ByRYKZHeK8hENymISjwCxRfEOtK1aetxsoZqxcLKVQbsk6N76Wbm/0ZfSCqlm3crlri8mDMi7X0rpqgm51ktuTiblxwCogNMhHjRActmC/kyltud1S6ugZfRcOivjTSvRbHfIQj95PFmpy5CncvFVGZd9m8XbaSa4+89JsQE1Js9p0SdCVSJWvgCkzauJkWQuTwh4/l+kmW6hhRqApYaY0QPp/5/8tZQMX3dN5jUHvMATfyvndbjEK2u8n2IKJBQqVBk/5xnKXsDDTIDY/p5MofAN/3Wp4ailO52LOTsuYz0Rl4IWmkKnX0eBwo1e9Uyu0EAtrPP8c7KmmXkztPcGpKshAmKg0cawzSbjuH0NcOAH0jJFC/nWlChNSJ85LULfrBc4/7zML7tDegfNjUl4qZY3tv09ybXYLWsfIN8Nz8rPd90ja8H8BWBgl1x73+b03NWPr1zrmTbmfGdkrzEz7JihnyuTx2TNaukF5qfEc5Yqg+8Erv2I7p1kMYga12xtTQ4mG2lPHQfGDsh769skFTNnk9kdpRTiMRrwNGXddwroGJRiB/pc6HBA7rFzKP1cjWunViZdXx49WzqCdt6je+Wdtq8tvxedMXQ5X+l+zSukhfRnG//1VorfTKnUPw8tf1yTe2bHRW459TRwYp/s1+39si64Pel0hwM/APoul++EAsky9clxPj8pc713U/o9zl/MnIsnfyvjSFvfkQCCs/J3U5uMr2wFnYq5d/1cCnjl78UZufdDD8kcVQB41iWrkauyz0+dlPWj2KrfDUYhnrPrAfwnAK8oinIw+bNPQ5SyHymK8hEAZwG8rzqXaAGyba65Pqstjsd/KZvopbdlCjPPflUSN10dsqFmC2fRlyz+xX3itbE3AVClTKrdKQvv8SckF2pxWiZpLCyLXSwkv5+bkEmpCUMTI/Knf4cs2vEIsOoK4Jp75dxaUqbNAfjPA45myU9yQNzSUJHqv7HvM2kXtGYVy1bJLxcjj8riHY+YV+AxejwWkguRtmg53DLJm1pEURz5X+JRi0IsQq29pb17zf3ucAEDVwMnnpDjqZDFxkzp0xcZ0QSvDW+U64wuIiNE1jMoQs5TX16qkOZSaAuxLAa8YlW/8Iq8K1ebKEQDO+W9K4qc6+KRtEXc5pD70to2xELizYtH5TuwyXdmTqWbhK/dCZz7Y7rKZv+VS3ucpfJUtiaFGq/0aTET3DuH5HoVhy6PxZdsvl5mPpI2r47uTTbMbhOhS2swm08g1DxIDrc8J/0zuHBIPBmaBd93RuaV5gE+sU82xXhYjB7nX1jqfTUag+zO7GFohSpyest50CdzIVsBD6NANT8hOU96oXB+Kq3gzo2L18TdBbz2O3kekTlR+NUEcM1/Sc8PY5GKWpQjXy6y5QtraJEMU8dlXEMVpUov5Bvfb1tf+jjaGI6Fkn0uk4WLIotJg1KTvMfxl4Gha+VcwRkZk8FA0lNuS8+veFT+3dIr1zA/kd6nHG4p452IpK3c0WAydFWR4wHi2dbP3dlREboic7JPmPVSCnhF4Bx9Uc4T9AHjhwprXq+fK22r5FrnL8o12R2yhiXi6V5wZtEEwNL9xX9Wmvgefzy5Jn9XPtfUKh5LNS6G0pnT0q8pGlzaj7OQ8aFXPC69La2sTx2T3JyxlzJzoadOSN6ONm89a9PRLfpqyv5zUh59440yBqCkj7vlnUsNMfMT8nnbAbmWQqpSF3JPl98p40of7mrMqdcXlgFyj/96MeBkUyo1L/rEkbS36+UfyHemjsvYjUdlXiqKyEMda2W91qo2a3JZ7yYZh1oEUSIu6wOQWV18+3sy5+Kp30gBkWgQUuHRAajJdkXBiFyTZ215965Xtr37ZS3yDIrht6VPUjS0/SWRrO8/OwrEIoD3PhkDNifwti8vrea4QsirnKmq+iyyJ1u9ubKXY2GKiWvVFnqHK72oAJlesObOpEVuJh0DfuHQ0hhzvXKweouE0iUisgh39KcHPxRZiE88Ieedn0BGNmUsLBM9FpZJPv6yCGsLE8neWJBwG/09qpBrUdVkjoFNrBxv/GSmJXbsoEy0mdNpi5umcGhhUPme3Yl9wJnfi+KXiAPKpUuFNn3lxOlT8vymT8nvgn65H6cb8E+JYvbqo7LAxSNyj5uSxUVKCQPThIDogiyIakIWNLtDqkoa0QSv44+nwwUnj8g1O9xp67NWVMSYD6hvEplrk8wXIqf1t0vE5I8KsU5tvEEW/E13yvP0/aMI37GQKG7jL8s92ptkczj7e6DrErmH7kuk8pJeKBnck7/CmfYMEzFgw/Viab/05rRF3Wzsv+tbovye+71sIpXCMyjGkAuH0uWJtTCnXAKh1s9LC7Uc2AFATT+D9n7gD/9D2lpEQ2Kh9J0Vr+vtnxelBiokpFSV8R4YXXptRo+tWVlh/TPN16tKb5Hv3yFzoX+7ec6ZJkDMnEaqabBikzkGiDdVaxj61JdlLZg+BUSCcr2qW77T1CpKh7M5896A9L1peVKegUxB2ewetO/UQ15aIRb/uXHxEkWDsg73Xb5UyM/1fvVjWE1Wcm3tA1ZvF+EvciHtoYwGRSBTVFGyImFATQpnqgpAkc/E47LG2hwSet3cKetUwCtzo/cyGRvNXaIkKLbkNZ2V8Mg3/GXm3D38GDD6gjSgnhtb2ktJCwWeOSXrUsdAspfbjeLJ1kKO8+ULa2Pj6Qdk73O1ixICLC1Aku39GJ91S096TZ4YkTU7FpQ53r5GSoLrQxqN/TjzYVQ8gGS59ORz2HR7uvCXlgvdvgbY/SFZMzxr06HlgKzlAHDg30WJi8yLcbj/KlnH50b/f/beNDqu6zoT/W4NmIECCE4ASpxMkRQpiZJAOtYUSe1YtiznWX5xko5f2naS7gzO8OKVOElndZx+StLtxHba/eI4dhK7Lcctv3ScWEqsIZTUkqzRokCKlDiPAAsAiYFVhanmuu/HdzbuqVP31oCBBMDaa3EBRFXdOvfcc/bZw7e/zevqNTyn9gEDr3O+chk+8813z50x1QygmnBXk6jLJJbZeFdhkLoa1NJSEi+nMhRm4PjyGdW4vY0ok0ADA7/nnld9THPcW6FuB11z/EmnXyCgYIg+wnVzGYeBO9LH81kCcY0dDlmTPwAc+DtVCxzgfkee3y9tLiyLhGtdu+fmnO/7AzqZghhrCKkyCpDQ7D2/zOvLHNU101mrbwESFxTiIsbxvfyl8uNYSbBXTRbQ2qlJgZj1XSad6fmXWIMQqKfyMhn6zAO9fQMVc7DRgapI/xCp05oc4gLfeCdw+jlGVGAx6+UPABMDJLJo3+DUBtk20LMXuPVjhQtbqPcvHQWQV4dYAx0zPZIR6aPrnkvzeuOn6UjqjFDl+p7FI8Bb33GYHv11wOZ72RdDf0/fI3QYLp8lq2TnViqVjXdxvl7+bzyYhbkwMwN0bqPh072XG3hyuLICbrfDezZSnQLGz/DwW7vDnVEyFHZaMLSpLNPaG2nUvvhnVJr+IOdW1sTEIMds+RlNGz1ZWD9oFg9H+oD9f4uCNgzi1EmB8Mw45yjYqKi4A3QYTj5NIz3cy3vyBWgcjh7nAdDYwTUjcMdgAyPqExdUveIIDUE77xgl5QIYbhnockZseC+vHz278NFT07CrxOiXfl4CtQw0aM1q1TVv+gng6D/T2LX8zAILnGfrfXxmM2MALB7ObrTzMpdHHmek1LZ5jUN/D/zob5WeU1N0+JxEzuX6XkQg4miPngBG3qF+CtRzz930E/xc/6uO8RpooFMweoyR/PSkcsyaC+/PjJSv36XIdeDA8KQmq9RnqoGfXg0pF/EXYqC40sm5NJ9xsLHYyC9F9KFn3ds3qCbojaDisGhs2TYDV/6gk/lZu10ZgXn+TE/R+QiFmYG6/n6u1b5HWKOUnAC2vpf3tO0BRugTUUJdJwYBfwPXhT6+1i5g/AQNtUCDQ3gkWaBE1IECr99NhEZdC7BuF59xpTVregCzsYN6LdZP3awT8eg1k7lMoRMhUDE30i2zh5cEwuZL4206Hnrtm8my5/b3/leLs6rtG4DX/kKhNtr5vsQE9+lMtNDxj0eAd76nWKJnGGBt6pgfY6pZiqE7r2t2eAfsZI5LoYeWk/FdyqnMqTY3ts25t3w8B/JZoL4dqMvShlm1CXj/nzjrfscHiU6ZGOIealxViDDS5/f0M4XPUXR9PEKU1cgxnt2BOkWKYwHwUcc3rXaHn1YierDeth2b57WvAIG0qt3fTR0jpRb1qi55/AyYyfMxAG7Vs7l0OVi/idwCllcgz0NqzlmlUo13LoZzNoGipKMwLAJsFK03/k3EnLqgiaFC3LebktL7hwBOhC2fJYxl0938+/SYY2DF+oH6kBNRFaPc7Z7W3UgnzwYVbSjM+gK9xircS+dh+DDv9cAjpMXOJCovlJaNFGxixKiumYeszJXAQpNxIH6BDpZtM4IU3kOlBQBHvkfjMNhEgyI9TaO+rhkYeAkYPkgjyF9H2F2p6KAOSxTs9q4PO5FqyXya2UZdpAXD+Vd4rfMvUVH1fpJwoFwGuHgUePnPmUHNZenw7PwwM1WCSx8+zNek9xpAY3ViiFmxumYq+Zkonbrhw07ErOtmZlxTk4y0ta4FVl1faKRLj6qZMaCxE7jl3xLzrdesnHjKyTAJkUclmSZTTAeuEtjKYkZPq8mIA85cJWMqyojiMYX3Eo7xwp+SWQ9w4DyhMPAz/9O9jYGXZJKE8No28MbXgC0/WviZcvcg8ycReZP9yk3kmuIYxfoZHJLMiH5dMaxu/Rj/LjDs+GBx1iM2QCdgJsosdF0L13BygusgGWVm8paPAbt/2kEhJOPMzGWmVdAJSxvi5LZmi9oINKgs+gjrV0ePMyspEFgzcOH13PSse6CBmW6Azk4yyu+7+Weof3QHWDLWknFKqGa27dc5wbrWrsJzRcYh8272FNNF7lHaxLRvAnZ9pLCXkkCBk1HqcoE7Hn+ysqbm5eZcRNhD7TwAH/WoL0AI8sXDDqTSJKwo18NrPjTeXo6H23W8YLFu7RPu+rTDlJpNA6kYUS+ZGdaEy2ViAzzHQmHWZjetAX7kl3nWlJJStpAZ8CrnvFbifFWro5eClLovnSDIbS+ahDz6NXV0im47msRgXt8dCgMPfpFBvqOP81yKDnA8k0MKuZQphp9WI2Ly+pVtmcuocpq9zhkPcO3VtTKQd+NHgevfz15tmSSD2au28GL+oPeaM5FbJ/cRCrycAnkeUnPOKpFqilLlvRNDhBb03ObUsQDFkS6BQgnd6CUFOWzsKMZ9m0rK7f9uETbdwPIFuGDPh3lQrd5WzO41OcxIbKyfBrgvQGdr9BidiFPPOJHMUBjY9n5Gy5s7GYUU48lkhPKS9g2qg/0Fzk/3bqd7vQ75yCZpQPjrFOSmw3EwAKbLxenJzPDeElHe58gJ1uLlc9ysk0M8iL3qeXRYomC35VlUU3+48yFm82bGGSV/9mE6zet2AYEm0mGLgwILQB44+wKVTXrGYT7Um/PKOlq9nQqpqZMHcdfNwMAPaQjls/yZmmIdYcsajW3NMNLdelSZylCMErMBphsbnBkwAIqZ3+RzlTheSyF6qsPqbv9VBjzW7/Km99/xIOfMDebp1ofJS8K9DrNqfQvXfrXF2vOZv3IHfSnjUuYsst9ZK4koYVT5LI2AsVPA5CUgM8UIv50FcAl48b8C538AfPgvOeeXjvI902OEjAabi5lcl5LI3MjzHz5UmHXZ/oBiKZtksKMhBPT0go3mVeas0nob00mWjE6goTAT6dbDSM847XyoMGgjr3udK0DptexmhOrjEB3iRhffcyvrY8bP0GHtubV8gNRrPcYjRFXMXGaAw+cj9O+u3yRsylZtZOoUy6/ZAqbcmTsffTSfz3vd744HHac5PQkc+DaDfOmE01oAcJ5P6Dquw9a1hJsBNKYlGGjq93K2kH5PlTivi+18XS3Ym9d9ldObpYZoXtNrfkvNaShM9MXuny4+070cw0ol1M3P5TXbEig+4yeHqdNzSe7z3f+WeqGpk+/3B4DXv8p9+YMvFDNQ6mOztJ/TYwoq2cqzpNI68iUoNeesEjGL6ctlgfJZMl9deEORQbRw4buRHuhFyY0dxB1HXi9kQyy1qNyKziuJZknmRxgcdWad6TE6ElllJFg+HmiBJswSAoiBGI8wmzY9ytoaiQDDB+z5BOsQym10MyKks5HJXIW6CadJxhh5t8A+NaFuB0YZH2SWCBbHNHZS1Ybleb1cmhCilnUA8swMekEcQ2Fi76P9vKa+wSs5TOS5hLpV0X2UBmXsPHAuz3toXU8Dyl/HOQWAhi5CFXb9BP8vEFgTaiKZkO5b6Oydf4nfN+vogfft8xXOv67MAccxNY2suRghenG5GJ2Jyw7z2+2fcp9vfW0K9NQ01hb6AHdrc6BDLd2gl8k4C7LbFbuUCQU2xRyztBGQXjKVRt1b1jK7lEsBlgcMspzM1wis1rDygiKGNijykHZmalu7+P+RE4WGYy5LHfPaVxnF7dzMDP6ld7hv3eB/S00mh8nICxu4eIR7sa6ZhkOsX9Wu2sCWexj9TU0VsptWWk/oVq/ptra8npWeWRWI/PEnCjOf5daPmwFczggtZeS3dgHrdzKr2LrWef/kRZ4Bd33anSjAbZyxAa43n59BRn8T4VLxQerglIJwTY/x/+Wo/GUfj58FmhWbot5jyqvZtptecXMky72n3P0Cjj6P7AdOPM1zLFDPc6LrJscY3/o+QpfrmsjUKORV6292Z200Awaiz1pWF9eTlRqfKYvZY20ubI+L7dBVo4/LZSoXUq/P51al9KRB2ZY3fdQZt6kHYgOsWR8/AyBNR6x5tbPvum+jrWT5iZbo3OYQqunkeeFe1eJI1WRvvQ/oG6iujnyJSs05KydmL5qOTaUjtnLQTQzR2Vq7g95/fIjKUifJkAxVsEEtwhkatf56kCVPo+IvZQCZikdnk9Op2SVKKgW4UsSsK9zzL1HZ2nkAed5DaxeV9+TFYnY3+aw/6FCvt3YxIv7OY0DbeieaUkrcDFmdLECM+rYwcP0HmAFbv8vpu3PpqNrs51RtXpPGeKToZrMZGkRjxzlfp/6V7xX64JP7CjvXn1NOUf8rVADmBvdq4mvSyPp8AHx8toEGZriaVjk1Ovks/29ZHI/03pH5cIt468ouNsBGtO3baHxMjdDhCzYC7/0s369nB3WHQ187AA/j8dOc36338VqHv8t72HSnU18nBkgi6rw3PsSeK8mYapzt4xhau6g8dap5s0gaKDTmO7cw82oWkc/l0JTPCNROL6QXymw3CKdE+6U+BT7WRfp83N8n9/GzZhZNb4Sr/+37v6UCFwD6vk5dklKNcT/wXwoZ1HSjp62bsI+RI8Ct/67yrFlkfyF8EijsU6bDaMZPE2q4eguw/qbiSGqom7/rDpT+7M1rC1sXfMx4weIcNq+mjkhG+drWHwOO/4ujO3LqecDmWn77f/HAtixCZILN1EVL/cCVmrKxk5htWI8A/+4Lcm433cWg39QI1/INDxaudS/nRv8OL8NT31eVZpwEvnjw75jdbGznM7n/4dIN4Csdhy7lsoLiUK3fjdk2FZMXCT/MpgtbmJQKegA8Q+tbga5bqW/X3kBWSYFUhq7jWm5Zx2xmoI5Rf31cx5/gebB2J3BC/Z5NqjrBekIC1ylSi0tHHVh5eE9xHyuzJ6Kuf0u9xy3DaBLl+IMkfhHH8eI7iszLzyBAMu70S9VrPnXyKjvH4Kwba6MeMEhEgZe+wGvaNse68/9wArKiB3V9U24d6829F6JeqNLss9d4FoO+38tuKDeWbIqBWDeCG3mvG7rF66cZmAS8AwuViMx1W5ilLT/8KmHJMod6/ad8n53jPrHztBGkBYDl43nk8zFQl5kCzr/Mshaz35vZE00/22o1ZytYYgNUZBvvJLNRIsrixps+6l5ToR90AlPMZ/i77mQMvOZkqIROPxkj9CDYxINpesSh4ndTEG6KRxoOCgSoeQ0NGoEhekVjfQHWRl18x+l9Vt8KvPcPyQYkBubp52kwtnbxPf4go3KTwwr+OKNIEzIknpgcdBgJKzUWTIW05gaHlnXkKHvzNK0CBvfT+JcUdvMaOj8Nq2gEZ6YBWMxENa1l/VkmQYPSX8fU+0yUh1k2yah81808uE1aYx3qA1DB/sMvOEblT2pNG/XnEtlP5XLdu7le6hq5hswaHV1RSgZJ1pNXNlT/mzzT1vXAvb9bqHzF6dGhRebaEcNs4HWuO38d65tSk47BfPz7xKkHGriup0eZjQzUs3GlGA/5HOfd51c0ypOEKfgCDuWzmQmYzfj5uG4uvUNlPX6ahpCbgVPJoSlrafKiY3Dm84zKd/fy+UjbidQE68Rsm3Uats21e89n+H0zo5glrMkkgAPfpBFkq/vddAcNnYtv04DMzPBvda0cx4jSBbCAyVFgalxBMmz2PvvoNzjmJ36LexG2KqC+mfpg3S6HcVQX87AXY/XFzznO1FuPcmzBBt5/e1hROp8gtGR6jO/zB+lArd3J1yybGSs7x/FMj6vn6wOQ47N/82+VARggRGX9TjogQ4d47eQEgwfrb+ahf+f/TVKUQBA4+zwd4te/Clw+7VzfH+RYG9v5e0M79+Q9ty6PA1evt0pcprHRutZha02Mcz2uvh6ATQNl8EAxuVCpyHgpw1M31NycALdslpx1UyNcp8Em6tCXv8RehzoFPuAgHQDVeqGVP01YoC76uNzOIXl97DSj6vEIdXygAbO9kupaOJ/SO03fLwe+6ewXvb8kALz7PxQb/RJIsCzqiOlLDopB2gIcfwL4p1+iAZnPEVIvxAVQ2U/pMQWgoO+UECsAhc/KLVAl75E659PPF5KWmGRhQHFA6+IRrrd8hvu9uRN413sZBLh8jrpcan0E9mXnebbmskQHDR9iYGzDjxQjhfSAwbmXmfH11VF3XjrCLFzzGpJTRc8r0hmlExra3fW2rGPp5zY1wmch2XY3p7RSmUu98lwcukpF2H4rbc4uqK22LiDyCnVG0KU20kQqdG7h2eT2c+QEAxuWxfUheyUz4x5Y8Lp3txIFcfKlHGPdje5os1CYtoiZnDj+ferIaD+DcMEmXtNfx9dtmw6ffk0vHVmKhG4ZSM05KyeyuaWnUy7NDdL/Cg8Ntw0mi2VmnOQM9W1c9G8+AqQnHPhALkvFNXlRGbFxRtLTM3R26ttKN+N0UzxSSB1o5EIONPL/AkP0isZufwB4/FeZ8ZDPW34acHrEIz5AJ2fwgBPZk8bXzatp5KWm+F47z7FnZpzxl6N+B7yVdSahFEc7FWd6WjUnHlOMfv2sy4me5fWDzTSIdn+M43rjqzx0bOX0+SxmZg4+CsT7Oe7xs1QIQGkShdPP08AKNAJpo8G1/lz8QToYExGulbs/7R6FlufRvqE4emoeTKYxXirCfuRxpxl5NuE4G9IbZ7bJ6rgTARUHJD2tisN9ABQ8ND5Ep93nL2xcnUuRlrd7t3LO85zHUJhEKhffoYEOOI109XGKYh86wOdg52lU1bd6GziVHJqylmy1Hhva+UwTcczW6EyP0bgINLCZrtQpBpt537mME3A5/B1mYHNpvk8gv9kUv2Mi4lCRZxPATJzOUCahah41KJ4FxUyVd3pTAVzvlo8R/FwaaFwNXP8+90imedjf/zAzf5eOqP5pPr4vGed+tvOEemQTqnm7ClZAjQXgWNKqV1lds9oHU4BtaZkt9X5/Hd/rDzIjMX6GULTr36cIa87xkExPcTwnn2KQIhnl/h96iwb/R/7Kydqe+lfO2eSQGl+GEVWBspj9qZai6PVWrevpgOayDrtqKExWtI13zZ2JVPTMYB8De9IvTw9uSZsWIWaK9DlES6ahLNDw8VN8PX6B+68xVNgIWZhwhU02dJ1jiGczZGcUeKTOvKkzq6WneA62X8c5ivTxzPvBF6iv4oq5MTUFrL8ReOW/cy3KWpU6tNhA4X7JJLj+1u92WsxIk3Op8dYlFOa6Ov0MnZpsSjnPceCe3+Xrr35Z6Y421kem4mq/K/0n1OfSY2p61HHkdGIF/ayWrJ3pNOh1zkKSpTMfujlz4mjZtsPAbPkVCUjKKcnIzAB1qu0FDFKnrfdxXUoGEfBmbRT7xh8EDn5bnRt5vtfn57+JYeqKVe9ydIJkQc0ggpxF0s+teTX1aF2Lk+lzY7CuRMpln92kGofOK9Ds9Xdh+62E6EZHbY0cUYGBDs67yaYo55y+Ftx+phMMMibGeV43tDLRMHqCWWOvwIIJtdWbnOvPRWeoPv8KdYQO1dYlvJdBe7n2yX2cj2wKSA3ROWvr4XiaOqgvTj5d+prLuWm5ITXnrJzI5j74KBC7wI0h/SDKbbCmTjoJuTQVdmQ/jRKfn4ac3ny2ebVy1jIAbBonqcnSzTjdFE+oh8ZkLqMOywQjW+lJGupi4MkmE7jbxSMq0qiqK23biTiKmBElif6F380DsqGDh/mloxw/QIMuKpAyDeoj1O+lnE5R1l0382BKxKicRk9QydS3APXNQHLS+Wx6RkXcV9Hgblzl9IoJNjsRomATn0/LOhqRwhYn/dJC3YVzOzlc2HOnZTXnKp/mT73Xmf5cpkaBd77rsBI1djjOrq7kBFa3/QHVNNTHA+q5hwuhAZIZtZVjf/dvOjA0s44MYMZ25BjXQfsGGi9P/z6Vm8xFYwezU/4g1wxUz6S6ZkWVrwxyG0DzKpXVHVV/sPl6Q4gH/K0fo5I9/P8xctayljCXsVMoIMJxy6KKYg/vUZFwqN5Lae+azXIia0kcoWSMtN96rz6BF6enOfct62mo+ev4HHQ4qBAjCMNd9LxT+5RNKsdenom+nAAAIABJREFUQfJsm4Z3eA/35cw4HcFgA5mopi7SCPT5mcmS+/EHeS1pCD59kcajG1ufedifU4x87ZvoENtZrk9fwHG4LXCfpiY4xtmWCTkAfhq50bNcH3qmIqcy6lBrRFhcA438zMSggjWv5TMKNqkaqyblnAbVGhhwGOGkmFvmt/9VOgeSLVh3E+GMOqGMWyZ4qYmXURjqLgxOSY1EpWvaNPq2P+Aw8+1TEOb4oIM0SE8XEjMBhdkYqd8AVKuSHA37jXdSb4d7qQMuHuJ8t3VRXyZiThPZ1BQdtObVJDgaO8U9Ud9KAqS9/95pIzP0Fs84gXfaOX5OavEEUp1LUc9YltJBSSBt00hr6ADe+wdOTZUvoFq5qP3XoGr6RJ8P9TlZMK95vOd3qBcnh6kX2rqcfb35bjohArPafDf3cWgD0HVj5TVn5npwg/qJDpT6dmlboDMfZlPAiIJHZ1O8Tyug9amylRPrZ33ZbR/ne08+hVlGz013F2ahAWamZdyVwArDe4kY6fs2cOyfmWXNJHimrNkBRFOqDMJPHaM3WDcNfIBNt4VRVBxHN6e0WmM7FC4+v8u9vxKHzssRKOUgCNuvWR6iX1MvVxD0zsVD3DdTYyhgUzQz0SajcjalSh0uqV6ISYcUJ+ADYNHZaQjxGmZgIRFl5lz0lQTkJfC27QOYbSK/ZjvXTVsXx+EG1Xaba3mtqVOVgIDnScdm9jucHAbOPAfUn+O+MNsK6bKYWc8rLDXnrBIJhWl0jh6j4mzqpFHmtcFEhGb+wn4u+Fi/ikz4uZCzKQU1qqfj0BYELsV4YKUnuTHzis2qksUdjzBqvnYnjdDbf43fMfAKGZssOOlwoFCBdGxWStQGslk6LetucK4L0NFIxoDzF3gI3PDjxTTIoW5g339ysid2jo7BU/8R2PnjvI5QK2eShQpGr9fZ/gCjlEe/p+bZ4qZv7eHBlEk4EZX2jXRkOjbSoc2mNIawzzhztX4XEItQUW17v4oOD9JQHp5QDvEE39v3iIOTjuwHvqtBGD/6dSqcU/ucgnUvOFI84kSqG0KF8B1h9Rw55hjIk5ecfmf5PB3QptVAcoSH2dQlGtxNqwndfP2rPMTW7aRxk00wet3QRiNi7KSK+M7QSR8/ozI9ST6HQIMTVd/5EBWfWXPW9y2u/ZY1JLq5/VOEgh7+DpBO8tnc+7vOobd2B+dUDMDRE+5wRvMQ6/0En7E0qV53I3DuBRpL8jyqjYLqB60XvXsozAieQJFHT9Kp79jE9WPCMeT/JiVxsBF4z68wyj92isZp6DrnMDGNNh0mLAdYZD+zxHXNNDhXvYuNO1MT7geNedhvvpuMa8Nv0egNNpE0JqOyoFOXaFTHhzjnq7fxADz2OPdjQ4gHbv+rfBYjx2ikta7j2oxfoFPm8wHv+jd8tq1rqTvMpuLSQHvqUqHR3LJOGQLjXMf+gBNQMKPW4pgBfM/UKA/+6PnCJu5L8QB2g9uY0WIvI91N3Iy++CDnsq2Hc/byl5ipu3SUn2kIOdl3qSGUjPmlo079xtb3oaDf2Mhx6qALbzCIlp6mTjj7InVNyxotcxbm8xXDMKOg0PksoaoHvkUd2HMb3y9svoEG6q6cglCmJp2MeS7lNNkNNjIQhTT3wqrN1AmzBAQhXgt5wsYDDUDn9Vwvdo6O1IM/VwwB0+cxvJd1n7rjLHpqx4PA//k14PhT7PPY2EHonldUvpKz2nN99Bb2qDLJnERHvfoXKOiBuTvAuei5jQ7p2hu470WvyDnk1k+smj6CplMrfSgnB7ke0lN0hN/7B3z/6eeB4QN0xKXBOqC1glEGfiLKc8Nk8qyEjt9NTJuiGiih17MxxcsRKOUguDEj62M2z0NB76zawv/rbIoyjybKRuYuEaV94AtwD6zZBtzwYaDucT4rX4B7Wc4noPCMCnUXB9MlIN/azbPhwn7aCMNv8Vzo2ATc9JPAO//AvXzuJfc+sG6ZxXAvGY6HD3NszZ3AmWdZx24rKH19U+lauESUNs7MWHFAZplJzTmrVELhQkZBf4DZJr3+yu0zuz9GI+Ti21rfM4uwo2wG8PuAbICH0G2foEE+oeA8TZ00uCtlJROl0NNLpXCd2vgXXneinF4Qsc6tVOxDh+iANKqo5cmnGN2S9w8dVsrAz43/nl8uhun9xNeZPTnxFDdtYzs349kXqaA7t9CAEMdJFEwiqpoj5jg3625g9DSTcIgaxk5w7jf8CK+ZUZEgibTpxohec5XPMsK/5+ed6JwvoDKNKWUAqGj+zHihMXzkMSqgYBPhXaefB+79HeCDXyhtVOlMaqJUzWdVH3IaEgcaFHRWjcPnp8Fy4ikaA0cfIwTBCvDatk0DJhkjVKVpFY21plWKqVI9s/o2fr5rN2sqJi/y/hra6VToTVDd7qOxgwaWrJVcRjlg73L+1tjhvF8MbN0AtPzMsApVrj4HUmMRHyomOpEsihxyG++YW+S03Gf0zJgb/b3XZzbeXjjGxg42DtWNPD1bbX7eNBIGD3K+1t4AXD5DpyuljF43IiK3wz6XLYy+3/ZxZz7bN/D+DnzLeb2+lQEdXRdEz2GWqEaHxfV+UukYFXXX18Xmu5z7kXu9/VOFdQXbHuCh/4MvOPVwT/9HGpJiEOrkFLr+CdTTsUjEuH7r23jd5RYdrcRIdxM3o093zvM2IYhrFTHFxrsKoaCiBwFmJC3Lea6AYwh2bOK6kIz1zGU+q8YQ9dH173fQCEChYffal50aOzvn1DElouyh2HUL68mSMaIOLIvfkZkhxDGX4ueCDTTyNt7BPTV2mkQljSHHcYoNOME0abBd18zvnB7ltUMbOTfxweJ5FL2jE0GZjrPIjgf570qw+JVqXREb4L6T8zyXdeCU0usu1k9qcr0codR1TUicF/24V0aofQPn2mfxPF21iWPceIcqNzhbeHbI90krGB2m5rYXqu0lZzYmXnND9T3zKhEv+GM5WKRX+wlzfwucvsAZ1t5vNiGXOddf9weds9kKOA6w1xmn/97/amGfwkyS+mbgNWDoh07GunUNz5upEWD8JKHbiagKChv9egHvdRQKM+Cp17L+7z9WY1dlFPHB4uuJRPbzLMnMADEf8KGfW17ngiE156xaOfoYN30+i4JCbj3KpCvwcC+Nm9ku7AoSlM+xHMRfT0cj0ECjaPX1vL4wN+YzxZvbS7yUQj5LqF6gnpE2PYKqG+Yz407Ef3KYY968mdFxWIx42zmmnFOT3Ih9jxRHrkNhYO/PM9r+T7/EjWtneW/5rANVEqUrCmb0BO8bFj9z8W1g+weBCRX11402IdUwo0U6sYb81BWYGZ2TyKud533nVT2RntW78IYiupggNKx5tXOflUAe9MJ0IXeRGquB1xQUxa/gdwGybE0Mcp00dfK7pbVCYweN8dPPM6o0MejUJmXTdFzT0zROxk8TVtrQzue+5xPF/Y8qOfhKkci4HUBiCEihvRC5nHyaBoQ+B4konXZfgBFhoPDAqBbGOF/RM56yhgBnjvTfxTAxxyiZuLkYcaax3dbNqGl62iFAcMvG6Ie9GX13M3r01836l3BvIXxTj1xvM5gzyz0fvUGyQFoFdt20iveVTRQahBvv4E87x8DM+Bnu0U138Rq7PsK1ZGY4Vrp4rTVxzoWF1C07YurBNdtZY+T1zF/7igNBlOymv44BrqZO72DDzDjXRaCBgaNVmwuzQPIdY6epE9budOrTTIY/vVbtjb9RTlzKQZJMDnOMmRl+lz8AZCwHNXDqGXd0i05ckM8Cr3ypMDggAYxIn7vxWg1ETpdKHbtS54rUMl4+R1PCq6bNqwzCNJIlU6LDI73ox/U1ZFKa6+QO+mdLnR3SCkZIZirNOJpizqvZmDh0neMUSq3iQoiXw1vKES4lXvu72nNZf91trVQaDNLrZhMxYPsHeP7o0Nt4hK8lB2mD1LeB9q0KAtku1/XKLMpz1CHsTR3AuA1A2c+5dDGDqMjp55kIqWsEUtNMnri121gmUnPOqpGT+1gLk8+SzS3YCnRsKKydcktNr9+tGu6laPRboEEN8BDL57kJ5PA69PfA63/F16PneRhUC+GaVVT7eQ2fimRuuc+hn0/ECqnKpUYONo2mqREeYKu3MWuUVjT/uYSKPLaXjlw3dgAb30PoW/SM04ti9Bijaaef4fxkU0xd17fSUUlNOYWmp5/jd7z5dTpvW+8rpk7VxQsa4KbwJPLUoyK/yTizfIADZ+t/lVm+jk2MCK/e6s6YZ4reG0+cWylMFwNUb1CdnmRkOdRNCIhQ6zeEVAG3XTj+8F7OxYufx6wG7P0kMxkX9qsi9TSwdjshS3KIevU/qnZdAaUPoFCY33nxMA/yyWEFPVrNeZbPpWcA5Gl4jRx1IFDbH2CUbPsDpWm85yLVsoVmZggLSU8z4CC1b2afNnNOy0GC3P7e2sUm1+NngZG3WfczeEBlHy3OTbk6q1LGQbm+WMIU2r7BgfSGNrj3MTK/BwD2f4NjX72F7/cyIMRoyOeoU6YV051kB/1BYPAtFq7bqtZotJOH/7b7WUsjDslSJwdZqGyLzLceWQYKnXNpFm9+l57NziZRVFNr6gIdJRLqprMmmQi32keRbfcTmSDv1VmN9e/QI/zmPZpr++Q+knAFGuisD7+tWEmHuDbqWqgzd/4E0SJiuEkjZjcYsxiYPh91lLR6kODf0FuFZQAy9mrZ9kQi+1l/Z+c5rvv/qNgRdWNd1SF+8pzMnqBe+liup7f0AIodcB0eeWeJWjN9DQ0dYkZ14DVmx3MZnplu/Sm9zg59fXk5w+Vo571awligIZ+eInJISj3u+vTC1qhW6uhUeq1qnLpy7y+1VqoZjxBhHVMtJG7/FDOdEiC/8zeAsz8guzNs1lF3bGCweE24WF+4nQlez7GtB1inauaaVgHvus+bIK95teJZUBl5CaIvU6k5Z5VKPAIc+o4yIvL8W3qC/2/tKlR8Jv1toJ5wi5bNKv3vo9FlYn5lsdW3kuhiLmn4ogj583QK2zcSPjdytLBm48TTDiZYGvpF++mobbmHEEsZnyj14bdZC9bYwYyPVy+29g3E/eazvJ/uXhp5Z19QTtiEBvdTWaL7/pMDX8mknMPs1DOEoBz8NkkwdENRV+DSk6oUNEAfnxcFvbxPokfrdjrZpnIKTmdZip51nFvTQA33Aqc3U+m4ZbJkPXn163CrX8ll6dwKOyOswgj6XA8Tr0i5BCT2f8PpM6RD27Y/wDoYWDQEoudpjIsT0NjOOhJhXFuzDbjwJgvMg01OG4iFOgAj+1n4n0nQaHnwi8XX1vfw+ZdIPZxSrIvRs8BNP1UI+6lkTr1YSo8/wflpDBFWlJlxMkvBegYDxk7TABU46rMPA1vudeoC3XSDnjGZHYNBPiNrWe8D1/eIA0FcdyNw4BGnuHz9Te5rQK795tcZZMkp6uNT+wj9vff3nD5Uk8McrwkRl+/te4R7IJcB2sPUlf4g14jA9IDC/oalamSuppRiNZuPSA2rW4sVt+yI6IfeTzgOwmtf4TMo5STp1ykVEDM/J+/VafwvHq6c2tpsEH/kewwk5hVC4uj3nACZP6B6Wlp0zHZ92LmOF3wMoO49+hjXa2qaAZDwHgYDov38HmHFk9YA/iDw9j9yfbes4zjfedy9Z5TZ4+vZh8lEa+cVG16A3ylO3m0fp3Fr+Zzecm9/l9eLX3BavMjzlnrVxLhzFurPTJzIXJLG8sb3FOqX1KRqyK3uU+CRlQR9Dj7KcoVkjOPTSat6P+GOOHBbZ0cfA2IXiPDw+akzOrcCP/ZZztnJfcxq2jmiCB78fHEmxC0LI7X+w4f5nolh4IZehyJ+sWUWVqmC0aXo6E2p9nwu9X4zE1VqvPreFr0F8LPjp4kekgy3WX4QCnNNDb/FNTY9okpFWhzma3PM5udNiKasoUA9df7IUQVp92AQjUecWu7kJNdyJUH0JSw156xSEeXsVzhbgFG7YFMhaYBu8AvTUKtiatt8r9PbqlQ0Q6BNsX4qpVDP3MYcj5CpKjVN8oimTsI9+r7pXrOhR1rEiBMaeV0JhPc6uGWpC/EyFMQwO/wdGmu5tGrkqyB8W+7lBgzv5f2u3gr85P8oPNwvHQGdN9Wr7MC3HSipWex7/8NOJq5cGt9NSZg03dVGswC+V3rjjRxxajT0zITX9+vX8DrUzHsocNhMh+8z5cfs1bzSnBOBw+qkFgDw2KeovC2L/c4++nUn8tv3TSpry8+gw5odfJ8YLgKbaGinAz92Crj4Fh2PTApoggPnEwgOUF2TTH38T/8+jSRYdJ5P7iMEVxeps8nMKKx7ln/3+QkTvXSUzrobdMgt0huP0DgbP8n7XLOd45kcBp74jGKQrAParyPpRl2TIoTJOY1u6yaZOahrZpDiwhuMDr/5t1xDZlZLj0RePqvgHooIJJ/hNf/51/m5oYO89vAhVQerWPSG3uJ8d2zhM5R2Efo9AjTOZqI0ImFzziyLZDmzUfq/5Dwe/nsn2yDj7X+1EPoon7H8yjCzGKCRIIMc5FIjA4tBJK9ahKshOuGPzmomcLi59m3yggSVGoOgJFZtBmLnqfdlvoDCDIbXuMoZjaaB52VwmWvUJMkBCtk4tz+gAjhrWC/bvJoGthidXbc4RnCo2yGWcYNHmvej035PDJHB8NxLDLiKIR8KE26dmuR42zc6NXiwgGPfAyYGuFYB6n2pnZagxh2/ynVs5xVsH8CRfyLpUPsGOoM//KrqFdfM148/xTMscZloG0FfHH+Se/X5P+aYLD/RBmtvBHY84GROz73MvdHQzr2ZTqqG56MMBMUHCVHNpXifq7e56zO357pmu8b8mWHQyuzFJi10Ag18n5ntj/Tx/mbG1Jz4VMB2kud5c6fqAzuo2BxtBrG6dnsHWHVkye6P0eGshNJ9oSXSR0cl2MTa74OP0u4zz1KvhuILgRIRB3FqhDbXLT/jzprohjTSM6qh61Rblhj3itQ36oFZqW1rCClorMU1JfWsbjrK1Cf6mVvvAtU1uQS8zrrGVUDvz1MXLHVERRmpOWeViPTiqG8FAk1c7JafUIpb/q9iyIQY3AIdOP59BQNsczZpqQUT3ksnQyLqJ54qVkqVSGyAm2TnQ8DwQTpCXbu98eEy/lDYyZSVUhRTl3jolDMUjnyPtN5C7x9odOrsbBRvSn1+WrsI83zja6Qeh0XDWDIXQhcuWcaLR9SXuoGdXUT/rlKFqtXMvdQ0DP2QCu78S3TO2jd4X19kPn063CBrgGOwuB0CgHvzSr0BqGQphg4BdoaRKWlSueluPoN8lodresbJ9MYGjEa8Cpo3fhbAMwrW+slCyM2rX6aTkJxQ9X8ZXuN7v0Lmt0Sc72vqRNkmmeZ8CtELLMz2F5Pmy/r7+x6hQZBJkPDmh19znM/GDuC2n3U/6LwgT6f2KcbKJLOaLWt5v8efZBF9XTMhk4k44a25JKEZbd2A3Uo9Uh9S5Al1zKDZOTqK02PMWkqwAqBxMHpC3aufRpBQ30vWHwBGJoExxd4ZbOZ353OKTt2n2GJzJDzxBci6dvwJUrZLK4cmRdag93pDDrD9ZHFs30DjJDMFtIVpjMn68GpILEGZxnYAmwqh14BjkCXjdCb7X+NYvWoRroaYpAfDh/ncskmu8fbrHHhbtbrFnCt9f5tU3Mk4DcR4hDW8uZSi2E4wIi4QPjGq9NqrchF5k1HPjSjCqyZGjMfIm4VNb3c+VIjsyCQZtGlZy32xZnvhOeGWpTOdIy/oodRmShCyqVNF6j9E6vLN99IZfPUvAGnA3n0ryXpSk2QHHjvpZLUFuj56wunxNTFI+vOWdZjtIxhocHqSjR7nHqtrduqF/UE60mee5TUti0RUl9TZFjnAvQoAVp76cuQYHb71N6t+cCoAk4zxfdEzdFbSk5htgRK+jd+3+V5m4M2Ml9dz1Z3iULi4F5sVUAzVNmAp2KnJqjozrnqqij6yVR+uaYU46VcMfXkgo74/UF9sY3gFOPVnW0ldWzmp1nGy4fTCPPci6zt7PwG89EUgFmG9XU+vs9eAhe3PJc5vMkbbKnqegQdT35jBnsGDKkigMl4Tw6q8op3PpmmNE0Rxc+zmwrBpnrl3/LozxkoC4+Y9zIwDb/1PzNqAS7XdShmpOWflRF+AwSbia4/9MxVqqAfY/dPFn9EN7s13Ey9f30qlXWl0t7ED6HxXecenlOhGTCbJyPYLn+OCL0dYUC5drhv0gHdhvhT2Wz5G2GADSNKg77qZjovbptQleo6HjuCORRm0b1AR9oBT+N2yGohqmTiz2FQ3YgRqJdAwc5MLnKWUYnBT2npUVpjK5OArF/UuNQZ53Y38xO0gHT7kOPgCiZGeXrN9lt5XmIWQZpVC0CDUuXWtqt+ZcmykSeX0GJ9fCnzOPp+TUdELiqURb3wQwDMORO/1r5LgYWqUSv+mnyCE1edjS4c7fgM4/i80gtJTav1YKGiSWWpf6POZnuY9++toFDR38tm7vX/tTsyyLz70leK14iZuDUZbu4B3vkcqe8vHQ2/nRzjmnlvZcw1goGfXQwxk+Px0dJo7VV+bLI15aWEwdZHGoUhbd3G9jBjbEtH31yuYKzBLSgSo2sQsn0U+p9YW1Bzl+Ox8ARo4+SwPeLnH8TN0KKUNREM72RjrW52aM6A4e99zq/fBLk6F/gzW7HA3yKS1RKyf82rn5qYn3WS+UexZ3RulDmhao2jemxRywDe3bJ9b8C85wWcQfjdbT0i2oveTqsF8TFHSq79LhubsC9wHdU3uxCxu43KjXc8kChk9dSSGPKeZ8cJaueNPMqovTW9h0yCfGVdBDA3ZkZpmYLP51uISALcsnekceZUFmIY9QINeqMtv/RjHbIH701LBEHmvTqAhkK9YPx3JmXHnTJL+j6HrHOiizw/c+JPU0R0buWebOvldd32aQdTIG3Tq61uZOWxdy3UUCJDhOZt07qWxg985coTjy8yQ/bm+lbqi/1XO4cl/1fqZ2rzPrfcV1qHXN6uM27j3c9VhrkDhejz9LNeSZVEvNK4qROjEI865n56ibvIF+cx8ARXEheq96OPvwSb+c7Mx3GyVuSBevKRcwLSovUAv9WX0PJ9L1820AY48xowm8qqWOakc2wptg2oll6FOh8W5djsvzQCKsDEKiUhIY1ANNLD0Q57hwUfZciPUo3oRamyR1TBsmvq+UnZyt3vIpniGRs9Sp7kFBpaJ1JyzcmIayxtvp0NW6cJr7OSiFoO6UinHxFOJiILSWfPmQ0kuom8moJCy2e0+WtapyPwMN7y/jmnn7l5g5B1FBGJxfkxFJ98l7QGkKaeeYdOpxFu7mEUoVWza+wlSeZ9/hUrnja8B7/kUmRx1OFu5WpFSStuNMQ8o/0xNRSPw0smLhQQh63cVQmnMg/TkPuBFZUT564EN76ah8da3C/uWyJjM5pXC2CVMfnIdO1PYpHLrfSR4iV1gpFDvd+Z2QEq/ndQE98Xl08APPs8xdGxivYH+PHMZYPBNZlHEgfAFnO8vty/0+ZTi5eG3Cx0tPRMwNVrcky0ULoY+uolbg1GpqwuFafis3uZg4U0a/NYuBlCETOH2TxX3tel7hD0JEzHefzZFw0dgRnrUs6GdDcCl54wVVEESBcv2BUFHV9Et59KMrvsy/P7OrcwcnnjKWeM6C56/Hli1ERjPMVLftRu414DRHnmc17z+fVx3W+4tZml1o4GuhHkuNkDdIkblTHRhYEulmstWW6wvDnMqDoyfY6YRKgOar9II0a8dCnNuh9/iGOODwMAPlYHrJzoh81U+v5e/xKxLSkFjV22iIydMa+kZh5glPVW6jliem067btuFja5F58qe0gk2pP42n6XOsFWN8Mxlzsv5l+hUSg1iJsE5E72mN7DXRd/npnNUip3PNOzdDHrJEq3aUtgTyitQ5gWrvP9hIkbOvcR91LXbWWdu2R2dVjzU7ThQwRagcxuzImt2MJudVIiAYCPfb4P7d9eH+Syi5xgMaOok8296Gth6P89tybBGzzu1v7seKm5g7oaw0f8PFJJcJaPc+51bCoO3Avvf+RAzlF238T3HHgcuHeMaDDQyy2cpuOPaGyqD6Jd6tiLVBl5KQYm9aon18hCxAWzlEPvqAaT4PARFAczf3tMl3At07+YaTE8BsNzPS7cz2iQRMdeyZL0HXifcfeQIgwd6q5dq0EZetq6b3aafh3qARu5hahR457vARD2QjQKNdcuz3Qpqzll58cI0y2FtQsZMkShKJUxXuixU5CcUdljzqtn4pRSYzIkwf+lMXG7ff9NHCee6fJaGoW3TaV2/izUoAgNLRIG3Hi00igQiKDVkbtAEs/C7XLHp4EEeIACQywHZy8Cr/6/qibKdRt6qzcwMdN3s1IqYDqib0pa/t2+onuFQ5stUNGMnGVUGqARhF0NpzIP08hnV1BXM2kyq+zX7lpgU2m41ZzqTn1lzZkZR3SKY5iEusNrEZd5jXTN/T0SBf/194KP/A/gRrV6rIUSjrnkt8K572Z+o0pozt33k1vhTzwTo/biqwa279RzTx+9GKGOuXXMu9a/V2UWDjUBoI/+uZ6mOPuZEPVdvo7O0/X7HIARYz9K0yulnJY2+LT9hqkDh/JoMgDoLntQCAsXPQyfGkUyeZO/dWFRLPTNT4hFGbSWLaPkY8V8I8drX1cCO9NrVQD3Qvo2/r7uJUDlpFF/peeAlNlSEPA80NDBjkUrS2Yqdp3F8+68Bb/w1v1dalehMa2LwhLr5e6k6Yh2NUUlvyZlx7m3YgK9O1TwpCKPMRypO500yDI0dDrLDhEiZME4Rc82UqznzEjd95aXfvPS3/HT7XumXJlKObU//m66Hdf18XLHord0JnH2+2NYwAwWBegZE9fNMspWN7VwjUqOlQ9WEUbFUbaJZ86zD1uW9elZ51Rbg9l/ma1LHLueL3kt2/U1O8LaUwyVLt+3vAAAgAElEQVRnlIwFKJwzacyss2aW0+2lnIcX/4x2kL+eSCc9uyhZNH1NHvtnRZaxjgE/Ha69UJk+gJ8X5948r93ea65r3fk091FsgPaTrfZ0oJGwe69WL5WM1e3edT08cpR12/GIO4uqbpOffobrKpssDgwsI7Fsu8LanAWQPXv22G+++eYV+74FEzdHpZraoMVuXFmJVDOGSu4tsp9EAPkySs5kjeq+hYblPb9DJSpGg52nYTh0wDGKbvs4x6s3lKy2RsPtfiRzdvZFVT/oU7SrNnDde5h5Ewr1YJNSBgZbltd1Jbophvh8sM7xCPD9TxPaIkZVoI5R9/CewsyZCQ07uQ945rN8PZ8FfvQzzPjqxfZXE4sd2U9HbOysYkJUc+gLAHt/AXjPrxTO82Ltn/5XWVAPHzDwCklc7DydM6lZkD0wV4NvocYv623yosqwxehs63U1JtNWJd+3WPMrc9vQQTrrYJPTq0z29ly+VyK3Q2+pqDCAbe/ns7rt4+VJdCq5vqn/YgOFDbdLfY9bj0OdIdOE/Mx1/meL/i8x6wGbGeFcltnTxlXA/X/MdeAFITW/T55ZqfssRWpgXmOwj4HB9DQYSOrluHREAlD6vNEp4U885d4GZq5ytc/muezXctcrF9Rwe13PAFn+wiyevt+ySaJN3M7DSsdQ6Xv097rRrLvVTQ/2cf0H6hUyxKaOHD9LQ33oEDNy4ujv+BDwrvdWz2gIcJ2/9OdEdmTTdGx/6pHSZ0O51gBLSbxqqI8/QbskEaP9FKgD4GNgs2l1MfR4rmLWi6dnnBrKlvXAj/6Wuw52Ixpaolkzy7L6bNve4/ZaLXNWibilaEuluiv5/JWWasZQyb3Fh7gJgk3uXeBFpA6nfSOAftJz3/FrfO21rzC1PznESIjZDFeMN2FzNBtfVnPvZmTmR3+bfeouqGyEXlOQz1DR1jWxCDxQTxY9wYe7pdP1AnwpZp8v1lmyTM8+zCi4DWY73vPLxX1rzENu2/3AqX9lhKtlLR2zhcrGmlLOWHP9zBAwcZF1OOlpwAcFfZ2i05yMXxlqdD0TYKu6l5a1rAuSPnWJKJ3dl7+kaOLrgZ/8+tzbW8xVQmGy1z35Gc5ZapLrIZd06mpmI559GiSqzHcvln7SI+Qdm/i3ShuslhLZZ3VNjK6npvisFoqNzWufVAo7MiO+oY3ApUPcs32P8Nob7+C+OfL43Kn29ayOP0g2zVP7FFPelIIv9la37yuB05d7bvo1LIuZ10ATMDNKJjU3simv8emtJmA58xuPkNBEJzmo1tEqFYScy7XMGqxSGbzIfj6vgVfYViebJCri3t9lZq1SI96NTbHUeL1e19uymCUYst/8AWB6gvM1chJIJ5xz320cpeZxPvZIpK8wcCZ10/AB05dVvXKCQc1gPc+VnELsSDPj9AyDcIf+HjjzfCG5lJvD7Dbe9g1c33UtQGOQmbNSpSvLyTGLR5y2Ee0bCmuo+76p2BnbVVuJ9SQ8mbyk2s5MMXs63/Nb11tSzzgxhKLm626ir4/5ohOuktScs7nKQtSELVWp9N5s46eb6HU4/gYSPoTCwJvfoCEskM+dD1FhuRWSCoTy0lEqw4uHq9/45oExSxfrB9p7SDW7/iY6DYceJawjmwTqW5ixExigG2ZbH4dZzD5frHN4L/CRvyodXfWCKjz4xeK5dDtk5hM9doMFmmxvbobL+GkakZaPyraula8F6hzyCYGFefWM8Rp3ub4tppHQ+wkaSqkJrofMDAvnL58lpLR1Pcc6M6ocyHGHVn4hRMY3fhole5fFIzRGLR8PxGSchp0/4JBA6FFugTZWE8msNJJfyZoxnQJgYQID7RucJtaS1V6oaK2IuU+qdXCyKeD8y8xwzlxmAGrdjYXkQCbVvldz1UrH2dpFI0nPjFc7HwsRwDGNKiEqathS3JbF7T5EIvsLW02sv1H1OorxTKhvZfBJ2hO4MQuWEq8gZKWoGD0opTNFZmboiCdiJMGxfAB8Tp+uvm8R1ZDP0bht6iR9/8w48NivArueZWDNVnWAH/ivzAYBKIAUAgvL8Cef1bO+Ox/idzaEqN/tPGsapy7RATr0KMd9/qXC7LBk8UtlvLzm1NQ/Js06UPjcAF5/ZpSOmS/ATFZdkFn79KRijrQYJLBtOmu+AHWnTi41Ocxg6OUzfF/3bvZq9DpjBaIPVXd58mmSfmy9r9CWMVv+VNq8/GqIoKImR7gu81nCF/0BPptAA7Pficvq7FGtDrIpBrbrmkuTClUjul4o1VDbZKldaHKVqyA152yu4nWIXW2YxEJIJQd0pbV0bqQH+78BvPQFh+Z5812F+Hg34/ntf+RhUKp3RqUSG+DhAtsp5F2zQ9X/qHuTtHjBoVOmIFlX1m5tCuYqc80wmJ/z6sE1nwPejSBAV8z69XXDZSaqWlMouvbeT/Ln8IFCNk6vnjGAN2mDDt3s/SSbuQqDoZCO6Pff9wiN5NgAjWTpKbTxTmYiov2sP8wqNjFYrINYCIlHgCd+C+j/IZBWpCt6rzj9fQJpTMQ4Fn8d59AfZLuOrf+mMKuUSzN6nMu61w/JdXXnSXfsdFy/vnZauyqHybnt5/mKZIwWEg5mim4k6gZxKSijPo+ZGToOmaTq3zTNZ7Fqc2GWva6Vz2ch+jCJ3pZxt3Y5Y6tmjy9EJtV0GudyJg4eREGriWwKuOs3WTN0+Qz3QWYa6H+Z69uNWbCUeAUhK0KOaHMaH6TTsmozYXOWYi6dusjsEkD4/xO/zbYTL32RUG5YmK3/s1VGJzUBHPoO925dK5CJAvv+UPX7yxa2O5CM0XyNUDfDtqGDjob0gbv9Uyw7OPwdQgTzivJ/8CDvXxhAswkHMeKW8Tr6mHuJguw3CYyK/rn9U8U0661dfN7y3KRuWj6fmuR+be4kIkavffMHgbM/AF7/ClEa2SQd5IY2vvbin5HgKhHjeho65OwntzUc3kv998Kf8vX+VzimN77GYEJ9G3V2LsX10LKOv3sxiC60zCUD/OzDrPHPZ6i7/HVc2xfecM5AYWDe8ePA2/+g2uXE6ByPHGMmcqETFjJ+CW7pYzbPo2yKZ1ZDaNkmTso6Z5ZlfQPAhwCM2LZ9o/rbfwbwHwCMqrf9vm3bTy7WIBdV5uNMmYfYfA3dpSSVwCNKEUHoIqQHMj+XjvBAalnPqGhjCUNXsPCwyXYWbJq/0+MPArEIoWuwVMsC7Xq6Eui6qbqGsTo8ZCk56F748blGmcweVTpBgMnMJYf9mRdouDSvpWJfvZURuYY2B3ap78fJYTIDZpP8Dr1njJdhIkbv2CnC6V78Uycrl7jMA16Hm8r4Vm/nZwZ+SEY4gev6fCpaqyKvTZ2sXRACjnk/lz72LUrFQYrlNPvICYTENJp6VBCjZT2bWgtrImznvQ0h3kt6mkaN3s6hlL7a+r5Ctkc9mqyvnTt+tRC2J41nr6TOWwgHwkv07GMl/b/Meey+jQYmbPZ1uxBndD6foeEQCnNOLx11mmjf8OD866dEBNIjDvl8IslmQKdcZtWrtUipzLYp8nqop7DVxF2/ycxTy1oakIko12tbDz/jxSzoJV5ByEqQI7peO/8Kf798xukJlYgCCFB/ZJSDNnWRDLpZxZYqDdu33AdceI1QO/ioe7Ipp5fZ9Aj1JWzq1/QMszoz4+6Ne8s9D/N107D1Bdjo3gJ1RzzCNbDjg9R/b/w1HY6JQV6jvoXQ6mSaul0QI/o8ZlPsfTb4JjMvl44SKr73550xTAxRn9QrRyk54bRy0WnWvZ5bKFwImZXnZN57LkOWSFh0LK+/nwG/2ADHFmgC7MucY3+A81wK/tr3TY49qXR4Lq/6gr5Fooz4AGbhRZen+HxDPSWX5pzFDBJVa4/GBpyWOHmoHptt1Pui79fdROI0mevGdqDzegY1e25lkHXnQ4sTMHO7H1O/CSGMwKCXqVSSOfsmgC8D+Jbx9/9m2/YXFnxEV1IW2plaIenUiqVaA2l2fjYRmjgxSEUwdoIFpiZBhbAhCfV755bStP2VSi4D9NwCQNWY3fwzC+tkL6bhOFdx68EV3js3eK7bge7G8gg41x87wdfrmhkdbu0C3vvZ4vfL3JlEMvWthT1jAPdxt29gBC92gQfr1CjQAhrD+YwiUck7e1PGNxHBbA+39AyJEHLZwkhueM/Cw+cAp9kqACBHYyvQ4G40xfppqEkfuyc/wyj7+FnObyjMaPNzDzNqPz3C5+1mvJn6CiiECwqu//iThWtnakwzupKMMK8UnSfMrFMjdFKTMSAxydpT23a/P3Mep8ecVnICv2vqUFkyVZOSyxACXNdCg9vs5TZXcTuD3Pa4mQl1M2LNgM79D5PoY/iwyljsKc5+lNOb5d5jvn7/wzSg9Wx/LkPjtn0jcOY5JyNZKoPrJV4Qy3LIkQK9FgC23EMYtM+vnDPVLyw2SKpxwMm6Wz7qobxNI/fBz3Mvv/CnhOZZAQB5vt4QYrsB6WuYniFUEj7qs1I9Qisi9uorrK3NZQqZHeMRp5xg4DVmz1rWArA5pnqFmGjfRKessaOwSbh+reED3Ee+AHXe0e+xNtoMkKUmea2GNvc6dK/n5vZ3r2dX36acvh2qB516X0OIc5FLAu3XAaEN3Mv6HOk6QBw6aWEAcG58Ci45M4aiuo+W9ZynhRa3YFu19mj7Bmb36tuAfJQ/Qz10KPXSkvgAz0F/kH/LJVXfPZt9NxejzsvLvpa9KOzhCcUTEN6zrM+kss6Zbds/sCxr0+IP5SrIQjtTK7kObSFE5ic1wghb02pGE2fGaUSaBBqi+IT6vbXL3TGrNvupK+dVm4sVyVJ2suea6XXrwQVUZoiYYs6P2aNKF7n+yX08jKU26p7PeNdVxQaI258lkgHQ825CmKRnjN4CwHTudn2E9Vv1yhjedDczdNOXnMam+iEvvQCzSUaEZ0YJpfnQnztwGWBx4HPhXmZuh6QJdMCh3Tfn2HxOsQEeQGLg64Z/W48T6fQKaJj6SocH6fdrrh29nsKkOl+uOk8yQoe/w8xl9ByY+YrS+R06UNzLR8Scx633sfF2fJBR5UC9yrJoDrKugxaS6tntDDL3uJ4JzdtA52Y6CybUzAzoHH+KTkR6hgba1EixoVpOb5aq84oNMJiiv97YUUg9Dyi69EEgdp73aPnomC0kTKwS5IjueOSzpO82WwpE+oDX/5IOpGWpnocbuF/rmoD3/4nzXV27nb3nDzi93qTFxfQYMPgGz85oP9sxhHc7+sGUcs9Db3URPUsYoT+o9IrSBdIjtbXHgTk2tAE3frS4zszNyRc9FagH1u+m85XPAi1dfLZ68CAZpT7bdHchy57erqNa8crkemXe9FpJCTi+9pXCOdL3qiAV1mwnXLGuhQiNdTcyEDl+mv9mxef0aV1ocQu2VWuPCiLKZDsE1BmpGtWnJhx4oQSZpkfpEM43eO4lZu2hfob3fkKVkzSyLhtY9mdSJZkzL/k1y7I+DuBNAL9l23bU7U2WZf0igF8EgA0bltgkLbQzNRdD91qTre/jpm8IMUI2OcTN1rymmEBDFF/HJu+ar7lkuco9JzMS42aQXQ2ZT0bPrQeXSLWZvrnsm6EDjChnk8SpDx50xuV2f4koHSkhktnzCe/D35Rt99NwkNqGXQ/x92SX+zoKhXmgSHNsIXOJ9PEgXUwq3lAY+MB/YVuBy/00YlZvdY8Ym8/Jy8DXn09DyPuwLGWk6OK1duR9c60pWioi6+7yWRrRbd00iHv2AOOnGBTIZRhYeOdxwma8mqBKnyXLYgQ61ANc//5iSufFOitKPVP5Xc+Ejp5kU/a2LmZMddZd0ynv3AycU6y2uSyhT6ahWk4vuL3HrfWA1zWkRtTOcQxb38vPlWLJWyyROXULEunvCfcyOCWN7732i7m/zf6C8QgzFvmsyl6h+rnWRZymbR9gBnDT3cWkKtIjdeyE0jMtTsZJsl7l9LHufPXc5tQdmxm2UnvBhOp6BWjNpuDSasLyF9YaV5p563+1cI50uJ58p4kc0ccwOcya4vGzAGw2BheHfKHFK9hWrY6ROZD7m/1bj8qcHSeU3h/kWpYzqGXd4jlmsu+9MsW5DKH14phue8BxgpfjmYQK+5ypzNn3tZqzdQAkX/tHALps2/75ctdZkn3OVgKBx3IQ07HY/gA3WyZBrP66ne59U8rVOFTSl2cuovd98ao1KXe/5rqa71pbrHudi7gxInrd25HHOe412xg5HTlKxS61b2KsTI2y+a3cX/jdqs5qDtTD1YxPxOz1A8yN4nwu4rbO59MvaLnrtSs5ftlX6QRw5lnV6N0Cbv1Z4OwLwOXThNbms/x78yr2QzR7Luq1MzoD49Xcp26iwxXTCcDvJ/taZgZ4738Gdn248L06/NHL2BWZy5o19Vopw0rvnXfyaWar2rqWd313NeJF2V+tfpDXTBicm/4N9bDh+xtfIzmEv756tkGvcVdyD17rQwIhQtyVmlQ1UTsJIW7tAY7+IzO9uSywfidLGIDCYEmlcyTslZJJqpQUqVIG3IWQhdKbUncrmdLbP1XccPuuTzstQap5nnORcrbPMuV7WPA+Z7ZtX9Iu/jcAvj/HsV19qTZroMtyN4CupBQVbQ46kY7GdkbtvKIupaJmiwUlNSMx1RbRm44dMH/lsZRgs/q+KdcvSIfO1LUShiRQqdPPO9FgM2q+zYMgodxhKq/pyrvcPo9H+Mzv+Qx/To0C73wXSOcJc/Tq41eJVEo77xZ1ryQL7OWULSWHoBq50get7CvkgcZOwq0tCxjcT+c80Ag0BWgE5tI0WExIH+DU77R1Mwu1EAyMiyF6JjTUQzZTMcJMiLeQOYmUI4Gay5p1i/h7XUPPwqzZBnT3Mhu1FM/fxbAPzLkrF5Ap9zy2vo8/5bkLC2IiCrzyJe6DvA20rVeOWZAZ1Fymuvszz4upUTp8518qHwDT10c25cBIhRkzlwFgkTQmEWMPNssG6k8RluwPMss7dhb433/CTHhTBwMst3+KsEW3Vi0yboGvHv4OHYSjj9FJq5QUaT42ZrWyUN+lsyRHz/KcTifIOpqfAWAVwgrFyV0svV3O9lksJMJVlDk5Z5Zlddm2Paz++xEA7yzckJaJLFNP/aqJubl02FYp6FU53Pxibcq5OkImicmqzQ40YL51bEtVAZV6RgKd2XgnC+M33c3GsgKVallN5V8pHKGcI7jvD9ypmkuJ2zX9QR7+M6OEV/Z9Y25RzyupJ5ayTqrGkIsNODTzyfjc9ko1ou+rRJQZ/fQ0cPEI60ZyKVLh2zm+384XQ/oi+4H9f8s6qOhZOg6LQR6zUKI7XSZ8rpQshqFZjV7TjeVDjwIXXif1eaV7fTFFsoyhHmZqxIlIxIAbP+LNxunGiFmtjq9275vvN5uVn3uZxCNtPWwjklZQxNQEAB/141x0jc6Emp7i37a9HyX7YoXCzEwNHmQt3oU3ADRyXwYbgfoGRTSSYZ/MbEKxpt7CgEo2pdhSc04tbyJGFMeRxwqdEJ0234RIXjziXGfT3YWkSADnJRnnNZbaGT0X0fvYpqc4T7k0/7DxTr7W/6pzn4tZq1+JjriSTvAVkLLOmWVZ3wFwL4DVlmVFAPwhgHsty7oFfGznAfzSIo5xacpSJo1YiuK2uSqpVanESbraBoMu4ohZftXXS4ucL0TvjaWogEo9o/YNvO+hH5L1Kn6hkIGttQsYPFBZ1DweYZ+zkWN8z8xl4NUvA5vvpuEwcpyHfl0TMxcn9/EZXD4HXPdu1nIlosXsb257GQBa17K422cxCzKX7NlC6olyRtuV1EnVGJDVGo7CACYsgdXWfM7FuJV91f8qI+Cr3kWjNBklAUPHFhpe/joahO/9bGFQ4MU/YwY42MTM2+6PFcIDl7IsBZ1SzRhCYe7F0ZPOXp9PZnshRKCimSkgMaF0jWqePXWRpBDnXip2It0YMU88VZrN0g1CVu3e93q//PMHgcN/77TqaA9jtmeYoAvKkY2YezCyH3jzEZLKZBMsachngdPPARve49yTwACFkCLU7dTCCboin+W47ByQt9hTDDbrQjNJMmXms7zuprv5mUPfAS69w2BbNkV47oU3FFyZH5+lzU/GqYPW73KCrIkoUR92nr9L1tEfAPZ9lhm0dJL33bFxbuUQS0XMPrZ1Law3zCT57A58i+0fGtqddbrYyJ5SOmIFotjKOme2bf+My5+/vghjWV6ylCBmy0XcIBmVRGqvVrZoLkZLIso+bnYegM/paxSPqDcs794brlLqGYXChIAkJxwqYpOBrZLnKxHXgdfJ7HnxbR6qo8eBg98GNr4HyKScgzabBF7+kqLIB6Ps624kvLKxvbBuwmsvBxox24vIPyeQwcLpCb0JdTJGvL/JYneldFK1zla1hqNJM18N2UM1Y3M70HXYXPduh7zA8pMF1CT2kPvTWWXrmheHSromhWIZP6+mDB4knXgmyYzO5CVC69JTTjsF6Ruorx2TEfPcS957xY04RSCBs4133yxkBfWScrrChL7mlF7V67S8Pu+2ByeHgf/1CcXGmQbgI2QyFAZC1zlEG6LnI286Z0XHJsIQpcG4WXMm4wJK1z513cT+eFMjDLptez+dj0ADr9UQ4v7OZ5m1t7PUQfkskMtxLD4/5/ncCyQLklq9zi3AyAn2phs9wfNnzfblm0ULhQshzJPD7OeWTRLamIgSWbLrIae9wMY7ro6ttpQRI/OQOVocNVmyELMrKVcqWnGlI7tzvS9pSGlZbGTZ+S6nn4kYqC3rqMBXWqa11DMK97KWQWjw3fDilULdpAZILLK6FkLQbNDpsjbx8JgeZQTbzvPgzWd5INt5RvvSk06vN6+9/GOf5WFu58mONheDe6H0RGyAjtngm2xi++Rn1JgM1s0roZOqdbaqdRrbN5SmmS+1P0uNrVyDVoDGVPdt/F2i9vEh1pscf8K9Lqt9g8Mqm4iRye7go6yFWkh695o4Eu4lrblXrdyVlp5bWZuVTdGR9/nodFjgvs1n3J0mkxFz893MnLntFX1tR/YDsJxeTrONd8sTvAGoTFfI2nXTgaU+77YHz71MpIOMr66JmbjQdYXtbETP+/zMUvn8/G69wbgeHAmjdJ2xeT8f+avC9gcNIeDO3yiEL55+hmOwAnSu69u4l0eP8e+5DM91nbIeoFMeqOdzScZY73b0sStHKrXQop/LoTD78T33R7y3hhADV2Zd7dXIwq9QFFvNOZuPLAU4yNWSFRqtmNd9SQS9cZXC5mtFs/OFai2EXK3U/0I4DWIA51XdT7CRkJZsQjV1hXPQDh7kATtygo5bLsP3NK6i8ZyMMXMmvd5kjF6H+XznbCH0RPsGjjubZmbG8jnO5UJ/VyVjqcbZqvb5l3q/V12hTqXtNjbzc3pBf6zfMdiG3uLfLYuwnvo20n+PniisSzGzw1IH9ebXgf3fAGADb30b+OjXaw7aYogZ2b/aZ094L43Xl79EYzzY6PT+KsXU59amwqsGUN93DSH+TdY5oBrv7q3cQC2nK+IROmZDB/gd0SYGHaRps9fn3fRD82oFCbQBWDwnw3uK6zJ1PW/n+bNlLYk7chkG+I4/WVif58UgWoogpRTFvNnrTN4j6016O0qrnVA3n/WzD7Pm1AYDNTd+hLDJleI07HiQz0JnNBb2yqt5XysUxVZzzspJtQbtCsS+usoKjVbM6770CLrZT2s+UK2FkKvtTM/XaZDDUa9F8AdYPxbqUZFMrZbx4mHlKLczg7nlPu+as8Uc90JJKEwo45OfoZFjOpdXeiyLnaHzmvdIn1NXOHbKyVC99hXH8RJDrqDepa+wHlEv6PcFgMQ4G/v6gwBsp9lqMg5EDhTWpQDFej4U5v9Tk3TsLD9JFNwc6JosjCyVvSmy40F3x6rcGE1GTK/7MvcdUPi7MC0ulIEaG2AAzBfgz5kocO5F1laWOj/c9MO2+4FT/8p9Y/mBPZ90J0hx0/Ni/Ef2s7Yrl2SW8t7fY1bywusOXf5zDwMP/RWvVeq80/VCpK+4B6EZEBLiCz0zJ02P+x7h9SUrBziZQL2eeiU4DeG9wIf+fGnZuCsUxVZzzkrJfBmQVko2yU0WIlqxFB3Z+dxXKSVRDqq12LISnOlKjbEVqqxnI5dujcSvtFRjGC+0XrRA1rCZcbY7OPJPQCrOzOjlc4R4uZFx6DVKTZ2FEfLXvqKgsFFmyCzwtYlh1pPYFuGwoTC/d98fMFOh9z5q38DaoswMv8dfz8BBTa4dWWyH0by+/vtC6jyhu69vVbWUk0BdPSGIpZgVS43zwS9WNj6vOZS6vmya43nu/+F4hC7fHyCkvRJ25HiEzaGHDyuo5B53xk+zLY70M5saLW61s/EO7yzcSjqHllpQBHAf05XsL7cIUnPOSslCMSCtRJmvAbxUHdlQmAr49POkeZ/L5yuJel7pe12hqf8iZi9RwnM9QJZiwEAXM8q+HGQh9aLUGo2dIuxp8iKz1BZUDz2XzwgZz5rtQDZTSO6y8Q5GxQP1wI4PAZE3aHy1riOpQ1M70LmVWdh1N7Hu5Pj32WS66xYS1EyNAKc3c3/v+QVG8QXaJjWnNbn25ErrkoUymvWzOdgE9H4SOPU091r/K1z3czk/5ju+QAOQnGRtl+UHkGf9cbCJuqC+lcGrRJS098kYEINz3unPI9JH1sj0DDPdY6eB5z/HHm6rtjqZr2cfBsZPAsFmBn+ee5jkLULIItBGrzKFpejIXAuit2ywwDW7FNptVCE156yUzKWQfSUawF4yH8WzVB3ZeIRRdNnUbvTH5vurqaUBnMjelYYVrqQonjhlhx5lLZ8we+kR0LlAkpdiwGC5y0LqRYE9HXwU2P83NJIC9aQsr2shhXWo24EhAc4zDTQCW+9n49uTTznNZEPdDkNj0yo6Va09bM2QzwIzT/NwX7OdNWet3cDFd4Azz5PoYWYMaO50orTt1zkkABh66/kAACAASURBVCv9DKgJxdQ1S0WXzMVBNM/m+la2lujeA1w8RNbEKy2R/cBLX+DvuSxQF2RT5ME+QplDYeCWnyHh1r7PsrY7bwN3/ybhk0Dh8+i+jYQklsXrjB5jXamdZX3cxjtJzz96gpnwqTEGAOvbyPqbiAKd1wMnnwYaQ4Q2tnbN7dypycKLEMvUNfH/bkypS1xqzlkpqdagXWkG8GLKUnVkq9nUyw32ulKieBIVi57n74F6h9lraoSGe/NqGuHVMGUt1YDBcpeF1ouhMEkJhvocWNK6nSQX0HsiCc21/kzzWa6Jhg4aVskJso0JXEmK/cdOMMO25R5gYsiBLh59jD37YHPNtaxn5FxnZgNI970MoTQ1mYPMks0o5kghjlhIXXIlGlOLmGdzz62s4Z2IMJs88g6vK3vmStg6p59no+lAnSIKsRmMy2XYwzLYCKzZwaCJ3pogl+XY+l8tfB5NnYrpcoDtWLIpRfFvAzMxtsMZPUZCKeR5tqy/mXM6epLP+ewLbOuSTTJ7J0HXpeCUX+si9f+XzymysKtQSjJPqTln5aRag3alGMCLLUvVka1mU9dgr1dHIn3sgwPbaQycy7AOYfQ4sxu2zcjoDR9y+rCUm+ulGjBYCbLQelFqWMyagiOPs05MeuoB7obm2Anub3mfGJmxARqd8aFCum0R6dnX1gWcfwVoXc9AznXvoQEo12tZU9vb14pE+oDhtwrZPMO9C6dLxMlKxhXR1O9UBm2e63njdja3dpEl0bKYORs5ylqsplVXxglpXs3vzqb4szGkiHfqANjOHPuDha0JhDTJ1O3hXv47/iRw7F+ACyrgAgD5FD9f38b9nVAtAIL1ZHDd+RAJhN7+R2bjUxOk+hf9UTvjr74IwqJWc1aTmsxBlqIjW82mrsFer44kxmkAW6BRHahjPUIuw3lNz7A+IJss7sNSSpZqwKAm7mLqj+NPAC99EZgZpZHcdYtjhJmGplDnS+89f7A44h3udd538imy4W1/gFH01AQNtU138xpSkyPfW9vb15bYxs+F1CWC5oie57p78fNkzFvMYJMboceODzKwEetX2aLGK+eEzLI9DtJZWreLf+/9ZCFTbyhc3JpAxu/2PHZ8EBh4jY51LgUeKhbblfgDvHY2Aazawr/f/il+7vUvA5f7qQs6txYyM9fO+KUhS9G+rEJqztl8pIYtXplS6aauwV6vjjR2Ak0dJHfIpsmi5wuwRUGgic5bNgl03VzcR6ecLHOFfk1KPAKc3Ae8+DkgNcW10NZNx8mtOS3AzJZOue8W8d54B38G6vn3kaOEPAbqgUyChuHb3wX6X2NT85Z1dPx2PlRbQ9eShHvpqEsrB71R80Ksg/YN1GepCWZzgg2VOUMLcd6YNo7OcNr3yJVzQiRT7tZ/zBQv0iS35xEKc79OjRAtMzOmgjV1QPsm6pCRd5gtlGbf+/8WuHiUjcYDDcCuj5R3AmtSkyql5pzNVa52/VBNloaYCr+cw14z/ucv4V6gZw8bj0Z9hLfkc4x+rtlOiMmNH3Hvo1OTlSWihy8dIaw12ETHKZthzWHkjUL9XEpvZ1MkHvAHSZUdjxRmHyRbMGuoDdIgDzbQOZuJkpQkMc7P1tbe4shSC4oK2mKxxhQKE8qoU7pX6gzN57zx2ityvdauq8tGqfcfmysRhzC5tqzl3h45yiyZ3kT8hc85TijAnm/+gILOB1i/VmqcNanJHKTmnM1VvLDFS+3gqMmVk5rDfmVEN4b8QUYzAacp9dXuAVaTKyeih9fuIr2+pfqRbbmXDpvUgEX6+N6p0dI1IdkUMH4aOPKPhDHe+3ve2YKeW4EzzwHTY7xmLgNMXQRe/YvyLK81mZssVR272Ab51Wj+W65+6mo6IW79x177SiEpS7mx6WsJAG79dyQUMrNyZuPvo+uA2AUytXbd7GRKa1KTBZSaczZXccNzL9WDoyZXRmrFwFdOdMMgjMK9d/EwI55ALVCy0kX0cD4LbLoT6O5lEf9bf8eakLGTZHI8/B2nx1mwqRiOpcMXJyLMgEmzXb25rJ4tAFhvcvk8DcLoeV472LQsqZuXhYiObeggqUuk79qZ4yvtDC3FGmlpobL/b4H4AGGFTauBI48Vk7KYc2UGzs3zumVNcVDPLdi+zIkmarI8pOaclZJSWTA3bLFJ11o7nK8t8QeBmcvsi1IN9KQm8xfzoI30MfNRC5SsbDH1MAB871dYE2KBRf51LcDQAQV5nAFu/3Vg7Y5CvS6GaDJOlrf0lPseFgNZ6NMjbzIzl5rg/rdz/I5lSN28LKR9A7ObJ5/m8z36WM1AXgwR2+dK0uVXMqYXPsfWFtHzrAuLRxgIyaWdDJhd4rP6eVDO+TSzc/oZ0rJmacxJTVas1JwzLweskiyYGclKRIHxMywqbVlfO5yvJYlHCskC7vj1muK+kmIetEAtUHKtiK6H+1+lg+TzcR8izdqzfI41InaONSJCECKReKCw11k5g1QY9BoUQUNdK3Drzzr1JzWHYXFECBySEw5ktba3F1aWKgJIAnCrt5O8I9hIp2nre7kXAw3cuzopi/lZk/DHi7wjHgFe/DNm3uvbgFWba33MlrqssJKia9s5K6WEqoWoRfazM30uybqXB39uRSyQmlQos7UvO7lecpmrPaJrS9wyKKefWVqQnJosvrRvIGui7ziQnwGsPDB9mY1pbZsGXGKc+jo+BBx6lO0WLJACv9JalalRGoLpGX62YyPpvms6f/El3Mu9LW0Qant7YWWpwvNns9tRp43F+ZecXoR3/oZ3UMUrS+YFFY0pyGR9W62P2XKQpRpQmIdc285ZqY1WLd568CANgPaNbGAYH1z88ddk6YjAbSL7eVDUDIYrK3oGRDIfSwmSU5PFF1kD624ELp+lQZWdBnwWYFtA8xpCDg8+CkwOsf9dXDWb9QcrqxPTjYBgEzPkTZ21TNmVlBpd+eLKUqw1A9yf+7b7K1sH1a6Z9g08xzs2qcbftT5mS1pWoNN8bTtnpZSQbGYx+MpJz62MzF4+A/jrnc70Nbk2ZHKYcNZ8/mqP5NoTqf8ZeosK2rIYWTXrBGqyckVfA9kE4AsC63cBg32A5Qcsm456PgvE+9kPzQZJQnLjqq/RdeWNLYEz1rWqTPmO4h5qNVl8qdGVL54sZefXfO7VrINq3+s2B0t5bq5lWaoBhXnIte2cVbLRhFRAaJW9NmNrF7D2BjYzbFnrsMXVZOWL4NNjA3QImjtXRORm2ciswdwEpKdpnOtse7XnsPIl0gdE+5kB8wfofPnryOSWS/P3+hZCotLTQC4L5MeAQCPfH+rm7+XEHwQuHSV8PW8TWrfCah1qUpOa8wvvOajNzdKTUJhImcGDTIysgOdzbTtnQOmNFukDJoYrKzyODQCNHaxbWCFp1ZpUKIJPDzTQOW9oXxGRm2UjAkG5fI7ED/56b7a9mqw8iUfI2jc9Sj3d2MH+Q7s/xvqyY09Qhw8fAuADfH46bHYOCNbTcVu9HbDz5fV2LgN0biHxE9LA618FmleTCGiF1DrUpCY18ZBaIGZpihCy6a10lvnzqTlnXiIH/uWz7JvRdUtpQ28FplVrUqHIs0/PAJYPqG++2iO6tkSaUgsE2a2RaE1WrkiPsh0fAi4eAjbfC9z6Mb4W6WNmbPQE10RdE7NfGQV9TE0C9a2VO/Pyup0D6prpDNp5YNNdtaBcTWqykmUFkk6sGKnVnF1DIgf+tg+w2eXOhxa24LQmK0dq9M5XTySS6Q/Wes9cq6KzuK3a4jhmL3yOcNeRY0DoOlJvt3UBiRgZ2FrW0Um7+ae4ZiqBw4TCwD2/Azz7MBA7z7q11AQweqyWqa1JTVaSlGtaXTvjl454JUeWcaaz5px5iTzsiQhhMKHu8p+pYZGvXanRO195kUhmMs46oPW7aiQg16K4Bcb6X6UhVddKgpjm1cDwYaCtm05ZWxeJQvxBIH4BiJ7j/r3nd4Dw3tLfF94L7P33wIFvMRgTjwAb7wJ2fLC27mpSk5UgpZpWjxwlg6M/eLVHWRMRtzNgmWc6feXeYFnWNyzLGrEs6x3tb6ssy3rGsqxT6mfH4g7zKogUGGZTjLj2PcKHXZOauIkoh9s+vuyUwLIViWTWtbKNhU4CUpNrS0JhhzWx/1UaTr4AkJ4ErAAwPaZ6md0MhHqA3p8HfvS3gW3vZ53o2Ck2nH3x85Xp+XCvysJFWe9Yc8xqUpOVI3qWTCeWqtmES1fkDHDrVbwM7YJKMmffBPBlAN/S/vZ7AJ6zbftzlmX9nvr/7y788K6y5DJA06rSaexlnDatyQJLLXN6ZWUWzhanAV4jAbm2xYyUSp87f5ANp48+5mS2w738zCv/nbDHbILrJthQGVypBmOvSU1WrnjC5IZIOtXWUytfWOqyzHkgyjpntm3/wLKsTcafPwzgXvX7IwBewEp0zso93GWeNq1JTZa16AayNJ6uGcrXrpg1IbmMk00Lgw6Z7kwdeRwYPQk0tAGTM8y8VuPc14IxNanJyhQvmFw1JHE1ubqyzANoc605W2fb9rD6/SKAdV5vtCzrFwH8IgBs2LDMFnK5h1srEK1JTa6u1AzkmoiUC6a5rRULQLAZaF4DXP9+konU1lNNalITU19USxJXk6svy9g+mDchiG3btmVZdonX/xrAXwPAnj17PN+3ZKXUw13madOaLIDUYK01qcnSEK9ot9f+DPcy+p2cAFZvq84xq+37mtTk2hKdFbat24FG16QmiyBzdc4uWZbVZdv2sGVZXQBGFnJQy0aWedq0JvOUGqy1JjVZWvL/s3fn0XGW993/3/c9m6TRai0eI9sYYwwCS2GxnZAQm4QE+pRAGsjTNE/Tk2YjzUmbpI8P5FdKuiWkDSk5JWnrQh6atiS0aTAEQ9NgJzVbWLwAHskWtvEi22OPNNpmRjOa9b5/fwwz0WprtUby58Xh2NaMZq6Ze/1e1/f6XkM70852fObXx5vs+VvHvcj5R/d7cg6dtVrjOLYCn3z7758EnpyZ5ojMI/O8GpDIgjaR43Nkha+Zel0RWXimcr4QmYKzjpwZhvHv5Ip/1BmGcRL4c+BvgP80DOMzQAfw27PZyKKlHtTzm9JaRYrXbB2fOu5FRGQWTaRa48fHeeiGGW7L/KOCIOc3pTmIFK/ZOj513IuIyCyadkGQBe1sk77Vgyr5OS7hk7nFb3WzJlI8Zqta1zyuAiYiIsVNwdl4JpKyqB5UAaW3ioiIiMiMmGpBkIVvopO+NUFUVCBARERERGaAgrPxKGVRJkr7ioiIiIjMAKU1jkcpizJR2ldEREREZAYoODsTTfqWidK+IiIiIiLTpLRGERERERGRIqDgTEREREREpAgoOBMRERERESkCCs5ERERERESKgIIzyC0i3PFS7k8REREREZE5oGqN4ZPw7N/kFg82nbmS6Kq6JyIiIiIi55hGzvqP5wKz6gtzf/Yfn+sWyXyjkVcRERGR4jGP7800cla9PDdi1t+R+7N6+Vy3SOYTjbyKiIiIFI95fm+m4KxqaW6j9R/PBWbzaONJERg68trfkfu39iERERGRuTHP780UnEFug013o4VPKsA7H2nkVURERKR4zPN7MwVnM2GeD5/KNFQthWs+CYHXofEqbXcRERGRuTTPs+IUnM2EeT58KtMQPgl7/jW3/YN+qFiibS8iIiIyl2YiK26OqFrjTJjnw6cyDar2KSIiIiIzRCNnM2GeD5/KNCgwFxEREZEZouBspszj4VOZBgXmIiIiIjJDFJyNZ6LVF1WlURSYi4iIiMgMmFZwZhjGMSAKZIGMbdtrZ6JRc26i1RdVpVFERERERGbITBQEeZ9t21cumMAMJl7kQcUgRERERERkhqha41gmWuRBxSBERERERGSGGLZtT/2XDeMo0AfYwIO2bT80xnPuAO4AWL58+TUdHR1Tfr9zSnPORERERERkhhmGsWe8rMPpBmeNtm0HDMNoALYDf2Tb9vPjPX/t2rX27t27p/x+IiIiIiIi89mZgrNppTXath14+88u4Alg/XReT0RERERE5Hw15eDMMAyvYRgV+b8DNwJtM9UwERERERGRKQmfhI6Xcn/OI9Mppb8YeMIwjPzrPGrb9s9npFUiIiIiIiJTMY+Xu5pycGbb9hHgHTPYFhERERERkekZutxVf0fu3/MkOFMpfRERERERWTjm8XJX00lrXFhUEl9EREREZP6rWppLZZyH9/YKzmBe56WKiIiIiMgIVUvn5f280hpheF6qlcn9W0RERERE5BxScAbzOi9VREREREQWBqU1wrzOSxURERERkYVBwVnePM1LFRERERGRhUFpjSIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBScjSV8Ejpeyv0pIiIiIiJyDqggyEhakFpEREREROaARs5G0oLUIiIiIiIyBxScjaQFqUVEREREZA4orXEkLUgtIiIiIiJzQMHZWLQgtYiIiIiInGNKaxQRERERESkCCs5ERERERESKgIIzERERERGRImDYtn3u3swwQkDHOXvDqasDuufw/auA8By+fzGZ620xn8z2fqNtUTxmelvonDN15/NxUWz7zfm8LYrN2bZFse07C9lCOi7m+34zdFtcaNt2/VhPOqfB2XxhGMZu27bXzuH7P2Tb9h1z9f7FZK63xXwy2/uNtkXxmOltoXPO1J3Px0Wx7Tfn87YoNmfbFsW27yxkC+m4mO/7zUS3hdIai9NTc90AmZe038hUad+RqdB+I1OlfUem4rzYbxScFSHbts+LnU9mlvYbmSrtOzIV2m9kqrTvyFScL/uNgrOxPTTXDZACbYvioW1RPLQtioe2RfHQtige2hbFQ9uieExoW2jOmYiIiIiISBHQyJmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRUHAmIiIiIiJSBBSciYiIiIiIFAEFZyIiIiIiIkVAwZmIiIiIiEgRcJ7LN6urq7NXrFhxLt9SRERERESkaOzZs6fbtu36sR47p8HZihUr2L1797l8SxERERERkaJhGEbHeI8prVFERERERKQIKDgTEREREREpAgrOREREREREisA5nXM2lnQ6zcmTJ0kkEnPdFFmASkpKWLp0KS6Xa66bIiIiIiJyRnMenJ08eZKKigpWrFiBYRhz3RxZQGzbpqenh5MnT3LRRRfNdXNERM4qGAsSGAjQWN6Iz+ub6+aIiMg5NufBWSKRUGAms8IwDGprawmFQnPdFBGRswrGgty/+36iqSgV7go2rd2kAE1E5Dwz58EZoMBMZo32LRGZL1pDrezv2U+Jo4QT0RO0hloVnImInGeKIjgTERE539nYZKwMgwyStbLY2HPdJBEROcdUrVFERKQI+Lw+DAySmSQGhkbNRETOQwrOzrHrr7+e3bt3T/t1ysvLATh27Bhr1qwBYPfu3XzpS1+a9msP9ZOf/IQrrrgC0zSHtfvYsWOUlpZy5ZVXcuWVV/IHf/AHM/q+IiLnm7SV5vLay7my4UqWeJcQjAXnukkiInKOzcu0xvOlmlU2m8XhcEz4+WvXrmXt2rUz2oY1a9bw+OOP8/nPf37UYxdffDFvvPHGjL6fiMj5ymW6CCfDnBw4idN0sr1jOy31LQv6OiciIsPNu5GzYCzI5jc28/jBx9n8xuYZ6VmMxWLcfPPNvOMd72DNmjX8+Mc/ZsWKFdx11100Nzezfv163nrrLQBCoRC3334769atY926dfzqV78qvManP/1p1q9fz1VXXcWTTz4JwODgIL/zO79DU1MTH/nIRxgcHDxjW8rLy9m0aRPveMc7ePnll/nOd77DmjVrWLNmDX/3d393xt999tln+dCHPgTAX/zFX/DpT3+a66+/npUrV/Ld73638Lyvf/3rXHrppVx33XV8/OMf52//9m/Hfc2mpiYuvfTSs3+JZ1FeXs6dd97JFVdcwQc+8AF27txZaNvWrVuBXDB65513sm7dOlpaWnjwwQcBGBgY4IYbbuDqq6+mubm58N0eO3aMpqYmPve5z3HFFVdw4403nvX7FREpRsFYkC0Ht2DZFhkrw9rFa3GbbgIDgblumojMkmAsyJ7OPRoll2HmXXAWGAiQsTI0VjSSsTIzcuH6+c9/zgUXXMDevXtpa2vjN37jNwCoqqqitbWVP/zDP+QrX/kKAF/+8pf54z/+Y3bt2sWWLVv47Gc/C8C9997L+9//fnbu3MmOHTu48847icVibN68mbKyMtrb2/nLv/xL9uzZc8a2xGIx3vnOd7J3715KS0v5wQ9+wKuvvsorr7zC97//fV5//fUJf64333yTZ555hp07d/KXf/mXpNPpQrv37t3Lf//3f08rxfLo0aNcddVVbNy4kRdeeOGsn+v9738/+/bto6KignvuuYft27fzxBNP8Gd/9mcAPPzww1RVVbFr1y527drF97//fY4ePUpJSQlPPPEEr732Gjt27GDTpk3Ydm6i/KFDh/jiF7/Ivn37qK6uZsuWLVP+PCIicyV/bWuqbcJpOjnYd5BUNkVjeeNcN01EZsFsDDbIwjDv0hobyxtxmk4C0QBO0zkjF67m5mY2bdrEV7/6VT70oQ/x3ve+F4CPf/zjhT//+I//GIBf/OIX7N+/v/C7kUiEgYEBtm3bxtatWwujUIlEguPHj/P8888X5oG1tLTQ0tJyxrY4HA5uv/12AF588UU+8pGP4PV6Abjtttt44YUXuOqqqyb0uW6++WY8Hg8ej4eGhgY6Ozv51a9+xYc//GFKSkooKSnhlltumejXNMySJUs4fvw4tbW17Nmzh9/6rd9i3759VFZWjvl8t9tdCHqbm5vxeDy4XC6am5s5duwYANu2bcPv9/PYY48BEA6HOXToEEuXLuXuu+/m+eefxzRNAoEAnZ2dAFx00UVceeWVAFxzzTWF1xIRmU8ayxtJWSnae9uxbIsSZwloJRCRBSswECCailLmKiOaihIYCCiFWYB5GJz5vD6+cOUXZnTO2erVq3nttdf42c9+xj333MMNN9wADF8jK/93y7J45ZVXKCkpGfYatm2zZcuWaacAlpSUTGqe2Zl4PJ7C3x0OB5lMZkZeN//a+de/5ppruPjiizl48OC4c95cLlfhOzRNs/C7pmkW2mXbNt/73ve46aabhv3uv/zLvxAKhdizZw8ul4sVK1aQSCTG/IxKaxSRecuGRCaBbdksKllE1srqhk1kgYokI/i7/ZiYuB1uXKZrrpskRWLepTVCLkC7ZvE1M3bBOnXqFGVlZXziE5/gzjvv5LXXXgPgxz/+ceHPa6+9FoAbb7yR733ve4XfzRfEuOmmm/je975XSLfLpx9u2LCBRx99FIC2tjb8fv+E2/Xe976Xn/70p8TjcWKxGE888URhVG+q3vOe9/DUU0+RSCQYGBjg6aefntLrhEIhstksAEeOHOHQoUOsXLlyWm276aab2Lx5M+l0GoCDBw8Si8UIh8M0NDTgcrnYsWMHHR0d03ofEZFiExgI4Ha4WV2zmoHMAK93vc7BvoO6YRNZgIKxII8dfAwTE5fDxbLKZaSt9Fw3S4rEvBs5mw2tra3ceeedmKaJy+Vi8+bNfPSjH6Wvr4+WlhY8Hg///u//DsB3v/tdvvjFL9LS0kImk2HDhg380z/9E1/72tf4yle+QktLC5ZlcdFFF/H000/zhS98gU996lM0NTXR1NTENddcM+F2XX311fz+7/8+69evB+Czn/3shFMax7Nu3TpuvfVWWlpaWLx4Mc3NzVRVVY37/CeeeII/+qM/IhQKcfPNN3PllVfyzDPP8Pzzz/Nnf/ZnuFwuTNPkn/7pn1i0aNG02vbZz36WY8eOcfXVV2PbNvX19fz0pz/ld3/3d7nllltobm5m7dq1XHbZZdN6HxGRYpNP2e+MdVLlrmJVzSrimTjBWJCW+jOnw4vI/BIYCOBxeKjyVBFLxzAxNb9UCoz8SM+5sHbtWntkAYr29naamprOWRsmasWKFezevZu6urq5bsqMGxgYoLy8nHg8zoYNG3jooYe4+uqr57pZs6ZY9zERkaH8IT8vBV5iT+ceTsVOAXB57eVsWrtJqY0iC0gwFuT+3ffTPdhN2kqzcelGVlSuoLm+Wcf6ecIwjD22bY85F0gjZ+ehO+64g/3795NIJPjkJz+5oAMzEZH5IF9KP2NlsGyLak81Pq9P885EFqjBzCCRZIS+RB+PHXwMp+lUZ4wAEwjODMNYBvwbsBiwgYds237AMIxvA7cAKeAw8Cnbtvtns7Hn0mxX/XvnO99JMpkc9rNHHnmE5ubmWX1foDAHbqgvfvGLhTXb8r785S/zqU99alKvPZefS0Rkvhq6TExfoo+OaAeheAjLtrglObWquiJSnFpDrRwNHyWdTdOX7KPCXUFNSY2qNgowsZGzDLDJtu3XDMOoAPYYhrEd2A78iW3bGcMwvgX8CfDVqTTCtu1hlRHPB6+++upcN2GYf/iHf5iR1ym2z3Uu03ZFRKZq6DIxhmGwvGI5nfFO0tk0jx18jKbaJt2wiSwQfYk+YqkY8UycjJ0hnAyTyCZYXrFcc8/k7MGZbdungdNv/z1qGEY70Gjb9rYhT3sF+OhUGlBSUkJPTw+1tbXnXYAms8u2bXp6ekYteyAiUmyGLhPjMl08uPdB0tk0LtOFja3edJEFIhgLsLsxoQAAIABJREFUsiu4CwzIWBlKHCVUuiupKanhlotv0XEuk5tzZhjGCuAqYOTwyKeBH4/zO3cAdwAsX7581ONLly7l5MmThEKhyTRFZEJKSkpYunTpXDdDROSsfF5f4cbshuU3sDe0F8MwOBI+opL6IgtEftmMjUs38tyJ57CwAFjiXaLKrAJMIjgzDKMc2AJ8xbbtyJCf/ym51McfjfV7tm0/BDwEuWqNIx93uVxcdNFFk2y2iIjIwhSMBfmvI/9FKpvCMAw8Dg+dsU6on+uWich05VOYM1aGNXVrCKfCWLZFPB2nK96lkTOZ2CLUhmG4yAVmP7Jt+/EhP/994EPA79qa3CMiIjIlwViQPZ17CMaCBAYCWLaF2+HGwCCZSdKb6J3rJorIDMinMN+2+jY+vOrD1JfWk8qmOB07zYN7HyQYC851E2WOnTU4M3ITwR4G2m3b/s6Qn/8GcBdwq23b8dlrooiIyMIVjAXZ/MZmHj/4OJvf2IzLdFFXWkeJo4SsncXj9LC7c7du2kQWmMXexSSzSWLpGF6XF4/TQ2AgMNfNkjk2kbTG9wC/B7QahvHG2z+7G/gu4AG2v13I4xXbtv9gVlopIiKyQA0tox+IBkhbaTat28RPD/2UV4Ov0rSoiXAyrKIgIgtAvjMmY2Vwmk4+uvqjPHbwMTxODxWuClVrlAlVa3wRGKuM4s9mvjkiIiLnl6Fl9J2mk8byRnxeH791yW9xOnaacDJc+LmIzG8jO2MqPZV87dqvERgIFI59Ob9NqlqjiIiIzCyf18ftq2+nrbuNNXVrCjdn4/1cROav8TpjdHxLnoKzeSw/cVw9LSIi81cwFmTLwS1krAwHeg/QUNaAz+sb9+ciMn8NXdNQ928yFgVn88jQYKwr3sUDex7AwqKupI5N6zbpABcRmYcCAwGi6ShlzjKi6WhhbtnI9CfNORNZmIKxIM+deI7+RD+rF60mbaXpCHdg2RbXNl6r9c/OMwrO5olgLMj9u+7n1MApwqkwWStLT6IHl+nilPsU/pBfF20RkXnIZbo42HsQy7YwDbOw4HRjeSOpbAp/l58KtwoFiCwEIwuC3L76dh7a+xC7O3eTtbPYto3b4SaeieM23Txx+Anu23CfArTziIKzecIf8rM7uJveZG9hNXkDAwsLV8aFMWbNFhERKXZpK83qmtWUucqIp+OkrfSvHzSG/C8i897IEfG27jZ6Ej04DAeWbZGwEqStNBYWhmGQyqZo625TcHYemdAi1DL3+pP99Kf6C4EZgI1NKpvCNE0WexfPYetERGSqGssbqXBXYNv2sBGywEAAt+lmZdVKosko/pB/jlsqItM1siDImro11JbUkrbSDGYHAQr3eolMAofhYE3dmrlsctEJxoLs6dyzYNd+1MjZPFHtqabMVUYkFRn2cwcOKt2VBGNB9aqIiMxD4xUIyKc1PnfyOQC2d2ynpb5FKewi89hYx/s9197DI/seYXvHdnoSPWSsDA4c1Hnr+Myaz9BQ1sCezj0qIMLb03x23080FaXCXcGmtQuv5oKCs3nCZbpoKG0gkU6QslOFn2fIcDp2mv888J+6aIuIzEPjVd71eX3cuOJGoukoK6tWaiFqkQViZOl8n9fHTRfdxK7OXURSEWzbptxdzvKK5USSEe558R5s2yaZTfKZ5s/wvuXvm8PWz63WUCv7e/ZT4ijhRPQEraHWBXdOVHA2D/hDfr6181sMZgZxOVy4cJGxMqSsXwdpbd1tPHfiOT522cfmsKUiIjIZI4sDfOHKLwy70Wiub2bbsW2097QTS8fYcXwHLtOlTAmRBSQYC/LQ3oc4Fj5GJpsBEyrdlRzsO8jBvoPE0/HcaJrp4K9e/itqS2vP23NAX6KPRCaB08yFMDb2HLdo5mnO2Tyw7eg2uge7sbDI2lmWeJfQXN/MEu8S3A43LtNFxs5wInJirpsqIiKTMLQ4QMbKEBgIjHrOYHaQA30HeLPvTR5981E2PbtJ889E5qmx5ksFBgKFoiBOhxNsiCQjDKQGiKaiZKwMWbJYtkUsHeOlwEtz+Akmb8fxHXxr57fYcXzHtF4nGAuyK7gLA4PewV6WeJcsyCBVI2dFLhgL8kboDTJ2hlg6htNw8psX/SZX+64mkoxw76v3Ek6GMQ2TjmgHwVhwwQ3viogsVCOLA4wslx8YCNA32EcsHcPGJm2l6Un08HLg5QV5UyKykI03Ut5Y3ojX6WUwO4ht50aC0laatJ0e9vuWbZEli8N0zEXzp+QHrT/g79/4e7DhsYOP8Sfr/4TbVt82pdcKDATI2lkq3BVYSWtBjpqBgrOiFxgI0FDWwNLkUvqT/ayoWsEtq24pBGChwRBPHHqC1TWrC72uCs5EROaH8YqB5DWWNxbKaudZdq7EtojML+MtLO/z+vjYZR8jno1T4ighmU3SPdhNKpsiY2cKx7+NjdNwsvP0TlZUrqC5vrmo7/n8IT8P+R8iZaUwMDCyBv+2/994d+O7p9TuxvJGktkkyWyS2tJaqjxVC/K+V2mNRa6xvBGH6aC+rJ5LF13KXevuGrYTbli6gaXlS+mMdZLKprRIqYjIAuLz+vidy36HClcFJiYGBlXuKg71H1qwZaRFFqozjZQ31zdzSfUlLPEuYVX1Kj7f8nm8bm/huHe+PZ7iNJ283vU6f/fa3/GlX35p2qmCs6mtu23U3LDaktox07cnwuf18fl3fJ6Lqi5iWeUyKlwVC/K+VyNn84ENHtNDhbuChrKG0Y9rkVIRkXnpbAVBgrEge0N7ubL+So5HjlPmLmPt4rWq3DhJ41XEFDmXzjRSPt5j39nzHRKZBBkrg4FBIpMgZaU4Ec3VGbj7xbv55nXfLMoKjku8S0hb6VwhOzJcXHUxSyuWTiugaihr4MOrPkx/op+akpoZbG3xUHBW5AIDAbJkqSurI56Jj7oYBwYCZK0sdaV1xNOjHxeR8emGTebaeGlOIx9fU7+GEmcu3SmcDI85P03GFowFuX/XkHWR1i28dZFk/hhZRv9Mj11YdSHrfesxDIO3+t6iJ9FDLBUDfj0SFU/H2fzGZppqm4puv85YGS6uvhiPw0Mqm6K5vpn/ddH/mnI7851Z0VSUg30HWb1oNS8GXhzVqTXfKTgrci7TxcHeg1i2hWmYuEzX6Mf7DjKYHiRtpbmu8TquWXzNHLVWZP6YiYUsFdzJdDWWN5KyUvhDfirco1N0hqZBVbgruGXZLZyOnWZN3RrtcxP0/Inn2RXchcN0kLWzWnZG5o3G8kYq3BVkrAyra1bzVv9bhFPhYc8xDAOXw1V0nfPBWJBtx7bRn+zPVZu0s9ghm9ZQK7euupUNSzdMur35zqoyVxmWbVHmLFuQ9RYUnBW5zlgn9WX1LCpZhG3nKnUNlbbSLC5bzL6efWTtLP+49x9ZVbNKVbxEzuL5k8/zWudrlLvLp7SQ5UwEdyIA2EP+H2FoqpPLdLHl4BYyVoYDvQdoKGvQPncWwViQrYe30pfsw8bGwODpI0+zcdlGfXdS9EamOv5w/w/piHRgY5Oxc2mOpc5Sakpqim4kPZ/5ddmiy3ir/y36En0c7j9MPBPnzd432XJwC3/6rj+d1P1qvrMqmopiGibxTHxBzjs7a3BmGMYy4N+AxeQuHQ/Ztv2AYRiLgB8DK4BjwG/btt03e009/+R7HbriXXTFu7i89vIxe1WT2SQ2Nl5XbuJoW3ebgjORMwjGgmx9ayvhRJhoKkqlu3LSJXmfP/l2b7yR641//sTz/PZlvz1LLZaFKjAQwO1w09LQMmZaI/w61WlP554zpkDKaPmgNp9W5Xa4cyOR+u5knhia6njjihv5+bGf55ZQsk3KnGUsr1xOqbN0jls52tDMr8HMYG6NtkwuJTNpJdnfu5+7X7ibb773mxO+Zx3ZWZW20gsyc2Ui1RozwCbbti8H3gV80TCMy4H/D/ilbduXAL98+98yg/IX7Y1LN7KsfBkfvPCDY160P9P8GcqcZWStLGkrzRLvkjlqscj84A/5CUQDpEmTzCZJ2alJj5o9duAxehO9hAZD9CX6eOrIU6qeJ5N2tnXORj43lU3h7/KrOu8ENZY34nV7KXGW4DSduU7MMaYIiJwrYy1CPVEt9S185/rv8Jk1n+Hjl32cdUvW8Z7G9+A23VOugDhb0laa1TWruXrx1TQtaqLaUz3qOYGBAN997btT+i4ayhq4ZvE1Cy4wgwmMnNm2fRo4/fbfo4ZhtAONwIeB699+2r8CzwJfnZVWnqfycxGOhI9Q4akYt2ehqbaJVdWr2N+7n6ydZcuhLUU5MVSkWPQn+4lmopiY2IbN4rLFo1KGz8Qf8nM6fhrITcp2mS4s21JvvEza2dY5G0XVeSet1FHKxVUX05/sBwPcDjdbDm5RWqicc2erzjoRLfUttNS3FF4rEA2QyqboHewlGAsWzT49dL5cfVk9Vy++mh/s+wGRVKTwHBt7zGJ345mJ728+mNQ6Z4ZhrACuAl4FFr8duAEEyaU9jvU7dxiGsdswjN2hUGgaTT1PnWEuQl5+gqSBQcbK0N7Tjj/kP1ctFJl3qj3VVLurcTvcuE03le7KSY1C9Cf7SWQSGG/fIWftLF3xLvXGy5T4vL4J9QAHBgK4TTct9S1F2VNejPIZKE21TfQl++iMdXKk/wihwZC+PznnhlZnzReymKp8x87GZRvpT/bzz23/zL2v3Fs0GRw+r4/bV9/OFXVXcPvq2/nQxR/i3Re8m+Xly3HgwGN6cJtuypxlE77+Dv3+oqko/3P8f4rm886kCRcEMQyjHNgCfMW27Yhh/LrbzrZt2zCMMcMH27YfAh4CWLt27eQmdZznzlZGP6+xvBHTMElbaZymE6fpLNw0ishoPq+PCysvJJKKYGDwiaZPTK73zYZyVzlpM00kHcHr8pK20rzZ86bme8qkTKbiZz4F8q2+t0hmk+oMmID8d9be085AaoCMlSGWjjGYGdT3J+fcZNKYJ+oXx37Bnq49mJgc6DvAo+2P8n/X/t8ZaO30+EN+Htz7IB6nhwO9B/jClV9g09pN+EN+njr8FL2JXtJWmt9t+t0JX3+HngMP9h0Eg8JrL6QRtAmNnBmG4SIXmP3Itu3H3/5xp2EYS95+fAnQNTtNPH/lJ1O+1vkaB3sPjnsh8Xl9fPmaL3NJTW5l+UtqLqG5vvkct1ZkfgjGgmw5uAWPw0Nfso/aslqePfHshHvfgrEgzweex7ZtsmRxm25s22YwM8gzHc8syF48mR35FJ3HDz7O5jc2n3XfyfdEJ7NJPE4PWw5uKYr9zR/y82j7o0WZsZH/zpZVLKPEWQJGrvQ4UBTfnZxf8qNdt62+bdoBRTAW5Bsvf4NtHdtIW2mSVpK0leaxg4+NeyxOZ77bZNv24N4HORo+yonICaLpaGGA4cYVN/K5ls9R7ammrrTujO0dy3sa38OlNZeyetFqVlWvmvYIZDGaSLVGA3gYaLdt+ztDHtoKfBL4m7f/fHJWWngey0+mLHOVEU/HzzgnpqGsgSXeJZwaOEVXvIv2nvYF1YsgMlPyaRGLShfhjripLamd1DopraFWjoaPUumpJJKMUFtSSzwdp9JTSZWnSvPOZMLOtgD1WNJWmmpPddFUbPSH/Nz9wt2FtTgnU3ntXNhxfAcPtz6M2+HGxMRpOHGYDkzDpD/RP9fNk/PQmRahnozAQIDTsdOjfp620rwUeGnUcXguF2MPDARyS1cYBuFkmIZMw7BRwrSVxrZtjoSPMJgZ5IHXHuDe6+49Y3uGzjdLZVM4DMeMjkAWk4mkNb4H+D2g1TCMN97+2d3kgrL/NAzjM0AHoBrSM2zoZMqxFicdKjAQIJaK0RHpIG2luffVe6ktrR3zIjk0jSb/uwuxFOn5QIsgT16+0E73YDcW1qTXScmX3Hc73HjdXm69+Fb2hvbicXrmdL0V7Qvzz1RSnIZWbDzbdeFcaOtuw7ItFnsX0xnrLKqlXPwhP3/18l8RTUVxO9xcVHUR8XScnkQPWTvLU0ee4rLay4qmvSKT0VjemCuhb1CoS+A23ZiGyaLSRaOe/9Thp3gl+Aoe00Mym2TrW1u54x13zErbIskI7b3tpLNpXA4XH1390WHXJZfpor23nd5EL5BLTTzbcjQjO7M2LttIbWntgrzmTaRa44uMXxfqhpltjoz0nsb3YGDQXN98xp2vsbyRSCpCMpvE7XBjW/aYF8mhPScZK0M0HSVrZ/GV+bjn2nsW3A5erIKxIM+deI7+RD+rF60mbaUntJ1Hvsb9u++ne7Ab0zD58tVfLoqbjHkRJNjgMT2sqlrFu3zvoqakZsK/2lLfwkVVF9Ez2IOvysetq27lkppL2HFiB8sqls1io8eW35eePvI0TtNJXWmdFsSeJyZdqTGvSCo2+kN+Xg68TM9gD/F0nHJ3OWvq1sxto96WT6vqT/RjGAbxTJx0Ns3NK2/mX/f9K8lskgO9B/jua9/lG9d9Q8eLzDs+r4+71t/Ft3d9m0gqQn+yn/rSepZ4l7Bh6YZhz82nHvcnc6PFJib/ceA/eNcF75rx+4ZgLMjDbQ8TSURwmA5KHCVkrMyw56StNHWldfQkerCxiaQibDm0hQ3LNox7LOY7Vv2hXMdUS33Lgj1uJ1wQRM6tkeVCzzaHzOf1cdslt/HXO/+aVDZF1sqOud6ZP+TH3+0nmUnSm8z1WDhwcDR8dFZ7URYSf8hPW3cba+rWTOmkls8T3925m6ydBaDKU4XH4eHy2ssnfGPdGmrFH/LnJrnbmaK4yZgPZW6HLvr7Vt9bPHfyOao91bwYeHHC7S11lFLlrqLUUUp7Tzvf2vmtwkXm1dOv8vXrvn5OPne+s+XlUy8TTodxm25qPDW0hlqL7nuXsU02xSkwECBrZfG6vHTHu/GH/HOyrf0hP3/4yz+kL9kHQMpK8ckrPlk0HUTfePkbvHzqZTJkwM6NKHxwxQepcFeQyCbIWrlz78hiWyM7l+ZFZ5Oct1rqW/j2xm+fdVHmtu42bNvGxMTCKhSNe+boM9O6nxlLa6iVk5GTWFi5udl2tpBxktdY3ojH4Sn828bmdOz02c9nE6hgvhAoOJtj4534pzIX4cKqC1nrW5vbaQ2o9FSOek5/sp+ewR6SVrLwswwZsGDr4a3cuurWcd9HF6nc/IV7X70XExO3wz2l+RWBgQA9iR6Mt/9LW2ks26LEUUI0FeW5E8+RtbNnPVna2CSzSZLZJDY24WR4zuefBAYCRNNRDAx6Y71zduN4JkNTyfKFFSZznLWGWommo6ysXkk4GWZncCeJTIKsncWyLPb37D9nnzswEODUwCki6dy6MSkrRV+yr5AqIguPy3Sxv2c/vYleLNvCecA5Jz3ILwdeHr5ekW1zNHL0nLZhPIGBAMF4ENMwMTHBhuUVy7nl4ltoDbVS5a4imo5i2/awMt4jO5duX307Ww5uKerOJpGhHTz5+7T8z/OWeJcQy8SwsHI/MCCRSfDkkSdx4qTEWcJ9G++bkQDNxsbj9FBqlZKyUjRWNI56XZ83l3VyOHyYWDqWO07hjJXGJ1rBfCFQcDaHzpSWNnL4dqJzERpKGwjFQ0SSESLJyKjnVHuqcTlcw4KzvM54J8+deI6PXfaxMdta7CMisy0YC7J572b6E/2UucoApjS/orG8Ea/Ty2B2ENu2sbFJZVMMpAcoS5fxj3v/EWwodZae8WTp8/qwLKuwLTsiHWNu83PJZbrY372/0Jv+1OGnii71IF+9ra27jSXeJTx74tkJz/kJxoJsO7aNE9ETnIie4PLay1nvW89/Hf6vQsGeRDZBR6TjXHwUGssbRxUKchiOol9KQx09vzbZ7yJtpaktraU30YthGBzqPzQnI6Vdg11YtlX4t4XFsfCxolgE12W66In3kLJS2Ni4TTe/d/nvFdp11eKrODVwalgZ72AsyP8c/x+6BruoLaklmo7S1t026U5SkbOZrfPfme7TQoMh6kvriaQixDNx3KablJUinU7jMB3EM/Exi4hMRUt9C5fUXMLpgdOUukq5a91dY37ODUs3sO3YNt7oeiMX0Dk8LPaOuWQy8OsK5vniQwt5KQwFZ3PorGlpkxy+9Xl9XL/s+sLIzv277x9VFKSlvoVl5cto72sf9rseh2fc6lX+kJ/HDjyGv9uP1+XFxi7KEZHZ1hpqpXewl6yVJZwMY3iMKc2v8Hl9fOyyjxHP5uZAnI6dpra0lgpXBX2JPvoT/ZiGSSwTO+PJMm2laShrIJHNLYZsGAY7ju+gqbZp2uV5p3rhSFtplniXYJomLiOXYlFsNzT5UvoZK8OB3gPcvvr2cVNBRsr33F226DJ6E7188MIP8r7l7+Ot/rf4QdsPSGaSWLbF9o7t3HLxLbP+ufNzlv78pT8nmopi2RZel5ddnbvOmLs/l9TR82tT+S4ayxsxMEhZKUzDJJ6O05foO0ctztlxfAdPHX6q8G8Tk/qyenoSPUVxbUhbaS6ouICMnZvnsrxyORdWXQjkjpnfu/z3Cusv/ezIzwjFQ+zq3EUsFeP1rtcLc2Q8poeTAyc5FTtFXUndnBdfkflvNs9/42Vc7Ti+g79//e+JpWPY2JS7yrmk+hJe73odCwvLssAAh+mYkXZALvW/vrSeCncFDWUNYz7H5/XxsUs/RtbOYmISToVp72k/4z3PRCuYz3cTWudMZkc+LS1l5eaInYye5B9f/0f8If+weTFuh3vCazicjp3GbbpprGjEsi3autuGPd4V72Kdbx1Ly5fiMl24DBemYVLqLKWmpIZrG68d9nx/yM9dz93F04ef5nD4MP5uP/u69/GTAz8Ztk5GfkRh+7HtC3btmHzOtNORK8Xs8/rGPemczWLvYkodpZyOnSaejhNJRgrpBjY2GTtXKjaeiY/7GkODiUQ2QSKb4KXTL3H/7vsntWbX0DVP8heOH+3/EV9/+euTXreosbwRr9tLPBUnnAoXZYnboRewjJUhbaW5ZvE1E7pA5nvu2nvaCcVDhd+55eJbWFq+lIydwbZtDvcfZutbW2f7owDQVNvEF6/8Ih9Y/gFW16zm6sVXk7WyRbvuS2uolePR4ySyCaKp6Fnbea7W5ZkLI/fFiWwzn9fHrRffSrW7mhpPDWWuslHzOWbbzuBODMOgvrQep5FLiSpzlpHIJIqiPH0kGeHUwKnC9XVRyaJRZbyrPdX4ynz4u/38sP2HvN71eiFNM5KKEE6Hefro0/hDfvb37Od49DhdcS3nKtMzlWN+ooZWck1lUzSWNxau6ZFUBNu2wYbakloSmVynrtNwYmBQ5irjYN/BGTnPTub+tbm+Ga/Ty76efZyInuAH+34w7n2Hy3SRzCZzFZbdFbhM14K9NmjkbA75vD4M2yCRTQAQiAV4+sjTvHT6Jf70nX866bRGgDV1a7Bsi+OR47hM17CRnaHr0di2zSeaPoHX6aW+rJ6ueBeLSheNCjbautuIpWO5eWlD9CX7Cr0ywViQb7zyDdp72nGaufkPs10tbrpFOaZiIDXAQHqArJ2lxFHCotJFUxoVyo/cRJIRwqkwBgbdiW4Gs4NcUHYBLsNFhgwuw8W+nn34Q/5hIzvBWBB/yE9/op8NSzdQV1rHS6dfIpVJkclm2Ne9b9z01JHtuH/3kDVP1m4iMBDgRPQExyPHsbB4cO+DfO3ar03uM9q5RV5t2y7K9LqR5cvzJ/iJjJyN13Pn8/pYv2Q9h/sPYxu5CdC/6PjFGedwzoShvbCDmUGi6SjtPe1Fm/IRjAV58q0nae9px8ampqQGl+ka93he6KNsUymlD7Bh2QaeP/k87b3teEwPuzt3s3HZxnP23az3reeJQ08wkB7AZbpYWbWSrngXTtM556O2wViQH7b/EMu2qHRXsti7eNQodv4mdufpnfQl+qgpqSEUD9E72EvaHt4bn19u43D/4QmtxSRyJlM95idsRCXXfKEQ0zCxbRun6eS6xut4MfBioWCHw3BQX1pPYCAwIyPfk/mMPq+P5rpmWrtbqSmpIZ6Oj1tpfMvBLXgcHpKZJLesvGVBzwdVcDaH0laaC8ovIJwKFy4IaTtNX6KP3cHdU6pK01DWwCU1l9AR6cBhOOgZ7Ck81tbdRiqbKiye6/P6+D9N/6dwA3QieoJ93fuG7eRLvEsKQ+FDlTpLCwdca6iV9p72wvNODZyacirbRFLq5mLRU3/Iz/de/x6pTArLsHJriWBO6cSa7zmr8FRgYmJgFKonOU0n9WX1xDIxaktq8Tg8PLj3Qao91ThNJ9cvu56H2x7meOQ4iUyCmpIallUsG1Z9sy/Zx/9r/X801Tad8XvJp9WahollW7SGWnGaTlq7W0llUxgYky4ykv9staW12LZdlGmNQ8uXu0zXpE7wZ1p78MYVN/JfR/+LSCKC23RT7i6f9c8+tBe2Z7CH2pJaKt2VGIZRlCkf+fYu9i4mnU2z2LuY9p52Htn/yJjH81QKI80nUy2l7/P6+PCqDxN7M0aZs2xWqzaOFTi/b/n7+Ov3/jU7gztZ71tPxsqw5dAWVlatnPPCRK2hVk5GT5KxMiSyCVY4V4x9HjRy11vLtshYGRyGA7fDjZWxyJId9fT8eXKh7YNybk15+YwJCAwEcJtuWupbCufLxvJGakpr8Ea9WFg0LWqi0l3JyYGTYJPb1204Ej6CYRj85MBPpj1PfLKfcfWi1SSzycIIW4mjZMzPlrEyrKpZRSCaW3x7IV8blNY4h/JlT217dPRlGMaU0hrzZZZ7E72cip3i3lfvxR/yE4wFeavvLboT3RwLHyOSihRK7QcGAkRTUQzDGJVmlLEyXFB+AS5cheqC9aX1fHrNpwsHgo2NZVkMZgaJZ+Ic7DvI04efnnRKXH4k5/v+758xNe/lwMtEU1FcDhepbGpU6uZseCnwEgPpAQwzNyJU7irn8+/4/JROBvlepRJHCW7TjWHkvlev00swHsRhOnCaTpaUL8HAKFQTjKYQ/g3aAAAgAElEQVSiPPDaA+zv3k8kGSFlpUhmk3QPdpOyUoXXNwzjrN9LMBZk+7HthAZD9CZ66Uv08UbXG/z86M8L+6OFxbHIsUmNwOSDl2gqSn+yvyjTGiF38bhm8TWkrfSkUkzyxUSuqLuC21ffPmz7t9S38EdX/hFet5dydzld8a5ZH70a2UPZk+ihI9JRGDkvNkODW8MwqCut40T0BPFMnJqSmlGp2EMLI6WsVFHuS3NlsXcxJyIn2Hl6J/t69vHU4admJL1naBppviPsh/t/yN0v3D3snP6+5e/jq+u/yvuWv4/m+mYqXBUc6T9COBmmd7C30Jb8+kqTvR5MlU1udKCurI5yVzkfvPCDo87T+etkfq5uOBEmY2eIZ+JjBmbw9qLzLu+83gcXcorwfJK//sx0MDHeiFWpo5RV1au4rOYyvnT1lwqFfEwz1znswIHX5aXUUcpAemDaqZaTnbde6ank8trLqXJXUeGu4JfHfzlqHx15LVhTt2Z2RyDnmEbO5kh+iLautI6TAyeJp+PY5NLAlniXsLJqJb8M/5LB7CAVromnNQ5djNppOklmkjxz9Blau3OjJFmyuE03F1dfXCi17zJdHOwbXQEnP48sbaVxOpyUOkoxDIMGbwM/O/KzQuEJn9dHll+vY5HIJnjy8JO8fPpl7tsw8dKsraFW9vfsx7ZtoqkoT731FJ97x+dGfW8vnnqR/lQ//cl+3A438XR81iuEOU1n7qJvODEcBh++5MNTHq0b2qv0vy/93+wO7ublUy9zKnaKwcwgqWyKclc5V9ZdyepFq3ns4GO81f8W4WSYnkRPrmQ7FtgUikA4DAcOHLntYNs4TMe4xUqCsSD3vHAPr3W9RtrOBScu08Uzx56hc7Cz8Lx8advHDjwGMOHPu9a3lmA8iNN0UuosndJ3NJuGXjgmm2Ky4/gOHm59mApPBQd6D9BQ1jBsv7uw6kLW1K0hkcnNp3op8NKo54xsw0z1UPYO9vLfx/6bMmdZbsHdORo5O9Nn83l9bFq3adgC7D9q/1EuxTcZpqakZtR+O5geJJwM4zTm/+Vq5CjUdNI2O2OdZOwMpmliGmbhpmq6xYCGpjqvqlo1LNsin2405jY2IGklORw+zKNvPkpdRx2/edFv8q2d3yJtpXGZrhkr1X0mLfUtXL7o8txnqK5g47KNo57TWN6Ym4+WTVHuLKc72V14zGk4KXOVUeGqwGk6qfZUczx6nIayhqI8n03UWGnsC2mkQYZXIl5Ttwaf18eezj24HW7WLVlHIBogbaW5tvFanjj8BIPpQbJ2FofhKEyvqSudXuGbqRY5KnWW4na4c/d0mfjYmQBDsskayhpmbQSyGMz/q10RO9NNSn6Idk197kake7AbG5vuwW4ayhr457Z/ZnnlcpKZJL9/xe9PKt3ltktu45uvfpN4Jo6Bwf8c/x9Ox04XegTTVpp0Nl04ANNWmuWVy3NzhIakQ+Undd6w/Abae9qpLa0tpLzt7/31Wk5pK82y8mUMpAZ+nZ5ppYmmopMqNW9jE0/F6Uv1Yds2jx54lHde8M5hv98aauXUwCk8pod0No1lWfz7m//Osyee5a71d42Zp+wP+TEwaK5vnnKq5RuhNyhzlmHZFi2LWnjnkndOeJ7SmTTVNtFU28Te7r0kwgksLBLZBG6Hm0gqwuOHHieeiZPIJnjXBe+iI9JRSK8xMbm4+mIqXBWFlIBUNkVDWQNfuvpL437v/pCfA30HCnPCbHLph92DuRuU/CKVLsNFNBVl+/Ht7OzcedZAO39S7ox10pvoZePSjXOe4jTSWBeOiZ7g/SE/975yL9F0FJfporm+edRnc5kujvQfoTveTcpO0RXv4nD48LAboR3Hd7D5jc04HU4avY1sWje9m6R8B0kwFuTFwIu5lMtJdOjMJH/Iz7d3fZtIKkKlu5I71905ap/pinfx/Mnn8Tg9vBB4gWORYwCFtf5Gvt7RyFFKnaUcjRwtikqAUzVWOnZnrJPOeOeU0gHzpadT2VSuJLaVnvY2z3eQOQwHsXQMBw76kn30JftwGA6WeJeMeQzl06kWlSxif89+OmOddMW7GEwP0pPowe1wE06FeeboM7Nyjh4q3wFwpmPa5/Xx+Xd8nvt23seBwQPDHrNtG7fDzR0td7A3tJfOWCcV7grW+9YX3flsMvJp7LZtk7JSPH/ieX77st+e62bJDBpZibihrGHMDkif18d9G+4rBHGQW4zaMAxuXHHjtPbvqaSiDz0ej0eP05/oZ+vhrcPSK4cWGcm/7myMPhYLBWez5ExrmMHw4ef6snr+4Mo/oK27jd2duylzlhGMBVlUsqgwb2cyLqy6kNWLVnM8chzbtgkNhoalapiGyQcu/EBhp3aZLo5HjpPKprBsq7BWlst0EYwHc2WEy+pY51tHe297Ie0tX+yhsbyRC8ov4Ej4COnMr9s6mBkspE5OhM/rK8wBcBgOLMsaFdzlRxct28oVKbFz6+2EBkPc+8q9PPD+B+iKd/HM0WeIZ+KcjJ7kePQ4yUySpZVLuWvd6ADubFpDrRzqO0SJo4SUlWK9b/20JqKOvLm5rvE6bCsXGGND1s6Nfu0K7uJI5AgNZQ0YGFS5q7iw8sJCKmwsE6Mz1kncHWfT2k2krTT9iX5qSmpoqm0a9/0NDDwODwPGQGFb2tiFfSQ//y1LboRuMJ0bzdt2dNsZv7v8SXll9UpODJzgSPgIi8sWF1W6wVgXjome4Nu62zANszAyFU1GR322tJWm0l3J6dhpbGz6kn0c6jtUuED5Q37+/KU/pz/Zj4nJ6YHT0w44hnYCzWVPYjAW5L6d99Ha3Zo7Tg2Db+/6Nt/e+O1CW/whP9945Rt0xjoLpZPzHToGBuFUeFgRmvw5ZuQ5Zz5q627Dsi0WexdzPHycB/c+WEgjP9p/lJaGlkkdKy31LVxSfQn7evbhNt3UeGqm3UYbm2QmSTQdJWtlefHUi3idXpymkwsrL6TSUznmMZS/ngXDQbJWlmQ2iYHBscgxUtlUYbmP3Z27hxU4AmasmNTQ42AiGsoawKCQrp+/tjTXN1NfWs+FVRfy7sZ34w/52Xp4K0f6j0yqOFexaetuIxQPFaoCP3XkqaJdbmMhm801HvPHZpWniiP9R/CH/Ny44sZRo2mQO3/kr+fBWJCOSAc9iR6OhY9xz7X3TLltUy140lDWQMpKEU1FcZgO3ux5c9i1cdYLqRQZBWezpDXUyuudrxNNR7Fte9QaZiOHn1vqW2goa+D1ztcJRANYdq5C1FR6wBvLGylzlDGQzt18W1iFlDcHDlrqWrh11a2F5+dHzg73HyaTzfDD/T+ktrSWR/Y9Qke4I5ciaTi5bNFlXF57eSEtorm+ufBZNq3bxCU1l/Av+/+FwfQgJibLKpZNKrBMW2lWVK6graeNrJ1lID0wqifd5/XhNJ04jOHrcdjYnIie4Ef7f8STh58knAxjY2Ni4jAcZOwM4e4w9+26j7/d+LeTOvH0JfoIJ8OFEatwMjytiaitodZhveU2NiXOEpymEydOnIaT2tJaTg2cIpVNcXrgNF6Xl45IBzevvJn/ePM/cnPTDAclzhKWVS6j0lNJY3ljIeh7MfDiuEFjc30zl9Vext6uvcQysdGLGOPgqvqreCP0BpCbMGxZFs+efJblVcvZsHQDXfGuUUUC8ifPcDLM5YsuZ51vHTUl079hnEljneAnerFcU7cGt8MNQIWrgs80f2bU8/PH6tBlEY5FjtER7uCaxdew7dg2IslIIRjuT/RPq/T4WKMYjeWNhTkD5/LGKzAQIJqOFv5tYDCYGRxW1fWBPQ9wNHw01xGENez3bWws2yKRSRR+Z7F3MT6vj0gygteVCxLmqzV1a7CwONB7gFgmxmudrzGYHaTaXU3WyLJ28dpJba98UZCMnZmxQhwu00UimyCdTecqrr49f8s0TEqcJbkOu1iQlJUa1RN//bLrC/PK+hP9eJwefF4fsVSMnmRu9Oz0wGnufuFullUuo6G0gSvqrqCtu43BzCCmYdI92D3lCrj54yCVTYEBbtN9xs4zf8hPKB7C7XCTtbJUuitZXrWcpeVLh30ugO0d24laUeZr34A/5GfrW1tzS31gU+oozZ0H5+ko4Hw129Vn81VInzv5HJDbb31e36jRtJHv+dyJ59jduRuH4eBo+OiEqj2PZ6oFT/whfy7Dy86SyWboTfTSEe4Y9rpjBZkL1fy90hW5vkRfrlc4m7vxHXrhDMaCPHfiObZ3bKfSU1k4YAAwwOP0sLRiKZdWX8q1jddOeif0eX2s863jUP8hbNvOpQli4zJcfOSSj/C5ls+NKiuczCTpTfRiYtIR6eClwEt0D3YzmBkEcpV8OmOdhXLrQw+6/M3tratu5ZKaS9j8xmZ6k72krTTbO7ZPuPJPfq5bhauCRDaB1+nll8d/ybsb3134/c5YJ0vKl1BXWoe/2z+simQik2Dr4a30J/sLP8+SJWu/PSJkWxwLH5v0SEV1STVVniochoOsnWVZ5TKiPdEp9eDk5/GdiJ7gRPQEl9deXvh+HnjtgcKo4Zu9bxJOhwHI2BkiqQhPHn6SUmcpDWUN2LZNpacS27YLVSMnmk7g8/rYsHQDPYM9eJ25BYvzN8r5YNY0TZwOJ3Y2F0QYGIWb639u/WciqUhhbaN8db2hJ88l3iX87MjPiKaibDu2bdqpezNl5IUDmPDFsqW+hW++95tnXMIh//p/8sKfEMvEcj+04ZH9j7CqZhU7gzuHjWIb5vTu9kZuc3/Iz68Cv5qT8sIu00UslavYamPjwEGps7RwXAcGcp1OHoeHjJUpTErPMzBIZpLs69lHJBkppH/GM3FOx05T6izlWzu/RW1p7TlbPmMmNZQ1sNS7lNfjrxdSy/KdUA7TkRs5n6Tm+mZeDLyYm5M3zrloosuOBGNBfrg/V4LewsKwcgWibKeNx+nhhuU38Mj+RzgWPkY0FeWmFTfx8aaPF65pjx18jEgqgtN0FlI3AwMBylxlRNNRyp3l9CZ7GcgM0BXvYkXlCgyMwpIUNnZh/utkU8aHHgf+Lj8YDKtYN9br5KvjLipZRMwR4/Mtn2fDsg2jrm/5lM2VVSsLoxHFcC6bjJGj/ibmvC9uMh/NdvVZn9fHjStupDvRzaKSRWTtLG3dbWd9z/5Ef6EjJpPNzMlahQZG7t4Ds3Df9ovjv+CWVbcUzjFnCzIXEgVns6S6pJpyZzl9Vm7+VHeiu9Dr+LUXv0ZbTxvpbJra0lpWVq8s9HTnLwLPnXyO10Ovcyp2ako74bWN1/KTgz+hazC3aKaBQYW7gourLx5zkv67LngX/m4/ppmbWO4wHKTtNCkrhct0FQpiDL1g5Y28uf1cy+cmXVY5f+Dly4BXuCtypeSdnmFB7bZj2+iKd5HIJKgtqcXtcBOMBTENk6ydLZSTH088HR/WGzMRLfUttNS1FEYMNy7byMZlGyc8T2nojVE+b3rj0o0c6T9SqCTm8/q497p7C4Ud/uGNf8gV+xgyupCvhrm4bDFpK42ZzRVv+ejqjxbaMJFh/2As+P+z9+bRcdV3mvfn3rq1S1XaSiohW/IqsLFkNidAEgMNuCedBAJJN9OdkJl0nw6TnPM23ckbuk+anMnQkB5IJ6eZzDmE9JvMnEDSSRoYQkgyQBMwECDYBrtsLCyvslRSSVVaal/u9v5xfa+rpCqptFkl44c/sOVS1a27/H7f5fk+D3tG9pAoJEgUElzSdAkj6RHi+Tg20YZNsHFp86WE02ES+QQpOQUYw/55LU9CNmivaTlN3p7n9fDrlkiAuXi+OPAiQ6kh6h31DKYGayqgMc83wL7RffPaLIupIJVwQ+cN3LPjHv7xrX8kpxpzhEOpIZ7sf5J4Po5DcFDQC0iCERguprs4vRMoIKyYvLCsyXQ3ddOWb2M4OWx1L57sf9KafWhxtzCcHjZEf+SkVURxiMYgeEddB4l8gr2Rvfz65K+ZyE1Yz4BDdzCeG+eJI0+syo05nAqTVbKomiGeVNAMu4o6Rx1Om5MGZ8O833O2anIkHeHHh3/Mk0efxCYaamyzzY2GoiEGEgNW0mhS/XJaDo/g4fjUcfaO7GU8P46Ozk/e+wmXtV5G0BsknArjtDlxS24jsBOgwdlATsnhklx47V7resuajIzMsfgxFE0xijx4kHWZywKXLYgyXqzkJtkMIaK51sGeQE8JE8Sk+JXrhpvdCEVT+NmRnxH0BldVgaDd205aSRsqqQi017WvanGT1YpzQc1r87YxkhrhxNQJREGkp7mHqfzUrOJyxQIhHruH7qbuBX/+QruDPYEetrVsY29kr1XYPDZ1jGeOPcMXtn+hYmK7nDTRlcSF5GyZEPQGCXgCKCh4JA8bGjYgazLPHn+WfWP7LCrZWGYMVVexi3ZaPa1IosSJqRMoqmJtaAsJsHoDvfyH9f+Bnx/5OQWtgK4b1exKCn7rfOusGTdTlt1lc+GwObAJNjY3bi6rLvbhjg/PeGB6Aj08f+r5eXH0TUpUk7uJzQ2bSRaSeB1ebNis3y9ObPrG+xBFEb/DT1bJkpbT1iyaGVRMh2AMGPBK+BWrGlMNKg2Yz/X75QQAiql/bd62kg2+WNhhTd0ahpJDxrU78595zxybOkadvY7trdutDpr5+9XQCaYniLd3324MCO95iJySI+gN8mdb/4yb1t3Eb07+hjeH32QgMTCj06GhkZSTljSzeQ09koecmkPRlJqcFVqMWmO1uL37dg7GDvKL47/AaXMiazLj2XEkUSJYF2Q0PWpR9tq8bYv6rA91fMialQF4LfzaivDyzdnVrJxlIj+BJEi8O/4uOro123fnpXfyevh1mtxNRFIRfnrkpxb9TBCMLorDZthLKFqp8X1BNZKG4/HjPLL/kVVnOtpR12F1iEyYz4W5vs4XZkEkWUjyu/DvuGv7XdY6fe9r97I3stfq1KbldMW50Ug6woGxAyTkBIJ+Zs7vzHHKmkxOzXFk4ggJOWHNZimawkuDL3FD5w101HUYim+KIWYkCiI20aCeB71BRjOjM66niEgsFzPmZ9U0fqefwxOHcdqcNLmarHm8aq9xVs4SzUTJq3nW+dZxcevFfHzjxyv+ftAbLMsEKfe6Xet2MZweZjQzyrHJY6vOjNrn9HFF6xVM5acYzYxyacul6Lp+gdZ4jrFQyt98EElHLI8/VVP5Ud+P2NK0ZVZxud5AL3+7428tJeKXB1+21Ljni4V2B4PeIPdefS//tOefeOn0S6i6iqzJPHP8GW7ZdEvFkYTlpImuJC4kZ8uAYpn8ifwEGxo20OpuxS7a+dWJX5XM+Ki6StBjKB6aVdDnTj7H8fhxIwEpkrafL65su5In+p9AEiR0Qefzl36+YgDQE+hhc+Nm+sb7cNqc7A7vJpqJ0uxqJi2n2dlhVBWndxrMCnAoGipNxKa51M8Fu2inf8KQ89d0jbX1a43Nvej3zeroifgJWjwt3Ln1TmRNZmvzVh4//DiqrhIvxI15NNNckTOqZqITDUMNbiwzNq9OzkIrM6bpt9vuJp6L83r4df7LZf9lzsU56A1y7zX3sntwN4OJQWK5GC8MvGAlzQW1QLOvGZfNNSMAL1f5nY5yCWLQG+SfrvunkuOy5i1OvYAoiGXN0BucDdhEG+GU0WULRUOIGNLeZjDaXtduJQ4rjcWoNZq/X+1rb9t8G6+GX2UyO4kmaMSyMdb716OoCu2edhCMoMnsLC1mzkYSJUvpbqVEQWRNpruxm0g6YlCLBZ2cmuPY1DGLNWB2RUbSI3zxsi9yfef1JYphZuIWcAd45vgzZ+dGRRsNzgYEQWB7YPuqVc27qesmhlJDZJUsmq5R56jD7/Rzy8ZbFhwIJQtJBpODpOW0Jaby7PFn2T+6v4RCq2gKB2IHZtiORNIRHnjzAY5PHUfTNOrsdRTyhRmU8XfG3qGgG2uQOR84kBiw3m9H+w7eHnubJncT0UyUnJJjqjDFgegBskoWSZSsNcxM7sAIDPvG+9ge2E5WztI/2Y9DdMxr7wtFQxydOsp4dpy8lud08jR7RveUZYoUo5r1EoxuxHBqmMm8wYQ5PH64rNVLraKjroOAJ4BLcpEoJBY8zz4bztcOxmpDsbiNqqkk8gnySp6gNzirBoDP6aPL17Vo1sViCp5Bb5DPXfo53hx5k3jBGOsYSY/wzDEjQSsuRJaLR1fjnlAJF5KzZcB0mfwuXxcfXf9RRtOjJAtJS6oczs5ZmVWAJ/uf5HTiNLJqBDpm1X0h8Dl9XNF2hSWR39tauTIb9Aa5deOthtqefwMHxg6QUTK4JBcuyUWDq8E6zuIHL+gNlnhPmN9/ukv9XA+MGdh57B7CyTA20Vb+96f5XAS9QeyinZ8e+SmJXAIRkRZ3C3dcfAdNrib2R/fTWd8JwOOHH8chGYIO1XZyFuMN0+5tZyo/ZVFLzQ5TNQFB0BvkjkvuIJKO8A9v/AMO0WH4zZ0RQ7mq7Sr+oOsPym6Ec22SlQL4csdlUtX6J/qJZWMlwZ5DdOCW3NQ76rGLdp7ofwIRI6AKeoMggMfuqSn6TCW1RvPfoHJHdL5Vut5AL3+0/o94vO9xRF3kyOQR2jxtXLv2WiRR4sDYgUVtKpUqlNUGnEsNu2gnr+ZxS25EUbQkyTc3bEbW5JLOqskIuLLtyhLFsJH0CIPJQQpqgS5fF2rcEDHqbupmV9cu9ozumXW+qlZRfO9sbdrKUGqIkcwIaTltzVktBKZfVzwfxy7a0dHZPbibHx3+EXk9X/LaRmcjAU9gxr327PFneWPkDQRdoKAVcEpOmmiyaIiSKKHrBr3RhIhIwBMglo1xMHqQoDdIg7MBl+SyWBpZJWuo0EoCXruXdCFtBY6SKOGyGa8dy4zhkBxklSyxbIxGVyOd9Z0lbIG5ICAYvmVnkj8wktG3Im9xQ+cNCzq3xZA1mRZ3C/FcHBmZlJzikdAjRDKRGTPctYjiNT+RTzCSHsFlc/Hb07+dcxaxGpj3d7KQJK/mSzq4FxK2szgXnZ6eQA/r/evZF9lnKFprsGd0D5c2XzrrmmnSd0NjoUWpki62QNgb6OXmrpt5+tjTgPEcP3P8GY5OHbVYFmax93xWcJwzORME4YfAx4ExXde3nfnZZcD3ABegAF/Sdf2t5TzQ1QTzhjk2eYzTydO47C6e7H+SS5svxSba8Dl8xAtxvJIXr91rqb7tG91HspAkmo2SltO8O/4uO4I7FnzDddR1EHAHrIVgrvcxh8sj6QijmVFD2jofL1m8pz945bwnFvKQd9R1YBNtxLIxvA4vAHtG9pRUT8t9llkNanI2GT5dAkzmJ/E5fdzefTu3d98OGJXVJ44+QUEt4LA5qqaSmb4/LpuLweSgFYhUA5/Tx+aGzYxkRnDb3FaHyfwu1Sxc5ixHs7uZTDIDOvhdfv5w/R9WpCd9e09RMllGiGM+G2ZHXQdeyWuY3Z65Fj6HjzpHHR++6MNc1nqZ5ffltDnxO/3GLJqap9XbyqaGTTVV0VoMNWIhdA2v5DWC3jMdh5eGXiIlp2hyNZFVs4yPjS94I6yVjcn0qXph4AWcNicAX9r+JX5z8jdINmOurqOug9fDr7M3shdJlPBInhkJSfH53TOyB0VTuKnzJkbTo9zefTu71u0qK9iwGlD83QAuqruI3UO7aXQ1kpENwZOFIOgN8unuT/PA7x9A1mROJ04zmBw0jOjPKPQCuG1uOuo7SmjiYFy7X534laFweAZ2wc7fXft3jGXGmMpNkVEyPH748ZJOml20W8ql5s9N8+dYNmbMquZTaIJhxbG2fi1r69fS4GwwGBeCIdk/lhljMDnIOt86xrPjDKeHySk5JnOTXN56edX3dJu3jTp7HeO58ZJj+kDwAws6r9NhF+1M5iaROZssyprMz/t/ztHJozx03UM1fz+ax/fMsWeIZqK8PfY2PocPh81hiTotFOU6uJ/u/jRP9D+BU3JSb68/ryhnC8VyC4LAWRru/uh+FNXoTuvonIyfZCwzNvvnzZPxtFy4bfNtvHj6RctyZio/RSwbY0dwx4xC5PlqRF1N5+x/A/8T+FHRzx4C/puu678RBOGPzvz9+iU/uhpDtWaZJj3xNyd/Q1bNWgGq2Wp22Bw0O5v52MaPsWvdrhIp8ng+zlhmDARDXXBH244F33DzvXGDXkMO+fHDj5NRMrglN6quWpTG6egb7zPmEAoJSFIaIC7kIS/qiuVVg5oiiRKPHX6Mr1z1lYrBaPEGbqr9TGRLhUFM+qOAwERugkg6UtVmZG7yppKa+fdqEhzT/22qYCgfmR2m+VTOOuo6qHfU093YTYOzgctaLyu5Z6YjFA1xeOIwbsnNYGqQ3YO72dS4yTrO+VbuzIU+losRzUSJZqMAdDd2c+eld5b8rk20Ueeow+f08dktn+XlwZdXPHGYjnLPRLXUiIUkQ9d0XMP/evd/UVDOBr+JQgK/05iVtIv2BW+E5jozXQziXFari43HT8ZPsi2wDafkpKO+gy5/F8mCIT/eN97Hd/d/l3QhjU20sc63bkZXpLioZfrE7R3daymamt95NW7A0++d69dez9tjb1vFokqzwNXA5/TR3dhNTsmRLCQZiA8YtMkzfoVd9V00uhqRNZmsmrVo3QICA4kBY7/BWNskQaLB3YDP6bM6Ts+fep56Zz3JfBJFN2aoXZKLNk8bLa6WkmvzlR1fIRQN8b393+N44jiCLqALOh/u+DCJQgJFM35/IDnA6fhpFBQ0VWMgaYg05ZQcmq6RltNV732RdITHDj+GTbThEBy4JBeKrvAn3X+yJF0zMPaPtb61ZNWssd8V4cjkkZoSPJoNZnKQU3PImmGXUFALM/xE54uOug7ihTjjuXF8Dh85JceDbz1IspCk0dVId1N3zRToVhLFwjXL6ZnX4GygXqonrxrdcwEBl80163VeCOOpHJaiO9gb6OW2TbfxeN/jBh1aLcMcxeUAACAASURBVKBoStm9d7XuCXNhzuRM1/VXBEFYN/3HgO/Mn/3A8NIeVu0hko5UbZZZPKQ9mBi0TC6ThSTtde2W8MYNnTfMEIQwVRPNG3KxmM+NG4qGePCtB4mkI6iopOW0VQkv/m6P7H+EoeQQoVgIj+RB13Vu7LqR2zbfZgW7833Ii7tiobGQ4XEmucgqWYZTwxYFqlwwagbc971xH7pueIZd23Ftyft31BlV48MThwGqlvg3q8FmJ6qcKMpsi8/N626mu7EbTde4puMaZE2eV+Vsvgl2sWlvXsnz0/d+SoOrgRZ3izX8PpYdM55ggaquTU+gh85wJ43ORto8bfzh+j9k55qdAJbktfGh4BSd1Dvq2dK8hS3NW2qyojX9mag26VpIla430MtdvXfx3Xe+i6wbYhAj6RF8Th9+p3/OzuJsiVY5aWGo3hqgWsx2DOFUmGg2ynhunFguxt7IXuod9VzdfnXJGvDS6ZdIFVIgQEErkCqkZpxn8/z+9vRvQYCgJ1iiaLqaYRa+3oq8xQeCH+CGzhtodjdXJXE/F+yinRNTJ4hlYxS0Akcnj4IAdfY61tStYUdwBy8PvYxbcnN08ijf+N03GM2OWgJKGSVT0hU7NnmMRP5sAtIb6GVb8zb6JvoQdIGuhi4+u+Wzlrdi8bUJeg3lRr/Tj1fyouoqbpub3kCv1WG3i3buf/N+g3KFUYRUNdX4/xnbE1ktFU6ZDSa7wSbYsIk22uvaWe9bz2e2fmbB53Q6Ouo6aHG1MGwfJlVIlajo2kV7TQkeTcd0AaSCWuDY5DEKWoFIOoJLctHubV/057htboNtk4sTSUfIKBkAUnKKRldjzRToVhzTxkCWA72BXq4KXkXfeB9D6SGL7TJbEWipmBjTfVwXmuRta9lGi7vFsjDa2bETr8NbVpW2FuOMxWKhM2d/DTwnCMI/ASJwbaUXCoLwBeALAJ2dnQv8uJXHwehB+sb7yCpZBEGY1SzTrE5tatxETskxkhohWUjy5vCbSKJEvbO+ImWjy9dFk6vJuiHNWa9zgUOxQ6TltEWF0dBw2Bwlx2DSF07ET5BTc1Zl5oVTL5CSUyUdrmOTx8ir+armKeyi/azcq6OetJK2KIBpOU0in5jV52KuYKe4A9TkakLV1KoWjaA3yJ2X3lmSEFbTaSnm4PdP9tPd1M1wephPdX9q3gvgfBJsk28+khohpaSYyE8wkh7B7/RzMHqQoeQQb428ZXn8JLoTc75nuaRkuunrpoZNpJQULZ4WMkrGSqZrcbGcvphXm3QtdBP4fM/nGUoN8dTRp7AJNvJqnq1NW41O/CzU31A0xMP7HkZDo8XVMoOiWo4iA5AsJA1vqXmq3ZX7/NfDr7NvdB820VZ25tKUvc+qhh+iqqt0+jppcDaUrAHm70iihKiL3NR1U8XjMjfkcoqmq3Ujfqr/Kf757X9GEiVeHXrV8mpbCjl2WTMsWWK5mGVujm6sm07JSZe/C4aMgk1GyTCWHkNFtbzoJFFCRETRFQKeAOiU0CyDXkOgqBrWCFBimaBoClubt1q/Y66fXsmLV/Ia+ykCDskwgs5reeyCHY/kqTrhMf3RdFHH5/BxU+dNfHLzJ5f0/ijuCg7EB3jm+DOMZkZx2Bxc3np5TQkeTV+n73/jfk4nTyMKIndfcTc7gjt4ffh1HILDEKWx11nd04XiYPQgaSXNOt863h1/l5ySs+4vURDZ3rJ9VT2vy4VKoxlLDfN+LZ4xnKsIVImJMR+U83FdaJLXE+ihN9BLLBtD1mRCsRA+h68k9rug1jgTXwT+Rtf1JwVB+BPgB8BN5V6o6/r3ge8DXHXVVctYK1hemEPMYFDuZE2ueNMVVyAShQQD8QGLq15QC8hZQ/yi3E003VPrXHqpbGvZNkPmOeAOlBxDR12HNYsAZ2l+eS1vJaxmh8sMLB9797FZTYjNpMtpc5JXjGHiN8JvcDpxmgZXA1k5a3UbZkuK5gp22rxtRDNRRtOjVSuBlUsIq6kwmYGzx+5B0zU8kgdFU5A1edk50m7JTU7JkZYNrxBTSORk/CQ/OvwjZE3GJtjw2rxVz7pMTxDN7+d3+tk9tJu+iT7CqTD1jnp8Dp91bmstmK60mM+VAC92E2h1t+KwOXDZXOTUnGExMAv1N5KO8NCehzgycQS7aGfYMTyDOlXuPhzLjNE/2W/ZNyxUaCIUDXHP7nuYzE2SUTM0OhtxS24ORg8CZ2cmR9Ij2EW7lZwlCgnGs+NWV/rRA49aIhVOmxMdnS1NW7hl0y1lv/O393yb4dQw8UKcHcEdVjfe/PfVuBGHoiH+ed8/k5ATSIKxhyyWRlaMjroOQ1xDK91ebYKN7S3b2blmJ3siexhODVufb0JHt6wLZFUGnbI0y/kUiIoTmXLJnJm8+Z1+XDZDbKrJ1cRYZoyCYqhEOiQHe0b3WN5jc32eaWBuF+1c23HtsgW85vt+YtMn2D24m6ncFNd0XFMT9+H05+NT3Z/i8Xcf57Xwa2ho6Oh8441v8MmNnzQYHLqChsZEboLvhb5Hq6d1QTTQSDrCz478jEMxw7u1WDRKRcVr93Jl8Mql/KqrFudyTni+dL+lMHmebtOzGNZD0Bvkzq138uiBR8koGU7ET3DdmutKunHnYoZvpbDQ5Ow/AXef+fO/Af/f0hxO7aI30Mva+rX0jffhkTw0OisbxxZX4l86/RKHxg+VtLB1dFRNrfi75Ty1zgV6A718+cov851937E27b+64q9mHENBK5QswIDFCTYXm0g6wlBqCJtgYzg1M7AshqXiZveAYCQT13Rcwy9P/JKsbEhOt3vbS7trC5ABljWZTl8nOcXo+BXPnU03iy4+tnLqfnMlWCa3PJaNoaGVSBcvJ0c6nAqjairxfLzk55qucXzqOJmCQTVRdAVVVxc862LSY94Ze4d4Lk5SNgyz4/k4nfWdyJpck8H0QhfzxW4CpslnQS3QaG+k09/JZH6yIvXX7HKqmoqiKThtzhmdhHIdv3AqTHdTNx7JQ0bJzJjrqnZu9vmTzxPNRC0hk8n8JPF8nJ8f+Tk/P/JzUnKKFncLt2++fcZxmXRsWZNx2pxM5adIFBI0OBtQdZVdXbvKfm4oGuKdsXcYz42j6iqRdIRYNsbfX/33q3ojPhQ7hF20IwkSiq4YSr6LmDGbjqA3yN1X3s2XX/oyo9lR6+cuycWu9ca5/qP1f8R9b9xnrNMoFtXeLtq5qO4i/A4/H9vwMXJqbknU+2Zb46Ynb23eNh498CiartHiaSGn5Nge2I5DdFSt9Lu1eSseu4eMPPOeXy4cHj+MoikM9w/XhCl6sRpqNBvl/jfup3+yv2SvLqgFJnOTNLoaSRVSRsFAlEgVUtZaPVdndDoORg9yMn7SkG6fFheY6smL8c06n7AQavy5wlKsr8V2R/XOxTcXZE2mwdlAl6+LscwYJ+InaPO0legN1IIo1nJgocnZMHAd8DLwB8DRpTqgWoaun5EAllyoenW0uCvbruSZ488wmZ+0fuZz+GbMRBVjOYP3uXB79+1satxUkR4YToXxSl4r+NPRcQgOvA4vn9hw1th5KjdlJQiqrjIQH6j4mXbRzuHxw9ZwvF20WzN9pinir0/8GgSs7lolM8XZYM5mmNfil8d/SW+gl7HMGPe8co/1+Q/tfKhEpKXcw1/VNTozg7XGu4aLPBfR6e8sGcaf7yZYDczuSUI+S1e0i3Y2+DcYHRVBQ9RFBEHgtk23LW7xFAyZWzMxM5GSU5aS51JR7JYKC13MF7sJ9AZ6eWjnQ9Zz1epp5d3YuxWpv6Y4gyiIqLpKq6e1LHWq3Pxcvb3ekrS2i3ar8NDubefXJ35NKBZC0RS2NG/hC71fIJKOlNyPkXSE/dH9VmJmQkPjzcibiIi4bC6OTh01CjpXfZmH9jxEQSvgsrkI1gWt2aL+yX5ShZRR0NFVJFGqSNU25dCLzc6L6eOrdSPe1rINu2THpbkA+Osr/nrJGRGtnlbDXywXBR1EQeRTmz9lfc6RiSNklAx20Y4NGz6nj6AnyEhmBJ/Dh9/lp8vfZdlKLDem37d3bb/L6rKeTpwmq2TJKbmqKfF5NQ8CyyqyUIxaLBTYRTuHY4eRNdkwDldyM5IlVVO5rPUysmqWU/FTpCZTFNQCAgLD6WF+8t5P6Ax3zquQVswqmg6HzcFlgcsMMYcaOEe1gJWM72bDkq2vSzhTZx5TPB9na9NWdq3bVRI3LQUVs1ZRjZT+v2IoMbYIgjAE/FfgL4GHBUGQgBxnZsrOZ5hS4aquMpWfon+yv+LGMb1j8N+u/W/sHtzNUHKItb613LZ5kUHxMmM2emAxJcX01enydXFR3UXsXLvTel2jq5E6ex3xQhxN13gl/Aqf2PSJsg/PaHoUXddx2pxousZoehQCpaaIobEQCFidhoVUR01DZFE06F6m99JLp18ilonhtrtJy2neCL9R0Tqg2oc/nAoblA6HlwNjBzg2dQwwOlZgVLUvb718Xr5p1SDoDXJZ4DKOTB5BFESySpZ2b7uR1Kp5Gh2NFLQC6/2LG5g3O3SJQqIkMZNEic9t/RxBb3DJKHZLiUrXsxpvuMVuAtOfq091f4pHDzyKU3LOMKK2i3YKWgENDZtg2G+UQ7n5ueL3/f6B7/Pe5HvoumEa3OBsYCI3gYDAgbEDljiETTB8Be+9+l6ePf4skVQEu2BH1mc+Zxoaec2YNf31iV/zpcu+xD077uGpo09R76yn1d1qJeedvk7i+TipiZSVLFY6dz2BHtb513EgesDyuHLYHCUFkVqtOs+GVk8rm/ybGM+N0+xqnrUwt1CEU2HW1K0hI2eI5+N0+bpKnu8md5Mh/iEbBTUNjeHUMAnZMI5v8bSs6PPZG+jl69d83ZqRefzw4wuixC+kaLcQ1GKhIJKOoKPjlJxkshlrHtxEh7eDDQ0b6PJ3cW3Htfz29G/51YlfMZw0aMQZJcNgchCX5JpXImWOYhydPMpQagi/009GznBp86W47e6qrXzeD6g1mn8xlmJ9XeqZuuJjMmO2YiwFFbNWUY1a459W+Kf3FYm4o64DQRAMfx6bnU5fZ8UEYXpVzef08Y0PfePcHvAyoRwlxZy/K34oegI9BOuCTI1PYRNsjKRGKlIbJ3OTKJpCnaPOGOw+U3Ip9kuTRAlBEBYlQWspbqWGySt5pHoJu2hn/9h+FF0hlU8hiqIlm1/8nRfSpeuf6CerZJnKTxnVXSWPgoKISEbOWCqUS72Y7Fq/i38//e/Imky9vZ4bO2/ktaHXGEgOoOs69Y56y1tvoeioM8xvU4UUIqIhLGCTuOPiOyxvOZNGapqgLyShXo7NbPr1rIZ+uRybgEnZmF59j6QjJYbeLe4WyyOvmuMuft8XB160DIozcoap3JSlkpdTc0wVpixaYiga4vsHvs/TR5+2ZmQFBHx2H3G5lCar6ipO0cl4bpwfHvoha+rXcM8H7ilZC8YyY1YXBGCdbx0+p6/ifRD0Bvnc1s/xaOhRxjJjaLo2Y0aqVqvOs+Fg9CCKrnB56+WLUi+bDcWWG6YJcPFn7Fyzk18e/yXHp47jsXtw2VwMpYYMIRBNoc5ed87ogJVgXtvnTz1vUeIHE4M8ffTpigIfxeJbCy3aLfRYa61QMJWfQtHOPNtKDsCir/ocPra2bC2h1v9B5x9wZOIIsiozmZ9ERyeaiSJr8rwS9eKY4JfHf2nsO2fEg6B6T8/zHbVI858O83hMcamF0BqXo2gxnh3nhYEXLBNq89zVYgd7qbBQWuP7DkFvsIR6YfL1y6EWq2pLiWoCpKA3yHVrruPIxBFsoo2UnLJERIoRSUfYE9lj8d63NG8p6S5k1axh2G334pJci2qXB72G8uLDbz+Mpmu4JTej6VEj0M4GGcuO4bV7OTp1lEg6YgXKC9lcZM0QfREEgT0je0gWkmelo9FAN+Sil+Pe6A308tB1D1lUtscPP86pxClkXUZEtNTNFoOgN8iNnTfy+5HfWwpx25q2lVTr7aKd04nTFNQCmq6VyHNXg2oMtZcC1Szwy7EJVFonwqnw2Qq4kiGn5MoWJCodU/H7uiU3mq6RklMzpMnNv5v/V1SFV4Zese5TMGjEn9j0CVrdrfzo8I/IKBmcopOkbPiXJfIJ6hx1JMYTjKZHuXndzdbvyppMd1M3eSVvCFKkh61CRSX0BHpo87SRkTN47V78Lv+q3nBNsYQjk0c4NnVsXsbK88FcyULQG+TPt/059715H7Iqk5bT2AQbCEaiLSLWzD5lUuI13ejQ/t9T/5eDsYPctf2uGYyOldxrFxvILiVC0RBP9j9JWk5bHnciIpIg0enr5O4r7p5hfWB22e9/435EQUTWZWzYStgr80Gzu5m/7P3LGcXa1frsLjVWQyKx2ARyqWmGxT6ag6nBGYIgC1EGXy24kJxViUg6gqzJJa7306lIJmqxqrYSWOdbZ3m6FbTynm1mG/zGzhs5MXWCWzbeYp2vUDTEyfhJJFGyKKEf7vjwohY2WZMJeoLWAqmjW+bJOTXHdWuus/jxsHDPKLOSrWgK3Y3dHIgdQFFLg97lrJyZFLp9o/uM2QP9rD0CMCNQXwhyao4mVxNuu5t4Ls61F5WqpJmds4HEALIq80T/E1UPhUfSEb63/3u8MfIGfqcfYNmMXqsJ8JYjCKy0TthFu2FVoeRwSS4+vuHjZQUkZpuHNN83kU+UeBdWgoBA0BvEY/cQy8as19Y76vno+o/S6mll39g++sb7KGgFY/bW5iKhJsgUMjgl54x7ypx/G00ZkuPr/evxO/yzdjeKi2BOybkg4Z9awiuDr3AodggwuhndDeVVepcCcxXNFE3BIToQbSKiLOKwOYz5NFGsqSq+SYmfzE+i6Ron4ycZThosg/s+dN8Mb9CV2mtrpRMSSUd46K2HODJ5BE3XrOKxgIDH7uHPLvmziiqMsiazpn4NE7kJotkokihhE2xM5Cbm9fmVzkMt0/jONVZD0X6xCeRSM0zMuXWbaCMjZ+ib6KOzvrNkr5ttPGA140JyVgWKF5+p/BROyTmreeyFBclAT6CHzY2b6Rvvw2lzlpVGnk3dR0BA0RQmshMUtAKDiUH22PbQ4m5Z8MJWTJWsd9Qbx6JDvb2eVCFFUk5aAeFiF6oPdXzIoozFQ3GOTh1F13VEQeSOi+9YkGzxfNFR14GsydZmbVZSl2LmcVvLNhw2B7IqU+eoK2v8LSCg6zp+px+n5Jz1HJpKglO5KZ498awhzazLpAqGielSGL2WezarCfDOZRBozmB67B5kVebtsbc5MnGE5089X9I9nO2YzD8/c+wZWtwthNPhWT+z3dPORfUXISCwuXEzk7lJrmy7ks9s/YyV5Psdfj7c8WHeihg+eS6bi3ghTl7L48JVtkh1/drreWnwJbJKloPRg3yw/YNzPrvF80flzvVqWl8nchPo6LglN1klaxVJVgKmcINbciMKIrduvNUypq2lGWiTEh/LxgCjoJTVspyMn+Rbe77Ft677Vk1c91oQPHrp9Es8e+JZo9Coz+yMt3paS2bBp6OjrgObYKPR2UhKTiGJEk7Ryd7RvVy39rqqvk+lfbJWktdawWoo2k+Pj+YbZy11d9AUizMLNYqm8KnuT80oApcbD1jtuJCcVYHiGy6rZMkr+YrVjwsL0lkEvUFu3XgraTk9u/FzBXWfnkAPAU+A8ew4AgJZJUuykKTF1bK4AxNgPDfOqcQpfnz4x6SUFB31HYiCSJunjY+u/6h1jAWtMO85t3J+M+t865jMTZJX81zcdPGixDjmg7HMGBP5CSRRQkNjc8Nm7tlxz5Lck72BXr75kW/Oavx91/a7LL87G7aK59CkMB6eOFwizQ9GcCZrMm3etkUd72zP5krMMlU6nuIZzKycZSAxQJ29DlVXZ3QPZztuU1q73lGPx+axvMgEBEt8x/ycG7tu5FT8FCPpEWyijUuaL+Fvrvob673NTXvv6F7ySh4BgUQhgU2w4bK52NCwoWxH7MjEEfJqHo/dQ1bJ0lnfWdV5rvS9Vtv6em3HtTx97GnDQsHZuCxiINWiN9DL1qatFk34lk231OS5C3qDXNdxHe/G3i3ZE0xPruI9JBQNWTT1FnfLkgsszQZTjXSlBI+e6n+Kf3zrH1FV1ZoRNeEQHejoeO3eOd8nq2aZyE8YXVVR5OqLrp6XumIlixszbpJEif7JfnYP7uaOS+4o+x6rqeCyGKyKmdlZ/DfnwkB8gHfH3yWSjrCmfs2iu4OmiJusyai6iqqrM/aZxSaUtYoLyVkVKG5H1zvq+cTaT1iO6+diNmU1Yy7j59nUfYrn1gQEClqBNk8bDlt1/jflEE6FmchOcGzqmGGHkA5jE2zU2+sNdTjJYbXGAbJKlng+PkMqeLbNZPo9IGvyrKasy4lDsUM4RAcXN11MJB3hhrU3LGmVfC7jb1PiO1lIzrrYh1NhYrkYiXxihvgEwEV1F3EodmhRlIXFPJvLkRSUOx6gZAaz0dVovU7TtbJzm5WO99jkMQ5GDxreVrpBabMJNjyShw5fh6HGqMk0uho5MnGEgzFDuMJpc5IsJDkYPVjyLO5o38HbY2/jd/mJZWOWGtxkfpJkIVl2U2xyNRn+R5qKJEh0+bqW/JzV8vra6mnl89s+b5kVr2SHKuhdOQ/N+WKdfx0NjgbG8+MldNlIOsJAfIAr264kko7w8L6HOTR+CEmUGE4Nl9yzy42lEDyqhFA0xHMnn0MQBHat2zXjvglFQzwaetSSwQdw2VxIgoTX7kVDw+fwEfAEZn1GwqkwiqrQ6GqkoBZIy2lGM6MlXlKzYTa1zI66DuL5OG9F3kJD418O/suMmXLzPR548wGGU8N47B6+uuOrNdXJfT8hnArjEB0V/Tdnw0unX+KhPQ9ZNlMf2/CxJZnLtmFjPDcOGPFYudl1U5tAsp0/Kc35802WEcXtaLton5VTuxp4xecSpihAJVNck9ZYqTtlzq3llTyKrDCWGVs0rXE8N25x88EYiE8pKeqkOtCxKCoT2QlOxk/isrk4GT9pbfxzBerl7oGVqphta9mGKIhM5iZxS+5zXrkvt9ibP58+Z3Vq6hRThdLkQ0DAITg4MXWCnx/5Oe+MvrNgYZDZns25KrfnShDEtGDY1rKNidwEW5u28u+n/33Wuc3pMO/PY5PHmMhN0OBswGf30eBqoMHVQIurhTsvvdMa3O8b7+Nrr33N6qxpuobL5poxQ9bgbMAluawCiyiIuCU3OTXH9pbtZc/HzrU7eSX8CuPZcZrdzbNSrBZ6zmoV09cJs+CzklgVlXsM1sRV7VcxnBpmMDFIRskgiRKqrvLU0ae4tuNawqkwOdVQJTS7wEsxS1stTMGjpe6chaIh7v7t3Uzkjbmv5049x7ev/7aVsETSER498CgZOVNiY1JQCzR4Gvji9i/y4ukXq5rZNGejB1ODAGxp3sKtG2+tuoA4m1pm0BtknW8dv4/8HrfkJllI8nr49RmJ17/2/SuvhV+zrl0tUVffb1hMF+rl0y+jaAp+p5+UnOLo1OLtj4PeIDuCOzg6dZRGVyMZOcNIeqTkNaY2gVtyczJ+ctlm0881LiRn88RoenTWIG018IrPJczKRywTq/ywz2Ja2BPoYW39WvaP7QfdoOl96bIvLfi8Br2GXPcDbz5QYrKraAppJc3xqeOWEba5WZjS+ubf5wrUa+kemIt6uNyYHkzbRTuP7H/EMkn+dPen8Tl9HJ86jtvuxpa3lQhXOESH4amlw4n4CeL5+IIX30rXpZqu2HIJgkxXthrLjJUYsn9u6+cYSA5wKHoIBHgl/Io1t1kpoTRnYUYzxlqVLCRpdDXyHy/5j2xq3DTj9U8fNWh3FnToqO+Yca8U0+IaHA0MJAdQdZU6Rx271u+q+B3vvfreJXsWaunZmgurrctXSwh6g3zlqq9YojYPvPkASTmJ0+ak3llvFUrHs0ahTdVVNvg3nNP1ba7C40LxRvgN4oU4uq6joxPPx0uSmnDKmC8zVTY1NPwOP7qus6trF7d3324lr3M9I2Y3daGsDrtoJ5KJMJweLls07fR3Igoiiqqg6io20Vby76FoiH/r/zfL/1NEJFFInLfPyqqgby6A1mh+L0VXGM+N47Q5+UDwA0tyONd0XMMvT/zS2hOni2OZnWNz5nIpZtNrAReSsypQHLwV1AIIzBqkrZbq5DmDAHktj5yXGcuMzQgkZzMtDHqDrK1fy9tjb+O2G1X6/on+RYlp3N59OwOJAR47/JhlsmvDRmd9JxsbNjKRmyCSjsyY0TA3x9VUvYe5qYfLienB9LPHn+XNkTdJK2kUVeFA9AAtbsN7TtM0NDQEBGzYWFO/hlZPK++MvYOqq+jo5NX8ohbfcs9mtUG0KfCyVLTUcspW7028R07O4ZAc6LphebCzYyeHoodw2BwcnTxKKBoCKiuJmnSieCGOKIioukqrp7XigH+Tu6nknLrsLv5i20wfvOm0uLHMWFVJ//t1PZyLFXABs2P6ffODgz+YYXK+tXkrgiAwkZ3gjy/+43N6n5lqpIqmLKmqaFpJo2qqVQzMqlmeP/U813ZcS2+gl466DhJygoJaMKTv0cgqWeyinauCVwHze+aKXxtJR9g3uq+q5CEUDfHwvoc5ET9hrEPCzHBy55qdvHDqBd6bfA+vzUv/ZL9lUwPwevj1ksKQjk5GzpxXkugmVsO87EJpjeFUGJ/Lx5WtVzKSHuGTmz65ZIJncxWYewI9bG3eSiwbo0FoWPRseq3gQnJWBaYHb72BXlRdrejjsCqqI+cI4VQYVVNJFVKk5TSPHniUr1/z9ZJAcrZEJ5KOcHTyKJqukZWzSKJEg6th0ce1rWUbAU+AqdwUsi6zrn4dF9VfxHsT7wHwwsALBL1Bbl5384yAfK7q/WpYhFcCr4df53sHvmd0wooQL5TOmLU4W/jM1s/w8Y0fp2+8j4Oxg6iaiqAbSoI9VX1+jwAAIABJREFUgZ4lPa5q7sHi67lUnz99XQlFQzxz7BnScpqCVqDeUW8FaDk1R0ErWHNnsyWUQW+Qqy+6miOTR/BKXhDg4xs+XvEeLDEoljx0N3Xjc/rKvrY4kAt6g+c86V91z9YsrIALqB43dN7AluYtM9Zc065kqRRo54Pl6OK+dPolfnn8l1ZHDIxu0qnEKe5/834+vfnTANasmWSTEDSBDf4NBDyBis9tNZjPs2VSK/sn+62O5on4iRkzf0FvkD+5+E948uiTbPBvmGHCbhNtCIKAQ3QgazIb/RtZ37B+xQ3RlwOroZO+UN8wU1XR7G5dfdHVS3pcsxWYg94gd26987yT07+QnFWB4uDNVCxziI6yM2erLnhYZnTUdZBX88TzcYsqOH1Rmq0jEU6FafW0sia/hng+Tpevi+vWXrfo4+oJ9NAb6CWWjSEKIndfcTej6VFrEzE3nwZnQ9mAfLbK5GpYhM8VzOchmolyeOLwnObXIiLNnmYub7vcOscP7nyQlwZforO+k49vrJxkVHs8laT0TWrPdCzX9Zy+EQ4kBohmo9htdgpagYAnQG+gl4PRg/idfhRVIafliOfjc87PHRg7QEEtkCNHg7OBLc1bKh5H0Bvkqzu+uiq8xVbTszUXK+ACFodaoLianzkfI+pKxdtIOsIPDv6AlJzCYXOgqwatUUdH0RWOTR7jkQOPoGNQGpvdzeSUHIIgsNa3dtHP7XyerXAqTE7JWfYQeTVfUkwqRk+gh9fCr1nCWuYxRtIR+if68Tv8ZJUsdfY6GlwNs6r6rmashk66SbU3FZYfe/exqma8TfsXUwV4ISbmi8H5KKd/ITmrAsWbwER2gpcHX654E6ym4OFcIOgN8unuT3PfG/eRLCQZz42zo22HpbY1V0fCHFjubuwmr+a5a/tdS3I+i2cazE0y4onw/KnnOTF1AlmT8bv8C7qOq432uJwIp8JEM1FCsRBZOTurETIYldR2b3vJOSuumi8GcxVOXjj1AsOpYWRN5ouXfdGiZSzX9TQ3QjMpenP4TWOGy15HQStwy4azUufm3KWOzs/6f8YHL/rgjHk1E+Ya1F7XTkEtEPQG56xEz+UtVitYTc/WagjGVgtqtegZSUe4/437Gc+N0+xq5t5r7p31uCLpCN/e++2SoqDZETgYPUhKTiFrMrquIwkSdQ7DjBswPB/llDVvpqoqGxs38ufb/hyf07fo53Y+YhB20c5AYsBQqkTALbnpqu8q290oN1sLxjqVUlJ0+jpJFBK4JTcFtcBAcoC+8b6auL5LjlXQSY+kIwylhrAJNoZTw1XNeBfbv5xrYR5YXftCtbiQnM0Tbd62WW+C8/EmWSxkTUbVVNJKGh2d7+7/Ln6nny5/15yJ7HJWR8t1v0xJVq/dSzKf5NWhV+etDlkLFd1aQUddB4lCgryaxyE5EFURp80JQFyOGybVZxZyp+jkM1s+w59u+dNl6UbPVjgJRUPsjexlsjCJruvc9+Z9NLub6Q30VgwulgLFFb9D0UOomoqGoZZ4SfMlgHE/XdJ4CQeiByzVs+dOPkdKTpVVjS1WYBMFser7dzXMhi3ntVgWrIJgbDWgku3ESidsuwd3s3d0LzbBxsn4yVm9vMBIwELREIl8AlmXLWVCgF8c+wWDyUE0XcMu2tno34isySQLSWs22lSnFBDIa3l0dLY0b1m6712lGISsyXT5ukjJKQRNwC7a+ezWz1Yc8yincJ3IJ3hn9B10dDRdY71vPcNpozh23xv38Wr4VZL5JBc3XbxoxkQt4GD0IEk5yYaGmfTOWsJUbop43phXrsa+JZKOlNi/lLNLWG6cjzHXheSsCpQzFTZlqM9lMrFaIWB4wJhBuKIp/PDQD/nmR75ZVWX5XAWNpiSrJEqcTpxG1mQkUSKajc4QMpkLqyHQPRcIeoPcvvl2vvn7b5JRMggIbGnYwkc6PsJP3vsJiUICWZNpdbfS3dRtKREWwwzM/E4/J6ZOLFitcbZOxlRuioScQNMNQRJFUzgUO0RvoLdicLEUKK5Wy5rMluYtNLmayMil6m/TVc/SSpqknMQjeUjKyRkzZyvlq7fcWM5rsdS4QGtcOlSynVhplspUbgodHUmUUFRlzkBWRyev5MkpOXRBZyAxQCga4nTiNKFoyJitPaMOjADtde1M5aeI5WIz3ssu2rGL9iX73qYYxAb/hjnX2Y66DlySC5/Dh1200+XvqjjvVuk6jaRH8Dl8+Jw+JrOTxAtx8moeSZSI5+L8W/+/AfD8wPO8Gn6VB3c+uGqfn0jaYOUMJgcZTA6ytXlrzRbuG12N+J2G+mdWzXI6cbpExMVEJB0hFA0RGgsRy8W4uv1qRtOj3LKxNs3tVxsuJGdVoJyp8JVtV1Z8/YXAvBQ9gR42NW5if3S/9bO0nKZvvK+iyfNKwAzKJ7ITpJQUAHbdjqIpvBF+44Ix5gLR5e+iu6mb4eQwNtGGTbRxRfAKPnjRB3nu5HOEYiECnkDFmQkzgdk9tBswxFrMjta8UaGT0ehqxGf3MZGfQEdHRLQke5c7CLQMNEUJQRXIKJkZyeN01bOh5BBDqSFExLIeS+frGrRUifq5wAUWxdLB7Ji+Hn6dJncTUBvn95qOa/g/x/8PWTmLx26I6cyG3kAvja5GJvITiIjklBy/Ov4rdg/tPkv51sFtd3NT502EU2HCjnDZ5KygFaiz1y3Z957POhv0Brlr+11VzalWoktua9mGw+YgI2dw293s6trFY32PkZNzKJydTdbQeG/ivXNqML5UCEVDHIoZJukOm4Pr1lzHiakT3Nx1c81+l55AD5sbN3Moeoi8kueF0y8wmh3lK1ednT2LpCN8e8+3eWfsHSZzk+iCzvGp42wPbF+ROKlWac+LwcpHxKsAtbAJrGYEvUG+dd23+M6e77A7vNsS2RhMDJY1eV4p9AR6WFO/hr5Cn6WWpWoqNptt3gqRFxQ7z6KjroMmZxMnpk6gqzoj6RHsot1SYJrrXAW9QXat22VQQsooflWL2WglPYEeLg1cSigaQtM1uhu7LdPg5Xz+zW4tGEPVbd42dHT+86X/uazq2U/e+wlNriYmshPWbN70Ltv5jCVN1JcZF1gUS4dIOsJj7z5GKBZC0RReGXqFe6++d8XPb2+gl7/d8beWzP/Lgy9XpBlG0hF+fPjHjGfHsQk2bIINURB5JfxKySyuiMhF3ou4ZdMtgEGd/JeD/0K6kCalpBDO/OeRPHyk4yNL9r3NdTaWi9HkakLV1FnX2XnNqZahS7Z6Wrlz651M5aa4puMaZE3m95Hf8974ezOKZ6qmMpmbXPR3PJcIRUPcs/seZE1GQGC9fz3juXHqnfU1XegNeoPcuvFWhpJDqFkVRVOIZWMl90I4FSaWjTGVnzL8YnVIFVLWfOS5Ri100ZcaF5KzKlBuk70QfM8PQW+QL+/4Mhk1w3h2nGZ3M36Xn5ySs7pm53qItNwxfnbLZ/n71/7ekjHW0Njo3zgvhcjzsYqzGAS9QW7ddCuT+UmcNicum6skmaimy9MT6LHEWhYirjAXrcTckEzPoqHUED8+/GOD5igIbA9sJ6fmlnzOyezWTuYmyWt5RtOj5NV8WbWrNm8b0UyU0fQomq6xuXEzuq6/r8QmlipRPxe4sEcsHcxgMC2n0XSNvvE+QtFQTQS5PqePVk8rHruHZCFZ9n6MpCN8dfdXORA9cHaf043u1/R9r95RX7Jn3HHJHWxp3sJvTv6GN4ffZDg9jCgYs7tLYStTjOI1plxHfvp3qub+LkeXBPj23m9bHqK3br4VAFmVUVGxYUPFMNn2OX3YBNuC4gOzczWXF+Ny4PmTzzOeG8clucgpOWLZGG2etlUxfyqJEkPJIev+1NFL7oWOug7SSrrEFscm2paUZjsfzEfMZrXgQnJWJYoDyAvB98Lhltz4nX4ADkQPrOgQaTkomoIgCIiIhgqV3c31a6+vWAkttzmdj1WcxaLN20Y8H0fTtTk3/Yqocli9HMKpMCoqlzRdwkRuoiytpCfQwy+O/YLdQ7uNmbPxQ4iCCDo4bU6uDF655HNOZrd2PDsOGIP28Xy8bJVY1mQ6fZ3ouk5BLXBp86VsbNh4Xs2UVYPFJurnAhf2iKVFR10HoiBac8CSKDGVm6qJc2x6PMmabM2BTcezx5/lcOxwSYKho5cIIgFcFriMr+746oy9sDfQS6unlVgmRkbJoGjKsuyZsibT3dSNR/KQUSp35EPRUAmlcbZzbwbOL55+EUVTeOb4M0zlpzg8fhiXzcVgcpCD0YPcvO5mbu66meNTx5ExPtfch52ik72je7lu7XVVX+NQNMTXXv2ated88yPfPGcxRiga4sXTL5JX8+TVvHXvtnhayCiZmo8JRtIj1NnryKpZo2DpqJ9xLzhEBw7BYXTOAFEQl5RmO28sIj6oRYhzvUAQhB8KgjAmCMKhaT//fwRBeE8QhHcFQXho+Q5x5RFJR9g3uo9IOgKUBt+Kpixa4vv9guIKWiQVIZKOcHX71Wxu2FwzQ6Q6Om6bG5toAwFckotrO66d8Toz+Hqq/yke2f+IdW/ABRpsOZib/hVtV9Dd1D1vGp557/QGenGIjnk/c3bRTv9EP33jfUQz0Yr0yXW+dcbMmWgsjaZUtKzJoLPkz3vQG+Rj6z+Gpp/t1Lold9mKuF20czpxmuNTx3l3/F0OxA7wWvi1JTuWVYUa34jDqTBJOYkgCJZgywUsHEFvkLuvvJvNjZtp97azuXEzja7GmtiHI+kIOjpOyYmOXrIXgBGo/+jwj6wgFrD8FE2GBsDmhs1867pvzWq2+5UdX+ErV32Fv/vA33Hv1bPL9i8EHXUd1NvrjY58hTmySDrCw28/TN9EHyemTsx5fwe9QXYEd1hS6yfjJxmIDwBY4idmgvqJTZ9grW8tkijhd/ipc9TR6Grkxq4b573uH4odoqAW8Ng9FNQCh2KH5v6lJYCZFIbTYavrpOoqQ6khXh9+nf6J/oUVJ88htrVsQxIl8moeRTOEbhL5hPXvpv9se107dsGOJEg4bc4VYz8Vx5axTIynjz494zlcbaimc/a/gf8J/Mj8gSAINwC3Att1Xc8LgtC6PIe38ihXAb0QfC8MZgXt+VPPW0OkY5mxFRsiLYfeQC+Xt15e4ndV7thm645dmDWZCXPTN2mD831mFktbKO46CYJQMTns9Hcar1eNf9fRDXqNLpKUk7R6Wpf8ec+pORqdjWTVLHk1T9ATLHvPmQluVs5yfOo4za5mKyh9P91jxYl6rXamzW5KQS3gsDlqPhhbDWj1tNLubSdZSOKW3Eb3LD9FVs2uqHG6gIAkSrhsLnLkEBBKWBWHYocM3zIkFBTsop0rAldwZPIIqULKsM6QXNxx8R1z3sfLLfRTzd51MHqQoeQQeSXPiDxSlVVHo6sRl+RCEoxz0OXrMmawsuME/WfXu6A3yN1X3M0Dv3/AEjtqdbcuqEve7m0nUUgQLxiWLe3e9vmdjAUgko7w0J6HGEwOliQqdtGOqqk0u5pZW7+25meEewO9fGH7F/hx349J5BMomsIj+x+x7GUS+QRDySF0Xcdtd9PgbMBlc63YflTcnZ3MTXIsfozfDf+ubBd6tWDO5EzX9VcEQVg37cdfBP67ruv5M68ZW/pDqw2UC8KvbLty1gXswqxBeZgVtNfCryHrhtFmIp9gLFM7t49ZnZzr+s2VoJ+vankLxZIkrIvolphdp7lolTvX7OTJ/ifpn+y3ulkiIg6bg3Qhzae6P7Xk13VbyzbcdqNb65E8FSlCZoIbz8VJySn2j+1nvX/9+644tBqKY6PpUXRdx2lzoula2RnCC5gfiqvjfeN9PN73OH6Hn7ySnyGgcy7RE+hha/NWYtkYDUIDyUKSf3jjHyzK3/bAdvJqHg3NUIFt3sZntn6GB996kJyaQ0ent6V3XnPNKwkz6fA6vBTUQlXKgz2BHisZa69r55LmS9gT2YPf4cdtc5e89obOG2h2N3Modoh2bztPHn2S8ew4km1+UziKprChYQMumwun5Kwo9b+UOBg9yEBioKQjCsYeogqG6EutUrGnY+eanTx38jlLoTwtp3loz0P8xba/4MG3HmQ8N46ma9TZDePpHLkV+27mLPLRqaPEtBjJQpLD44f5H2//D+7/8P2rMhZb6MxZN/ARQRAeAHLA/6vr+p5yLxQE4QvAFwA6OzsX+HErh0qBQKXg+8KswdzIq3lrgVdRGUmPrLhSYzGqSawudMfmj8UkrPPx4CkHWZPpbuzGY/fMqm5oSnY/vO9h8mqeglZAQ0NWZcLpMO9NvLfklbjeQC/f/Mg35xxcD3qDXL/2er7+u6+TklOk5BQZOTNvD77VjtXw7JneV27JTVbJrrjY0fmAYqXOnJKzhHqcknNFOxFBb5A7t97JowceJafk+M6+71j0+DZvG+3edq5qu4qcmiOv5Pns1s9aCYhpDbBzzUx/x5VANfGLXbRTUAvouo5LcrGleUtV723Om7slN6Pp0Vk9AE0l3+dPPc/J+EnckpuT8ZNVr/umAFQ8HydO/Jz5iuno2LAhIaGi4hAdBDwBEoUELowkcTkKfMuBoDfI1RddzTtj76ChoekaRyaO8ET/E+SUHA7RgaZrtLhbuLnr5hWff27zthHLxkrow6thvq8SFpqcSUATcDWwA/i5IAgbdF2fsQPpuv594PsAV1111arboeYbCFwQg5gdja5GvA4vU3nDrFNEXLAS00rjQnfs3GGxEup20U5ezYMwd+XykqZLcNvdFLSCNRvitXtRdMMDbzlgBiNz4cjEEcvMW0cnr+Yts+z3E2r92esN9LK1aaulRvd+uz7LgWKpdxGRg7GDvDP2Dh7Js+K0UVkzmCDH48eJF+IAJEgwmZ/EJthw2Bw0uBqot5+9F6p95s8l5opfQtEQPzj4A0REXHYXXf6uqhLj6VTkidxEVZRUc/01Q0uhStpENQJQy4HeQC/bWrZZ823bAtvYHtjOT9/7KXWOOiZzk0TSkZq77pWwzrcOj+QhLhv3dE7N8Xr4dQA0QUNAoMnVxCc3f3LF1+PR9KglIAOGQIlH8qyKLmU5LDQ5GwKeOpOMvSUIgga0ANElO7IawnwCgdVAuVlJ9AR62B7YzoGxA2TkDF6Hl0tbLl01i9UFrAwWI6EeSUd4sv9JnDZnVRQoWZPpDfQiIHA6cZrRzKilwlZOHOZcosnVhIiIgmJ0Z2ySZZb9fsJqoI7fvO5mBIT3nZrmcqLN28ZIaoREIYGqqaz3r8fv8K/4DI9dtNM30TdTZVWHU4lTBNyBsv6FtYbZ4pdIOsLD+x7mVOKU0TkTDLGkamIc832PTR4jno8zlhlD0RVyam7WczKdDtkT6KnqeyTyCd4ZfcegsSNaHbfljjOC3iBf2P6Fko7owehBJEEybAI0teoEsxbQE+hhXcM6DkUPWV58pkF4vVTPmro1/PHFf1wT97SOMf+m6Ap5JU9nfSd/dcVf1cSxLQQLTc6eBm4AXhIEoRtwADMt7M9jVAoOVgPlZiUR9Aa59+p7CUVDTOWmaHQ1nnfBy2oIHFcjFiqhHk6FGcuOGf4yAnMGcsXiJVubt/Kly77ESHpkRbxypmPn2p28En6F04nTiILI3VfcveLHdK5hUq+ShSR5Nc9d2++qqXMwnRpWbUB5AXNjND2KoinImoyiKxyZOMLlrZeveBE0ko6APtOrs6AXUPJGMJuSUzU/e2jGL7sHdzOVmyqhTIeiIQYSA2SUDKqm4lAdfLr701XtcSZd/NEDj5JTcxybOkbQG0TRlDnPSTEdshpE0hEeP/w4KTmFrunIusyT/U/y9LGnubnrZm7bfNuyrRdmIVDRFEbSI+xcs5M2bxuCKJBTczhsDtq8bcvy2cuBoDfIPTvu4Wuvfo2B5EDJv2WVLD6nr2bW3t5AL70tvcSyMWNvvHJ1741zJmeCIPwrcD3QIgjCEPBfgR8CPzwjr18A/lM5SuP5gunB9ly87Fqn3Kw0zufzc2HmcJmxAFGQ/7+9e4+Osz4PPP595ibNaCRZsmWPLXzjYrCxRQDDQgJ26G5CNsvJpSFN6IYsp2mg3W3DdklIu6EnuyVkW1LauEmahYakjXfbTcAQAs0ecJbEBExSbBJk44Dx3R48lmTdR5r7s3+8M0IWums082rm+XDmYM31Jz3v+87v+vwKvaiFfYX61/VP+nw3d7AUOjfcWLZSiQ5GGUgNcHLgJPF0nAdfeZA/vfZPXfO3KKTRD/lCI2nG3VK2ha6QmtyT3wUoq1mG0kNlLpUz3U7FKVdhhKEgR46eZA9D6aFx9y90m46hDr7z6ndIZVM8fvhx7t9y/8hMgoxmnKljHif74UySbKRzaWq8NSNJcgZSA/g9/kmXNMxmrXF0MEpOcwQ8ARK5BDlyDGYGAXj80OO8ePrFkd+p2MabFgqwoXnDlOud3aqwJvrun95NdOjcrQyujlztmmvbdJO5LRRT7nOmqreo6nJV9avqear6sKqmVPUTqrpRVa9Q1WdLUdhyGG8/K9vnzMDb978D2wNvPs12r7OD3Qep8dY4lYlAA6fjp6d8TaQuwpXLrnTlBd7NZSuF1nAryWySvmTfyNo7N51nhTT6u9/czYGzB8q+HqqStLW0sbZh7UgFV1UJ+Ga+72GxFTaT93v91PnqCPlC+OTcvm+fxzfu/oVu82L0RXoSPWRzWXoSPbwYfRFwppSKOtuQZHIZepO9Mzq2/R4/B3sOcrzvOKlsilTWWdM72XVs9Frjk4Mn2Xl855T7V7WGW1kSXEI4ECbgDZzzWFazxNPxedvzbLxpoa3hVuoD+b3jFkimxrHaWtq4/933s7p+NT5xto1YXLuYtY1ry120cxS+G4G31c0WmtlOa6wa4/WE2LoyM9EImR0b82c2e53F4jH2de0jmU1yOn6aptqmqlyjVUkidRFuXncz9/3iPtK5NCf6T7iqAWRp9OdPYe3pwd6DJDIJcpojlU2V/TpbmP61be+2keyuJ/pP0JNyRsoEYV3TugUxzWpR7SIEIZVNkdPcyEbR6VyaNY1r8Mf9oNBa3zqjUaDR+zTSDeua1xH0BSd9j9msNY7URbj10lvZHd2N1+Nlx8EdRONvNd6zuey8fge8q/Vdb1tr6taZGDNRGEHb9vK2kSyNbpyyXSmzl6xxNoXxKttunvZkSmOirFZ2bMyzGU5rjA5Gaaxp5MY1N3Kw5yAfuvBDC6KCZCZXWOsQ8oUYyrhrqpCl0Z9fTbVN1AfqWVSziHg6zo2rb3TFdbatpY37rr+P6GAUv8fP9gPbOdZ3jIHUADeuuZFb1t/iinJOZevKrew8tpPXe1+nzlPHG71vEIvH8Hv8eMTJhufz+qa1+fRohbW8KAT9QYL+4LQ2D9/Usonno8/Tl+ybVofn6HVfPo+P29tu56svf5XB1CCKzstm1LF4jPbOdp48/CTpXJr6QP05DZdKWcrR1tLGfdfd5+r6TaVkTLfG2RQmqmxXyslmZmeyETI7NubH2HTM07notoZbSeVSnE2c5bz68xbMRq9mcqOTtkyngldKbS1tIxnmIo3znyGu2hQ2fS5sU7Bl5ZZyF2nE6Gv/XZsX5vqXSF2Ej13yMXa8sWNktKq9s52dx3eSI0dLqIUPXPCBGe/NVkgK8vTRp2msaWT94vXTeo+5bme0unE1f3D5H/C9175HPB2nJ9HDtpe3cd919xUlLrF4jAf2PMDRvqMc7z9OU20Tgrhq79Zicnv9plJmL1njbBrcfjCa0rMRstKb9UVXR91MRShU9Aopq90m6A3SGGgk6J1ehjkzfZG6yIJo+CzkesPY0areZC/tne14xUtWszTVNM34d4vFYzz0ykPsObMHRXnx9Itc0nxJ0f9GhQ659s63pr+3hlt5+ujTnBo8hc/j49TAqaI1nvZ17uPA2QPEU3ES2QTdw934PL4FkfylElVK3cwaZ0VmadSrx0L+8l2IZnPRjQ5GCXgDtC2d/mibcb9YPMb2V7dzoPsAAC/FXuKuzXe5IrZ2zM0/u/bOr7HX2udOPkdPogcRQVVn1fCIDkY5mziLiODFy3B6mP1d+6ccWZ7VGqIxHXKRugg3rrmRY/3HCAfCZHKZok03PtZ/jO5EN8lMMv/RStgfXhDJXypVJVwfpszWaKZvvMyOxpjiKSRdiQ5Gp3V+VcoUB3OuQjr9oC9IrbeWgdRA2TP2FdgxZyrVXHZMag23UuerYzgzTDzjjDJNZ/3XTDIgx+IxfvDGD+hKdHH+ovMJeN/K5Lll5RbWN68n5AuxtmFtUaYbt3e2848H/pF4Ok5a0whCrbeW1Q2rbTqzmRMbOSuiSlmIaObGRk/nz0x7UQvT3/Z37Wfjko0WjwpRSE99tP8omVyG5eHlrmkEVcq0GlO9xl5nL118KU21TSPTGmczKlRYyzacHabGW0Ott3Za+6RNN0tvLB7jgZce4Jcdv6Qv1cfJgZNv26A86A/SqI0E/cWZbvzM0WfoT/eP7G/nwYPX4+UTGz5h572ZE2uczdJ4FXDrMa0u4x0DlZLG1a0KIyYhf2hktGSyv+/ozF2vd7/O0tBSi0cFKKTLLqR1Dvrcs7bLOmfMQje2o/nkwEn8Hj8hX2hOo0KbWjZx4aILR74fp11HmkaW3uhglDcH32QgPYAHD8lMkquWXTVyDo5OKLU3tpd7X7yXy5dezk0X3DSr8zQWj/Grzl+RyWXIkQOcxt+Fiy6c0ebcxozHGmezMFEF3HpMq8dEx4CNns6vwkamOc3hEc+U+1s9d+o5DvYcZF3TupEpMRaPypDOpYmEIq4616xzxlSCwmjVS6dfojfZS3QwOrJG6+OXfHzWx/Ss1w17ApzfeD5Heo/Q3tk+7uv6k/0cHzhOIpNARAj5Q+eM8BU6z3dHd9Pe1Y4gvPDmC/zi9C+497p7Z/w7RQejLA0tZWX9SjqGOkjn0gR9QTqGOly176Lul12lAAAgAElEQVRZmKxxNg1je0Inq4BXwkJEM7WJjgEbPZ1f6VyaVQ2rUFVEZNL9rdo72/n2vm/Tk+zhSN8Rro5cbfGoIG4816KDUQbSA4R8IQbSU4/sGuNWw9lhTgycYCA1QDKbpKm2ieHMMG/0vjGn951pHanQUNx1ahcAO4/vpK2l7Zz3iMVjPHrwUQRBUTz5dAqjn1OY4n7ns3eiKJIfhusY7pjVedoabsXr8dISaiHkDxH2h1kRXsFQ2l37LpqFyRpnUxivJ9SNlQJTWhMdAzZ6Or/8Hj8n+k9Ma+Rsf9d+cpojUhehL9HHpYsvtXhUEDeea36Pn4Pd0x/ZNcaNooNRMtkM4UCY/mQ/OXL0JHqo9dVydeTqkpYlUhfhvWvey0B6YGTftbGNqehgFFUlnXOScvg8PtY2rn1bI+m17tfoT/YDkCOHqNAYaJx9HU6hxlNDXbCOoD+Iqk66Ls6URiVMLbfG2RTGGyG5ctmVrqsUmNKarGJoo6fzJ51Ls655HSFfiKHM5D2Uy+uW05/qpy/VhyBc3HxxCUtqKkV7Z/tIQpmp1tqkc2nWNa0j5A9ZD7pZsAoJd17reY0cORoDjYT8IW6+6GZuWHVDycszdt+1sY2f1nArIkKdrw6AkD9E0Bd82/O6h7vxeX141ctwdpjFNYtZVrdsVmUau2XG1pVbWRxcbHXCMquUqeXWOJvCZCMkCzHgpnjsGCi91nAr9f76kak2k41MZHIZLlh0wYwyg5mFY76/hAub5v7zkX/G7/UTDoS5f8v9kzbQClOduoa7rAfdLFiFhDvHB44zmBoklU0RDoS5ZsU1ZSvPZB3ikboIN6+7mYf3PUzAGyDoC3LHZXe87XnvbH0nPzj0A+LpOOCk15/tWuSxdcOxUy1NeVTKun9rnE1hplNnKmE41UzfRBkb7RiYH4V1Aw++8iA1vhp2HNwxbgbGWDzGE4eeIBaP4RMfbUvbrKJcYebzS7i9s50vvfglft3za+eOLAymBnn84ONTZ6obswGuMQtROpemuaaZeF2cRCbB4trFrh0JjsVj/Ojoj/B7/YgId1x2x7jnaVtLG/dvvZ/d0d3sPbOXM/Ezs+5EsW1a3KlSlh1Z42wapjtCUinDqWZ6xos3YMfAPEvn0iyqWTRppby9s52j/UcJB8IMpgbZvGyzxaHCzNeXcCweY9vL2zjcd/ic+7Nk2XlyJx/u/PCEDbSxU50Waq+tMYXz6+zwWRTlbOJs2dZQTlW3eurwU/zi9C8IB8IIwpn4GWgZ/73aWtpYGlrK4b7DdA13kU6m6RjqmPF5atu0uJMb1yLPhqfcBagkM9nJ3ix848XbjoH5N3pT0lQ2NW6lXBAyuQzpbBqfx0dzbXMZSmrmU+FLeOvKrVzXel3R3ndf5z6O9BwhlUudc78XL6lMit3R3RO+1u/x05vs5VDvoQXda2tMpC7ClpVbaA23snnZZjY0byjbyNlE36uxeIzvvfY9vnvgu/Sn+onFYySzyZG0/5O9XzaXZTA1yOnB0zz4yoPE4rGilMmUX6QuwpXLrlywDTOYRuNMRL4tIh0isn+cx+4SERWRJfNTPHeLxWPsPbN35KSulOFUMz3jxduOgRKZYlPSZXXLEMTZ8waZ9aJv434vRF/gpyd/yjd/9c0ZV7DGc6zvGH2pvpGfPXjw4iXoCyIiNAfHb+gXetJrvDUkM0k+su4jC7pyYKpbLB7jpdMvkcgmONZ/DK/HW7bvs/G+VwujaY+8/giDqUECngCC0FzTPOXU49ZwK8lskng6Tp2/jhpfDdHB6NvqdJOxjhgzn6YzrfHvga8D3x19p4isBN4LnCh+sdxvomH2ShhONdMzUbztGJhfhU1J21omnjqWzqXZsHiDZc2rcMVedxaLx/jxiR+T1SwAXvHSEGhged1yMrkMIX+IS5ovmbQsFzZdSHQgasecWdAKU3S3nreVI71HeM/q95Tt+2y879q9Z/YykBpgMD1IRjNkshkC3sC0NsmO1EW447I72LZ3GzlyePHi9/jPqdO9e+W7eb37dZqDzWw5b8vb9lXbfmA7Q5khEtkEt116m33Xm6KasnGmqs+JyJpxHvpr4G7giSKXaUGYqFJgGfyqy3jxtmNgfk1ndNLv8ZPMJkGwrHkVbPQU12LE+anDT3Go99DIz7XeWtpa2vjIRR/h0YOPTpqEpjXcSiqXor2zOGUxppwK19m+ZB/L6pZNnQinxPweP6cGT9Gf6qfWW0vIH6I13MrqxtXTev3S0FKag80MpAZA4Ez8DJ3DnSQyCTqGOth5fCeZXAYR4WenfsYXrvnCyDm/r3MfB84eoNZbSyKbmHSNmzGzMauEICLyQSCqqq+ITDCvqMLZ9DVjymOqLFljp5dZr2ZlG84O05fqw+edW36rWDzGM8eeIatZvOLFi5frWq/js1d9luhgdMokNIBlajQVw00zgcbOVPrIuo+w/dXtdMY7iafjzh5n1LEivGLadbHCurMlwSUMpYc42neUPbE9JLKJkTVrguD3+DnUe4j2zvaRv8HI4/n671Rr3IyZqRl/m4lICPivOFMap/P824HbAVatWjXTj3MtN124TPlY2vzSmypLVnQwykB6gJA/BIJNL6tg7Z3tHO07StAX5Gjf0XMqUDMVHYyyJLiEU4OnSOVS1Pvr+eSlnxx5v6lG6CxTo6k0bpkFMnam0v6u/bwZf5OB9ACKktMcyVyS9699/7TL6/f4OdhzkFQ2RU5zNNY0UuOtIZFNjDxHUVK5FGeGzvDI64+M7GXW1tLGhuYNDKQGqA/Uu25U0Sx8s+lqvABYCxRGzc4DXhaRq1X1basoVfUh4CGAzZs3W/eCqRgTpdK3xtr8mmqdkd/j52D3QXKawyOesqV/NvNP8hlhVPWcn2ejNdxKXaCOtY1rSefS/P5lv39upWuKJDQ2rdGY+VGYqbQ3tpezibMsCy3jzYE3SeVSKIpf/PjFz+n46Wm/ZzqXZlXDKo73HyedTfNq16ukc+lxR8EE4bXu13ju5HP81iW/RaQuwl1X3WXf9WbezLhxpqr7gKWFn0XkGLBZVbuKWC7XmGhkZKKEIDaSUj3GNhLaO9t5IfqC7XE2zwpf1Id6DpHMJt/W+Cp86aoqImIjZxVsU8smNizeQNdwF4tk0Zyzcg5nhslpjqWhpaxfvH7k/ukkoQFsWqMx8yBSF+Gylsv40dEfAbD919tZ27AWgO5kNyJC0B9k45KN037P1nArgqCqhPwhupPd1PnqnGsAuXOem9UsyWySp48/zZaVWyy/gJl300ml/0/Ai8DFInJKRD41/8Vyh0ID7LGDj70tTfN4e1xM9nxTecauOyzsrWX7nsyvwpqzvmQfQ5khtr+6/ZxzrT/Zz8GegxzuPcyJ/hM2clbBInURbt1wKyFfiMaaRnYc3DHr6+6+zn0c7TtKKpviaN9R9nXuG3lsOnvrjZ7WGPAG7Pw3poje6H0Dj3hoqm0CIJVLcfmyy9m0ZBO3XHIL92+5f0bTCwsZG5trnaQg3YluvF4vNd4aVtStoN5fT2tdK0FvkLAvzIrwChprGs/ZY226afeNmanpZGu8ZYrH1xStNC4z2fSp8RKCFDuts3G3sesOAZ6PPm9JYkogFo8RG4oR9AXpGOoYWWsUi8d49OCjeHCmM65qWGUjZxUunUtPL1nHFKZc5D/FtMbCvkfD2WGnYmfnvzFFc3Xkah5/43F6Ej0AfPCCD9K2tG3Os5RiQzG6h7vJkKE30UtDoIEPX/hhLm6+mEcPPsqS5BKO9R8j4AngxXvOHms2S8bMl7mlt6pwk2VknCghiGVwrC5jpzZYkpjSmGitUXQw6qxB8PpJZ9MIYudhhStW5tzJFvlPNa3RMoQaM79uWHUDd191Nw+1P0Qmm2HHGzvIanZO1/f9XfvJZDMjPyezSRYHF/Ohiz5EdDBKjbeGwfQgiUyC4wPHERE6hjpI59LWEW/mlTXOJjHTjIyWwdHYPPTS2NSyibWNazk7fJbl4eVsatkEOKMXR/qOMJwexuPxcPO6my0eFW6qrRVm4j1r3oMgbGrZdM77TNUAtA2ojZl/6VyaruEukrkkJOBvX/lbXul85Zw9yGZi45KN5MiRwWmgjR4tbw23kswm6U30ks1lyWqWw72H2fbyNu684k7riDfzyhpnU5iosj3RsLZVzo0pjaAvSGNNI0FfcOS+17pfI5FOUOOrGVkDaCrbVFsrTPc9Rl/PC439gkLHW3tn+7gZIS1TozHzrzfRS1azIz9nc1lOx0/PeuSqraWNT274JN9q/xYZzeD3+gn5Q0QHo1y57EruuOwOvvTil0ZS9vu9fnKaIxaP8a7Wd43bkWNMMUyZEMSMb7yEIKb62KLg8hg9zSzgCYwk5Hn66NMMZ4eJp+KAbQ5aDaKDUQZSA4gIA6mBWV2Lp3s9/+GhH/Lt/d/mSy9+6W3n/HBmmL5kH8OZ4Vn9HsaYyV3bei11/rpz7gv6gnPqDLnpgpvYvHwzjTWNNAQaWBJcMvJ+bS1t3HPtPaxfvJ6wP0yNtwaveHny8JM89sZjPHP8mTn9PsZMxEbOZqlY6xzMwmWLgstnooQ8Nb4aFtUsIplJcl74PNsctAoUNpOdy75207me7zq5iz1n9uAVL0f7jrLr5C4+dsnHAHju1HP8+uyvCQfC9Pf1s69zn10LjCmytpY27n3XvfzNy39DKpeiqaaJz131uTmda5G6CPdcc8/IqPjYkbC2ljbuvuputr28jUQmQddwF33JPoK+INlc1s51My+scTZL461zsD3Oqst42TkL99sxML/GW9/ZMdTBkb4jJDIJPB4Pn9jwCYtBFUjn0qxrXkfIF2IoMzSr9V7TWS/cm+hFUXweH5msk9kN3ppW2ZPsYTA9yKKaRTZia8w8uWHVDaxfvL6o37NTLUdJ59LUeGqIJZ3MjkOZIWp9tQhCd6J7zp9vzFjWOJulsescgJGfbRSlOoztbfd7/DaSVkKFv22hUXwmfmZkQ9Gc5my9WZVoDbdS769nIDUw7qbkxXJt67U8fvhxhtPDhPwh1jWvA5xRsyN9R9CcksglWNSwyEZsjZlHpV7bXxid70n0kNIUgpDVLIsCi2iubS5ZOUz1sMbZLI0dNdnftd9Sq1aZsb3tts9dacXiMR546YGR1OcrwisYygzREGjAIx4bvagShVkMD77yIDW+GnYc3DHjpCDTmaLc1tLG56/6PA/ve5j6mnp+evKnrF+8nu7hbjzioS5QRyKbYPOyzXbeG1NB0rk0kboIncOdgLOWudZTy+rG1W9LHmRMMVjjbJbGjppsXLKR17tftzVoVWZsD56tQyyd9s522rvaUVXimTgoJDNJhtJDXLH0Chu9qCLpXBpVZTg9TCKdmHHHyHQ7VhpqGljdsPqc5y0NLR0ZrVtSu4Qb195YtN/LGFN+he9yv8dPRjOgEA6EufOKO60jxswLa5xNYaJ1ZOOtUVgaWmrrjarQ6GPE9rkrnd5ErzPNJJsii5NeOewPO2uQmtbZ37+K9Cf7ebnjZRRFED6a/OiMXj/dVPit4VZS2RTtHc7z+pP9PNT+0Mjjt7fdbp0CxlSYSF2ET236FF/c/UX6kn0ApLKpMpfKVDJrnE1iqqkuY9e82B5n1We8Y+TKZVeWu1hVoam2iRpfDclscuS+ofQQNd4aVjesLmPJTKmdjp+mIdBAQ00D/cl+TsdPz/xNdNRtMvLWbdepXXQNdxH0B0llU3QMdcz8c40xrnfDqhvYe2YvPzj0A5bXLSeejrO/a791xph5YfucTWKqvW8KFfPHDj7GN3/1Tdo7223Pqypj+92Vz6aWTaxuWI0Hz8jGwH6vn3XN69iyckuZS2dKaeOSjQS8AYbSQwS8ATYu2Tij10cHowS8AdqWthHwBiY8j6ODUbK5LEuCS4in4rzS8QoZzRBPx1FVSw5gTAV775r3sqhmEfF0HI94ZnydMWa6bORsElPtfTO6Yn6o5xAPvvIgi2oWWaa+KmL73ZVPpC7CpzZ+ii88/wUG0gMAqCq/eeFv2rlXZdpa2vjy9V9md3Q3zcFmloaWzuj1fo+f3mQvw9lh6v0TT2scvadaKptiVcMq0rk0vcle1jSusU4BYypY4TpT2ELJRs3MfLHG2SSm2vtm9PqDdC5NY22jZeqrMuPtd2dKp6GmgRXhFRzvP47P4yPgCZDIJspdLFMGS0NLOR0/zcmBk7za9eq0O8hi8RjbD2xnKDNEIpvgtktvm/B1hT3VBCEWjyEirGtaRzKb5I7L7rDz35gK19bSZo0yM++scTaFKdeR5dceBP1BvOK1EZQqM3a/u5mm8DZz0xpuJRKKcGrgFDnNEfQHbapJlZrtVhb7Ovdx4OwBar21JLIJzsTPQMv4z20Nt+LFy4HuAwAs9y3n4qaLubb1WquwGWOMKQprnM1BdDBKwBOgraWN6ECUtpY2spq1EZQqUqgQNtY0cqT3CLtO7uLCpgstW2OJROoi3HPtPew6uYveRK9VkqvYbKcYF/bDE5Fzfh5PpC7Ce9e8l4H0AMtCy9hzZg+/7Pwlb8bftI4ZY4wxRWGNszkYPa0xk8uwc2gnDTUNNoJSRQrHwK5Tu8jkMhx79RgbFm+g3l9v6w5LJFIX4WOXfKzcxTBlNtspxm0tbaxtXMvZ4bNEGiNTNu43tWziiUNP8MuOX5LMJDm/8Xz6kn02ld0YY0xRTJmtUUS+LSIdIrJ/1H1fEZHXRKRdRB4XkUXzW0wXE0jmkhzuP8yJ/hOc7D/JQHrAsvZViUJP+tLQUlrDreRyOUK+kGVuNKbEYvEY21/dznMnn2P7q9unnTW3Y6iD4fQwtb5agt7gtJ5/qO8Q3YluepI97Dmzh1QuZVPZjTHGFMV0Uun/PfC+MfftBDaqahtwEPiTIpdrQShMa2wNt+IXP36vn3g6TjKTtC/qKrKsbhmdQ52cGjhFf6qfs4mztu7QmBJr72znQPcBTg+d5uWOl9l1cte4z4vFYyNbnsTiMba9vI2j/UfpSfSQJTtlp8r+rv3kcjk84iGTy3By4CTDmeH5+JWMMcZUoSmnNarqcyKyZsx9z4z68efAzcUtlnvE4rFJszX6PD4GUgMEvAFWNaxCEMvaVWUKGdxCvhDdiW6ua72O31j1G3YMGFNCgpDJZege7iataZ468hRbV24dOQ/bO9t57OBj/Dz2c2q8NawMr2TLyi2cGjhFMpPkdPo0S4JLpuxU2bhkIznNMZQZwuvx0lTbNDJSbue8McaYuSrGmrPfAb430YMicjtwO8CqVauK8HGlU9hkOpPLjLt32ehU+36Pn3QubYkgqlBruJV6fz2ZXIaWYIs1zIwpg00tm2gJtXB2+Cwe8XB68DTtne1E6iK0d7Zz57N30pXoGnn+m4NvsiS4BJ/Hx5LQEgZTg7xn9XumPHfbWtr4wjVf4IE9D9Cd6CaVSVEfmHhvNGOMMWYmpjOtcUIi8gUgA/zviZ6jqg+p6mZV3dzSMkF+YpcanZp5ojVEkboIVy67kraWNq5cdqVVyqtQoZHe1tLGiroVdAx1lLtIxlSdSF2EredtRUQQEfpSfRzvOw7AM8eeoSfRc87zs5ol7A+ztnEtIV+I9YvXs3Xl1ml91uLgYjKawe/xkyXL+9e+3679xhhjimLWjTMRuQ24Cfj3qjpx7uEFbLapmU316Rjq4Dv7v8P3Xv8ed++6m/bO9nIXyZiqs6ZhDY2BRnKaI5vL8qOjP+InJ37Cv5z+F7Jkz3lu0BdkcXDxjJKBFOzv2o8HD+cvOp+gN8jp+Oli/yrGGGOq1KymNYrI+4C7ga2qOlTcIrnH6GmLNl3RTGZ3dDc9yR6CviA9yR52R3fbflvGlNimlk1EwhF6unrIapbj/cf5i3/5CwbTg/jwkSFDQAL4vX6W1y3nuwe+S05zNNU20VTbNO11YxuXbMQjHs7Ez+ARj218bowxpmimbJyJyD8B7waWiMgp4Is42RlrgJ35jTt/rqq/N4/lLJtIXcQaZWZKzbXNCEIqm0IQmmuby10kY6pOYWrjga4D5MiR0xzRuDMdXRA84iESjpDJZaj11jKQGsDr8XI6Pr1kIAVtLW18+fovj+ypZh0xxhhjimU62RpvGefuh+ehLMYsWFtWbuG56HOcHT7L4uBitqzcUu4iGVOV1jSsIeQL0Z/uR3lrxr2ihH1hrlp2Fc+/+Tyvd79OMpek3ltPwBuYVjKQ0dpa2qxRZowxpuiKka2xYk2WRt+Y0SJ1Ee655h47Xowps00tm1izaA2vdr5KhszI/YKwLLSMDYs38OyJZ0nkEgAMpAdo9jSzfvH6chXZGGOMGWGNswlMlUbfmLFsCqwx5Repi3D3VXdz5/+7k67kW6nzA54An7niM2RyGdK59Mj9ghAOhM+5zxhjjCmXOaXSr2TTSaNvjDHGfdpa2vjAhR/AgwfJ//fBCz/IDatuYFPLJi5suhBBAPCIhxV1KywbrzHGGFewkbMJWBp9Y4xZuG5ZfwsHzh6gY7iDpcGlfLrt04AzsvaVrV/hh4d+yBs9b3Bx88XcdMFNNuptjDHGFaSUW5Rt3rxZ9+zZU7LPm6v2znbLxmWMMQuUrRs2xhjjRiKyV1U3j/eYjZxNIBaPsePgDjK5DK93v87S0FL7cjfGmAXE1oEaY4xZaGzN2QRszZkxxhhjjDGmlKxxNgFbc2aMMcYYY4wpJZvWOIFIXYTff8fv23oFY4wxxhhjTElY42wStl7BGGOMMcYYUyo2rdEYY4wxxhhjXMAaZ8YYY4wxxhjjAtY4M8YYY4wxxhgXsMaZMcYYY4wxxriAqGrpPkykEzhesg+cvSVAVxk/vxHoK+Pnu0m5Y7GQzPdxY7Fwj2LHwq45s1fN54XbjptqjoXbTBULtx07laySzouFftyMjsVqVW0Z70klbZwtFCKyR1U3l/HzH1LV28v1+W5S7lgsJPN93Fgs3KPYsbBrzuxV83nhtuOmmmPhNlPFwm3HTiWrpPNioR83042FTWt0pyfLXQCzINlxY2bLjh0zG3bcmNmyY8fMRlUcN9Y4cyFVrYqDzxSXHTdmtuzYMbNhx42ZLTt2zGxUy3FjjbPxPVTuApgRFgv3sFi4h8XCPSwW7mGxcA+LhXtYLNxjWrGwNWfGGGOMMcYY4wI2cmaMMcYYY4wxLmCNM2OMMcYYY4xxgaptnIlIfbnLYBwislpEFpW7HAZEJFjuMhgQkfPKXQbjsHPCPey8cA+rQ7mH1aHcQ0T8xXifqmuciUidiHwD2CEivy0ia8tdpmolImER+Svgn4EV5S5PNcvH4uvAt0TkfSLSWO4yVaNR58QzIrKq3OWpZnZOuIedF+5hdSj3sDqUe4hIvYh8DfhzEblmru9XdY0z4M+ABuBLwOXAn5e3ONVJRDYDLwDNwOWqeqDMRap2XwUCwGPALcAfl7c41UdEbgD2AD5gs6qeKHORqp2dEy5g54XrWB3KBUTkKqwO5Qr50bK/w2lTvQHcIyJz2ii7qhpnIhIG6oEvq+pzwH2AR0TuKW/JqlIKOAz8taqmReQdIrJGRHzlLli1EBFP/v+LcXrd/ouq7gD+ClguIp8uZ/mqhYh48/9MAX3AH6vqkIhcKiJLy1i0qpP/jkBElmDnRFmNmjaXBnqx86JsRGRZ/v9hIIzVocpGRCL5f1odyj2WAWtV9T+p6v/ESZd/mYh8YLZvWNGNMxG5SES2icjviUiTqg7i/BE/DqCqvcBfADePOuDNPBgTi2ZVbcfp9blTRH4KfA34a+D+fGPBzBMRuVBEHgTuEpFWVT2Lcy343fxTXgMeB24SkeZylbPSjROHF4CfA18XkR8C3wC+IyJ/YOs75o84akTkUeDLIhJQ1S7Ai50TJTUmFvflY/E88C/A1+y8KC0ROV9E/g/OeeGxOlT5jIrFfflYvIJTh/qM1aFKS0QuyddnP56/Rp0COkTkE/mnPA+8Cvzr2V6jKrZxJiJ/jPNlGgXeDTycf+i/Ax/P94wCtAM/Bf5diYtYNcaJxd/lH/pfOMfg46p6PU5svMCnylDMqiAi/w3YARwE1gHfzT+0DXifiCxS1STOeXEUuKIc5ax0Y+JwEbA9/9BfAmuBZ1X13Tg9cBcB7y99KauDOpLAkvztI/mHvoqdEyU1SSz+EjgfOy9KRkS+DDwD7FLVT6lqLv+Q1aFKbJJYbMepM1kdqkRE5Erg/wCdwIdx1iSvAr4PXCci9araDbwCKDCrTouKbJyJSB0wCHxMVe8HbgMuEZF3qOrLwE+ABwBUNQVkcf7QpsgmiMV6EblcVc8An1PVbQCq+itgADhbrvJWgQPAv1XVB4C7gG4RCQE/w5ki8ScAqnoUWAPEy1TOSjc2DmdFpFFVTwK/rapfBVDVJ3DWFAyVr6iVT0QuwDnWfwxsyY8C/BinMWbnRAmNicX1IrIyv87sE3ZelFQA6FHVb4IznU5E/Kr6S+BZnKm+VocqjfFiEVDVDqwOVWoXAa+r6pdw6rMANwIxoH/UfbuB65llO6siG2c4F+wdqvqqiNSoagL4JU6PAsB/wbno3yEiNwJbgNwE72XmZrxYvEz+2FPVkQu6iLQBNwCny1LSKqCq31fVN0XkCuB1oAln3UAtzpSID4nIb+azDbUAUr7SVq5x4rAI+DMRWayqI8e/iFwGrAK6ylTUavEmzjSU13AqNzfinBt/iZ0TpTY2Fu8RkaWqGi08wc6L+VNYA6uqnwWWish/F5Engb8B/reItODUod6VX6Zgdah5MkkstgHb89PhrQ5VAiJSuO6fAHrynUbDwD/hzKbIAjuBW0Xk3UAb0EO1Ns5knD1o8lMjTuf/ncwf4JcD3fn7hoBbgTqcYeCvqupTpSt1ZZpBLK4gH4v86xaLyCPAt4CvqeqPSlXmSjVeLMYIAJ9V1X+D0zD7jKoewhnFuRpn6uk3VXX3/Ja0ss0gDu8B/MAfikijiLSIyBPAgwKUTWoAAAlLSURBVDhxeHG+y1rppojFxcDq/PF+FLgX+JaqHsbJ0mjnRBHNIBbHgC8CD4lIg4issPOiuMbGQlWzo368B/gj4O+BT+B0tt6Zr5R+EghidaiimUEsbgWGgd8VZ2sDq0MVWX7W1whV1fw/c/nbxfn7/y9Ow+xSVd0J/C3OufEI8B1V/fWsPv+tz1t4ROSLwFXAUzhzcX+db91+DPh+YV6uiFwPfF5Vb8o/vkxVY2UreAWaTSzyP0dUNSYiH1XVR8pV/koy3ViMev7lOGvPrlFVm7JVJLOMwz8A71TVQRG5TVX/vtTlrkRTxQInycEf4qQIvwmnd3SXqv5pmYpcsWYZi5+o6hfzr7fzokgmicXHca5R2fyoZUf++YXvin+V7+Q2RTLLWPwDzvf2kIj8lqp+v2y/QAURkT8FfgMnV8JuVd0jTnbr31DVH4vIn+Fky/y+qh4UkX+Lk8H08vzra/JrZ2dtQY6ciZMp5XlgJc5UrDacocQanGkni4BaeStFdSPwCxH5CM50iRtHDVGaOZhLLETkAPkF3dYwm7vpxmKcl64DXipZQSvcHOOwl/y0OauAzt00Y0H+31twtlq5Fvg8sFJE3lH6UlemOcZidX4KsJ0XRTCNWDSSv0YVGgN563EyZ5oimWMsXiK/XMcaZnMnIhtE5FmcpFz3AJfgZOgV4B35+8FJ5tUI/FH+seXAznwDjrk2zMi/yYK7AUuB/zzq5w/jDPV6AM84z/8WzjDkI8D15S5/Jd0sFu65zSQW+QvLtTjJcf4fcFW5y18pN4uDe24zjMV5o/69GGgtd/kr6WaxcM9thrGoxVmK8FO7RlksKvmGk2TonaN+vg/4vQmeuxL4Os46s33AlcUsy4IYORORZhH5XXF24Uad3oOHRz3l1ziLg/06aqrQqDmjvwB+R1U/qqo/K1W5K5HFwj3mEIsaVe3DuRB9R1X/tarayNksWRzcYw6xCKnqKRHxiIhXVc/qqAQUZuYsFu4xh1jUqpPEqxH4tl2j5s5i4R7jxKJbVXeLs9fiV4DfAd4vIn8iIutGva5GnczKnwFuV9VNqrq3mGVzfeNMRD6IsxfQXcB/zN8nqjow6mn/Cjiso4YSRWQ5sE1Elqvq36lNhZgzi4V7zDEW3xAny9M/q+p3MbNmcXCPIlyfVqpqTs9dhG9mwWLhHnOMxdfz16if2DVq7iwW7jFRLGBkWuLPVHU58J9w2kqfyT/nEuCL4uRLyKmzxUrRub5xBpwC7gY+DfwbEVmtqiqOwjqmVTjp2RGR60VkrToZAj+ro9JSmzmzWLjHXGNhPdHFYXFwj7nE4nP5nlBTHBYL97BrlHtYLNxjolj4AFT1h/n/n8TZsqOwZUEv8BWd56SCCyJbY/6gbQI+h1Pmu8c8/hBORqeLgCU4qV4PlbygVcBi4R4WC3ewOLiHxcI9LBbuYbFwD4uFe0wVi/xzluNkxXxc85uAl8JCGDlDVbOq2oWT1vISEdlaeExEmnFS8P4W8HNV/Xd2IM8fi4V7WCzcweLgHhYL97BYuIfFwj0sFu4xRSzCIvIPwP8Fnixlwwxc0jgTkc+LyGclvyhvEq8Bu4CP5l+3XlW7gf+Kk2GlpH+8SmSxcA+LhTtYHNzDYuEeFgv3sFi4h8XCPeYQi0tUdRB4ArhOVb82z0V9Oy1v2sogzoEYBfYAl03jNYtx9tkYBL4G+Mr5O1TKzWLhnpvFwh03i4N7bhYL99wsFu65WSzcc7NYuOdWhFj8DU62zLL9DmUZORu18DGB01pdDTwD/AcRqZ/gNR4RqcXZ/6EeuFVV/1BVMyUocsWyWLiHxcIdLA7uYbFwD4uFe1gs3MNi4R5FjMVnVDVdgiJPqKQJQfJ/uHtxdjR/VlWfFhGfqmbyi+7+EfgfwE6doGAi8tuq+o8lK3SFsli4h8XCHSwO7mGxcA+LhXtYLNzDYuEelRiLko2c5Rfa7cXJjHIQuFdEtuT/eB51UoU+AdwGRMa8VkRG9h9wzR9vobJYuIfFwh0sDu5hsXAPi4V7WCzcw2LhHpUaC18JPysHPKCq2wFEpA14H/AcIPnnfAPYClwlIn1Ak6r+YKKWrpk1i4V7WCzcweLgHhYL97BYuIfFwj0sFu5RkbEo5ZqzvcD35a05oT8n3zhU1ayISH6O54+A7wMPl7Bs1cZi4R4WC3ewOLiHxcI9LBbuYbFwD4uFe1RkLErWOFPVIVVNqmo2f9eNwMlRj6uIXAb8EfBVVb1QVX9QqvJVE4uFe1gs3MHi4B4WC/ewWLiHxcI9LBbuUamxKOW0RmBk4Z4Cy3BasojIpcAh4DhwvaqeLXW5qpHFwj0sFu5gcXAPi4V7WCzcw2LhHhYL96i0WJQjlX4O8ANdwGUi8iTwOaBWVXsX0h+vAlgs3MNi4Q4WB/ewWLiHxcI9LBbuYbFwj4qKRUlT6Y98qMg1wO787TuquiDmgFYii4V7WCzcweLgHhYL97BYuIfFwj0sFu5RSbEoV+PsPOBW4K9UNVnyApgRFgv3sFi4g8XBPSwW7mGxcA+LhXtYLNyjkmJRlsaZMcYYY4wxxphzlWPNmTHGGGOMMcaYMaxxZowxxhhjjDEuYI0zY4wxxhhjjHEBa5wZY4wxxhhjjAtY48wYY4wxxhhjXMAaZ8YYYxY0EVkkIv8x/+8VIvJouctkjDHGzIal0jfGGLOgicga4ClV3VjmohhjjDFz4it3AYwxxpg5+nPgAhH5FfAGsF5VN4rIbcCHgDrgIuAvgQDORqVJ4P2q2i0iFwDfAFqAIeDTqvpa6X8NY4wx1c6mNRpjjFno/hg4rKrvAD435rGNwG8CVwH3AUOqejnwIvDJ/HMeAv5QVa8EPgv8bUlKbYwxxoxhI2fGGGMq2U9UdQAYEJE+4Mn8/fuANhEJA+8EHhGRwmtqSl9MY4wxxhpnxhhjKlty1L9zo37O4XwHeoDe/KibMcYYU1Y2rdEYY8xCNwDUz+aFqtoPHBWRjwKI47JiFs4YY4yZLmucGWOMWdBU9SzwgojsB74yi7f498CnROQV4FXgg8UsnzHGGDNdlkrfGGOMMcYYY1zARs6MMcYYY4wxxgWscWaMMcYYY4wxLmCNM2OMMcYYY4xxAWucGWOMMcYYY4wLWOPMGGOMMcYYY1zAGmfGGGOMMcYY4wLWODPGGGOMMcYYF/j/Y6r7jL6M1p0AAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 1080x864 with 3 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ds = s9p_bike_df['dist_between']\n",
        "axs = ds[ds.between(2,20)].plot.hist(bins=50, figsize=(10, 10),title='distance between points[m], 2 < d < 20')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 607
        },
        "id": "2dpVZ2YEtw6r",
        "outputId": "82dd2372-5788-48dd-907a-ca8a2bab65cc"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = ds[ds.between(2,20)].plot.line(figsize=(15, 12), linestyle='',marker='.', alpha=0.5, title='distance between points[m]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 686
        },
        "id": "JRDbAg166T55",
        "outputId": "cab92338-397c-4cf9-90f0-e8b91f9545c3"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x864 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Fenix6, iceskating recorded as hiking\n",
        "Recording set to \"Smart\" (i.e. not every second)  "
      ],
      "metadata": {
        "id": "kEs1MBAT65Ol"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#Fenix6 trekking activity passed through SA/ST fit import + gpx export\n",
        "f6_df = gpx2pandas('https://api.sports-tracker.com/apiserver/v1/workout/exportGpx/61c...?token=...')\n"
      ],
      "metadata": {
        "id": "56m2aqtwkOny"
      },
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "f6_df.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "upzjQ5RRk-Bh",
        "outputId": "0f73e821-39d5-4f05-ad6a-dfac911f1bf7"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-ba24b4ac-1798-4e61-b3bc-b69c1ba69e07\">\n",
              "    <div class=\"colab-df-container\">\n",
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              "\n",
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              "    }\n",
              "\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>lat</th>\n",
              "      <th>lon</th>\n",
              "      <th>seg_get_speed</th>\n",
              "      <th>speed_between_prev</th>\n",
              "      <th>dist_between</th>\n",
              "      <th>time_diff</th>\n",
              "      <th>speed_rolling_15_mean</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>1188.000000</td>\n",
              "      <td>1188.000000</td>\n",
              "      <td>1188.000000</td>\n",
              "      <td>1188.000000</td>\n",
              "      <td>1188.000000</td>\n",
              "      <td>1187.000000</td>\n",
              "      <td>1174.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>58.957740</td>\n",
              "      <td>23.539767</td>\n",
              "      <td>8.953912</td>\n",
              "      <td>8.803706</td>\n",
              "      <td>9.049314</td>\n",
              "      <td>3.954507</td>\n",
              "      <td>9.020521</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.010618</td>\n",
              "      <td>0.012248</td>\n",
              "      <td>4.934075</td>\n",
              "      <td>5.172612</td>\n",
              "      <td>7.399437</td>\n",
              "      <td>2.664415</td>\n",
              "      <td>3.316703</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>58.940999</td>\n",
              "      <td>23.519483</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.263718</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>58.949267</td>\n",
              "      <td>23.528264</td>\n",
              "      <td>4.993842</td>\n",
              "      <td>4.504779</td>\n",
              "      <td>2.700318</td>\n",
              "      <td>2.000000</td>\n",
              "      <td>7.105295</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>58.956816</td>\n",
              "      <td>23.540738</td>\n",
              "      <td>9.811179</td>\n",
              "      <td>9.862820</td>\n",
              "      <td>7.166147</td>\n",
              "      <td>4.000000</td>\n",
              "      <td>9.082842</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>58.966101</td>\n",
              "      <td>23.549844</td>\n",
              "      <td>12.607679</td>\n",
              "      <td>12.636583</td>\n",
              "      <td>15.073329</td>\n",
              "      <td>6.000000</td>\n",
              "      <td>11.165016</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>58.977052</td>\n",
              "      <td>23.559612</td>\n",
              "      <td>22.500495</td>\n",
              "      <td>24.375007</td>\n",
              "      <td>29.259595</td>\n",
              "      <td>25.000000</td>\n",
              "      <td>16.833041</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "      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-ba24b4ac-1798-4e61-b3bc-b69c1ba69e07 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-ba24b4ac-1798-4e61-b3bc-b69c1ba69e07');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "               lat          lon  ...    time_diff  speed_rolling_15_mean\n",
              "count  1188.000000  1188.000000  ...  1187.000000            1174.000000\n",
              "mean     58.957740    23.539767  ...     3.954507               9.020521\n",
              "std       0.010618     0.012248  ...     2.664415               3.316703\n",
              "min      58.940999    23.519483  ...     1.000000               0.263718\n",
              "25%      58.949267    23.528264  ...     2.000000               7.105295\n",
              "50%      58.956816    23.540738  ...     4.000000               9.082842\n",
              "75%      58.966101    23.549844  ...     6.000000              11.165016\n",
              "max      58.977052    23.559612  ...    25.000000              16.833041\n",
              "\n",
              "[8 rows x 7 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = f6_df[['speed_between_prev','seg_get_speed', 'speed_rolling_15_mean']].plot.line(figsize=(15, 12), linestyle='',marker='.', alpha=0.5, subplots=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 670
        },
        "id": "zMk9oWOGlNSt",
        "outputId": "1ab58a64-c597-41f6-949e-2815f8a74d1f"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x864 with 3 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ds = f6_df['dist_between']\n",
        "ds.plot.hist(bins=50, figsize=(10, 10),title='distance between points[m]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 625
        },
        "id": "A3oQgiGK9SBD",
        "outputId": "7397d2d9-297f-47e7-a134-dd5150f88809"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f2627cf5410>"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### A3P, bike commute\n"
      ],
      "metadata": {
        "id": "ZgcGyLGV91qY"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#A3P bike commute, synced directly with SA + gpx export\n",
        "a3p_df = gpx2pandas('https://api.sports-tracker.com/apiserver/v1/workout/exportGpx/5f8..?token=...')\n",
        "a3p_df.describe().T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "VPY3NjjMH_DZ",
        "outputId": "65bf00d6-9011-4b0b-895a-7ffd512780d0"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>count</th>\n",
              "      <th>mean</th>\n",
              "      <th>std</th>\n",
              "      <th>min</th>\n",
              "      <th>25%</th>\n",
              "      <th>50%</th>\n",
              "      <th>75%</th>\n",
              "      <th>max</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>lat</th>\n",
              "      <td>1355.0</td>\n",
              "      <td>59.396784</td>\n",
              "      <td>0.014570</td>\n",
              "      <td>59.371731</td>\n",
              "      <td>59.383449</td>\n",
              "      <td>59.398031</td>\n",
              "      <td>59.412233</td>\n",
              "      <td>59.415021</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>lon</th>\n",
              "      <td>1355.0</td>\n",
              "      <td>24.693928</td>\n",
              "      <td>0.016113</td>\n",
              "      <td>24.679007</td>\n",
              "      <td>24.683774</td>\n",
              "      <td>24.685896</td>\n",
              "      <td>24.699881</td>\n",
              "      <td>24.739415</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alt</th>\n",
              "      <td>1354.0</td>\n",
              "      <td>34.213442</td>\n",
              "      <td>3.867093</td>\n",
              "      <td>28.000000</td>\n",
              "      <td>31.000000</td>\n",
              "      <td>33.000000</td>\n",
              "      <td>37.000000</td>\n",
              "      <td>48.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>seg_get_speed</th>\n",
              "      <td>1354.0</td>\n",
              "      <td>21.601747</td>\n",
              "      <td>5.174388</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>18.664584</td>\n",
              "      <td>23.025357</td>\n",
              "      <td>25.078759</td>\n",
              "      <td>57.871911</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>speed_between_prev</th>\n",
              "      <td>1281.0</td>\n",
              "      <td>21.848040</td>\n",
              "      <td>5.454820</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>19.388738</td>\n",
              "      <td>23.096623</td>\n",
              "      <td>25.359257</td>\n",
              "      <td>59.859648</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>dist_between</th>\n",
              "      <td>1355.0</td>\n",
              "      <td>6.600773</td>\n",
              "      <td>2.101269</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>5.708042</td>\n",
              "      <td>6.627813</td>\n",
              "      <td>7.166263</td>\n",
              "      <td>38.252957</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>time_diff</th>\n",
              "      <td>1354.0</td>\n",
              "      <td>1.081241</td>\n",
              "      <td>0.639350</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>16.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>speed_rolling_15_mean</th>\n",
              "      <td>1340.0</td>\n",
              "      <td>21.561582</td>\n",
              "      <td>3.339880</td>\n",
              "      <td>11.910016</td>\n",
              "      <td>19.844810</td>\n",
              "      <td>22.310950</td>\n",
              "      <td>23.848407</td>\n",
              "      <td>29.428690</td>\n",
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-4a9f6fc5-95f0-4d3d-91db-49451b983cbf');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                        count       mean  ...        75%        max\n",
              "lat                    1355.0  59.396784  ...  59.412233  59.415021\n",
              "lon                    1355.0  24.693928  ...  24.699881  24.739415\n",
              "alt                    1354.0  34.213442  ...  37.000000  48.000000\n",
              "seg_get_speed          1354.0  21.601747  ...  25.078759  57.871911\n",
              "speed_between_prev     1281.0  21.848040  ...  25.359257  59.859648\n",
              "dist_between           1355.0   6.600773  ...   7.166263  38.252957\n",
              "time_diff              1354.0   1.081241  ...   1.000000  16.000000\n",
              "speed_rolling_15_mean  1340.0  21.561582  ...  23.848407  29.428690\n",
              "\n",
              "[8 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = a3p_df[['speed_between_prev','seg_get_speed', 'speed_rolling_15_mean']].plot.line(figsize=(15, 12), linestyle='',marker='.', alpha=0.5, subplots=True)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 670
        },
        "id": "RCkNbksSmR9X",
        "outputId": "a86ad955-ccb5-4b1a-ecf4-fbb847383ca5"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x864 with 3 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "ds = a3p_df['dist_between']\n",
        "ds[ds < 35].plot.hist(bins=50, figsize=(10, 10),title='distance between points[m]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 625
        },
        "id": "y0LvphKy-vUg",
        "outputId": "75c9cac2-6900-4959-a15c-59fca30a44aa"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f2624e03690>"
            ]
          },
          "metadata": {},
          "execution_count": 16
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### GPX vs FIT  \n",
        "Using the same A3P activity as before, now exported from SA/ST as fit instead of gpx"
      ],
      "metadata": {
        "id": "kNEU4ErSBzc6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "%pip install fitparse\n",
        "import fitparse"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "JYaY83n0CBBs",
        "outputId": "b9edb6de-9dd4-4415-eb1f-0e9754bf8625"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: fitparse in /usr/local/lib/python3.7/dist-packages (1.2.0)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "with urllib.request.urlopen('https://api.sports-tracker.com/apiserver/v1/workout/exportFit/5f8...?token=...') as response:\n",
        "  fitfile = fitparse.FitFile(response.read())\n",
        "\n",
        "a3p_fit_df = pd.DataFrame([msg.get_values() for msg in fitfile.messages])"
      ],
      "metadata": {
        "id": "2XJd_-CsCifA"
      },
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# 1355 location points in the GPX vs :\n",
        "a3p_fit_df.describe().T"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 865
        },
        "id": "PBXDI3HNHo8q",
        "outputId": "80170266-92ef-4a18-be1d-ff4923058cc6"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-63f2ca93-4230-48a3-9302-c911883ab828\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>count</th>\n",
              "      <th>mean</th>\n",
              "      <th>std</th>\n",
              "      <th>min</th>\n",
              "      <th>25%</th>\n",
              "      <th>50%</th>\n",
              "      <th>75%</th>\n",
              "      <th>max</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>product</th>\n",
              "      <td>1.0</td>\n",
              "      <td>2.200000e+01</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2.200000e+01</td>\n",
              "      <td>2.200000e+01</td>\n",
              "      <td>2.200000e+01</td>\n",
              "      <td>2.200000e+01</td>\n",
              "      <td>2.200000e+01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>position_lat</th>\n",
              "      <td>1281.0</td>\n",
              "      <td>7.082710e+08</td>\n",
              "      <td>173800.556117</td>\n",
              "      <td>7.079723e+08</td>\n",
              "      <td>7.081120e+08</td>\n",
              "      <td>7.082854e+08</td>\n",
              "      <td>7.084549e+08</td>\n",
              "      <td>7.084888e+08</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>position_long</th>\n",
              "      <td>1281.0</td>\n",
              "      <td>2.937673e+08</td>\n",
              "      <td>191080.056976</td>\n",
              "      <td>2.935898e+08</td>\n",
              "      <td>2.936473e+08</td>\n",
              "      <td>2.936724e+08</td>\n",
              "      <td>2.938371e+08</td>\n",
              "      <td>2.943103e+08</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>enhanced_speed</th>\n",
              "      <td>1465.0</td>\n",
              "      <td>6.057570e+00</td>\n",
              "      <td>1.334293</td>\n",
              "      <td>0.000000e+00</td>\n",
              "      <td>5.470000e+00</td>\n",
              "      <td>6.510000e+00</td>\n",
              "      <td>6.900000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>speed</th>\n",
              "      <td>1465.0</td>\n",
              "      <td>6.057570e+00</td>\n",
              "      <td>1.334293</td>\n",
              "      <td>0.000000e+00</td>\n",
              "      <td>5.470000e+00</td>\n",
              "      <td>6.510000e+00</td>\n",
              "      <td>6.900000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>temperature</th>\n",
              "      <td>1465.0</td>\n",
              "      <td>1.606348e+01</td>\n",
              "      <td>2.771229</td>\n",
              "      <td>1.300000e+01</td>\n",
              "      <td>1.400000e+01</td>\n",
              "      <td>1.500000e+01</td>\n",
              "      <td>1.700000e+01</td>\n",
              "      <td>2.400000e+01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>vertical_speed</th>\n",
              "      <td>1465.0</td>\n",
              "      <td>-7.774744e-03</td>\n",
              "      <td>0.042664</td>\n",
              "      <td>-2.000000e-01</td>\n",
              "      <td>-3.000000e-02</td>\n",
              "      <td>0.000000e+00</td>\n",
              "      <td>1.000000e-02</td>\n",
              "      <td>1.000000e-01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>distance</th>\n",
              "      <td>1465.0</td>\n",
              "      <td>4.327531e+03</td>\n",
              "      <td>2542.257849</td>\n",
              "      <td>0.000000e+00</td>\n",
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              "      <td>4.235000e+03</td>\n",
              "      <td>6.418000e+03</td>\n",
              "      <td>8.930000e+03</td>\n",
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              "    <tr>\n",
              "      <th>enhanced_altitude</th>\n",
              "      <td>1464.0</td>\n",
              "      <td>3.410656e+01</td>\n",
              "      <td>3.781216</td>\n",
              "      <td>2.800000e+01</td>\n",
              "      <td>3.100000e+01</td>\n",
              "      <td>3.300000e+01</td>\n",
              "      <td>3.700000e+01</td>\n",
              "      <td>4.800000e+01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>altitude</th>\n",
              "      <td>1464.0</td>\n",
              "      <td>3.410656e+01</td>\n",
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              "      <td>3.100000e+01</td>\n",
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              "      <td>4.800000e+01</td>\n",
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              "      <th>enhanced_avg_speed</th>\n",
              "      <td>1.0</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>NaN</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>avg_speed</th>\n",
              "      <td>1.0</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>NaN</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
              "      <td>6.094000e+00</td>\n",
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              "    <tr>\n",
              "      <th>enhanced_max_speed</th>\n",
              "      <td>1.0</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>NaN</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
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              "    <tr>\n",
              "      <th>max_speed</th>\n",
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              "      <td>8.470000e+00</td>\n",
              "      <td>NaN</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
              "      <td>8.470000e+00</td>\n",
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              "    <tr>\n",
              "      <th>total_timer_time</th>\n",
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              "      <td>NaN</td>\n",
              "      <td>1.465200e+03</td>\n",
              "      <td>1.465200e+03</td>\n",
              "      <td>1.465200e+03</td>\n",
              "      <td>1.465200e+03</td>\n",
              "      <td>1.465200e+03</td>\n",
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              "      <td>8.930000e+03</td>\n",
              "      <td>8.930000e+03</td>\n",
              "      <td>8.930000e+03</td>\n",
              "      <td>8.930000e+03</td>\n",
              "      <td>8.930000e+03</td>\n",
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              "      <td>1.200000e+01</td>\n",
              "      <td>1.200000e+01</td>\n",
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              "      <td>4.700000e+01</td>\n",
              "      <td>4.700000e+01</td>\n",
              "      <td>4.700000e+01</td>\n",
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              "      <td>4.700000e+01</td>\n",
              "      <td>4.700000e+01</td>\n",
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              "      <td>2.800000e+01</td>\n",
              "      <td>2.800000e+01</td>\n",
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              "      <td>1.600000e+01</td>\n",
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            "text/plain": [
              "                        count          mean  ...           75%           max\n",
              "product                   1.0  2.200000e+01  ...  2.200000e+01  2.200000e+01\n",
              "position_lat           1281.0  7.082710e+08  ...  7.084549e+08  7.084888e+08\n",
              "position_long          1281.0  2.937673e+08  ...  2.938371e+08  2.943103e+08\n",
              "enhanced_speed         1465.0  6.057570e+00  ...  6.900000e+00  8.470000e+00\n",
              "speed                  1465.0  6.057570e+00  ...  6.900000e+00  8.470000e+00\n",
              "temperature            1465.0  1.606348e+01  ...  1.700000e+01  2.400000e+01\n",
              "vertical_speed         1465.0 -7.774744e-03  ...  1.000000e-02  1.000000e-01\n",
              "distance               1465.0  4.327531e+03  ...  6.418000e+03  8.930000e+03\n",
              "enhanced_altitude      1464.0  3.410656e+01  ...  3.700000e+01  4.800000e+01\n",
              "altitude               1464.0  3.410656e+01  ...  3.700000e+01  4.800000e+01\n",
              "enhanced_avg_speed        1.0  6.094000e+00  ...  6.094000e+00  6.094000e+00\n",
              "avg_speed                 1.0  6.094000e+00  ...  6.094000e+00  6.094000e+00\n",
              "enhanced_max_speed        1.0  8.470000e+00  ...  8.470000e+00  8.470000e+00\n",
              "max_speed                 1.0  8.470000e+00  ...  8.470000e+00  8.470000e+00\n",
              "total_timer_time          1.0  1.465200e+03  ...  1.465200e+03  1.465200e+03\n",
              "total_elapsed_time        1.0  1.464590e+03  ...  1.464590e+03  1.464590e+03\n",
              "total_distance            1.0  8.930000e+03  ...  8.930000e+03  8.930000e+03\n",
              "total_ascent              1.0  1.200000e+01  ...  1.200000e+01  1.200000e+01\n",
              "total_descent             1.0  2.700000e+01  ...  2.700000e+01  2.700000e+01\n",
              "enhanced_max_altitude     1.0  4.700000e+01  ...  4.700000e+01  4.700000e+01\n",
              "max_altitude              1.0  4.700000e+01  ...  4.700000e+01  4.700000e+01\n",
              "enhanced_min_altitude     1.0  2.800000e+01  ...  2.800000e+01  2.800000e+01\n",
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              "num_sessions              1.0  1.000000e+00  ...  1.000000e+00  1.000000e+00\n",
              "\n",
              "[26 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
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      "source": [
        "a3p_fit_df.sample(10)"
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              "      <td>6.60</td>\n",
              "      <td>16.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>3176.0</td>\n",
              "      <td>31.0</td>\n",
              "      <td>31.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>730</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:47:43</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708293896.0</td>\n",
              "      <td>293615554.0</td>\n",
              "      <td>6.68</td>\n",
              "      <td>6.68</td>\n",
              "      <td>15.0</td>\n",
              "      <td>0.01</td>\n",
              "      <td>4209.0</td>\n",
              "      <td>33.0</td>\n",
              "      <td>33.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>813</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:49:06</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708350850.0</td>\n",
              "      <td>293590148.0</td>\n",
              "      <td>6.44</td>\n",
              "      <td>6.44</td>\n",
              "      <td>15.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>4755.0</td>\n",
              "      <td>34.0</td>\n",
              "      <td>34.0</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
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              "    <tr>\n",
              "      <th>1183</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:55:16</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708486261.0</td>\n",
              "      <td>293906587.0</td>\n",
              "      <td>6.95</td>\n",
              "      <td>6.95</td>\n",
              "      <td>14.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>6979.0</td>\n",
              "      <td>31.0</td>\n",
              "      <td>31.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>453</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:43:06</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708152971.0</td>\n",
              "      <td>293655477.0</td>\n",
              "      <td>5.42</td>\n",
              "      <td>5.42</td>\n",
              "      <td>17.0</td>\n",
              "      <td>0.03</td>\n",
              "      <td>2591.0</td>\n",
              "      <td>30.0</td>\n",
              "      <td>30.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>172</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:38:25</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708018997.0</td>\n",
              "      <td>293654934.0</td>\n",
              "      <td>4.10</td>\n",
              "      <td>4.10</td>\n",
              "      <td>20.0</td>\n",
              "      <td>0.01</td>\n",
              "      <td>964.0</td>\n",
              "      <td>39.0</td>\n",
              "      <td>39.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1365</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:58:18</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708466429.0</td>\n",
              "      <td>294165312.0</td>\n",
              "      <td>7.27</td>\n",
              "      <td>7.27</td>\n",
              "      <td>13.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>8236.0</td>\n",
              "      <td>38.0</td>\n",
              "      <td>38.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1046</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:52:59</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708444713.0</td>\n",
              "      <td>293774304.0</td>\n",
              "      <td>3.68</td>\n",
              "      <td>3.68</td>\n",
              "      <td>14.0</td>\n",
              "      <td>0.03</td>\n",
              "      <td>6141.0</td>\n",
              "      <td>32.0</td>\n",
              "      <td>32.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>798</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2020-10-15 14:48:51</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>708340795.0</td>\n",
              "      <td>293592859.0</td>\n",
              "      <td>6.69</td>\n",
              "      <td>6.69</td>\n",
              "      <td>15.0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>4660.0</td>\n",
              "      <td>34.0</td>\n",
              "      <td>34.0</td>\n",
              "      <td>NaT</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaT</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-10efc3d6-16ce-4484-808e-9c5ee20a1f8f')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-10efc3d6-16ce-4484-808e-9c5ee20a1f8f 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-10efc3d6-16ce-4484-808e-9c5ee20a1f8f');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "     type time_created  ... num_sessions  local_timestamp\n",
              "1212  NaN          NaT  ...          NaN              NaT\n",
              "549   NaN          NaT  ...          NaN              NaT\n",
              "730   NaN          NaT  ...          NaN              NaT\n",
              "813   NaN          NaT  ...          NaN              NaT\n",
              "1183  NaN          NaT  ...          NaN              NaT\n",
              "453   NaN          NaT  ...          NaN              NaT\n",
              "172   NaN          NaT  ...          NaN              NaT\n",
              "1365  NaN          NaT  ...          NaN              NaT\n",
              "1046  NaN          NaT  ...          NaN              NaT\n",
              "798   NaN          NaT  ...          NaN              NaT\n",
              "\n",
              "[10 rows x 37 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = (a3p_fit_df[a3p_fit_df['speed'].notna()]['speed'] * 3.6).plot.hist(bins=50, title='speed in fit [km/h]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 281
        },
        "id": "_-Ehd3YSJBBG",
        "outputId": "9f8863ea-fab1-44cd-e6d3-68d6c5f4e866"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "axs = (a3p_fit_df[a3p_fit_df['speed'].notna()]['speed'] * 3.6).plot.line(figsize=(15, 12), linestyle='',marker='.', alpha=0.5, title='speed in fit [km/h]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 716
        },
        "id": "wdDMeQqRJ6RF",
        "outputId": "31a79538-c348-49aa-a8bf-74e955eca8d9"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x864 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# distance im fit is total distance, hence .diff()\n",
        "ds = a3p_fit_df[a3p_fit_df['distance'].notna()]['distance'].diff()\n",
        "# distance percision in fit is 1m, leaving most of 50 bins empty\n",
        "axs = ds[ds < 35].plot.hist(bins=50, figsize=(10, 10), title='distance in fit [m]')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 607
        },
        "id": "VjOYPdpZOkv7",
        "outputId": "d8bd2aa6-7842-4f41-f225-7bf515212590"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}