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              "   mid        date                  venue               bat_team  \\\n",
              "0    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "1    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "2    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "3    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "4    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "5    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "6    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "7    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "8    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "9    1  2008-04-18  M Chinnaswamy Stadium  Kolkata Knight Riders   \n",
              "\n",
              "                     bowl_team      batsman   bowler  runs  wickets  overs  \\\n",
              "0  Royal Challengers Bangalore   SC Ganguly  P Kumar     1        0    0.1   \n",
              "1  Royal Challengers Bangalore  BB McCullum  P Kumar     1        0    0.2   \n",
              "2  Royal Challengers Bangalore  BB McCullum  P Kumar     2        0    0.2   \n",
              "3  Royal Challengers Bangalore  BB McCullum  P Kumar     2        0    0.3   \n",
              "4  Royal Challengers Bangalore  BB McCullum  P Kumar     2        0    0.4   \n",
              "5  Royal Challengers Bangalore  BB McCullum  P Kumar     2        0    0.5   \n",
              "6  Royal Challengers Bangalore  BB McCullum  P Kumar     3        0    0.6   \n",
              "7  Royal Challengers Bangalore  BB McCullum   Z Khan     3        0    1.1   \n",
              "8  Royal Challengers Bangalore  BB McCullum   Z Khan     7        0    1.2   \n",
              "9  Royal Challengers Bangalore  BB McCullum   Z Khan    11        0    1.3   \n",
              "\n",
              "   runs_last_5  wickets_last_5  striker  non-striker  total  \n",
              "0            1               0        0            0    222  \n",
              "1            1               0        0            0    222  \n",
              "2            2               0        0            0    222  \n",
              "3            2               0        0            0    222  \n",
              "4            2               0        0            0    222  \n",
              "5            2               0        0            0    222  \n",
              "6            3               0        0            0    222  \n",
              "7            3               0        0            0    222  \n",
              "8            7               0        4            0    222  \n",
              "9           11               0        8            0    222  "
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              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-e8679559-1979-4492-9e4c-d792316ef245 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-e8679559-1979-4492-9e4c-d792316ef245');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "  \n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 185
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Total matches per venue\n",
        "data = ipl.copy()\n",
        "matches_per_venue = data[['mid', 'venue']].drop_duplicates()\n",
        "matches_count = matches_per_venue['venue'].value_counts()\n",
        "\n",
        "plt.figure(figsize=(12,6))\n",
        "sns.barplot(x=matches_count.values, y=matches_count.index,palette=\"rainbow\")\n",
        "plt.title('Number of Matches per Venue')\n",
        "plt.xlabel('Number of Matches')\n",
        "plt.ylabel('Venue')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "F8flL20BjFAG",
        "outputId": "2d01d85f-9fbc-46ed-c143-e20c109d98d8"
      },
      "execution_count": 183,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "runs_by_batsman = data.groupby('batsman')['runs'].max().sort_values(ascending=False).head(10)\n",
        "\n",
        "plt.figure(figsize=(12,6))\n",
        "sns.barplot(x=runs_by_batsman.values, y=runs_by_batsman.index,palette=\"pastel\")\n",
        "plt.title('Top 10 Batsmen by Total Runs')\n",
        "plt.xlabel('Total Runs')\n",
        "plt.ylabel('Batsman')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "oDNkG3rT-NhI",
        "outputId": "094f0d0e-2f05-4efd-a8f8-3f4636813501"
      },
      "execution_count": 200,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "wickets_by_bowler = data.groupby('bowler')['wickets'].max().sort_values(ascending=False).head(10)\n",
        "\n",
        "plt.figure(figsize=(12,6))\n",
        "sns.barplot(x=wickets_by_bowler.values, y=wickets_by_bowler.index, palette=\"muted\")\n",
        "plt.title('Top 10 Bowlers by Wickets Taken')\n",
        "plt.xlabel('Total Wickets')\n",
        "plt.ylabel('Bowler')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "biqqM379-Ur3",
        "outputId": "96203e8b-a419-4b43-a2be-246d53116567"
      },
      "execution_count": 201,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import LabelEncoder\n",
        "\n",
        "# Columns to encode\n",
        "cat_cols = ['bat_team', 'bowl_team', 'venue',\"batsman\",\"bowler\"]\n",
        "\n",
        "# Create a copy of data to avoid changing original\n",
        "data_encoded = data.copy()\n",
        "\n",
        "# Initialize label encoders for each categorical column\n",
        "label_encoders = {}\n",
        "\n",
        "for col in cat_cols:\n",
        "    le = LabelEncoder()\n",
        "    data_encoded[col] = le.fit_transform(data_encoded[col])\n",
        "    label_encoders[col] = le  # Save encoder for future use (like inverse transform)\n",
        "\n",
        "# Define feature columns\n",
        "feature_cols = ['bat_team', 'bowl_team', 'venue', 'runs', 'wickets', 'overs','striker','batsman','bowler']\n",
        "\n",
        "X = data_encoded[feature_cols]\n",
        "y = data_encoded['total']  # Target variable\n"
      ],
      "metadata": {
        "id": "df6vacLF_mYq"
      },
      "execution_count": 144,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "data_corr=data_encoded.drop(columns=[\"date\",\"mid\"],axis=1)\n",
        "plt.figure(figsize=(12,6))\n",
        "sns.heatmap(data_corr.corr(),annot=True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 613
        },
        "id": "wI83_LcaBCEh",
        "outputId": "f3425bc0-6452-46da-cfca-5619d6540d8f"
      },
      "execution_count": 167,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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169axdetW5s2bpzCduXPn0rt3bx49eoSdnR0DBgzg5cuX+S5Hfr9HKFwq6qqYW1fk6TWPrDczMgi56kHJelWKr2D5pKKuSknrigQqlT/omgel6+Zc/tJ1qxB4zV3hvYArj3IdXsfUgEptavNo7+U8y6Khr03Sq/gClb8gSpQzx9DcGJ/rbrL3kuISCXL1o0JdqxzHUVVXpVzNSgrjZGRk4HPdjYq5jAOgra9DUnyiwqWN8hp835I3Scm4nizYTt67vM3off2R7L2kuEQCXf2oVLdqjuOoqqtSPoeM3tfdqJjLOBramjTu1Zqo4HCin0fJ3i9ZpQx2v/Zk28SVZGRkFFIqRW8zPs6hHnMrb2Y9VlQYJyMjg8fX3aiQyzj5Yd2uHrrG+tyWXp76PlTVVSlTsyJ+17PWqYyMDHyvu2OZyzJWvo4VvtcV18HHVx5RXjq8STlzDMyNFYZJikvkqat/rtPMSeSTZyS8jKNhn9aoqquipqlOgz6tCfcNITok8ovICGBepQztfv2evRNXF/rvvX7M5VXrHe3O+8ptXgfnMa/f1vnjPOq8bM1KqGmoKQwT6f+M6JBI2TCWdax47hOscCm5j/NDtA10sKhaDoAa7erx9NETWo/pwqxbq5h2cQmdZw7Is3eyYe9WuP53kzeJyfmeDyWk8yGnusytXlTVVSmbQ136XnfD8gPaHsis79eFvM0s7u1kySpl6PjrD/w7cVWRb0OKYzv5bfNaSFQkGJU0Yfb5Jcy7uYbhKydgXKpEISYUPnfiQFuOsbExtra27Nq1S/begQMHMDU1pXXr1sydO5fp06czZMgQKlWqRPv27fnzzz9Zt26dwnR+/PFH+vXrR5UqVZg/fz7x8fHcuXMn3+XI7/cIhUvbRB8VNVUSI2MU3n8dFYOOmWExlSr/dIwzy/86SrH8CVEx6OZSfl0zI15HxSoNH4uumVGOw9f8oTlvEpJ4fNol13IYWVpQb0gHXHdeLFiAAjCQli9Oqa7iImNknynTNTZAVU2VuKjs4+jnOo4+Hcd9z/XduV+q2qRPa+4dvU5KcuFe0WAoLVOsUsbYPDLqSTPGRr1SeD8u8lW2cVoM7MASj+0s89pBjVa1WT7wL9n9gWoaagxbMZ7D8/8l+tmLwoiTI/086jH3Oil4PeZH4z6t8b7ykJiw/J8UzW/Z4vMom76ZkcKBh2x4UyPp54ay9+QVNG9yQhJr+/5Bne7NmOe9nb88t1KtZS02/fh3gQ7mPuWMqhpq9F8xjhPzd/GqCJbbj7W8vm13buy+8KFFzubtvFbOkFf9vc2gXIfy7a2+mSGpySnZ7oWPi5IfJvty8Ha+GEjLZVLenIoNqlGyajm2jl7C0T+2U8uuET/8NSzHspX7rjKlvinP7QJeUfQ2q/Iyl5/5kFNd5tYm54eppQXNh3Tixq7Cre/i3E6qaagxZMV4jhbxNqQ4t5Om5c2RSFTo+HMP9v+xjQ0/LUHXSJdx/zrKrtD4IqWnF93rCyQehqZkwIABjBw5ktWrV6OpqcnOnTvp27cvKioqPHz4kOvXryv0LKelpZGUlMTr16/R0dEBoFatWrLPdXV1MTAwICIi/5d65fd75CUnJ5OcrHg2VyU5GU1NzXx/ryC8i3XvlngeuUFaLgeVehbG9No+FZ+Td3i053KhfW/9bs3oM3+k7O91wxYW2rRzo6Wnzegt0wjzC+HUsgM5DlOhrhUlrcqyY8LKD/6+Bt2a0W/+KNnfa4Yt+OBp5uXO0at4XXuEobkx7UZ2YcSqCfzTcxapySl0m9qfML9Q7hy5WqjfWa9bU6V6/LtQp/++DEua8E2L79j687LiLkqRUdNUp9ei0QTee8yuX1egoqpCi5GdGbZ5Ksu7OpBayCeKioPt1L5E+IXy4Mi1QplecSyvmnrajNoyjTC/0FzbnYJQzrCpgA8L+9gkEglkwK7fVsoerHXszx0MXvMbBx03Z1tOG/ZpxTOv4DwfxAdQt1tTesvNhw2fSttjYcyobTN4ePIWt/Z82MnpT2k72WVqP8L8QnEppHXxrU9pOymRqKCmocb+37fgdTWzR33zr04svLuBqk1q4nXl4TumLnwNxIG2ki5dupCRkcGJEydo0KABV69eZenSpQDEx8czd+5cvv/++2zjaWlpyf6vrq54iZNEIpHd962iopLtEpqUFMUNR36/R96CBQuYO3euwnuOU35l9tTxuUUVlCS+jCM9NQ1tpd5fHVNDXiudLf0UvY7OLL+OqWL5dU0NScil/AmRr9AxNVAa3oCEyFfZhi3boBolqpTm2C85H1TqmRvRd89MQu895vT0wn3iptt5FwJdfWV/q2lkrmP6ZobEypVV38yQEM/AHKeREB1LWmoa+krzR9/MkDilvJq6WozdNoPk+CQ2jl5MemrOT9ls0qcNIR4BPHUPKHgoJY9yyWiglNEgj4zx0owG0p7Ct94+uVdeUlwiSXGJRAaGEfDgMf883ELtjg1xOXadqjY1KVOtPHVsGwPIniGx6P4mTq86xIml+98ro/v5ewS5Zt23mFc9hnrm/AC2gtRjfjXq1YqE6LgPvrcut7Lp5VG2uMhX6OU0vLS35W1vlPI09M0MeZbLcpCTOt2aYlzGjFU9Zsu2QbvHr2Duw43U6FCfh//l7wFbn3LGKjY1KFmtPNa2jYCs5XbO/fVcXHWEc0sLduD6sZfXrHYnkU15tDsFzRDqKvdkcLkM8t+vl8e8fptBuQ7l50NcZAxqmupoGego9Grrm8oP84pytSsrTkM6zbc9knGRr4gJe6nw9OoIv1BUVFQwKlVC4YngGtqa1O5sw5l8tEce5+/xTw51qadUl5nzoeB1qdy+5oeBuTE/7Z5N4L3H7JuxocDjK/uUtpNWNjUpXa08tZXWxfn3N3J21WFOvec25FPaTsZERgPw3Dcka9ov44h/GYtJ6YI99+JzUti35HzpxKXjSrS0tPj+++/ZuXMnu3fvplq1atStWxeAunXr4uPjQ5UqVbK9VFTyNyvNzMyIi4sjISFB9p6rq6vCMO/zPTNmzCAmJkbhNW18zk+AFHKWnpJGhFsA5ZrWyHpTIqFssxqE3cv5oSafkvSUNMLcArBUKr9l0xo8u59z+Z/d91McHqjQvGaOw1v3aUnYoydE5vBTQHoWxvTd60C4WyCnJq+HQr4fKzkhiaigcNkrzDeEmIhoqtpYy4bR0tPGsnYVAu/75jiNtJQ0nro/URhHIpFQzaYmAXLjaOlp89MOB1JTUlk/YlGuPX0aOprUsW/CzUJ6CFpyQhKRQeGy13NpxmpKGSvUrsKT+49znEZaShrB7k+oZlMzh4w5j/N2GIlEgppG5rnXDWMWM892CvPtpjLfbir/Tl8LwJLes3He/v4/X5d7PWaVV1Naj7mVN7MeAxTGkUgkVLWpSWAeGfPSqFdL7h66+sEHNmkpaYS6B1BFqWxVbGoQlMtyGfzAlyo2iuugVTNrgqXDv3waQWxENFZK86hc7cq5TjMn6tqaZGSkK5zozUjPICODbA/jzMunnHH7mKUstZ3GMrvpLLObzoHp6wFY03suN7afzfd03vqYy6umnjZjd8wkNSWVDSP+V2hXGCQnJPEiKFz2CvcNyXFel89jXr+tc6s86jzE/Qmpb1IVhjGrVArjsmayYYIe+FKqWnmFJztbNbcmMfY14dKDlQAXHwwsjNHQ0VSYTnpaOq+eK16CXMu+EWqaatw//O5e05zqMjaXusytHUlLSSMkh7q0sqlJUAHbHkMLY37eM5sQ9yfsnrKmUO5h/pS2k5vHLOFv26ksspvGIrtp7J6eeeujU+85XP3Abcinsp184uIDgEWl0rJhdAx10TMx4GVo/p97IXzZRI92DgYMGEDnzp3x8PBg4MCBsvdnz55N586dKV++PD179pRdTu7u7s5ff/2Vr2k3atQIHR0dZs6cya+//srt27fZunWrwjDv8z2amprZLhNPeROV47CF7fXrRIJDsn56I/RZON6P/TE00KdUSfM8xvz0uG44Rbslo4l4FEC4qz/fDe+EmrYmXvsyn0TcbuloEsKiufn3PiDzAWQmVmWAzPsDdUuaYFq9PCmvk4kJDP/o5XfZeAq7xaMJexTA84f+1B/WCXUdTdykT1K2WzKa+LBorizKLL/LljP02+tAg5G2+F905dsuTShpXYkz0zcrTFdDT5tq9g25/NeubN+pZ2FMv70OxIRGcWneLoWfEsutJ70wOG8+ScdxPYgMfM6LpxHYT+pDTHg0j87elQ3z805HHp25K9uwX9p4goGLf+Kpmz9Brv60Gm6Hho6m7AFYb3ce1LU02PHbSrT0tdHS1wYg/kUsGelZO0N1O9ugoqaKSyFfXi3v4uaT2I77nghpxi6T+hITHs1DuYy/7pzFwzN3ZAfAFzceZ/Dinwlye0KQqx+th9uhqaPJTWnGEuXMqd/FBs8rD4l/GYtxyRJ0GNudN0lvcL/0AICoYMVlV89EH4Awv9BC/w1U582n6DCuB5GBYbx4GoHdpN7EhEfjdjbrOQDK9Xh54wkGLB5LsNsTgl39aCmrx6wnhuubGWJgZoSppQUApaqVJzkhkejQKF7HZJ3orGpTE9PyFtzcWzjPFLi68QS9F48lxO0JT139aDbcFg0dTVykZeuzeCwx4dGcXrQHgGubTzFm72xajLDH69IDandpQlnrShyU6+G6tvkUbcZ1JyowjJdPI+gwqRex4dF4yM0jo9Il0DbSw7i0KSoqKpSqbgnAi8Aw3rxOxveaG/Yz+9P9z2Hc2HoaiYoKrcZ2JT0tDf+bnl9ExpfBirdo6UqX2wi/0EL7He2iWF419bT5acdMNLQ02PHbqlzbHVNLCzR1tTAwM0RdU4My0vxhviEF+v3lq5tP0XZcdyKl87qTdF67y2UYvdMB9zN3uS49QeG88QR9pXUe7OpHc2md35VmSIpL5M6+S3R1HMjrmHiS4hLpMfdHAu89Jlj69G2fK48I9w2h39KfOL5gF/pmRthO6s2NHWdJe5P5qyoPjl6n/bjv6fO/MZxdegBdE306zxjAnX2Xs1823rs17mdd3vshYs6bT9FeWpcvn0ZgO6k3sUp1OXanI25n7nJNri77Lx7LU2n7mlvboy/X9pSuVp6khEReSduetwfZ0aFRHJv3r8KJB+X7qT9UcW0nlbchb9fF8CLYhhTXdjIi4DkPz96l15wf2TVjPYnxiXSf2p8w/1B8bnpkK+cX4wu9l7qoiAPtHLRp0wYTExN8fHzo37+/7P2OHTty/Phx/vjjD/7++2/U1dX55ptvGDFiRL6nbWJiwr///suUKVPYsGEDbdu25ffff2fUqKx7Tgrjez4md29fho2bJvt70YrMXoRutu2Y5zipuIr1Xvz+u422iQENJ/2ArpkhkZ5B/DdoEYnSB4bplzFVOPOsa2FM3zPzZX/XHWNP3TH2hN704nDvj/+UeO/jt9EuYUCziZnlj/AMYv/gRbIHnhmUNlU4WHx2z5fjv66m+eReNJ/Sm+jAMA6PWkrU4xCF6X7bpTESiQTPY9kvL63QvCbGFUtiXLEkP91ZofDZIsuB2YYvLOfXHkNDW5O+C0ahbaDDk7s+rBmyQGFnzNTSQnaQCPDg+E30TAywm9AbAzMjQrwCWTNkgezBL2VrVqRCncwnq86+slzh+35v9gsv5Z7O3KRPax6dvlPoOw3yzq09iqa2Jv0XjEbHQAf/u96sHDJfIaOZpQV6Jlk7avekGTvLZVw5ZL4sY2pyCpUbfEProXboGOoRF/UK3zte/PODY6H/Dnh+XJDWY58FI2X1uHbIQoWMJSwtZDtqIF+PvaQZg1g7ZKHCA3yaDmiP7W89ZX+P3/87ADsnr+HOgayd4sZ9WvPExYcI/6yThR/i4fFb6JoY0GFCT/TNjHjmFcSmIQtlD4EyUmpDgu77smv8SjpN6k2nKX2ICgxj+6jFhMutg5fX/oeGtiY/LBiBloEOgXd92KQ0jzpM7EX9nlk/4zfhZOb9mWv7/sGTW15E+j9j6/B/aDf+e34+/AcZ6RmEegSyacjCAl9y/6lm/BiKYnktp9DuOCl839xm42TtTt+/R2PVuLrss6kn/842TH5cks7rngtGoG2gQ8BdHza8I8PD47fQMzGgo1ydb5Src8i8lzojPYMhayagpqGGz5VHHJqVddI2Iz2DzcP/x/d/DWPcoT948zoZl4NXOLMk6zLiN6+TWTdoPj1+/5Hx/83jdXQ8D0/c4tQ/exUymFUqRaWG37Bu4Hze10VpXfaW1mXAXR/WKc0HU6X54Cqty07Sugz1CmKd0nywGdCeTnJtzzhp27Nr8hruHnCmavNamFUshVnFUvx+e41CmSZU6PveeXJS3NvJj6E4t5PbJq6k56wh/LRlOunpGfjd9mTVkPmFctvHJ0tcOl4gkoyieua+UOxSop4UdxGK3Lo6s4u7CB/F66/gJo8Qyef/MKZ3SeXLb27Vv5I7kjTJ/+XWwqcr+atYJ7+OZTXtK6jLryHj17CdXB24r7iL8N6SHxfuA+7kaVZtVmTTLi6iR1sQBEEQBEEQBEHIW/oX3FtfBL6OrgdBEARBEARBEARB+EhEj7YgCIIgCIIgCIKQN3GPdoGIHm1BEARBEARBEARBKESiR1sQBEEQBEEQBEHIm/h5rwIRPdqCIAiCIAiCIAiCUIhEj7YgCIIgCIIgCIKQN3GPdoGIA21BEARBEARBEAQhb+LS8QIRl44LgiAIgiAIgiAIQiESPdqCIAiCIAiCIAhCnjIy0oq7CJ8V0aMtCIIgCIIgCIIgCIVI9GgLgiAIgiAIgiAIeRMPQysQcaD9BVtXZ3ZxF6HIjX7wR3EX4aMYWG9icRehyJVGq7iLUOTUkBR3EYqcyleQEeA1X/7Ohs5XcNGb5lewvCaTUdxF+Ci+huX1y08Iql/BOil8PcSBtiAIgiAIgiAIgpA38dTxAvkaTo4JgiAIgiAIgiAIwkcjerQFQRAEQRAEQRCEvIl7tAtEHGgLgiAIgiAIgiAIeUsXP+9VEOLScUEQBEEQBEEQBEEoRKJHWxAEQRAEQRAEQcibuHS8QESPtiAIgiAIgiAIgiAUItGjLQiCIAiCIAiCIORN/LxXgYgebUEQBEEQBEEQBEEoRKJHWxAEQRAEQRAEQcibuEe7QESPtiAIgiAIgiAIgiAUos/yQLtVq1b89ttvxV0MQRAEQRAEQRCEr0N6etG9vkBf5aXjly9fpnXr1kRHR2NkZJSvcVq1akXt2rVZtmxZkZbtU2c9pB11RtujY2ZIlFcwV2ZvJ8L1SY7DmlQtQ6NJP2BmXRGDcmZc/X0HDzed+cglLhwurm5s2XUAT28/Il+8xGnBLNq2sCnuYn2QXhP70bZfe3QNdPFx8Wajw1rCAp/nOvy3DavTZXQPKlpXxsTChP+NXIDL2dsfscTZdZrQiyb92qBloEugiw/7HTcRFRiW5zhNB3Wgzegu6JsZ8swrmENzthD80F/2eZN+banbrSlla1RAS1+HGbWGkRT7WmEawzdMpkz1CuiZGpAYk8Dja+78t3AXsRHRhZKpcb82aBvoEuDiw4F8Zmotl+mwUiY1TXW6OgykThcb1DTU8bnykAOzNhMfFSMbxsqmJp0m9aZUtXK8SUzG5eAVTv5vD+lpWRu/7+wb0+7n7phVLEX8i1iubz/DpfXHC5yx44SeNJLLeMhx8zsz2gxqTytpxudewRyes5WnShm7OAykdpcmsoyHZm2RZSz1bXnajO1GxfrV0DXR52VIJDd3nufaltPZvqfpkI6YlDUjOjSKC6uOcO/Q1QJnzIn9hF7Y9GuLtoEuT1x82Ou4kch35G4xqANtR3fBwMyIUK8g9s/ZQpA0t46hLvYTevNN81oYlzEl/kUsj87e5fiSvSTFJcqmUb5WZbpN60c560qQkUHQQ3+OLNhJqFfQe2dpMqg9LeXq46hSfSiztmtEx0m9MC5rRlRAGKcW7sb7sqvCMB0m9KShdLkIdPHhsNJy0ebn7nzTpg6lq1uSlpLKnFojsn3PosDd2d7bOW45D/+7+VlkfEtVQ41xR/6kdPUKLLWbznPPzLoyLmvKjGsrsg2/sscsgh/4FThjbmylbevbdXS/46Z3LqvNpG2rgZkhoV7BHMyhba3XrSnlpG3r9FrDSFRqWwGqt65Dx/E/UPqb8qQmv8HvthebRi0utGwAjQe1p8XozuiZGRLmFcyxOdsIyaNua9o1ov2kXhiXNeVFQBinF+7BR65ua3RsQKMBbSljXREdY32W282Q1Zm88nWt6DC5N+VqVyY9LZ3nnkFsHryQ1OSUQs33VqNB7Wkul/N4PnK2m9QLI2nOMwv38FguZ/WODWgol3OlUk6jsqZMubY8x2nv/skJ95OFv8/QcFB7mo62R8/MkHCvYE7M2Ubow5z3SwFq2DWkjTTjy4Bwzi7cje/lh7LPW//2PTW7NMGwlAlpKWk8cwvgwj/7CHHNnG9GZU1pOa4HlWyqo2dmRFx4NA+PXOfKyiOkpaQVej7h8/ZZ9mgLxaNKl0Y0mzWAu8sOs9fOkReewXTdMQ3tEgY5Dq+mrUlMcCQ3F+4lIfzVxy1sIUtMTKJalUo4TPqpuItSKLqO6YHtj53ZOHMtDt2mkvQ6iZk75qCuqZ7rOJo6WgR5BbB51rqPWNLctRnTlRZDO7HfYSPLujuSnJjMmO0zUMsjQ+3OTejuOIgzTgdYbD+DZ55BjN4+Az25ZVhdWwNvZ1fOrz6S63T8bnmy7ZdlLGgzkS1jllLC0oIf10wolEzN5TK9SUxmdD4ydZNmWiLNNEopU7dZg6nRth7bflrGqj5zMbAwZujaibLPS39bnpFbpuHj7MoS++ns+MWJGu3qYT+tv2yYb1rVZuCyX7ix8zyLOkzh4KzNtBhuR7PBHQuUsfWYLjQb2omDDptY3n0WbxKTGbl9ep4Zv+vcmK6OgzjndJBl9jN55hnEyO3TFTJ2nTWI6m3rsuMnJ1b3+QMDC2OGrM2qk7I1KxH/IoZdE1bxv/ZTuLDyCHZT+9J0cAfZME0GtsNual/OLjvA/9pP4eyyA/T4YyjV29YtUMactBvTlZZDbdnjsJF/ujvwJjGJn7fPzDN33c5N6OE4mFNOB/nbfjqhnkH8vH2mLLehhQmGFsYcnr+D+R0m8+/k1VRv+R0D/h4jm4aGjiY/b5tB9LMX/NPdgSU955AUn8jP22eioqb6Xlm+69yYLo6DOO90ECf7mTz3DGL49uno5rItsKxrRf/l47i79zJOdjPwOOvC4PWTsKhaVjZMqzFdaDq0E4ccNrFCulwMV1ouVDXUcDt5i1v/ns+zfHsnr+GPBmNkL4+zLp9NxrfsZ/QnNjz3E3fr+/+lkDHELaDAGXPTVtq27nPYyFJpO/SutrVO5yb0kLZD/5O2Q2OV2iENadt6Lo+29btODRm49Gfu7L/MIttpLPthDveOXi+0bADWnRtj7ziQC06HWGnvwHPPYIblUbfl61rRd/kvuOy9zAq7mXievcfA9RMV6lZDR5NAFx9OLcx+okd+OkO3TsP36iNWdZvFqm6zuLn9LBkZGYWa7y3rzo2xcxzIRadDrLJ3IMwzmB/fkbO3NOcqu5l4nb3HgPUTMVfKGeTiw5lccsY8e8GCBmMVXueX7Cc5PlHhgL2w1OzcmE6OA7jsdIi19o6EeQYzOI+M5epa0XP5L9zfe5k1dg54nXWhn1LGqCdhnJi9lVUdp7Ox51xehUQyePt0dEz0ATCtXBqJioRjMzezsv1UTv35Lw36t6XdlD6Fnu+TJHq0C+SzPdBOTU3ll19+wdDQEFNTU2bNmiVrrHbs2EH9+vXR19enZMmS9O/fn4iICAACAwNp3bo1AMbGxkgkEn788cc8v+vHH3/E2dkZJycnJBIJEomEwMBAANzd3bG1tUVPTw8LCwsGDRpEVFSUbNzTp0/TrFkzjIyMKFGiBJ07d8bfP+tsYmBgIBKJhH379tG8eXO0tbVp0KABjx8/5u7du9SvXx89PT1sbW2JjIwsxDlYcLVH2uKx+xJe+64Q7fuMSzO2kJqUzLd9WuY4fMTDJ9yYtxvfY7dIe1M0Z2s/luZNGvDrqCG0a9m0uItSKOyGd+HQyn24nLtDsHcQqyY6YWxuQoMOjXIdx/Xyffb+s4u7Z4q3F/utlsNsObviMO7n7vHcO5hdE1dhYGGMdYf6uY7TaoQ9N/dc5M5+Z8L9QtnvsJE3iW9o1LuVbJgrm09xYc0xAvPoHXLedJKgB35Eh0YReP8xF9YcxbJOlfc+cHmrxTBbzq04jIdSppp5ZGo5wp5bey5yV5rpgMNGUhLf0FCaSUtfm0a9W3P0rx343fQgxD2APVPWUrF+NSzrVAGgdmcbnnkHc3b5IaKCwvG/7cV/C3bSbHAHNHW1AKjfozluZ124ufM8L59G4HXpARdWH6X1mK4Fyth8mC3n5TLumbg6Xxlvy2U86LCJlMQ3NJDL2LB3a/6TZgx1D2DvlHVUrF+N8tKMd/df5ujc7Ty57cXLpxHcP3KNu/udse7UUPY99Xo059auCzw8fouXTyNw/e8mt3dfpPWYLgXKmJPWw+w4s+IQbudceOYdzPaJqzC0MOa7Dg1yHafNCHtu7LnArf2XCfMLZY90eW3SO3Mb9vzxUzaOXYL7hftEBYfz+KYH//2zl5pt66Gimrl5L1m5DLrG+hxfso+IJ88J8w3hlNMBDMyMMClj+l5Zmkvrw2W/MxF+oRxSqg9lzYbZ8tj5Ic7rjxPh/4yzS/YT6hFA0yEdFYa5sOIwnufuEeYdzF7pclFDbrk4t/QAVzed4rlPcJ7lS4p9TXxkjOz1Pr2FxZURoFqr77BqXovj83bmWr6EV/EKGdNTC68nTb5tfeYdzL/SZfVdbeuNPRe5LV1H90mX1cZy88t58ynO59G2qqiq8P2cIRybv5PrO88TGfCccL9QXE/cKrRsAM1H2HF3zyXuSev2iMMm3iQmU793zvsyTYd1wtf5IVfXHyfS/xnnluznmUcATYZknaR7cPgaF5cfxu+6e67faz9rIDe2nsF5zX9E+IYS9eQ5biduk/YmtVDzyco9wg6XPZe4v9+ZSL9QjjpsIiUxmXq55GwizXlNmvN8DjldD1/jUh45M9IzFJbL+MgYqndsgNuJW7x5nVzoGW1G2HJvzyUe7L9CpF8o/zlsJiUxmbq5ZGw8rBN+zo+4vv4EUf7PuLjkAM89Amkkl9Ht2A2eXPcg+mkkkb6hnP5rJ1oGOpT8pjwAfs6PODJlPf5X3Yh+GonP+ftc33CCbzvl3pZ/STIy0ors9SX6bA+0t23bhpqaGnfu3MHJyYklS5awceNGAFJSUvjzzz95+PAhR44cITAwUHYwXa5cOQ4ePAiAj48Pz58/x8nJKc/vcnJyokmTJowcOZLnz5/z/PlzypUrx6tXr2jTpg116tTBxcWF06dPEx4eTu/evWXjJiQkMHHiRFxcXLhw4QIqKir06NGDdKUzN3PmzMHR0ZH79++jpqZG//79mTp1Kk5OTly9ehU/Pz9mz55diHOwYFTUVTG3rsjTax5Zb2ZkEHLVg5L1qhRbuYSCMy9ngbG5CW7XHsneS4x7jZ/rY6zqVivGkuVfiXLmGJgb8/i6m+y9pLhEglz9qFC3ao7jqKqrUrZmRYVxMjIy8L3uhmUu4+SHjqEu9bo3I/De4w/a2TXJJVPwe2R6fN1NNk7ZmpVQ01BTGCbC/xkvQyJludU01LIdjKQkvUFdS4Oy1pXyHMa4dAmMy5oVKKOv3E5aZkZ/LOta5ZqxTM2KPJYbJ7Pe3GXjZGXMGibS/xnRIZG5ThdAS1+H16/iZX+raaiRkkPGct992EmUEuXMMTQ3xlupbgNd/aiQR+5yNSvho1S3PtfdqPiOTEnxibJL/sOfPCP+ZSw2fVqjqq6KuqY6Tfq04blvCC9DCn7y9m19+OVRH8rK17FSqHOAx1ceUV46fG7LxdM8lou8dP9jKHPur+eXI39Sv1erAo9fnBn1TA35YcFI9k5YTUpS7gcmP26YzGyXtYzdP4fq7eoVOGNu3i6rObWtFfNoh8q9ox3Kj7I1K2JUqgQZGelMObGAP+6sYfTW6ZSS6238UKrqqpTOoW79r7vL6kpZ+TpW2Q4sfeXqNj90SxhQvo4V8S9iGHPwd2beXcPIvbOwrF8029zccvq9I6e/Uk6/K48o9x7r4Fula1akdI0K3Nt7+b2nkRtVdVVK1ayoUOa3dVk2lzKXq1OFJzlmzHk/VlVdlfr9WpMYm0BYHrfaaOnrkCi3LRGEtz7be7TLlSvH0qVLkUgkVKtWDTc3N5YuXcrIkSMZNmyYbLhKlSqxfPlyGjRoQHx8PHp6epiYmABgbm6er3u0DQ0N0dDQQEdHh5IlS8reX7lyJXXq1GH+/Pmy9zZv3ky5cuV4/PgxVatW5YcfflCY1ubNmzEzM8PT05OaNWvK3p88eTIdO2ae+R4/fjz9+vXjwoULNG2a2YM6fPhwtm7dmmsZk5OTSU5W3CinZKShLvmwHra3tE30UVFTJTEyRuH911ExGFUpVSjfIXwcRuZGAMREvVJ4PyYqBiMz449foPegb2YEQLzS8hgfGSP7TJmusQGqaqrERSmOExcZg3nlMgUuQ+fp/TN7fHW0CLz/mA3DFhV4GvIMpOWOi8xevg/JZGBmRGpySrb7zOOjYmTf6X3lES2G2VGnqw2ux29iYGZEh18z2y4D86xhus0ahNWBmvjd9MC0QklajewsGyY6Hwdt+maGOWbMT73F55ixtGy6OWWMk8uozLKuFbU7N2aTXL35XHlEo76tcT/rQqh7AGWtK9Gwb2vUNNTQNdYnLvLVOzPmJK+6za18ernUbWxkDBbS3Mp0jfWxHfc9N3ZnXVqdnJCEU98/GLV+Mp3GZdZpROBzVg2er3D/fX7ltszFy9WHMn0zo2z1Fx8Zg76pkfRzQ9l78vJa9nNzZvE+/G54kJL0hqrNrenx11A0dTW5vjX/zwcpzoy9/xnDrZ0XCHF7gnHZ7FccJCck89+fOwi850NGegbWtg0ZvH4i20ctwfP8vXxnzI1+EbVD+VGivDkAncb35MhfO3gREkmbkZ35Zc9s5rWewOuYhPwHyYWOsX6u7YlZLnWrl0vd6knrNj9MpNna/fYDJ+fv4plnIHW/b86InTNZ1nEaL95x/3tB5ZYz/j1y6hcgp7L6fVoR4RtC8H3f955Gbt5mTFAqc0Jk7AfXZdU2dei14hfUtTWIj3jFtoELeR2d84G0iaUFjYZ04Mz8Xe8f5nPyhV7iXVQ+2wPtxo0bI5FIZH83adKExYsXk5aWhqurK7///jsPHz4kOjpa1nscHBxM9erVC60MDx8+5NKlS+jp6WX7zN/fn6pVq+Lr68vs2bO5ffs2UVFRCmWRP9CuVauW7P8WFhYAWFtbK7z39vL3nCxYsIC5c+cqvGerb42dYa1cxhC+Fs26t2Dk/LGyvxcO/asYS/N+6nZrSu/5I2V/bxj2dzGWJtOldf9xe+8ljMuY0nH8DwxY8lOBDrbrdmtKL7lMG4sx0+Orj/hv/r/0/GsE/Zf8TOqbFM6tOETlRt+SkZ55S86t3RcwtbRgxOapqKipkhyfyJUtp+g0oZdsGGV1ujWl5/ysB1Zt+sCTEYWlZNWyDN0wmbNOh3h8NasX7tzyQ+ibGfHr4T9AIiE+KoZ7B6/QekzXAt1HWb9bM/rJ1e2aYQsLtfw50dLTZuyWaTz3C+HEsgOy99U11RmwaDRP7vmw5dflqKiq0HZkZ8Zuns7/us7I1oP/ubuw4rDs/888AtHQ1qTlqC4FOtAuLk1/7IimrhaX8riH+XV0HFc3nZT9HfLoCQbmxrQc1fm9DrTrdWtKH7lldV0xtkMqksyLLM+uOsLD03cA2DllDX/cXE1t+8bc2HWh2Mr2od7ur97edZF7+50BOOERRGWbmtTv3ZIzi/YWZ/GKhJqmOrW62XBp+eF3D/yJCbjpyRq7meiY6FOvb2v6rBrH+u5zSHgRqzCcvoUxg7ZNxePkbe7tuVRMpRU+ZZ/tgXZukpKS6NixIx07dmTnzp2YmZkRHBxMx44defPmTaF+V3x8PF26dOHvv7NvmEqVyuzl7dKlC5aWlmzYsIHSpUuTnp5OzZo1s5VFXT3rISNvG2Tl95QvN5c3Y8YMJk6cqPDepuqjCx4qF4kv40hPTUNbelb+LR1TQ14rnfkWPi0u5+7g++Cx7G91jczlytDUiFdyT8k2NDUk0LPwHqhTmDzO3+Mf16z7+tSkGfTMDImV62XUMzPkWQ5PegVIiI4lLTUNfVPFZVhfaRr5lRAdR0J0nOw+wt9vrcayrhVB+Txz73H+HsFymVSlmfTNDBV6TvXNDAl9j0xvpxEb+Qo1TXW0DHQUenz1TBVzO286ifOmkxiYG5MYE49xWTM6T+vPi+Bw2TDHF+7ixKLdGJgZEf8yFqummScD5YeR53n+HktyqDfljJn1FphnRr086i0uMibHjPqm2evWokoZRu905NbuC1xYqbgDmJqcwr6p6zgwc2PmuBHRNO7flqS419l2sPLidt6FQNes5UA+d6xS3Ybkkjs+l7o1yGF51dTV4qdtM0iKT2LD6MUKtzDU79YMkzJmLO6R9RyTreOXs+jhZmp1aMC9/27kOxfkvszpKdWpvLjIV9nqT8/MkDjpVTVve0+Vp6Gfx3KRX8Gu/rQb/wOqGmr5vhe2uDJWtqmBZd2qzH+8Q2E6vx6bx4Oj19k3aU0uGf2wam6d42fv4n7+HkG5rKPKy+qHtEP5EROZuT0K9w2RvZf2JpWopxEYl36/5wkoex0dl2t7kltZ43Op2/ionIfPSVxE5rARctkAIv1DMSqkbPJyy6lnZkh8AXPGFSCnvJp2jVDX0uRBIf1qg7K3GXWVyqxrZpDtioy38luXKYnJvAwK52VQOCEP/Bh/aTF1+7Ti6upjsmH0zY0YutuBp/d8OTZjU+GE+hxkiB7tgvhs79G+fVvxgUy3bt3CysoKb29vXrx4wcKFC2nevDnffPNNtp5gDQ0NANLS8n8/pYaGRrbh69ati4eHBxUqVKBKlSoKL11dXV68eIGPjw+Ojo60bduWb7/9lujoD//5n5xoampiYGCg8Cqsy8YB0lPSiHALoFzTGllvSiSUbVaDsHuF95MiQuFLSkgiPChM9grxfUp0xEusm2Zd7aCtp02V2lXxve9TjCXNXXJCElFB4bJXmG8IsRHRVLXJuipEU08by9pVCLz/OMdppKWkEeIeoDCORCLByqYmQbmMk18SlcyTY293UvNDOVO4NJOVUqby+chklUOmt+OEuD8h9U2qQm6zSqUwKWuWY+7YiGhSklOo27Up0aFRhLgrnnzJSM8gJjyatJQ06nSxIeDeYxJexuWa8UVQuOyVe8bKuZ6gSEtJIzSHjFVsasjGeZvRSimjcVkzhelaWJVlzO5ZuBy8wul/9uX4fQDpqWnEhL0kIz2D2l1s8Lz4oEA92jktrzER0VSzyToY0tLTpkLtKgTmkfup+xOFcSQSCVVtahIgN46Wnja/7HAgLSWVdSMWZbuPXkNbk4yMDIXyZ6RnQAYKV4Xl19v6qJJHfSgLfuBLFZsaCu9ZNbOWXU768mlEjstFuTyWi/wqXd2S16/iC/TAqeLKeOz3bSy1ncYyu+kss5vO5qGZJ/F3/rKcM//LvcezdPUKsgO5gsptWc2pbQ3Iox16mkPbWlWuHcqPp24BpCS/wbxS1mW/KmqqlChjysvQqDzGzL+0lDSeuQdQWa6uJBIJlW1q5Hp5c/ADXyrLZQOoIle3+REdEklM2EvMKile0mxasRTRhZRNXmHlrNzMmqfvuQ7W69MK7/P3eJ3L9uFDpaWk8dw9gEpKGSvZ1CQklzI/feCnMDxA5WY1eXo/7/1YiYoENY2svkl9C2OG7nHkmXsAh6esK7Inxwufv8+2Rzs4OJiJEycyevRo7t+/z4oVK1i8eDHly5dHQ0ODFStWMGbMGNzd3fnzzz8VxrW0tEQikXD8+HHs7OzQ1tbO8fJveRUqVOD27dsEBgbK7vP++eef2bBhA/369WPq1KmYmJjg5+fHnj172LhxI8bGxpQoUYL169dTqlQpgoODmT59elHOliLluuEU7ZaMJuJRAOGu/nw3vBNq2pp47cu8DKrd0tEkhEVz8+/MHVgVdVVMrDLvz1LVUEO3pAmm1cuT8jqZmMCce8A+Va9fJxIc8kz2d+izcLwf+2NooE+pkubFWLL3c3LTf/QY14vnAc+IeBpBn0n9iY54yV2538V23PUHd8/c4sy2zMsUNXW0KFkh635883LmWFavSPyrOF48K/wdhXdx3nyK9uN6EBkYxsunEdhO6k1seDRucj/lM3anI25n7nJte+Zlo5c3nqD/4rE8dXtCkKsfLYfboaGjyW3ppXyQ2bOhb2aEqWXmLRylq5UnKSGRV6FRvI5JoHztKpSvVZknLt4kxiRQorwFdpN6ExkYVqCdypxckWaKkmbqJM3kLpdpzE5H3OUyOW88QT9ppmC5THekmZLiErm97xJdHQfxOiaepLhEeswdSsC9xwTJPf239ajOeDs/JD09g1qdGtJmbDe2/7JMdlm4rrE+tewa4X/LEzVNdRr2akVt+8as6qN4y8q7XN18irbjusvqrdOkXtkyjt7pgPuZu1zfflaWse/isYRIMzYfbouGjiZ35TLe2XeJro4D5TL+SOC9x7LfFi5ZtSxjdjnic+URVzadkN0zm56WLjtRYFqxJOW/q0Kwqx/ahrq0GGFHyapl2TNpdYEy5uTS5pN0GteDyMDnvHgagf2kPsSER/Pw7F3ZMON2OvLwzF2uSOv24sYTDFr8E8Fu/gS6+tN6uB2aOprc2n8ZyDzI/nmHAxpaGmz7bSVa+tpo6WsDEP8iloz0DLyvPaL7zAH0/nM4zltPI1GR0GFsN9LS0nh80yNbOfPj6sYT9JbWx1NXP5pJ68NFWh99Fo8lJjya04v2AHBt8ynG7J1NixH2eF16QO0uTShrXYmDMzbIpnlt8ynajOsuW/Y7SJcL+Z/mMipdAm0jPYxLm6KiokKp6pYAvAgM483rZL5tWxd9U0OCHviSmpyCVXNr2vzcDecNJz6LjK+evVAow5vXSZn5gsOJCXsJQL0fWpCWkkqoRyAANTs2oEHvVhyYvr7AGXPjvPkUHaRt64unEdhN6k2MUtv6805HHp25y1W5tnXA4rEEK7VDym2rgVzbWqpaeZITEomWtq3J8Ylc33ke2wk9iX7+gujQSNqMynzif2E+efzqxpP0WjyGULcnPHX1p+lwWzR0tGSXdPdaPJbY8Jeyy7mvbz7NqL2zaDbCDp9LrtTq0oQy1pU4PGOjbJrahroYlTHFwDzzOSemlTK3lXGRr2T35V9df5x2v/XkuVcQzz2DqPtDC8wql2bn2GWFlk3e9Y0n+UGaM8TVHxulnD2lOc9Kc97cfJoRe2fRVCnnkRxy6ueREzLvW67Q8Bu2Dy3a24VubDxFj8WjeeYWQIirP02Gd0JDR5P70ozfLx5DbHg056UZb20+zbC9jtiMsOPxpQdYd2lCaetKsh5pdW1NWv7SDe/z94mLeIWOsR6NBrdHv6Qx7icy94/0LYwZtseRV6FRnJm3S+GnxJSfwfBFEvdoF8hne6A9ePBgEhMTadiwIaqqqowfP55Ro0YhkUjYunUrM2fOZPny5dStW5d//vmHrl2zfoKmTJkyzJ07l+nTpzN06FAGDx6c54PGIPNhZUOGDKF69eokJiYSEBBAhQoVuH79OtOmTaNDhw4kJydjaWlJp06dUFFRQSKRsGfPHn799Vdq1qxJtWrVWL58Oa1atSramVNE/P67jbaJAQ0n/YCumSGRnkH8N2gRiVGZl1TqlzFVOKuna2FM3zNZD4qrO8aeumPsCb3pxeHe8z56+T+Eu7cvw8ZNk/29aEXmTk0323bMc5xUXMV6b8fWHkZTR4tRC35Cx0AXHxcvFgz+Q+F+TYvyJdE3ztqAVK5VhTl7s+7vHjJ7OACX919kzeTlH6/wUhfXHkNDW5PeC0aibaBDwF0f1g1ZqNCjZ2ppga70ty8BXI/fRM/EgE4TemFgZkSoVxDrhixUeDiKzYD2dPqtp+zvcft/B2DX5DXcPeBMSmIytTo1oNOEnmjoaBIb8Qpv54ecW3Hog3+m5W2mXnKZ1r9HpvVKmY7+uZ2M9HR+XDMRVQ01fK484uAsxUvdvmlVm3a/9EBNQ51nXkFsHvUP3kq/e9rghxZ0nTkQJBB035dVff8g+KE/BXFp7X9oaGvSc8EIWcYNShlLKGV8ePwWeiYGdJzQE30zI555BbFRKeOxP3eQkZ7BkDUTUJNmPDRrs+zzWnaN0DM1pN73zan3fXPZ+y9DIpnf7FcAVFRUaDnSHrNKpUhLScP/lgcrf5hDdMiHn0g6v/YYmtqa9FswCm0DHfzv+rB6yIJsdasnl/u+tG7tJ/RG38yIUK9AVg1ZIHvoVLmaFalYJ/Ppur9fUVwHZzf7hZchkYT7P2Pd8EXYju/JpMN/kpGeQYhHAKuHLHivWyYgsz50TQzoIFcfm+Tqw0hpWxB035dd41fSaVJvOk3pQ1RgGNtHLSb8cdZltJely8UPC0agZaBD4F0fNiktFx0m9qJ+z6yf7ZlwMvPe97V9/+DJLS/SUtNoMrgDXWYNAomEF0Fh/PfXv9zZffGzyZgfbcf1wLiMKWmp6UQ+ecbOX5xwO3WnwBlzc0HaDvWRtkNP7vqw9h3r6APpsmonbYdCvIJYO2ShwgPSmg5oj61c2zpe2rbunLyGOwcyD4yOzt9Jemo6g5b8hLqWBkGufqzs/xeJsR/+ILS33KTtSTtp3T73CmLLkIXES/dljMpkPvn8reD7vuwZv4oOk3rRUVq3/45aolC337avR69/sn6/vv/KzDbl/LKDXFiW+Us31zefRk1THftZg9Ax0uW5VzCbBi7gZXDuz9/50Jy6Jga0lcu5dchCEqQ5DXPIuW/8KtpN6kWHKX14ERjGzlFLiJDL+U37evSUy9lXmvPCsoNclOYEqNe7FbHPX+J3JesZGEXB/fgtdEz0aTOhJ3pmhoR5BbFjyN9KGbPW06f3fTkwfhVtJ/Wi3ZTevAgMY7dcxoz0dEwrl6bvD83RMdbn9at4Qh89YVOvP4n0DQWgcnNrSlQsSYmKJZlye6VCeWZXGFCkeYXPjyRDXO/wxVpZbmBxF6HIjX7wR3EX4aMYWG/iuwf6zJWWaBV3EYpcwS/U/fyofBUpIYkv/6y+zud7d5kgJ5mvYzfva1hev/yEoPoVbEP+CNxZ3EV4b4nn1xbZtLXbjXn3QJ+Zz7ZHWxAEQRAEQRAEQfhIxKXjBfI1nBx7p+DgYPT09HJ9BQcHF3cRBUEQBEEQBEEQhM+EONAGSpcujaura66v0qVz/uF7QRAEQRAEQRCEr0JGetG9CmjVqlVUqFABLS0tGjVqxJ07eT+rYtmyZVSrVg1tbW3KlSvHhAkTSEpKet85kS/i0nFATU2NKlWqFHcxBEEQBEEQBEEQhDzs3buXiRMnsnbtWho1asSyZcvo2LEjPj4+mJtn/zWgXbt2MX36dDZv3oyNjQ2PHz/mxx9/RCKRsGTJkiIrp+jRFgRBEARBEARBEPKWnl50rwJYsmQJI0eOZOjQoVSvXp21a9eio6PD5s2bcxz+xo0bNG3alP79+1OhQgU6dOhAv3793tkL/qHEgbYgCIIgCIIgCIJQbJKTk4mNjVV4JScnZxvuzZs33Lt3j3bt2sneU1FRoV27dty8eTPHadvY2HDv3j3ZgfWTJ084efIkdnZ2RRPmbbmKdOqCIAiCIAiCIAjC568Ie7QXLFiAoaGhwmvBggXZihAVFUVaWhoWFhYK71tYWBAWFpZjsfv3788ff/xBs2bNUFdXp3LlyrRq1YqZM2cWyWx6SxxoC4IgCIIgCIIgCMVmxowZxMTEKLxmzJhRKNO+fPky8+fPZ/Xq1dy/f59Dhw5x4sQJ/vzzz0KZfm7Ew9AEQRAEQRAEQRCEvL3H08HzS1NTE01NzXcOZ2pqiqqqKuHh4Qrvh4eHU7JkyRzHmTVrFoMGDWLEiBEAWFtbk5CQwKhRo3BwcEBFpWj6nkWPtiAIgiAIgiAIgpC3T+BhaBoaGtSrV48LFy7IFSudCxcu0KRJkxzHef36dbaDaVVVVQAyMjLeY0bkj+jRFgRBEARBEARBED4LEydOZMiQIdSvX5+GDRuybNkyEhISGDp0KACDBw+mTJkysnu8u3TpwpIlS6hTpw6NGjXCz8+PWbNm0aVLF9kBd1EQB9qCIAiCIAiCIAhC3orw0vGC6NOnD5GRkcyePZuwsDBq167N6dOnZQ9ICw4OVujBdnR0RCKR4OjoSGhoKGZmZnTp0oV58+YVaTklGUXZXy4Uq0WWA4u7CEXuHvHFXYSP4t97S4q7CEVuQv3CeeDFp0wdSXEXoch9+Qm/HipfQW2m8eXvAn0N7Q5AyldQl6pfQV3GkVrcRShy6wL3F3cR3lvi0UVFNm3tblOLbNrFRfRoC4IgCIIgCIIgCHkrwL3UgngYmiAIgiAIgiAIgiAUKtGjLQiCIAiCIAiCIOTtE7lH+3MherQFQRAEQRAEQRAEoRCJHm1BEARBEARBEAQhb+Ie7QIRB9qCIAiCIAiCIAhC3sSBdoGIS8cFQRAEQRAEQRAEoRCJHm1BEARBEARBEAQhbxlf/u/VFybRoy0IgiAIgiAIgiAIhUj0aAuCIAiCIAiCIAh5E/doF8gn1aPdqlUrfvvtt4/2fRKJhCNHjny07xMEQRAEQRAEQRC+fKJHOx8CAwOpWLEiDx48oHbt2sVdnCJTZ3A7Go6yR9fMkAivYM7P2U7Ywye5Dl/NriHNJvXEsKwp0YHhOC/cw5NLD2WfTw36N8fxLs/fzZ11JzAoa4rNr90pb1MdXTMj4sOj8Tx8nZsrj5Keklbo+Qqi18R+tO3XHl0DXXxcvNnosJawwOe5Dv9tw+p0Gd2DitaVMbEw4X8jF+By9vZHLPGHc3F1Y8uuA3h6+xH54iVOC2bRtoVNcRcrT/YTemHTry3aBro8cfFhr+NGIgPD8hynxaAOtB3dBQMzI0K9gtg/ZwtBD/1ln/edP5JqTWtiaGFCckISAfd9OLpwF+H+z2TD9JzzI5XqV6NU1XKE+4ey0G5akWXsNKEXTfq1QctAl0AXH/Y7biLqHRmbDupAm9Fd0Dcz5JlXMIfmbCFYLmOTfm2p260pZWtUQEtfhxm1hpEU+1phGu1+7k71NnUpU92StJRUZtYaXqiZGvdrg7aBLgEuPhzIZ6bWcpkOK2VS01Snq8NA6nSxQU1DHZ8rDzkwazPxUTEK02nQsyUth9thVqkUSXGJPDx5i0OztwDQ8beedPytZ7bvTn6dxIzqP34RGY3LmjHr2ops3+3Uw5GgB34FygjQcUJPGsnlPOS4+Z05bQa1p5U053OvYA7P2cpTpZxdHAZSu0sTWc5Ds7bIcpb6tjxtxnajYv1q6Jro8zIkkps7z3Nty2mF76nTrSmtx3TBtEJJkuJe4335Icfn7+T1q/gC55T3Ja6T8poMak9Lufo5qlQ/yqztGtFxUi+My5oRFRDGqYW78b7sqjBMhwk9aShdTgJdfDistJxMv7Yck7JmCuOc/Hs3l9ccK9Rsyj7nunzXeqSsll0jOsnV04kc6uld67O2oS495v5I9bZ1ycjI4NGpOxydu403r5MBMKtUih/mDceiSlm0DLSJDY/mwdEbnHU6SHpq1n5d82G2NBnQDuMypiS8jOPRqducXLSH1OSUAs8HgC4T+tBcui/g7+LNLscNRLyjHlsN6kj70V0xNDMixCuIPXM2E/gw5zZw3NaZ1GxVh9WjFvHw7F3Z+9/Y1KTrpL6UqVae5MRkbh28zJH/7SY97Qvu9RU92gXySfVoC8Xnm86NaO04gOtOh9nW2ZFIr2B675iGTgmDHIcvXc+KLit+xm2fM1vtHfE9e48e6ydgWrWsbJhV9X9WeJ2cvJ6M9HR8Tt4BoETl0kgkKpydsZnN7aZx6Y+d1B7QlhZTe3+UzLnpOqYHtj92ZuPMtTh0m0rS6yRm7piDuqZ6ruNo6mgR5BXA5lnrPmJJC1diYhLVqlTCYdJPxV2UfGk3pisth9qyx2Ej/3R34E1iEj9vn4laHvVUt3MTejgO5pTTQf62n06oZxA/b5+Jntxy/tTtCf9OWctf7SayavB8JEj4ebsDEhWJwrRu7bvE/eM3iywfQJsxXWkxtBP7HTayrLsjyYnJjNk+I8+MtTs3obvjIM44HWCx/QyeeQYxevsMhYzq2hp4O7tyfvWRXKejpqHGw5O3uP7vucKMRJsxXWkul+lNYjKj85GpmzTTEmmmUUqZus0aTI229dj20zJW9ZmLgYUxQ9dOVJhOy+F22E3uw8U1x1jUfgprB87D58oj2eeX1v/HnAajFV5hj5/y8GTBTpp9yhnfWtP/L4WcT90CCpQRoPWYLjQb2omDDptY3n0WbxKTGbl9ep45v+vcmK6OgzjndJBl9jN55hnEyO3TFXJ2nTWI6m3rsuMnJ1b3+QMDC2OGrJ0g+7xszUrEv4hh14RV/K/9FC6sPILd1L40HdxBNkyFelXpt+Qn7uy9xD/tp7D9JyfKf1eZXgtHFjinvC9xnZT3XefGdHEcxHmngzjZz+S5ZxDDt09HN5d9Acu6VvRfPo67ey/jZDcDj7MuDF4/CQu5fYFWY7rQdGgnDjlsYoV0ORmew3JyZvE+/mgwRva6vvVMkeWEz7su87MeybOsa8WA5eO4s/cyS+1m4H7WhR/XT6KkXD3lZ30e4PQLFlXLsn7QfDYN+x+VGn5DzwVZ61RaShr3Dl1l/eD5LGoziaN/7KBR3zZ0nJB1ArNOVxvspvXlnNNBFrWbxL5p6/iucxNsp/R5r3nRcUw32gy1ZafDehZ2n0FyYjK/bnfMsx7rd7ahp+MQTjjtZ579NEI8g/h1uwP6Ocy/tsPtycjhAWBlv7Xkly0z8XB25S/7qWz4ZSm12tWnx7QB75VD+DJ9cgfaqamp/PLLLxgaGmJqasqsWbNkC3h0dDSDBw/G2NgYHR0dbG1t8fX1BSAjIwMzMzMOHDggm1bt2rUpVaqU7O9r166hqanJ69eKZxbfpWLFigDUqVMHiURCq1atZJ9t3LiRb7/9Fi0tLb755htWr16tMO60adOoWrUqOjo6VKpUiVmzZpGSknXG7vfff6d27dps3ryZ8uXLo6enx08//URaWhqLFi2iZMmSmJubM2/evAKVuaDqj7Dl0Z5LuO+/wgvfZ5yZuYWUxGSse7fMefihHQlwfsSddSd46feMa4sPEO4eSN0h7WXDJETGKLys2tcl+KYXMU8jAQhwfsSpKesJvOpOzNNI/M7f5+6Gk1Tt1KBIs76L3fAuHFq5D5dzdwj2DmLVRCeMzU1o0KFRruO4Xr7P3n92cffM59WLLa95kwb8OmoI7Vo2Le6i5EvrYXacWXEIt3MuPPMOZvvEVRhaGPNdh9yXnzYj7Lmx5wK39l8mzC+UPQ4beZP4hia9W8uGub77Av53vHgZEkmIRwD/Ld6LSRlTSpQ1lw1zYO5Wruw4y4un4UWaseUwW86uOIz7uXs89w5m18RVGFgYY92hfq7jtBphz809F7mz35lwv1D2SzM26t1KNsyVzae4sOYYgXn0YJ5eegDnTSd57vO0MCPRYpgt51YcxkMpU808MrUcYc+tPRe5K810wGEjKYlvaCjNpKWvTaPerTn61w78bnoQ4h7AnilrqVi/GpZ1qgCgbaCL7eQ+7Jq4mvvHrvMiOJzn3sF4nL8n+543r5OJi4yRvfRNDSlZtRy39176YjK+lfAqTiGrfG9TfjUfZst5uZx7Jq7OV87bcjkPOmwiJfENDeRyNuzdmv+kOUPdA9g7ZR0V61ejvDTn3f2XOTp3O09ue/HyaQT3j1zj7n5nrDs1lH2PZV0rXoZEcm3rGV6GRBLo4sPNXRco913lAudUKP8XuE7Kay6tH5f9zkT4hXJIqX6UNRtmy2PnhzivP06E/zPOLtlPqEcATYd0VBjmworDeJ67R5h3MHuly0kNpXmWnJBEfGSM7JWSmFxkOeHzrst3rUfKmg+zxcf5IZel9XQmh3p61/psXrk037Sqzf5pGwh29SfQxYcjv2+jdpcmGJgbA/DyaQR39zvz3CuY6NAoPM/f4/7Ra1Rs8I3seyrUq0qgy2MeHLtBdEgUj6+64XrsBuXfc91sO8yekysO8vCcC6HewWyZuBIjC2Nq57Ev0G5EZ67tucCN/Zd57hfCTof1vEl8g03vNgrDla1egfYjurB96pps06jf2YZQ7yBOLD9AZFAYvrc9ObTgX1oN7oSmrtZ7ZfksZKQX3esL9MkdaG/btg01NTXu3LmDk5MTS5YsYePGjQD8+OOPuLi4cOzYMW7evElGRgZ2dnakpKQgkUho0aIFly9fBjIPyr28vEhMTMTb2xsAZ2dnGjRogI6OToHKdOdOZg/s+fPnef78OYcOHQJg586dzJ49m3nz5uHl5cX8+fOZNWsW27Ztk42rr6/P1q1b8fT0xMnJiQ0bNrB06VKF6fv7+3Pq1ClOnz7N7t272bRpE/b29oSEhODs7Mzff/+No6Mjt28XzUGciroqJa0rEnjNI+vNjAyCrnlQum6VHMcpXbcKgdfcFd4LuPIo1+F1TA2o1KY2j/ZezrMsGvraJH3gZX0fwrycBcbmJrhdy+oBSox7jZ/rY6zqViu2cgmKSpQzx9DcGO/rbrL3kuISCXT1o0JdqxzHUVVXpVzNSvjIjZORkYHPdTcq5jKOhrYmjXu1Iio4nOjnUYUb4h1KlDPHwNyYx0oZg1z9qFC3ao7jqKqrUrZmRYVxMjIy8L3uhmUu43xMJrlkCn6PTI+vu8nGKVuzEmoaagrDRPg/42VIpCx31ebWSFQkGJY0Ztr5xcy+uYrBK8djVKpEruVt1KcNEf7PCLjr/cVlHL5hCnNd1vHL/t+p0a5evvMp5/S9nrUdyMzpj2Ue62CZmhV5LDdO5vLpLhsnK2fWMJH+z4gOicx1ugBa+joKl4QH3ffFqFQJvmlVGwA9U0Nq2TXC+5JrgbO+9SWuk/Le1o9fHvWjrHwdK4VlAODxlUeUlw6f23LyNIflpPXYrsx5sJ7xJxbQclRnVFSLbhf1c67L/KxHyixzqCefK49kw+dnfbasW5XXMfGEuGXdUuh7zY2M9AzK18n5ILmEpQXftPyOJ7e9ZO8F3ntMWeuKspNeJuXM+aZ1bbzeY900le4LeCnU42sCXP2olMs+m6q6GuVrVsLretZ+XkZGBt7XH1FJrh7VtTQY7jSe3bM3Ehv5Ktt01DTUSVG61P1N0hs0tDSwtK5U4CyfjfT0ont9gT65e7TLlSvH0qVLkUgkVKtWDTc3N5YuXUqrVq04duwY169fx8Ym877RnTt3Uq5cOY4cOUKvXr1o1aoV69ZlXrp75coV6tSpQ8mSJbl8+TLffPMNly9fpmXLnHto82JmlnnfUIkSJShZsqTs/Tlz5rB48WK+//57ILPn29PTk3Xr1jFkyBAAHB0dZcNXqFCByZMns2fPHqZOnSp7Pz09nc2bN6Ovr0/16tVp3bo1Pj4+nDx5EhUVFapVq8bff//NpUuXaNQo917V96VjrI+Kmiqvle7zS4iKwaRyqRzH0TUz4nVUrNLwseiaGeU4fM0fmvMmIYnHp11yLYeRpQX1hnTg0rxdBQtQiIzMjQCIiXql8H5MVAxGZsYfv0BCjgyky1lcpOIyGxcZI/tMmZ6xAapqqsQpLeexkTFYVC6t8F7zgR3oPmMAmrpahPmHsnLgPNI+8nMD9KU54pUyxkfGyD5TpptLxrjIGMwrlymKYhZIXvX2IZkMzIxITU7Jdh9kfFTW8lCivDkSiQptf+7OkbnbSIp7je2kPoz+dyb/dJqarX7VNNWp170ZF9Yc/aIyvklI4uif2wm495iM9HRq2TZi6PpJbBm1OMee79zomxnmmDM/y6fyPeWZOUvLpptTzrio3Ndty7pW1O7cmE3DFsneC7z3mF2/rWTgyl9R11RHVV0Nj3P3ZPeqv48vcZ2Ul1tZ4+XqR5m+mVG2+oyPjEHf1Ej6uaHsPXnK68P1LacJ9Qjg9asEKtSrSqepfdA3N+L4Xzk/6+VDfc51mZ/1SJm+mVGO9apcT3mtz/pmhsQr7felp6WT+Co+2zz75eBcytSsgLqmBjd3nefMkv2yzx4cu4GuiT4/7/8diSTzwPfGv+e4uLpgbS1ktbfKB8Kxka8wzHVfQD/XfYGScvXYe/aPPLnnw8NzOe+3elxxpe0wexp0bYrL8ZsYmhnR+dfMS+QNzcX+opDpkzvQbty4MRJJ1r2QTZo0YfHixXh6eqKmpqZwoFmiRAmqVauGl1fmmbKWLVsyfvx4IiMjcXZ2plWrVrID7eHDh3Pjxg2FA9wPkZCQgL+/P8OHD2fkyKz7U1JTUzE0NJT9vXfvXpYvX46/vz/x8fGkpqZiYKB4D0iFChXQ19eX/W1hYYGqqioqKioK70VERORanuTkZJKTFS+zSs1IQ02i+t4ZC5N175Z4HrlBWi4PutCzMKbX9qn4nLzDoz2XP1q5mnVvwcj5Y2V/Lxz610f7biH/6ndrRr/5WevZmmELi/T77h69ive1RxiYG9NuZGeGrfqNJT1nv/eDWvKjbrem9JbLuGHY30X2XR9L3W5N6SWXaWMxZpJIVFDTUOPw79t4fDWzJ2PHr8uZe3cdVZrUyHYfs3XHBmjqanH34JU8p/u5ZUyIjsN500nZOE8fPcHA3JjWo7rkeaBdp1tTes4fIftb/qC2OJWsWpahGyZz1ukQj69m9WpZVClDtzlDOL/8ED5XHqFvbkTnGQP4Yd5w9k9bn69pf4nr5KfqqtwyGeYdTOqbVH6YP5xTi/aQ9ib1g6cv6vLj2vGLE1q62pSqbknnGf1pOaozl9f9B0Dlxt/S5ufuHJq1mWBXP0wrWNBt9hDajevB+RWH85xuw27NGDB/tOzvlcMWFEn5a7WrT7UmNZlnn/sxg9fVRxycv4MBf41i6JJxpL5J4cSKg1g1qk5GevZ7ur8YOdyvLuTukzvQ/hDW1taYmJjg7OyMs7Mz8+bNo2TJkvz999/cvXuXlJQUWW/4h4qPz7xEbcOGDdl6mVVVMw9ub968yYABA5g7dy4dO3bE0NCQPXv2sHjxYoXh1dUVH9ggkUhyfC89j8sqFixYwNy5cxXea2dgTXujWu/M8jo6jvTUNHRMDRXe1zU1JEHp7OZbCZGv0DE1UBregIQcLq8p26AaJaqU5tgvK3Oclp65EX33zCT03mNOT9/0zvIWJpdzd/B98Fj2t7pG5nw3NDXiVUS07H1DU0MCPQv+sCChcLiddyHQ1Vf2t5q0nvTNDBXOZOubGRLiGZjjNOKjY0lLTUNfaTk3UJoGZF4ylxSXSGRgGIEPHrPo4Wa+69iAe8duFEqenHicv8c/rln39L3NqKdUPj0zQ555BuU4jYRcMirPp4/F4/w9guUyqcrVW5xSvYW+R6a304iNfIWapjpaBjoKPaF6plm5YyMz1+dw35Csab+MI+FlLMalTbN9b6M+bfC8eD9br9GXlPGtYFc/qjW3zjOn5/l7LMlh+VTOmbl8BuaZUy+P5TMuMibHnPqm2ZdhiyplGL3TkVu7L3BhpeIOepufuhHo4sPl9ccBeO4dzKHXyfxy4HdO/7NPocy5+RLXybzkVlY9pTqWFxf5Klt96pkZEie9KuxtD6nyNPTzWE4Anrr6oaquhklZMyKf5P6LH/n1JdVlftYjZXGRr3KuV6V6ymt9jouMQU9pv09FVQVtI71sy0fM85fEAOF+oaioqNBzwQicNxwnIz2DjhN7c//QVe5In30R5vMUDW0tei4YwYWVRyCP47iH510IUKjHzMMYAzMjhewGZkY8zXVfIC7XfYEY6TS+samJmaUFSx9tVRhmzJrJ+N71Yknf3wE4v+k45zcdx9DcmNcxCZQoa8b30wYQGVy0z28RPh+f3D3ayvch37p1CysrK6pXr05qaqrC5y9evMDHx4fq1asDmQejzZs35+jRo3h4eNCsWTNq1apFcnIy69ato379+ujq6ha4TBoaGgCkpWVdWmhhYUHp0qV58uQJVapUUXi9fXjajRs3sLS0xMHBgfr162NlZUVQUM4N+IeaMWMGMTExCq/WhjXyNW56ShphbgFYNpUbXiLBsmkNnt3P+WEez+77KQ4PVGheM8fhrfu0JOzREyK9grN9pmdhTN+9DoS7BXJq8vqPfqYsKSGJ8KAw2SvE9ynRES+xbpp1gkJbT5sqtavie9/no5ZNyJKckERUULjsFeYbQkxENNVssg4OtPS0qVC7CoH3fXOcRlpKGk/dnyiMI5FIqGpTk4Bcxnk7jEQike2YFZWcMsZGRFPVpqZsGE09bSxrVyHw/uMcp5GWkkaIe4DCOBKJBCubmgTlMk5RUs4ULs1kpZSpfD4yWeWQ6e04Ie5PSH2TqpDbrFIpTMqayXIHumT+a14p69JKHUNddE0MeBmqeP+9SVkzqjSpzu13PFPic84or0x1S2IjXr0z54ugcNkr95yVCcpjHQzNIWcVmxqycd7mtFLKaVzWTGG6FlZlGbN7Fi4Hr3D6n33ZvktdWyPbk4IzpCer5a+ae1fmL22dzMvb+qmSR/0oC37gSxUbxX0Bq2bWBEuHf/k0IsflpFweywlA6eqWpKelZ7tU+X19SXWZn/VIWdADX6yU6qlqM2vZ8LnVk/z6HHT/MTqGepSpWVE2TBWbGkhUJAQ/yP1nxSQqElTVVJFIr9LUyGHdlHUkvWPVTE5IIjIoTPZ6Lt0X+Eau3Fp62lSsXYUnueyzpaWkEuz+hG+V9gW+sbHmibQeT685wp+dJvOX3RTZC2Dfn1vZNnl1tmnGRESTkvyGBl2b8TI0imD3L7hjRtyjXSCfXI92cHAwEydOZPTo0dy/f58VK1awePFirKys6NatGyNHjmTdunXo6+szffp0ypQpQ7du3WTjt2rVikmTJlG/fn309PQAaNGiBTt37mTKlCnvVSZzc3O0tbU5ffo0ZcuWRUtLC0NDQ+bOncuvv/6KoaEhnTp1Ijk5GRcXF6Kjo5k4cSJWVlYEBwezZ88eGjRowIkTJzh8OO/LYt6XpqYmmpqaCu8V5LJxl42nsFs8mrBHATx/6E/9YZ1Q19HEbb8zAHZLRhMfFs2VRZk7NC5bztBvrwMNRtrif9GVb7s0oaR1Jc5M36wwXQ09barZN+TyX9nvu9azMKbfXgdiQqO4NG+Xwk+J5daT/jGc3PQfPcb14nnAMyKeRtBnUn+iI15yV+53sR13/cHdM7c4sy3zcjdNHS1KVsi6n928nDmW1SsS/yqOF88+7kO03tfr14kEh2T9VnTos3C8H/tjaKBPqZLmeYxZPC5tPkmncT2IDHzOi6cR2E/qQ0x4tMJvXI7b6cjDM3e5sj3zZ2IubjzBoMU/EezmT6CrP62H26Gpo8mt/ZeBzAfk1Otig9eVh8S/jMWoZAk6jO1GStIbPC49kE3X1NICTV0tDMyMUNfUoEx1SwDCfEMK9V5u582naD+uB5GBYbx8GoHtpN7EhkfjdjbrnrGxOx1xO3OXa9KMlzeeoP/isTx1e0KQqx8th9uhoaPJbem6DJm9FvpmRphaWgBQulp5khISeRUaxeuYBACMSpdAx0gP49IlkKioUFqaMSowTPabqe/jijRTlDRTJ2kmd7lMY3Y64i6XyXnjCfpJMwXLZbojzZQUl8jtfZfo6jiI1zHxJMUl0mPuUALuPZb9NnRkwHPczt6l+5wh7J+xgaT419hP7UeEfyh+Nz0Uytiwd2viIl7hdfkB7+NTzlj/hxakpaQS6hEIgHXHhjTs3Zq90wv+04RXN5+i7bjusuWz06Re2XKO3umA+5m7XN9+Vpaz7+KxhEhzNh9ui4aOJnflct7Zd4mujgPlcv5I4L3HBEtzlqxaljG7HPG58ogrm07I7i9NT0sn4WUcAJ4X7tNrwUiaDGyHj/MjDMyN6DZ7MMGufsTKXa1UUF/iOinv6sYT9JbWz1NXP5pJ68dFWtY+i8cSEx7N6UV7ALi2+RRj9s6mxQh7vC49oHaXJpS1rsTBGRtk07y2+RRtxnWXrQ8dpMuJh3Sela9rRfnaVfC/6UFyfBKWda3oMmsQ949cIzE2oVBy5eRzrst3rUd9pfV0SlpPVzef4qe9s2k5wh7PSw+oI62nA3L19K71OcL/Gd6XXem1cCQHHTahqqZKj7lDcf3vpmydqtOtKempaTyXXv5frlYl7Kb2xfX4LdkvG3heuE+L4XaEegQS/MCPEhVK0mliLzwv3H+vS64vbD6B3bgfiAgMI+ppBN0m9eFVeDSucvsCE3bO5sGZO1zefhqA8xuP8+Pinwl08yfQ1Y+2w+3R0NHkxv7MXvbYyFc5Xh3w8lkUL0KybuPsMKor7s6uZKSnU6dTIzqN7c76X5bITuoJwid3oD148GASExNp2LAhqqqqjB8/nlGjRgGwZcsWxo8fT+fOnXnz5g0tWrTg5MmTCpdZt2zZkrS0NIWf4GrVqhVHjx5VeK8g1NTUWL58OX/88QezZ8+mefPmXL58mREjRqCjo8P//vc/pkyZgq6uLtbW1vz2228AdO3alQkTJvDLL7+QnJyMvb09s2bN4vfff3/PuVN0vI/fRruEAc0m/oCumSERnkHsH7xI9sAzg9KmCg3gs3u+HP91Nc0n96L5lN5EB4ZxeNRSoh6HKEz32y6Z99x7Hsv+e8MVmtfEuGJJjCuW5Kc7KxQ+W2Q5sAhS5s+xtYfR1NFi1IKf0DHQxcfFiwWD/1B4uqRF+ZLoG2edGKhcqwpz9mbd3z1k9nAALu+/yJrJyz9e4T+Au7cvw8ZNk/29aEXmfYzdbNsxz3FScRUrV+fXHkNTW5N+C0ahbaCD/10fVg9ZoHAftamlBXomWc8/uH/8JnomBthP6I2+mRGhXoGsGrJA9lCU1OQUKjf4hlZDbdEx1CMu6hV+d7xZ/MMs4l9k9awM+Hs0Vo2zegdmnMy8X3V2s194GRJZaBkvrj2GhrYmvReMRNtAh4C7PqwbsjBbRl25jK7SjJ0m9MLAzIhQryDWDVmocAm0zYD2dPot63dNx+3/HYBdk9dw90DmjprtxN407Jn18MgpJzPvaVzZ9w/8b3l+cKZecpnWv0em9UqZjv65nYz0dH5cMxFVDTV8rjzi4CzFW1F2TVxN91mDGbFlKhnpGfjf9mL9kIUKP20lkUho0LMldw44v/d9dp96xvbjvse4jCnpqelEPHnG9l+ceHSq4L9qcWntf2hoa9JzwQhZzg1KOUso5Xx4/BZ6JgZ0nNATfTMjnnkFsVEp57E/d5CRnsGQNRNQk+Y8NCvrJG4tu0bomRpS7/vm1Pu+uez9lyGRzG/2KwAuB66gqatN08Ed6eIwkMTY1/jd8ODEwg972OaXuE7Ke3j8FromBnSQq59NcmU1KmOq0BsZdN+XXeNX0mlSbzpN6UNUYBjbRy0mXG5f4LJ0OflhwQi0DHQIvOvDJrl5lpacwnddmtD+tx9Q01Dn5dMIrm4+xZWNJwolU24+57p813pknEM97ZTWk620nraOWkyYXD3lZ33eOX4lPf4YyuidDmSkZ+B2+g5Hft8q+zw9LY3WY7pgWrEUEomE6NAorm8/yxW5e/DPrzhMRgZ0mtQbw5ImxL+IxfPCfU79s/eduXNyZu1RNLS1GLhgNDoGOvjd9Wb5kHl57gu4HL+BnokBXSf0wcDMiBCvQJYPmZftAWnvUqNVHWx/+R41DXVCvAJZPepvPC67vleOz4Y4iVAgkoycfoVd+CIU58Hqx3KP4vspsI/p33tLirsIRW5C/RnFXYQip/6u6+K+AF9+wq+HyldQm2l53RD6hfga2h2AlK+gLlW/grqM48MffvepWxe4/90DfaISN00usmlrD/+nyKZdXD65Hm1BEARBEARBEAThE5MherQL4pN7GFpxmD9/Pnp6ejm+bG1ti7t4giAIgiAIgiAIxSojPaPIXl8i0aMNjBkzht69e+f4mba29kcujSAIgiAIgiAIgvA5EwfagImJCSYmJsVdDEEQBEEQBEEQhE+TeBhagYhLxwVBEARBEARBEAShEIkebUEQBEEQBEEQBCFv4mFoBSJ6tAVBEARBEARBEAShEIkebUEQBEEQBEEQBCFvX+jTwYuK6NEWBEEQBEEQBEEQhEIkerQFQRAEQRAEQRCEvImnjheIONAWBEEQBEEQBEEQ8iYOtAtEXDouCIIgCIIgCIIgCIVI9Gh/wUIkKcVdhCJXGq3iLsJHMaH+jOIuQpFb6rKguItQ5GbXdyzuIhS5BNKKuwhCIUnny3/ojQaS4i5CkUv9CuoRQP0rqMuvgQnqxV0EIS8ZX0d7UlhEj7YgCIIgCIIgCIIgFCLRoy0IgiAIgiAIgiDkTdyjXSCiR1sQBEEQBEEQBEEQCpHo0RYEQRAEQRAEQRDyli7u0S4I0aMtCIIgCIIgCIIgCIVI9GgLgiAIgiAIgiAIecsQ92gXhDjQFgRBEARBEARBEPImLh0vEHHpuCAIgiAIgiAIgiAUItGjLQiCIAiCIAiCIOQpQ/y8V4GIHm1BEARBEARBEARBKESiR1sQBEEQBEEQBEHIm7hHu0C+mB7tVq1a8dtvvxV3MQRBEARBEARBEISvnOjRlrp8+TKtW7cmOjoaIyOj4i5OsbGb0Ism/dqibaBLgIsP+xw3EhkYluc4zQd1oM3oLhiYGRHqFcSBOVsIfugPgI6hLrYTevNN81oYlzEl/kUsbmfvcmLJXpLiEgFo2LMlA//5Kcdpz6w3kvgXsYUbEug0oRdN+rVBy0CXQBcf9jtuIuodOZtKc+qbGfLMK5hDcjkBmvRrS91uTSlbowJa+jrMqDWMpNjXCtMYvmEyZapXQM/UgMSYBB5fc+e/hbuIjYgu9Iz2E3phI63LJy4+7M1HXbYY1IG2cnW5f84WguQy9p0/kmpNa2JoYUJyQhIB9304unAX4f7PZMP0nPMjlepXo1TVcoT7h7LQblqhZ/sQLq5ubNl1AE9vPyJfvMRpwSzatrAp7mLlqPGg9rQY3Rk9M0PCvII5NmcbIXL1oaymXSPaT+qFcVlTXgSEcXrhHnwuu8o+r9GxAY0GtKWMdUV0jPVZbjeD555Bss+1DXVpN6EnVs2tMSpjSsKLWDzPunB2yX6SpetrUSiOdkeejpEe008twqhUCabVGkqi0nr7OecsjvZVXnG1Q0Wp04ReNO7XRlaPB/K5/Wgtt/04rLT9UNNUp6vDQOp0sUFNQx2fKw85MGsz8VExCtNp0LMlLYfbYVapFElxiTw8eYtDs7d8sZnMKpWi17wRWFQpg5aBDrHh0dw/ep0zTgdJT03Ld74mg9rTUlrW517BHJ2zlad5tKXWdo3oOKkXxmXNiAoI49TC3XjLtaUAHSb0pKF0ngW6+HDYcbPCPPtxw2RKVbeUbe99r7lzauHubNv7FiPtadSvLcZlTEmIjuPmjnNcXHUk39mKK6NxWVPajvueKjY10DczyqybI9e4uPIwaSnZ66aEpQW/nVhAeno6c2qNKHC+3Hzs7aRRWVOmXVue47R3/uSE+8nbhZbtkyR+3qtAvpgebeHDtRvTlRZDbdnnsJEl3R14k5jE2O0zUdNUz3WcOp2b0MNxMKedDvI/++mEegbx0/aZ6JUwAMDQwgRDC2OOzt/Bwg6T2Tl5Nd+2/I7+f4+RTePBfzdwaDBK4eXl7IrvLY8i2QlsM6YrLYZ2Yr/DRpZ1dyQ5MZkx22fkmbN25yZ0dxzEGacDLLafwTPPIEZvnyHLCaCurYG3syvnVx/JdTp+tzzZ9ssyFrSZyJYxSylhacGPayYUZjwgsy5bDrVlj8NG/pHW5c/vqMu60ro85XSQv6V1+bNcXQI8dXvCv1PW8le7iawaPB8JEn7e7oBERaIwrVv7LnH/+M1Cz1UYEhOTqFalEg6Tcj74+FRYd26MveNALjgdYqW9A889gxm2fTq6cvUhr3xdK/ou/wWXvZdZYTcTz7P3GLh+IhZVy8qG0dDRJNDFh1MLd+c4DQMLYwwsjDk5fxfLOkxl/+S1VG35HT/8PapIMkLxtTvy+i8aQ6h3cJHke+traV+VMxdnO1QU2ozpSnO57cebxGRG52P70U26/Vgi3X6MUtp+dJs1mBpt67Htp2Ws6jMXAwtjhq6dqDCdlsPtsJvch4trjrGo/RTWDpyHz5VHX3SmtJQ07h66wrrB81nYZiJH/thO475t6DShV77zfde5MV0cB3He6SBO9jN57hnE8DzaUsu6VvRfPo67ey/jZDcDj7MuDF4/SaEtbTWmC02HduKQwyZWdJ/Fm8Rkhm+frjDP/G95sPMXJ/7XZhI7pNv7gWt+U/iurnOG0LBva07M38n/2k5i64h/8jw4/pQymlUug0RFwsGZG1ncfgr//bmDxv3b0WlK32zfp6KmSv/l4wi4613gbHkpju1kzLMXzGswVuF1bsl+kuMTeax0okIQvqgD7dTUVH755RcMDQ0xNTVl1qxZZGRk3kuwY8cO6tevj76+PiVLlqR///5EREQAEBgYSOvWrQEwNjZGIpHw448/AnDgwAGsra3R1tamRIkStGvXjoSEBAB+/PFHunfvzvz587GwsMDIyIg//viD1NRUpkyZgomJCWXLlmXLFsWzzdOmTaNq1aro6OhQqVIlZs2aRUpKiuzz33//ndq1a7Njxw4qVKiAoaEhffv2JS4urkjnX8thdpxdcQi3cy488w5mx8RVGFoYU6tDg1zHaT3Cnht7LnB7/2XC/ELZ57CRN4lvaNw7c34+f/yUzWOX4H7hPlHB4fje9OD4P3up2bYeKqqZi19KcgpxkTGyV0ZaOlZNanJr76UiymnL2RWHcT93j+feweyauAoDC2OsO9TPdZxWI+y5uecid/Y7E+4Xyn5pzka9W8mGubL5FBfWHCPwgV+u03HedJKgB35Eh0YReP8xF9YcxbJOFVTUVAszIq2H2XFGri63S+vyuzzqso20Lm9J63KPNGMTaV0CXN99Af87XrwMiSTEI4D/Fu/FpIwpJcqay4Y5MHcrV3ac5cXT8ELNVFiaN2nAr6OG0K5l0+IuSp6aj7Dj7p5L3NvvTIRfKEccNvEmMZn6vVvmOHzTYZ3wdX7I1fXHifR/xrkl+3nmEUCTIR1kwzw4fI2Lyw/jd909x2mEPw5h59hleF+4z8vgCJ7c9OTMP/v4tm1d2fpa2Iqr3Xmr2cD2aBvocHH9f0WSr7hzfuz2VaH8xdgOFZUWw2w5t+IwHkrbj5p5bD9ajrDn1p6L3JVuPw44bCQl8Q0NpdsPLX1tGvVuzdG/duB304MQ9wD2TFlLxfrVsKxTBQBtA11sJ/dh18TV3D92nRfB4Tz3Dsbj/L0vOtPLpxHc3e/MM69gokOj8Dh/j3tHr1OpwTf5ztd8hD2391zERdqWHnLYREriGxrIbb/lNRtmy2PnhzivP06E/zPOLtlPqEcATYd0VBjmworDeJ67R5h3MHsnrsbAwpgacvPs6qZTBD/w41VoFEH3fbm85hjl5bb35pVL02RgO7aNXIzn+XtEh0QS6h6A7zW3fGcrzoyPnR+yf8o6fK+68fJpBJ7n73Flw3Fqdsq+fnec3JsI/2c8PHGrwNnyzv3xt5MZ6RnER8YovGp0bMCjE7d48zq5UPN9ktIziu71BfqiDrS3bduGmpoad+7cwcnJiSVLlrBx40YAUlJS+PPPP3n48CFHjhwhMDBQdjBdrlw5Dh48CICPjw/Pnz/HycmJ58+f069fP4YNG4aXlxeXL1/m+++/lx28A1y8eJFnz55x5coVlixZwpw5c+jcuTPGxsbcvn2bMWPGMHr0aEJCQmTj6Ovrs3XrVjw9PXFycmLDhg0sXbpUIYu/vz9Hjhzh+PHjHD9+HGdnZxYuXFhk865EOXMMzY3xuZ7VwCfFJRLk6keFulY5jqOqrkq5mpUUxsnIyMDnuhsVcxkHQFtfh6T4RNLTcr78pMH3LXmTlIzrycJtkCEzp4G5MY9zzFk1x3FU1VUpW7OiwjgZGRn4XnfDMpdx8kPHUJd63ZsReO9xgS6Be5e3demtlDGwkOtSQ1uTxr1aERUcTvTzqEIrv5BZH6VrVlTY0GdkZOB/3Z3yudRH+TpW2XYMfK88ynX4/NLS185zff0Qxd3ulKxSho6//sC/E1cptOuFrbhzyivK9lXel9gOmeSy/Qh+j+3H4+tusnHK1qyEmoaawjAR/s94GRIp28ZUbW6NREWCYUljpp1fzOybqxi8cjxGpUp8VZlMLS34puV3+N/2zFc+VXVVyuTQlvped8cyj7bUV6ktfSzXlr6dZ/LDJMUl8tTVP9dpahvqUqd7U4LktvfftqvHy+AIvm1Tl+lXnZh+bTk9F45E21A3X9k+tYwAWvo6JL5KUHivcpMa1LJrxJFCuMVB3qeynSxdsyKla1TAZe/l957GZyU9veheX6Av6h7tcuXKsXTpUiQSCdWqVcPNzY2lS5cycuRIhg0bJhuuUqVKLF++nAYNGhAfH4+enh4mJiYAmJuby+7R9vf3JzU1le+//x5LS0sArK2tFb7TxMSE5cuXo6KiQrVq1Vi0aBGvX79m5syZAMyYMYOFCxdy7do1+vbNvJzG0dFRNn6FChWYPHkye/bsYerUqbL309PT2bp1K/r6+gAMGjSICxcuMG/evByzJycnk5yseCYtLSMNVUn+ekoNzDIzx0Uq3jsVFxkj+0yZrrEBqmqqxEVlH8eiculcxtGn47jvub77fK5ladKnNfeOXiclOSXXYd6XvjRLvFLO+MgY2WfK8sppXrlMgcvQeXp/mg3ugKaOFoH3H7Nh2KICTyMv71OXerlkjM2hLpsP7ED3GQPQ1NUizD+UlQPn5Xg/lvD+dIz1UVVTzXYvY1xkDGa5rFt6ZkbZho+PjEHP1OiDytFmXA/u7r743tPIS3G2O2oaagxZMZ6j8/8l+tkLSpS3eP8g7/C1tK/yvsR2KK9MH7L9MDAzIjU5JdszPeKjsuZVifLmSCQqtP25O0fmbiMp7jW2k/ow+t+Z/NNp6ntn/1wyjTv4B2VrVkBdU4Obu85zesn+fOXLrazxkTGY57Ie6efSlupL21J9M0PZe8r5leeZ7fR+NB3cAQ0dLYLuP2bLsP/JPitR3hyjsqZY2zdiz8TVqKiq0GXWYAatmcD6/n/lK9+nkFGWx9ICmyEdOTF/p+w9HSM9ev8zhj0TVpEcX7jP+fhUtpMN+rQi3DeE4Pu+7z0N4cv1RfVoN27cGIkk6x6tJk2a4OvrS1paGvfu3aNLly6UL18efX19WrbMvKwkODj3+/K+++472rZti7W1Nb169WLDhg1ERys+xKJGjRqoqGTNRgsLC4WDcVVVVUqUKCG7TB1g7969NG3alJIlS6Knp4ejo2O2clSoUEF2kA1QqlQphWkoW7BgAYaGhgovlxivXIev360Z//PYJnupqhfupcs50dLTZvSWaYT5hXBq2YEch6lQ14qSVmW5tbdwduzrdmvKQo+tstfHyPkul9b9x2L7GawZOI/0tHQGLPmwe4Xrd2vGYo9tsldRZ7x79CoL7aextPfvRD55zrBVv+V5L5/wedLU0+bHLVOI8Avl/LKDhTLNT6nd6TK1H2F+obgcuVbo3/kp5ZRX2O2rvC+xHarbrSkLPLbKXsW5/ZBIVFDTUOPw79vwufKIoAd+7Ph1OWYVSlGlSY18T+dzzbTjFyeW2M9gx6/L+bZ1HVqN6lxMpS4Y53XHWWY/gw0D55Oelk4fue29RCJBXVODvRNXE3jXhye3vDgwdR1VbGpgVqlUMZa64AwsjBm+bTpuJ29xZ09W+/LDwpG4HrtOwJ3CvTf7U6Gmqc533Wy+nt5sEJeOF9AX1aOdm6SkJDp27EjHjh3ZuXMnZmZmBAcH07FjR968eZPreKqqqpw7d44bN25w9uxZVqxYgYODA7dv36ZixYoAqKsrbtglEkmO76VLL4m4efMmAwYMYO7cuXTs2BFDQ0P27NnD4sWLFcbJaxo5mTFjBhMnKj5kZIb1sFyGBrfzLgS6Zp19U9PI/D59M0NiI1/J3tc3MyTEMzDHaSREx5KWmoa+qaHC+/pmhsTJTQNAU1eLsdtmkByfxMbRi3O9VLpJnzaEeATw1D0g17IXhMf5e/zjmnXP9Nuceko59cwMeSb3VEl5eeWMVcqZHwnRcSRExxEZ8Jxwv1B+v7Uay7pWBL3n2dDCqMv4XDIa5JAxKS6RpLhEIgPDCHzwmEUPN/NdxwbcO3bjvcovZPc6Oo601DT08rFuvRUf+Srb8HpmhsRH5Tx8XjR0tRi6bRrJ8Un8O3ppod3a8Cm1O1Y2NSldrTy1bRsByE7Szr+/kbOrDnNqaf56zHLyKeWUV9jtq7wvsR3yOH+PYLnth6pcpjilTKHvsf14O43YyFeoaaqjZaCj0AOsZ5qVOzYy8yR/uG/WbWgJL+NIeBmLcWnTLz7Tq+cvMof1C0VFRYVeC0ZyecNxMt6xc55bWfXyaEvjcmlL46Rt6dvef+Vp6JsZ8kxp2X4dHcfr6DiiAsKI8AvF4dYqyte1Ivi+L7GRr0hLSSUqIOtJ5eF+oQAYlTYl8snzPLN9KhkNzI0ZvXsWQfcec3DGRoXPqtjUoHq7erQYmXliRCKRoKKqwgK/fzk4YyMu+y/nK2NOins7CZlPblfX0uTBoavvNb7w5fuierRv31Z8pP6tW7ewsrLC29ubFy9esHDhQpo3b84333yTrXdYQ0MDgLQ0xR0UiURC06ZNmTt3Lg8ePEBDQ4PDhw+/dxlv3LiBpaUlDg4O1K9fHysrK4KCct6YFYSmpiYGBgYKr7wuG09OSCIqKFz2CvMNISYimqo2Wb3xWnraWNauQmAuB4BpKWk8dX+iMI5EIqGaTU0C5MbR0tPmpx0OpKaksn7EIlJzuWRRQ0eTOvZNuFmID+nJKWdsRDRVbWrKhtGU5Xyc4zTSUtIIcQ9QGEcikWBlU5OgXMbJr7dPyX27U/o+cqvLakp1WSEfdVlNqS6rKtVltvJLJEgkkg8qv5BdWkoaz9wDqGyT1asjkUiobFMj18vTgh/4UlluGQWo0sy6wJezaeppM3zHDNJSUtk+4p9c19f38Sm1O5vHLOFv26ksspvGIrtp7J6+DgCn3nO4uv3MF5PzraJoX+V9ie2QcqZw6fbDSmn7UT4f2w+rHLYfb8cJcX9C6ptUhW2MWaVSmJQ1k21jAl0y/zWvlHVJrI6hLromBrwMzf+96V9CJomKBFU1VSQq796FTUtJI9Q9gCpKZa1iUyPXk9vBD3ypYqPYo24l15a+fBqR4zwrV7tynifMs7b3mX1cgS4+qKqrYVI+6yF+b3uyo0Mj35ntU8hoYGHM6D2zCHUPYN+UtdmedbGqx2yW2U2Xvc4u2U9S3GuW2U3H48zdfGfMLXdxbSffqt+nFV7n75HwsmgfVvxJyUgvulcBrVq1igoVKqClpUWjRo24c+dOnsO/evWKn3/+mVKlSqGpqUnVqlU5efLk+86JfPmierSDg4OZOHEio0eP5v79+6xYsYLFixdTvnx5NDQ0WLFiBWPGjMHd3Z0///xTYVxLS0skEgnHjx/Hzs4ObW1tPDw8uHDhAh06dMDc3Jzbt28TGRnJt99++95ltLKyIjg4mD179tCgQQNOnDjxQQfuhcl580k6jutBZOBzXjyNwH5SH2LCo3l0Nqsx/HmnI4/O3JXtiF7aeIKBi3/iqZs/Qa7+tBpuh4aOJrelZynf7gSqa2mw47eVaOlro6WvDUD8i1iFs9F1O9ugoqaKy5GiPTPovPkU7cf1IDIwjJdPI7Cd1JvY8GjczrrIhhm70xG3M3e5Js15eeMJ+i8ey1O3JwS5+tFSltNZNo6+mSH6ZkaYWmbe61m6WnmSEhJ5FRrF65gEyteuQvlalXni4k1iTAIlyltgN6l3Zo/MBx6wK7u0+SSdcqjLh3J1OW6nIw/P3OWKNOPFjScYtPgngt38CXT1p/VwOzR1NLklrcsS5cyp18UGrysPiX8Zi1HJEnQY242UpDd4XHogm66ppQWauloYmBmhrqlBmeqZzzcI8w35JO7lfv06keCQrN/bDX0WjvdjfwwN9ClVsuifWpxfVzeepNfiMYS6PeGpqz9Nh9uioaPFPeky12vxWGLDX3Jm0V4Arm8+zai9s2g2wg6fS67U6tKEMtaVOCzXw6BtqItRGVMMzI0BMJXu1MVFviI+MgZNPW2G7ZiOupYme39bhaa+NprS9TVBaX0tLMXV7kQFKz4VX9ck81adcL/QIvkd7a+lfZVXnO1QUbki3X5ESbcfnaTbD3e57ceYnY64y20/nDeeoJ90+xEst/24I12Xk+ISub3vEl0dB/E6Jp6kuER6zB1KwL3HBEl/xSIy4DluZ+/Sfc4Q9s/YQFL8a+yn9iPCPxS/mx5fbKa63ZqSlprGc+9gUt+kUq5WJeyn9sP1+M18X2lzdeMJei8eS4jbE566+tFsuC0aOpq4SMvaZ/FYYsKjOb1oDwDXNp9izN7ZtBhhj9elB9Tu0oSy1pU4OGODbJrXNp+izbjusnnWYVIvYsOj8ZDOs3K1K1OuVmUCXHxk2/uOk3oRFRgmO1D1u+ZOiNsTev9vDMf+2I5EIqH7n0N5fOWRQi/3p5rRwMKYMXtmER0axfF5/yr8pNbbe7sjlH7bvmytSmRkZBD+OITCUBzbybdKWFpQoeE3bBtauM/ZEfJn7969TJw4kbVr19KoUSOWLVtGx44d8fHxwdw8+77cmzdvaN++Pebm5hw4cIAyZcoQFBQkey5XUfmiDrQHDx5MYmIiDRs2RFVVlfHjxzNq1CgkEglbt25l5syZLF++nLp16/LPP//QtWtX2bhlypRh7ty5TJ8+naFDhzJ48GCmTZvGlStXWLZsGbGxsVhaWrJ48WJsbW3fu4xdu3ZlwoQJ/PLLLyQnJ2Nvb8+sWbP4/fffC2EOfJjza4+hoa1J3wWj0DbQ4cldH9YMWaDQQ2JqaYGeSda94w+O30TPxAC7Cb0xMDMixCuQNUMWyB7KUbZmRSrUyXya4+wryxW+7/dmv/AyJOusbZM+rXl0+k6R7OTKuyjN2XvBSLQNdAi468O6IQuz5dSVy+kqzdlpQi8MzIwI9Qpi3ZCFCg/VsBnQnk6/9ZT9PW7/7wDsmryGuwecSUlMplanBnSa0BMNHU1iI17h7fyQcysOkfYmtVAznl97DE1tTfpJ69L/rg+r31GX96UZ7Sf0Rt/MiFCvQFbJ1WVqcgqVG3xDq6G26BjqERf1Cr873iz+YZbC7/EO+Hs0Vo2zzjDPOJm5EZqtVN/Fxd3bl2Hjpsn+XrRiPQDdbNsxz3FScRUrG7fjt9AzMaDdhJ7omxnx3CuILUMWEh+VOa+NypQgQ+4McPB9X/aMX0WHSb3oOKUPUYFh/DtqicIOzbft69Hrn6zfWO6/8lcAzi87yIVlByldswLlpevrlCvLFMrzd7NfeRVS+E91Lu5252Mp7pwfq32VV5ztUFF5u/3oJbf9WP8e24/1StuPo39uJyM9nR/XTERVQw2fK484OGuTwnfvmria7rMGM2LLVDLSM/C/7cX6IQs/+NaOTzlTelo6bcZ0xaxiKSQSCdGhkVzbfgbnTfnvhXp4/Ba6JgZ0kLalz7yC2CRXVqMypgo9sUH3fdk1fiWdJvWmk7Qt3T5qsUJbenntf2hoa/LDghFoGegQeNeHTXLzLCXxDTU7NaS9dHsfF/EKH+eHXFhxWLa9z8jIYOvwf+g2dwhj987mTWIy3pddOf7Xv/nOVpwZrZpbY1qxFKYVS+F4e7VCeaZW6FfgDO+jOLaTb9X7P3v3HRbF0Qdw/Hvc0TtSLNh77713RY3GWGOLLfYYS6zYkjdqjJoYNRpFjRpb7Im9gr2ggg1BuoD03uHu3j/Ag4MDRUGMzud59lH2Zvfmt7O7t7MzOzuoA7EvI3l+peCvY/tP+0CepV67di3jx49n9OjRAGzevJmTJ0+yfft25s2blyv99u3biYyM5MaNG6rHcytUqFDk+ZQoi/KdJkKx+qbC4OLOQpGTInl9oo9AGh//YfqL84rizkKRW9zE/vWJ/uMSKP5eC0Lh+DhftqJO5xP5DfkUyERZfhQ+heu6Fb57izsLby1h4cAiW7ds8V+53qCkq6uLrq6u2rzU1FQMDAw4dOgQ/fr1U80fNWoU0dHRHD9+PNe67ezssLCwwMDAgOPHj2NlZcWXX37J3LlzkUqLblDIj+oZbUEQBEEQBEEQBKHwKRWKIps0vUFpxYrcjTDh4eHI5XJsbNRfy2ljY0NwsObHLry9vTl06BByuZxTp06xaNEi1qxZw//+9+av0nsbH1XXcUEQBEEQBEEQBOG/RdMblHK2Zr8thUKBtbU1W7ZsQSqV0rhxYwIDA/n5559ZsmRJoXyHJqKiLQiCIAiCIAiCIOSvCJ/R1tRNXBNLS0ukUikhIeqDmoaEhFCyZEmNy5QqVQptbW21buI1a9YkODiY1NRU1dunCpvoOi4IgiAIgiAIgiDkT6EsuukN6ejo0LhxYy5evJiVLYWCixcv0rJlS43LtG7dGk9PTxSKrNFHPDw8KFWqVJFVskFUtAVBEARBEARBEIT/iJkzZ7J161Z27tyJm5sbkyZNIiEhQTUK+ciRI5k/f74q/aRJk4iMjGT69Ol4eHhw8uRJli9fzpQpU4o0n6LruCAIgiAIgiAIgpA/5YfxPorBgwcTFhbG4sWLCQ4OpkGDBpw5c0Y1QJq/vz9aWlntyWXLluXs2bPMmDGDevXqUaZMGaZPn87cuXPz+opCISragiAIgiAIgiAIwn/G1KlTmTp1qsbPHB0dc81r2bIlt27dKuJcqRMVbUEQBEEQBEEQBCF/RTgY2sdIPKMtCIIgCIIgCIIgCIVItGgLgiAIgiAIgiAI+VKKFu0CES3agiAIgiAIgiAIglCIRIu2IAiCIAiCIAiCkD/Rol0goqL9EUvn4z8YZEiKOwvvhfYnEOfiJvbFnYUi973z/4o7C0VubpMFxZ2F9+JTOPd8GC9xKVqfQre+j39PzfDxX/F8Gtd1aZ9AjP9pik/hl6HwfAq/MYIgCIIgCIIgCILw3ogWbUEQBEEQBEEQBCF/out4gYgWbUEQBEEQBEEQBEEoRKJFWxAEQRAEQRAEQcifaNEuENGiLQiCIAiCIAiCIAiFSLRoC4IgCIIgCIIgCPlSKkWLdkGIFm1BEARBEARBEARBKESiRVsQBEEQBEEQBEHIn3hGu0BERVsQBEEQBEEQBEHIn6hoF4joOi4IgiAIgiAIgiAIheiTr2h36NCBb7/99r19n0Qi4dixY+/t+wRBEARBEARBEN6VUqEssuljJLqOC2p6zxhE66Gd0TcxxNv5GfvsHQjzDc53mXYjutN1Qh9MrMwIcPPj7yXb8XP1Un0+dPl4arSui6mNBSkJyXjfd+fYyj2EeAXlWpehmRELTv+MeakSzKr3FUmxie8cU48ZA2kxtBP6Job4OLtzyH4b4a+JqfWIbnSc0AdjK1OC3Pw5umQH/tlikulq89nC4TTs0wqZjjbuV1w5tGg78eExqjRVW9Whx6xBlKpeltSkFJwPX+HUz/tRyBWqNPV7taDLlH5YVSxFfEQs13ed5fKWE+8c86u4Ww7thJ6JIb7O7hx8w7g7ZYv7SI64Ww7tTKO+rbGtXQE9YwPm1xtDco4y6jKlH7U6NaJMrfLI09JZUG9socSTU4sRXWk3oTdGVqYEu/nzz5KdBGTLa0517JrTddZAzG0tifAJ5szK/bg7uqg+r929Kc2HdaZM3YoYmBvzm918Xj71U32ub2pIlxkDqNq2LmZlLEmIiOXpOWfOrT1ISlxSkcT4tpxdHrFj7yGePvMkLCKSdSsW0bldq+LOlkpxHJNNB7Rn6OpJGte9uPHXxEfEYmxlRl/7EdjWrYRlBRuu/XmGY9/vKnB8LUd0pX1mXl+6+XN8yZ+8yGffrGvXnO6zBmJua0W4TzCnV+7jWbZ9E6DbjAE0y9xmvs7uHLXfrrbNvto6m1K1ymNkaUJSTALPrz3m9Mp9xIZGAVCpRU3ajrWjbP3K6BnpE+4bjNMfJ3hw/HqB48tP9xkDaJ6tbI/kyKcmrUZ0pUO27XU0x/aS6WrTZ+FwGvRpqSrbI4t2qMq2VM1ydJrUl4pNqmNoYUxkQBg391zg2o4z7xRLcZRjpyn9qNGpIaUzz59L6o3T+F2NB7Sj3dheWFYqSUpcEg9P3ebY4h1vHWe7HHHmdy6ta9ecbjnidM8RZ1cNcUZkxlmpRU0m7F+scd3rP1tIwENvZLrafP7jWMrUqYh1lTI8u3SfXV+vfav4XsX4vsvyFamOjGnHfqB0rQr8YjdP7XfllRLlbfj25AoUCkWeZf62iusaqGy9SvSa+yVl61ZEqVTi7+rFiRV7CHLzL9T4XsX4MV/vCP9dn3yL9n9Nampqka2768S+dBjdk30Lt/JzvwWkJKUwbddCZLraeS7TuHdLvrAfycl1h1jRay6BT/2YtmshRiVMVGn8H3mz+7tNfN9lBhtG/ogECdN22SPRkuRa3/BVkwh8lvtH6G11mvgZbUf34OBCB37tZ09qUgoTds3PN6YGvVvS134EZ9cdYm2v+QQ99ePrXfPVYuq7aCS1Ozdm5+Rf2Th4GSY25ozePFP1eema5Ri/Yy7uTi6s7TWP3VPXUbtLY3rN/VKVpkaHBgz/dSo39lxgVbfvOLxoO+3G2tFmZPdCibtdtrhTklKY+AZx98uMe01m3BNyxK2tr8MzJxcu/H4sz/XIdGS4nrrF9b/Ov3MceanbuwW97Idzcd0RNvRayMun/ozZNQ/DbHnNrlyjqgz5bSrOBxxZb7eAp+fuMXzLTGyq2arS6Bjo4uvszumV+zSuw8TGHBMbc04t38uv3eZwcPZmqrWvzxc/fV0kMb6LpKRkqlepxMJZk4s7K7kU1zHp8u8NljSdoDY9c3LB89ZT4iNigYyLx/jIWC5sOEKQ29udh+r3bkEf+xFcWHeYdb0W8PKpH2Pz2TfLN6rKl79N4+4BR9bZzefJOWdGbpmltm92mNiH1qN7cGThNtb3W0RqUgpjd81T22Zet56wZ+o6fu40i90Tf6FEeRuGb/o22/dU46WbP7sn/sLaHnO5e9CJwWsnU7NTw7eKU5OOE/vQZnQPDi/cxm+Z+RyfI5851e/dgs/sR3B+3WF+7bWAoKd+jN81T61sP1s0glqdG7F78jp+H/w9JjbmjNo8Q/W5bZ1KxEfEsHfGRn7u+h0XNxzDbs4QWo/s9taxFFc5SnVkPDp1i1t/Xcgzb23H2tFj9mAubzrOmq7fsWX4cjyuPHyrOOv1bkFv+xFcXHeY394wzqGZcf5mN5+nGuJsnxnn0YXb2KAhTr97HvzQdKLadGffJSL8Qwh46A2AREuLtORUbvx5Fs/rj98qtleKqyxf6TX/S2JDovLMn5ZMype/TcPn7rN3ilOT4jrf6hjo8vXO+UQHhfNrP3vWD1hKSnwyX+9agJZMWugxfszXOx8chbLopo+QqGgD6enpTJ06FVNTUywtLVm0aJHqPXFRUVGMHDkSc3NzDAwM6NmzJ8+fPwcy3iVnZWXFoUOHVOtq0KABpUqVUv197do1dHV1SUzU3DL74sULBg0ahJmZGRYWFvTt2xdfX1/V51999RX9+vXjxx9/pHTp0lSvXr0ItkCGTmPsOLP+CA/POxP4zJ+dMzdgamNO/W5N815mXG+u77/IrYOOBHsGsm/hVlKTUmk1qKMqzfV9F/G840ZkQBgvnvjw75r9WJSxpISttdq62g7vir6JARe2/FtoMbUb05Pz64/y5Pw9Xj7zZ+/MjZjYmFOnW5M8l2k/rhe39l/i7kEnQjwDObTQgbSkVJoN6gCAnrE+zQd15Pj/duN58wkBj33Y/91mKjapTvmGVQBo0LsVQc/8OffbEcL9QvC67ca/K/bQZmQ3dA31AGjyeVsenXPm5p4LRL4Ixe3yAy7+fpyOEz9757jbj+nJufVHeZwj7rr5xN1hXC9u7r/Ency4Dy50IDUpleaZcQNc2X6ai5v+wfeBZ57rOfPLIZy2neKl+4t3jiMvbcfZcXf/Ze4ddCLUM5BjC7eRmpRCk0HtNaZvPaYHz51cubrlBGFeQZxfe5CgJz60HJV1If7g6DUu/XY0z4u6EI8A9kz6lWcX7xPpH4r3zaecXf03NTs3Qkv6YZ1K27Zsyjdfj6JL+9bFnZVciuuYTEtJIy4sRjUp5AqqtKzD7QOXVd8TFRDGsWU7cT5yleS37KXQdlwvbu+/hHPmvnlk4TbSklJpmu04yq7NmJ54OLnitOUEoV5BnFt7kMAnPrQe1V0tzcX1R3l6/h7Bz/w5MPN3TGzMqZ1tm13ddhr/B55EB4bjd/85jpv+oVzDKqqL2su/H+fc2oP43X9OpH8o13ecwd3JlTo9mr1VnBpjH9OTC9nKdn9mPl9Xtrezle3hHNtLz1ifZoM68m9m2QY+9uHAd39QsUl1ymWW7d2Djhxftgvv225Evgjl/rFr3D3oRN13iK24yvH8L4e4uu00L901t/rpmxjSffYgDsz8HZd/bhDpH0rwM3+eXrj31nHeyRbn0dfE2TozzivZ4gx64kOrHHFeyhbn3znilKfJiQ+LUU2JUfHU6tqYewedVOtIS0rhmP127uy/RFxY9FvFlj3G4ihLgOod6lO1bT1O/Lgnz/x1nz2IUK8gXE/eeqc4NSmu86115TIYmhtzZu1BwrxfEvI8gHPrDmFiZYZFGctCjfFjv94R/ts+rKvDYrJz505kMhl37txh3bp1rF27FgcHByCjouvs7Mw///zDzZs3USqV2NnZkZaWhkQioV27djg6OgIZlXI3NzeSkpJ49izjzqSTkxNNmzbFwMAg1/empaXRvXt3jI2NuXr1KtevX8fIyIgePXqotVxfvHgRd3d3zp8/z4kThdOtOKcSZa0xtTbn2fWsu+LJcUn4unhSqVE1jctItaWUq1MJ9+uPVPOUSiXPrj+iYh7L6Ojr0mJgR8L9Q4h6Ga6aX7JKGey+GcDOmRtUNznelUVZa0yszfHIlr/kuCT8XTypkE9MtnUqqi2jVCrxuP5ItYxtnUrIdGRqaUK9gogMCKN8ZhqZjoz0lDS1daclp6Ktp4Nt3Ur5pjEvXQJzW6u3jrtEHnH7vUXcz68/UsX0oZBqSyldp6JahVipVOJ1/THlGlXVuEy5hlVzVaCfX3mYZ/o3pWesT3J8ktrjAELeivOYzKlJ/3akJafw8FThXdxKtaWU0bBvPr/+mPL57JvPc+ybHtn2zVfbLHua5LgkXrh45blOfVNDGvZrjd89DxTp8jzzq2esT2J0/BvHl5+88umfTz5fbS+PfLZXVtlmpQnzCiIqICzP9QLoGRu8dWwfSjlqUrVtXSRaEkxKWjDrwmoW3NzAsA3TMS1lUZAQgaw4n+eI0zOfc2l5DefSN40zr3XW6tIYA3NjnLNVtAtLcZalkaUpX6wYz4EZv5OWnKLxuyq3rE09u+Zv3e0/P8V5vg3zDiI+Mpbmgzsi1ZairatN88EdCX4eQGRAWKHF+LFf73yQFEU4fYRERRsoW7Ysv/zyC9WrV2fYsGFMmzaNX375hefPn/PPP//g4OBA27ZtqV+/Pnv27CEwMFA1oFmHDh1UFe0rV67QsGFDtXmOjo60b6+5le3AgQMoFAocHByoW7cuNWvWZMeOHfj7+6uWBzA0NMTBwYHatWtTu3btItkGplZmAMSGxajNjw2LwSTzs5yMzE2QyqTEhkerzY8Li861TLvh3Vj7ZBe/uu2mdocG/Db8f8jTMi4AZToyxqyfztHlfxEVFFEY4QCo8hCXI6a4sBiM84jJMDOmuPC8lzGxMiM9JS3Xszrx4Vnb6tmVh1RoXI2Gn7VCoiXB1Macbt98kbG8dVaauj2aUrVVHSQSCVYVS9FhfG+1NG/jVT7jc8Qd/5Zx51X+xcXA3BipTKr2LBjkX65GVma50seHxWBkqTn9m+aj07TPubvv0luv41NTnMdkTs0Hd+T+8euk5bjZ9S7yymt+x55xHvumcea+aWxlqpqXnaZt1nPeUP73dAfLXB0wK12CnePX5JnXer1aULZe5UKr3LzKZ86yfZPzjqZj+VW5GVuZaizbuHzKtnyjqjTo3YJb+y4WPBCKvxzzY1HOGolEi05T+vLv97v4a/KvGJgZMv6vBUi1C9Yl1yCf7Z/fuVTjsfiaOPPbdk0Hd8DjiisxwZEFyv+bKM6yHLR6Irf2XCTgkbfG7zEwM2LQ6on8PXszKfGFP85HcZ5vUxKS+X3I9zTu14afnu1mxdOdVG9fn61frSzUG9Mf+/WO8N8nBkMDWrRogUSS9bxwy5YtWbNmDU+fPkUmk9G8eXPVZyVKlKB69eq4ubkB0L59e6ZPn05YWBhOTk506NCBkiVL4ujoyNixY7lx4wZz5szR+L2urq54enpibGysNj85ORkvr6wBGerWrYuOjk6+MaSkpJCSon7HVK6UI5Vo/uFt2rcNQ5dnPVu6acyKfNf/ru4cv4rbtYeYWpvTZXwfxm2cweoBi0hPSaPvnC8J9gzkzrGr7/Qdjfq2ZuDy8aq/Hcb89K7ZfmseVx/y7/K/GPC/cXy5dgrpqWmcX3+Eys1rqkZWvLXvIpblbRi3fQ5aMikp8Ulc2XGaHjMGFmj0xUZ9WzMoW9xbizHuT4WukT5f7fiOUM9ALvx6uLiz88H6kI7J7Mo3qkrJqrbsnbGxuLNSqJz+OMHdA5cxL2NFl+n9Gbx2MjvGrMqVrnLLWgz6eQKH5m8l5HnAW31Xw76tGbA8a9CmbRq+pziUrGbL6K2zObfuCB5XH71+gf8YiUSCTEfG8aU7eZ4Z395v1rPo7mYqt6z91s9qFxfTkhZUa1efPVPWFXdWClXrr7qja6jH5Xye7/1i5Xhc/rmOz53CeTb7QzrfautqM3jVRHzuubP7m9/QkmrRYXwfxm2fy6+fLXjrG5zieqf4fayjgxcVUdF+R3Xr1sXCwgInJyecnJz48ccfKVmyJD/99BN3794lLS2NVq00j/YbHx9P48aN2bMn97M7VlZZXYcNDQ1fm48VK1awbNkytXlNTGvR1ExzC/jDC874ujxX/S3TyRg0wsTKlNhsz0OZWJkS8NRXc/6jYpGnyzHJ0SpobGWmtg7I6MqTHJdEmG8wPg88WO26gwbdm+H8z3WqtapDmerlaNizBYDqpseq+9s4s/EIJ385+LrwAXhy4R7+LlnP0kgzYzK2MlV7xsvYypRADaN+AiRkxmRsaZojpqx1xIZFI9PVRs/EQO2OrpGl+rZz2nYKp22nMLE2JykmHnNbK3rP/ZII/xBVmhMr93Jy1T5MrMyIj4ylauu6AGpp3iTu1dniflWWRjnK0sjKlKC3iDtnWRa3xKg45OlyjPIpo5ziw6JzpTeyMiU+XHP6/OgY6jF651xS4pP5a8Iv+XbN/dR9aMfkKy0GdyLgiQ8Bj33eMjLN8sqrUT77Zlwe+2Zc5r75qjUq5zqMrUwJynFuToyKIzEqjnCfYEI9A1l4ayPlGlXF/37Wub5S85p85fAd//6wm/tH3v7m5tML91ir4byTs2yNNOTzlVfbS9Ox/Krc4sJiNJatsYaytalShgl77Lm17yIXNxx969iKuxzz82rZ0OeBWfmNjCMhMg6z0gV79jUxn+2f37lU47H4mjjz2g+aDGxPYlTcWz9j/jrFVZaVW9WmfKNqLPfYrbaeb/75kQfHr/P3rE1UaVWbWl0a0y6zJ5tEIkFLqsUKz784PN8B54OOBYr1QzrfNurbBosylvz2edaYR39N/43/uW6jdrcmuPx7s0CxZY/xU7re+SCJinaBiK7jwO3bt9X+vnXrFlWrVqVWrVqkp6erfR4REYG7uzu1atUCMk6Mbdu25fjx4zx58oQ2bdpQr149UlJS+OOPP2jSpEmeFeVGjRrx/PlzrK2tqVKlitpkamqqcZm8zJ8/n5iYGLWpkWmNPNOnJCQT5heiml4+DyAmNIrqreqq0ugZ6VOhQRW873toXIc8TY7/Y2+qt6qjmieRSKjeqg4+eSzzKs2ru/IAWyeu4cee37Hcbg7L7ebw17zNAKwdtBinXWffeBukJCQT7heimkKeBxAbGkXVbPnTNdKnXIMq+OYTU8BjH7VlJBIJVVvVUS0T8Nib9NR0qmVLY1WpFBa2VvhpWG9saBRpKWk0+qw1UYHhuS7ulQolMSFRyNPkNOzTCp97HiRExr113MGZcVfLEXf5N4i7moa4NcVUnORpcoIe+1C5VdZNJIlEQuVWtdUqFNn5P3hO5WyxAVRpUzfP9HnRNdJn7O75yNPS2TVuda5n7AV1H+IxqWOgS/1eLbhzwLEQI83Ka+BjH6rkyGuVVrXxy2ffrNJK/YZo1Wz7ZuSLUI3brGyDynmuE1C91eHVeRYyXqs0evscTq3cy+13fOQhJSGZCL8Q1ZR32eadz1fbK2fZZt9er8q2ao6yNbe1UluvTVVbJu5bhPPhK5xZ/fc7xfYhlWNOvs7uQMY2eEXf1BBDC2OiAgv27Gt+ceZ1bvR78Fzt3Aua46yiIU5N62w8sD33j1wtshuWxVWW/yzdyS895/Kr3Tx+tZvH9tEZLa97pv7G2Z8PALDx88Wqz3+1m8e5tQdJjkvkV7t5PDl7t8CxfkjnW219HZRKpdqYO0qFEpSgJXn7qsendr0j/PeJFm3A39+fmTNnMmHCBO7fv8/69etZs2YNVatWpW/fvowfP54//vgDY2Nj5s2bR5kyZejbt69q+Q4dOjBr1iyaNGmCkZERAO3atWPPnj189913eX7vsGHD+Pnnn+nbty/ff/89tra2+Pn5ceTIEebMmYOtrW2ey+akq6uLrq6u2ry8uo3n5dL2U/Sc1p9Q35dEvAilz6whxIRE4Xou64T/zZ5FuJ69o6oAX3I4wcg1U/B75I2fiycdx9qha6DLzcw7sSXKWtOkTyueXnElPjIW85Il6DapH6nJqTy+/ACA8Bytt0YWGV3pgz0D3/k92le2n6brtM8J9w0m8kUoPWYNIjYkisfnnFVpJu6x5/HZu1zLjMnJ4SRD10zixSNv/F08aT/WDh0DXe5kPsuYHJfE7b8v85n9CBJj4kmOS+LzZaPxueeBX7bRKTt+3ZtnTq4oFErq9WhGp0l92TX1V1W3G0NzY+rZNcfr1lNkuto0G9iBBr1asHGwes+Et+GUGXdYZtw9M+N+lC3uSXvseZQtbkeHk3yZGbdftrhvZ3uG09jKFGMrMyzL2wBQuno5khOSiA4MJzEmAQCz0iUwMDPCvHQJJFpalK5VHoBw32BSEzUPCFNQVx1OMXDNRAIfefPCxYvWY3uiY6CnGrV24JpJxIZEcnZVxgXN9e1n+PrAItqMs8P9sgv1+rSkTN1KHJ3voFqnvqkhZmUsMbE2B8Ay80I2Liya+LAYdI30GbN7Htp6uhz4diO6xvroGusDkBAR+0F1p0pMTMI/IOs99YFBITzz8MLUxJhSJa3zWbLoFecxCdCwdyukMinOeTyq8mp/1TXQxdDCJON9xqnphHgGakyf01WHkwxaM4mAR968cPGkzdie6Bjoqp6FHrxmEjEhUZxZtR+Aa9tPM/HAYtqN64Xb5Qc06NMS27qVODx/q2qd17afptO0fqpt1m3WQGJDoniSuc3KNqhM2XqV8XF2JykmgRLlbOg+ayDhvsGqC//KLWsxett3XNtxhkdn7mCU+ZypPDWdpMxj911d3X6aztP6qc47PTLzmb1sJ+xZyOOzd7m+6xyQUbZDMreXv4snbTO3191sZXvn78t8Zj88W9l+he89D/wzy7ZkNVsm7rXH/cpDrmw7qXqGViFXFOimpVosxVCOkHH+1Dczwry0JVpaWpTK3B8jMs+f4T7BPD53l8+WjOLw/K0kxyfRc84QQr2C8Lr59J3iDMiMUztbnIPWTCI2W5zXt59mwoHFtB3Xi2eXH1A/81yaV5xRecQJGa2+JcrZcCfbyP/ZWVcpg1RHhoGpEbpGeqptoek91G8a4/sqy+gc482kJiYDGb3VXj2LHuoVpJbGtl4llEolIR5v9ziHJsV1vvW49og+C4bxxQ9juPrnGSRaWnSe1BeFXM7zm08KLT74+K93Pjgf6aBlRUVUtIGRI0eSlJREs2bNkEqlTJ8+na+/znh+eceOHUyfPp3evXuTmppKu3btOHXqFNraWe/na9++PXK5nA4dOqjmdejQgePHj6vNy8nAwIArV64wd+5c+vfvT1xcHGXKlKFz586YmGh+v2NROr/5OLr6uny5YgIGJgZ43X3GhlHL1VrtrMrbYGSRlbd7J25iZGFC7xmDMLEyI8DNlw2jlqsGmUhPSaNy0xp0HG2HgakRceHRPL/jxuov7FXvri1Klzb/g46+LgNXjEffxACfu+5sGbVSLSbL8jYYWmQ9J++SGVOPGQMxsTIj0M2PLaNWqg2OcvyHXSgVCr7aNBOpjgz3Kw85vGib2nfX6NCALlM/R6ajTZCbH9u/Xs0zRxe1NE2/aMdnC4aDBPzuP2fjkO/xd/XiXb2Ke1C2uP94i7j/yBF3q2Fd6fHtANXf0w4uBWDv7E3cPZTxA9Vz5iCaDcgaAPC7Uxl38jcM+R6vWwW/ENTk0YlbGFmY0GXGAIytzHjp5seOUSuJD8/Yp8zKlECpzPo18L//nP3TN9Jt1kC6fzeYcN9g/vp6rdoFTc2ujRm4eqLq7y83fAPAhV8Pc/HXw5SuU4FyDTNGlP3uyq9q+fmpzTdEB4TzoXj87Dljps1V/b1q/RYA+vbswo/2s4orW0DxHpMAzQZ35OGZO7kG8nll9qmsZ/7K1qtM435tiAwI439tpr1RfK4nbmFoYUK3zH0zyM2PbdnyalbGUq2Vx+/+c/ZO30CPWYPokblv7vp6jdq+6bj5X3T0dflixTj0TAzwvevOtmzbLC0plTo9mtF1xgB0DHSJC43G3cmVi+uPIk9NB6DxF+3QMdCj05R+dJrST7Vur1tP+WPID28U2+tczszngBXjVGW7NUfZlshRtq6Zx3L3bNvLIUfZ/vPDbpQKJaM2zUCWWbZHFm1XfV7PrjlGlqY07t+Wxv3bquZHBoSxvM03bxVLcZQjQLeZA2mS7fw549RKADYP+R7vWxljwxyYuYk+i0YwescclAol3rfd2DZqxVu1Cj/UEOf218S5b/oGuucTp5OGOLfniBOg6eCO+Dq7E5ajwvnK6D/nYpHtDRzfZm6LuRWGFijG4irLD0FxnW9DvYLYNvZnuk3/gulHf0CpUBLwxJcto1a88+va8orxY73eEf7bJMrCepeS8MGZXGFQcWehyOl9Ik8/fAoH6adQlt87/6+4s1Dk5jZZUNxZeC9kSF6f6D/uU2i4+PjPOnwCe2qGT+F3Mv0TiPLjjxB+8d1f3Fl4a1EDOxTZus0LOC7Bf8Gn8BsjCIIgCIIgCIIgCO+N6DouCIIgCIIgCIIg5O9T6OpUiESLtiAIgiAIgiAIgiAUItGiLQiCIAiCIAiCIOTrQ3rDyn+BqGgLgiAIgiAIgiAI+RNdxwtEdB0XBEEQBEEQBEEQhEIkWrQFQRAEQRAEQRCEfClFi3aBiBZtQRAEQRAEQRAEQShEokVbEARBEARBEARByJ9o0S4Q0aItCIIgCIIgCIIgCIVItGgLgiAIgiAIgiAI+RLPaBeMaNEWBEEQBEEQBEEQhEIkWrQ/YtqfwH0ULSTFnYX3QoGyuLNQ5BKQF3cWitzcJguKOwtF7ifn5cWdhfci5efZxZ2FIqc97uOPUXH/fHFnoci5zb5f3Fl4L6oN//gvab33pRZ3FopcdLJecWdByI9o0S6Qj/+sJAiCIAiCIAiCILwT0XW8YD7+Jk9BEARBEARBEARBeI9Ei7YgCIIgCIIgCIKQL9GiXTCiRVsQBEEQBEEQBEEQCpFo0RYEQRAEQRAEQRDyJVq0C0a0aAuCIAiCIAiCIAhCIRIt2oIgCIIgCIIgCEL+lJ/Ga3ULi2jRFgRBEARBEARBEIRCJFq0BUEQBEEQBEEQhHyJZ7QLRlS0BUEQBEEQBEEQhHwpFaLreEGIruOCIAiCIAiCIAiCUIhEi7YgCIIgCIIgCIKQL9F1vGBERVtQ03PGQFoO7YS+iSE+zu4ctN9GmG9wvsu0GdGNThP6YGJlSqCbP4eX7MDf1Uv1ecuhnWnctzVla1dAz9iAefXGkBSbqPq8SotaTNu/WOO613y2AP+H3u8UU/cZA2ieLaYj9tsJf01MrUZ0pcOEPhhbmfLSzZ+jS/7kRbaYZLra9Fk4nAZ9WiLT0cb9iitHFu0gPjwGgFI1y9FpUl8qNqmOoYUxkQFh3NxzgWs7zuT6ntajumNha0VUYDgXNx7j3pGrBY6xx4yBtMgW4yH7ba+NsfWIbnTMjDHIzZ+jOcpNpqvNZwuH07BPK1WMhxZtV8X4StMB7Wk/1g6rSqVIjkvC9dQtjizeAUD3bwfQ/dsBub47JTGZ+bW+KnCcOdnNGEjLoZ1Vcf9t7/Da/bWtan81I9DNj0PZ4jYwNaTnjEHUaFsP8zKWxEfE8ujcXU6uPUByXFKudRmYGTHv9CrMSpVgbr3Ravv12yqOsmw6oD1DV0/SuO7Fjb8mPiIWYysz+tqPwLZuJSwr2HDtzzMc+37XO8f7tpxdHrFj7yGePvMkLCKSdSsW0bldq2LLT0Fpt+yBdrt+SIzNULz0JeW4A4oAT41pZY07ojdomto8ZVoqCfZDVH9LjEzR6TkCabUGSPQMkfs8JeW4A8qIl0UaR372n7jIn0dOEx4VQ7WK5Zg/YRh1q1fSmDYtPZ1tB0/yz8XrhEZEUaFMKb4dPZA2jetqTL/t4EnW7TzEsM+6MvfrL4syjHztv+3BzutuRMQnUc3GnLm9GlPX1lJj2rHbL3DPNzTX/DZVS7NhRAcAFh25yb8uPmqft6pSit9Hdiz0vL8Ly1F22Ezoh7aVOUluvrxYvIVEl+ca05r1aIHNtIHoli+JRFtGik8QoVuOE3nE8f1m+jW0W/RAu11fJEZmKIJ9SflnW97HZKOO6A2cqjZPmZZKwuKhqr8lRqbo9BiBtGr9jGPS9ykp/2wr1mOyxAg7rCb0R2ZlTrKbD4FL/iDJVXO5mXRvifWUgehWKIVEJiPFN4iwrceIPno5I4FMSsnZwzHu0ATdciWRxyUQf82Vlz/tJD008j1Gpa7U6O6UnfwZOlZmxD/1w2vhduIeaC7HksM6YzOwPQY1ygIQ/9Ab3xX71NJXWzeFkoM7qC0XecmFx1/+WGQxCB8PUdEuZKmpqejo6BR3Nt5K54mf0W50D/bM+p3IF2HYzRrExF3zWdF1NukpaRqXadi7JZ/bj+Bvewd8H3jSYYwdk3bN58dOM4mPiAVAR1+HZ04uPHNyoc/c3BdEPvfcsW86QW2e3cxBVGtd550r2R0n9qHN6B7sn7WJyBdhdJ81kPG75vFz1+/yjKl+7xZ8Zj+Cw/bb8H/gSdsxPRm/ax6rOs1SxfTZohHU7NiQ3ZPXkRSXyOfff8WozTPYOGApALZ1KhEfEcPeGRuJDoqgQuNqDFgxDqVcwfVd5wBoObwLdnOGcHD+Vl64elOuQWUGrBhPUkwCTy/ef+MYO038jLaje7A3s9x6zhrEhF3z+SmfcmvQuyV97Udw0N4B/weetBtjx9e75rMyW7n1XTSSWh0bsnPyryTHJdL/+9GM3jyT9QOWqNbTfqwdHcb35t/le/Bz8UTHQBcLWyvV55e3/MuNPefVvnvSHvt3LleALhM/o93onuyZ9TsRL0LpNWsQk3YtYHnXWa/ZX0dywN4BvwfPaT/Gjsm7FvC/TjOIj4jF1MYCUxtzji/fTfDzQMzLWDL4x3GY2pizffIvudb35aqJBD7zx6xUiXeOB4qvLF3+vcEzJxe19Q5dPQmZro5qHTJdbeIjY7mw4QjtxtoVSrzvIikpmepVKvF5r258u+B/xZ2dApHVa41O79GkHP0Dub8HOm16oz92MYmrp6FMiNG4jDI5gcSfs1e2lWqf642cB/J0kneuRJmciE67z9Afv5TENd9AWkoRRqPZmSu3+dlhP4umjKRu9Ur8dfw8Exev4Z8/VlDCzCRX+g27j3Dy8k2WTPuKimVLcf3+Y2b8uJ5dPy+kZuXyamkfe3hz8Iwj1SqUfV/haHT2kR9rztxnYZ+m1LW1ZM/NZ0zedZnj3/TBwkgvV/q1Q9qSJs9qDopOSmHw76fpWqecWrrWVUqx7PMWqr91ZNKiC+ItmPdpg+2iMfgv2ETiAw+sx/ahyu6lPO0wmfSI3PtvenQ8wesPkuIZgCItHdPOTSi/5hvSImKIc3pQDBHkJqvbCp1eX5Fy7A/kL56j07o3+mMWkbhmGsqEWI3LKJMTMo6vrDlqn+uNmAtyOcm7V6JMTkKnTR/0xy4h8ZfpxXJMmvZuQyn7cQTabyTxgQeWYz6j4q7vce80EbmGcpPHxBG68W9SPANQpqVj3LkpZX+eTnpENPFXHqClr4t+7cqErj9AspsPUlMjSi8ZTwUHezw/m/ne4wOw6tuKyktH8XzuFuLue1JmfC/q7FuIc5vppIXnLkezVrUJPXaN2LseKFJSKTu1H3X32+PcfiapwVk3CyIvPcB9+u+qv5Wpmn+PPwXKD+j1Xhs3buTnn38mODiY+vXrs379epo1a/ba5fbv38/QoUPp27cvx44dK9I8ime031GHDh2YOnUq3377LZaWlnTv3h2JRIKLi4sqTXR0NBKJBEdHRwAcHR2RSCRcvHiRJk2aYGBgQKtWrXB3d1ct4+rqSseOHTE2NsbExITGjRvj7OxcpLG0H9OTc+uP8vj8PYKe+fPXzI2Y2phTt1uTPJfpMK4XN/Zf4vZBJ0I8A/l7oQOpSam0GNRBlcZp+2kubPoH3zzuKMrT5MSFxaimhKh46nZtwu2DTu8cU9sxPbmw/ihPzt/j5TN/9s/8HRMbc+rkE1P7cb24vf8SdzNjOrxwG2lJqTTNjEnPWJ9mgzry7/9243nzCYGPfTjw3R9UbFKdcg2rAHD3oCPHl+3C+7YbkS9CuX/sGncPOlG3R9YJoPHnbbm19yKuJ24R+SIUl39vcnvfJTpO7FOgGNuN6cn5bDHunbnxjWK8lS3GQwsdSEtKpVm2GJsP6sjxzBgDHvuw/7vNVGxSnfKZMeqbGNJz9mD2zvyd+/9cJ8I/hJfP/Hly4Z7qe1ITU9TK1tjSlJLVynL7wOUCxagxhjF2nFt/hEfnnQl65s/uzP21XremeS7TcVwvbuy/yO2DjgSr7a8ZrUUvPV6wfdJaHl+8T7h/CM9vPuHE6gPU6dwYLan66bLN8K7omxhwacu/7xzLK8VVlmkpaWrlpJArqNKyjlo5RQWEcWzZTpyPXNXYuv++tW3ZlG++HkWX9q2LOysFpt22D2l3zpPufAllaAApR/9AmZaCrGmnvBdSgjI+OtuUdWEssSyFtHx1Uo5tQRHgiTI8iJSjf4C2DrIGbd9DRLntOnaOL7q3o1/XtlQuV4ZFU0air6vDsfOae+ycuHyTcYN607ZpfWxLWjPYrhNtmtRj11H1XkCJScnMX72FpdO+wsTI4H2EkqfdN57Rv3Fl+jWqTGVrU+z7NENPW8ax+14a05sa6GJprK+abnkGo6ctpVtt9Yq2tkyqls5E/8O6eW89vi/h+84R+fdFkp+/wH/+JhTJKZQY3EVj+vhbj4k5c4tkzwBS/YIJ236CJDdfjJrWfM85z5t22z6k3b1A+r3LGcfksT9QpqYga9I574Ved0yWe3VMemUck8e3ZByT9du8h4hysxrXj8j9Z4k6eJEUzxcELvwdZVIKFoO6akyfcOsxsWdvkeIVQKp/MBE7/iX5mS+GTWoBoIhLxGfEYmJOXiPFO5DEB+4ELv4Dg3pV0S5tpXGdRa3MhN683HORkP2OJHoE8HzOFhRJqZQcovnc+mzKb7z88xwJT3xJ8gzCY+Zm0JJg1raOWjpFShppYdGqKT0m4X2EI+TjwIEDzJw5kyVLlnD//n3q169P9+7dCQ3N3WsoO19fX2bPnk3btu/nt1FUtAvBzp070dHR4fr162zevPmNl1u4cCFr1qzB2dkZmUzGmDFjVJ8NGzYMW1tb7t69y71795g3bx7a2tpFkX0ASpS1xtTaHI/rj1TzkuOS8HPxpGKjahqXkWpLKVunotoySqUSj+uPqJDHMm+ibpfGGJobc/ug41uvA8CirDUm1uY8v/5YNS85Lgl/Fy/KN6qqcRmptpQydSrikW0ZpVLJ8+uPVcvY1qmETEemlibMK4iogLA81wugZ2xAYnS86m+Zjoy0HK2UacmplK1fBa03bMF4FWPOcvN38cyzDKTaUmxfU25ZMWalCfUKIjIgjPKZaaq1rYtES4JpSXPmXljD4psbGblher6tu80HdyLUKwifu8/eKL68vNpf3TXsrxXyKduydSqpLaNUKnG//oiK+ZSbvrEByfFJKLK1RJWsUobu33zBXzM3olQq81y2IIqzLHNq0r8dackpPDx1qzBCE7KTytAqUxn584dZ85RK5J4PkZarnvdyOnoYzPsDg/lb0Bs5Dy2brNZciSzjt0GZlqq2TtLTkFaoUdgRvFZaWjpunr60aFBbNU9LS4vmDWrh+kzzDdfUtDR0dNR/4/R0tHnwVL1b64+bdtO2aX21dReHtHQ5bi8jaV65pGqelpaE5pVL8jAg/I3Wcey+F93rlEdfR71zobNvCB1/Okzfdf/y4793iE58/62feZFoyzCoW5m4a65ZM5VK4q66Ytg4n/03G+PW9dCtXIb420+KKJcFJJWhVboycs8cx6TXQ6Tl8rmW0dHDYM5mDOb+gd6IuWhZZzsmpZnHZLqmY/L932CQaMvQr1OF+Os5yu26CwaN3qzcjFrVQ7dSGRLu5F1uUmMDlAoF8tj4PNMUFYm2DON6lYi+ol6O0VcfYtzkza5Jpfo6SGQy0qPV82/WqjYtHjvQ5No6qvw0Hpm5UWFm/T9FqSi6qSDWrl3L+PHjGT16NLVq1WLz5s0YGBiwffv2PJeRy+UMGzaMZcuWUamS5seYCpuoaBeCqlWrsmrVKqpXr46uru4bL/fjjz/Svn17atWqxbx587hx4wbJyckA+Pv706VLF2rUqEHVqlUZOHAg9evXz3NdKSkpxMbGqk3pSvkb58XYygyAuDD17kNxYTGqz3IyNDdBKpMSF/7my7yJFoM78uyKKzHZuu28DWMrU1V+sot/g5hyPoccFxaDSeYyxlampKekkZzjedy48Kw0OZVvVJUGvVtwa99F1Tz3Kw9pPqQjZepUBMC2biWaDemITEeGobnxG8VoUkTlZmJlpjHG+GwxlihnjUSiRecp/Tj2/U52Tv4FAzMjJvy1AKl27hsFMl1tGvdrw+2/3701O7+48yqDt9lfDc2N6T6tP9f3XVDNk+nIGLV+OseX/0VUUMRbx5BTcZZlTs0Hd+T+8eu5bgQJ705iYIxEKkUZH602XxkXjcTYTOMyirBAUg5tJHnnCpL3/woSCfqTlyMxzbippQgNRBEVhk7P4aBvCFIZ2u0/R8vMEomJedEGpEFUbBxyhSJXF/ESZqaER2nuhtuqUR12HzuLX2AwCoWCmw+ecPHmfcIis/bt0063cfPyY/qo3OM+vG9RiSnIFUpKGKp3ES9hqEd4XPJrl38UEI5naAyfN66sNr911VL8r39LtnzVmendGnDPN5Qpuy8jV3wYIxDJLEyQyKSkh0WrzU8Pj0bbKu99TcvYgPrP9tPQ+zCV/1xEwOItxF11zTP9+5T3MRmT9zEZHkjK4Y0k715J8t/rQKKF/qQfkZhYZHwelnlMdh8OepnHZLt+Gcek8fs/JqXmmeUWHqU2Pz3s9eVW+8nf1H1+lAo7lhC45A/ir7loTCvR1abkvK+I/ucKivj33+tJ28IYiUxKao7f0NSwGHSszd5oHRUXDSc1JJKoK1k3pqMuPeDZtA08HPA9Pv/7C9OWtaizdyFoiSpUYdNUl0lJyX2jMTU1lXv37tGlS1YvGi0tLbp06cLNmzfzXP/333+PtbU1Y8eOLZL8ayKe0S4EjRs3fqvl6tWrp/p/qVKlAAgNDaVcuXLMnDmTcePGsXv3brp06cLAgQOpXLlyXqtixYoVLFu2TG1eM9PatDCrozF9476tGbx8vOrvP8b89FYxFDbTkhbUaFefP6f8WuBlG/ZtzYDl41R/bxuzqhBz9vZKVrNl9NbZnFt3BI+rWSfv878dwdjKjG+Ofg8SCfHhMdw7fIWOEz/Ls5W0Ud/WDMxWbg7FWG4SiRYyHRlHl+7E42rGHeTd3/zGsrt/UKVlbdyz31UG6nZviq6hHncPXynwdzXp2ybH/rry3TL/BvSM9JmwYy7BngGc/vWQan6fOUMJ9gzE+di1d1r/h1SW2ZVvVJWSVW3ZO2NjcWdFyKTw90Dh76H6O9nPHYNZv6HdvBup5/aBQk7y7p/QHTAFo6W7UcrlyD0fkv7sHkg+nOfp8jP36y9Ztv5P+k5agAQJtqWs6duljaqreXBYBD9t3cuWH2ajq1N0vbvel2P3valqY5Zr4LQedSuo/l/VxoxqNub0/vUfnH1C1VrP/2sU8Uk86/EtWgb6GLepR5lFY0jxCyH+1uPXL/wB0nhMzlyXcUye359xTP61Ct0vJmO0ZFfGMen1kHT3Nx9/5UOgiE/iud10tAz1MGpVn9KLxpL6IpiEnOUmk1J+w1wkEgmB9r9rXtkHruzUflj1bc3D/ktQZrvJHHb8hur/ic/8SXjqR7M7GzFrVYvoa//N/fddFOV7tDXVZZYsWcLSpUvV5oWHhyOXy7GxsVGbb2Njw7NnmntMXrt2jW3btqk92vs+iIp2ITA0NFT9XyvzDlf2ilJamuZWoexdwSWZF0OKzLvWS5cu5csvv+TkyZOcPn2aJUuWsH//fj7//HON65o/fz4zZ6oPPjG/bt53bB5fuIefS1YXPlnmhYuxlSmx2e5UG1uZEvjUT+M6EqJikafLMbY0VZtvbGVKXI673W+q+cAOJETF8Sjbc75v6umFe6zNI6bs+TGyMiXoqa/GdbyKyUhDTK+2S1xYDDJdbfRMDNRaCY0t1bcdgE2VMkzYY8+tfRe5uOGo2mfpKWn8PecPDi1wyFg2NIoWX3YmOS6RhAjNrT5PLtzDP1uM0jxifNdyiw2L1hijUbYYY8My7oyHPA/IWndkHAmRsZiXzj3qbvPBnXh66X6u3gJv4tEFZ3yzjWib3/4a8JqyfZP9VddQj0k755MSn4zDhDUo0rN6h1RtVYfS1cvRoGdzIOvYXX7fgXMbj3L6l4NvFNOHVJbZtRjciYAnPgQ89sn1mfDulIlxKOVyJEZmavMlxmYo46LfbCUKOYogHyQlsipeikBvktbNAj0DkMogIRb9KSuRB2h+XrgomZsYI9XSIiJa/TwWER2DpXnugdAALExNWGf/DSmpaUTHxmNdwoxf/zyIbcmMZz2fevoRGR3L4OlLVcvIFQruPfFg/4mLOB/dilT6/lqYzA10kWpJiEhQb72OSEjG0jj3QGjZJaWmc/aRH5M6aR5RPTtbCyPMDXR5ERn3QVS00yNjUabLkeXoDSOzNCMtLErzQgBKJSmZb09IeuqDXpWylJw6AM8PoKKd9zFp+hbHZKmsWUHeJK2fDboGIMs8JievKJZjUh6VWW6W6q3XMqvXl1uqX8Yo6cmZ5WY9eSA+2ctNJqX8xrlo21rjPXRhsbRmA6RFxqFMl6Njpf57qGNlSmpodL7L2k7qQ9lp/Xg46HsS3PzzTZvsH0pqRCz6FUt+mhXtwnlaTiNNdZmC9BTOS1xcHCNGjGDr1q1YWmp+K0RREf0eCpmVVcZFwcuXWa9veNu7J9WqVWPGjBmcO3eO/v37s2PHjjzT6urqYmJiojbJJHk/55uSkEy4X4hqCn4eQExoFNVaZbWA6xrpU75BFXzue2hchzxNzovHPmrLSCQSqrWqg28ey7xO84HtuXvkqlrF5k2lJCQT4ReimkKeBxAbGkXVHDGVa1AZv/uaX2chT5MT+NhHbRmJREKVVrVVywQ89iY9NV0tjVWlUpjbWqmt16aqLRP3LcL58BXOrP47z3wr0uXEBEeiVChp0KcVTy89yLNFO2e55R1jlTzLQJ4mJ0BDjFWzldurGKvliNHC1gq/zDS+zhn/WlcqrUpjYGqIoYUJkYHqzyha2FpRpWUtbh9wzHM75Cfv/TXrQlUvc3/1zadsXzz2VltGIpFQvVUdfLIto2ekz+TdC0lPS2fLuFW5RvvePnEtP/Wcwyq7uayym8u+eX8AsG7QEq7uOvvWMRVnWb6iY6BL/V4tuPOW5SS8AXk6ikAvpFWyejQhkSCtUg+5v3vey2Un0UKrZDmUcRoukJMTISEWSYlSaNlWRv70TuHkuwC0tWXUrFKB265PVfMUCgW3Xd2oX6NKvsvq6mhjY2lOulzOhRv36NC8IQDN69fk8IYf+Pu3ZaqpdtUK9OrQgr9/W/ZeK9mQMWBZzVIW3PEOUc1TKJTc8Q6mXh6v93rl3BN/UuVyetWv+NrvCYlJJDopBUtj/XfOc2FQpqWT+MgL49bq+69xm3ok3HvD/RdAS4JE5wNp65GnowjyQlo5240PiQRp5XrI/d/wWkaihZZNec3HZEq2Y7JMZeRudwsn3wWgTEsn6bEnRq3Uy82oVX0S7xe03LL1KMmsZOtWKI33MHvk0XGFl+kCUqalE/fQG7O26uVo1qYucc55l6PtlM8oN2MAj4b+SLzr69+IolPKAm1zI1JCogsh10J2muoymiralpaWSKVSQkJC1OaHhIRQsmTuG5JeXl74+vrSp08fZDIZMpmMXbt28c8//yCTyfDyKrqbXx/IWe7joa+vT4sWLVi5ciUVK1YkNDQUe3v7Aq0jKSmJ7777jgEDBlCxYkUCAgK4e/cuX3zxRRHlOoPT9tN0m/Y5Yb7BRLwIxW7WIGJConh0Lmu08yl77Hl49q6qQuHocJJhaybh/8gbfxdP2o+1Q8dAV23EcGMrU0yszLAsn9HFo1T1cqQkJBEVGE5itpEbq7Wqg2U5G24euFRoMV3dfprO0/oR5htM5ItQeswaSGxIFI+zxTRhz0Ien72reu2Wk8NJhqyZREBmTG3H9kTHQJe7mTElxyVx5+/LfGY/nMSYeJLjkvh82Vf43vPAP3Nk9ZLVbJm41x73Kw+5su2k6nlxhVxBQmTGD5FlxZKUq18FfxdP9E0NaTfOjpLVbNk/q2Ddrq5sP03XaZ8TropxUK4YJ+6x5/HZu1zLLDcnh5MMXTOJFznK7U62GG//fZnP7Edki3E0Pvc88MuMMcznJY/O3aXfklEcnL+V5PhEes0ZSqhXIJ431QdLaTaoI3Gh0bg5Ft6rXJy2n6L7tM8J832Z+XqvwcSERPHwXNZFTM799bLDSYavmcyLR174uXjRQbW/OgJZlWxtPR12f7sBPWN99DIvcOMjYlEqlIT7q5/YDS0ynqcP8Qx85/doF1dZvtKwdyukMinOxzSPDF26VsZrlnQNdDG0MKF0rfLIU9MJ8Qx8p7jfRmJiEv4BQaq/A4NCeObhhamJMaVKWr/3/BRE2tV/0R00DUWAJ/KA5+i06YNEW5d054xzn+6gb1DGRpB6Zg8A2p0HZnRVjQhGomeIdvu+SMytSLuTNXaAtG5LSIhFER2OVsly6PYZi/zJHeTPi+c52JH9umH/iwO1qlagbrVK/HX8HEnJKfTrkjHi8oI1W7EpYcb0rwYC8NDdi9CIKGpUKkdIeDSb9h5DoVAy+ouMV8kZGuhTtYKt2nfo6+piamyUa/77MqJVDRYdvUmt0hbUsS3BnpvuJKWm07dRxiA79odvYG1iwDddG6gtd+yeFx1r2GJmoH4BmZiSxmbHx3SpVZYSRnoERMbz67kHlLUwplWVUnwoQrcep/za6SQ+9CTR5TlWY/ugpa9HxN8Z+2P5X74lLTiCoJ92A2Az5QsSH3qS4heMlo42Jp0aU6J/B/wXvPngsUUt7eq/6A6chiLQS/V6L4mOLun3Mo/JgdNQxkaSejbzmOw0EMULDxThwUj0DdBu1w+JuSVpd7Mdk3VyHpNjkD+9W2zHZJjDMcqumUHSI08SXTywHNsXLQM9og5m5LnsmhmkhUQQvGoXAFaTB5D00JNUv5dIdLQx7tgE8887Emi/KWOFMinlN81Dv3ZlfMd+j0SqperpII+OR5mW/t5jDPzjBNXXTSHe1YvYB57Yju+FloEuwfszxoapvn4qKS8j8V2+FwDbqX2p8N1gnk1eR/KLMLRf5T8hGUViMloGepSfPZDwE7dIDYtGv7wNFReNIMknmChHl/ce34egKLuOvykdHR0aN27MxYsX6devH5BxM/fixYtMnTo1V/oaNWrw6NEjtXn29vbExcWxbt06ypYtuldFiop2Edi+fTtjx46lcePGVK9enVWrVtGtW7c3Xl4qlRIREcHIkSMJCQnB0tKS/v3753puobBd3PwPOvq6DF4xHn0TA7zvurN51Eq1Fr0S5W1UFQuAByduYmRhgt2MgZhYmRHg5sfmUSvVBmdqPawrPb/NGrxm+sGlAOyZvYk7h7Iq5C0Gd8Tb2Z1Qr6yL53d1efO/6OjrMmDFOPRNDPC5687W18TkeuIWRhYmdJ8xAGMrM4Lc/HAYtVKty/M/P+xGqVAyatMMZDoy3K885MiirJEO69k1x8jSlMb929K4f9YrBCIDwljeJuO9m1paWrQf3wurSqWQp8nxuvWEDV8sIeoNR6x95VJmuQ3MLDefu+5syRGjZY4YXTLLrUdmuQW6+bElR4zHf9iFUqHgq00zkWbGeHjRNrXv3jvzd/otGsm4HXNQKpR43XZjy6iVaj0SJBIJTQe0584hJ5SKwutzdCEz7iErvlbtr5tGrcgVt5HG/XVQ5v7qy6ZRK1T7q22dilRomDEC+eIrv6l939I2U4kMCCu0/GtSnGUJ0GxwRx6euZNr4LRXZp/Keo68bL3KNO7XhsiAMP7XZprG9EXp8bPnjJk2V/X3qvVbAOjbsws/2s967/kpiPSH15EYmqDTbSgSYzMUQT4kbf9B9XogLTNLFNmGYJXoG6H7xeSM7uVJ8SgCvEn6fQHK0KzHNrSMzdHuPRqJUUZ31/T7jqRefLPHGIpCj3bNiYqJ4/e/jhEeFUP1SuXY9P1MSphn3HQMDotASyvrgi01NY0Nu48SEByKgb4ebRrXY/ms8cX+Cq/8dK9bnqjEZDZdekh4fDLVS5rz+4iOlDDKuDn3MiZR9WjJK77hsTzwD2PTyI651qelJeF5cBT/ungTl5yGlbE+LSuXZErneh/Uu7Sj/r2GzMKEUrO+RNvKnKSnPniOWEZ65jlHp4yl2hDCWgZ6lP1xIjqlSqBITiXZMxDf6b8Q9e+7jXNRmNIf3UBiZIpOlyEZx+RLH5J2/C/HMZn1+yXRN0T380lZx2SgN0mbFqofkybmaPf6KuuYfOBI6qVDub77fYk5cQ2ZhSk2M4YhszIn2c0bn1FLSA+PBkC7jJVabzotfT3K/DAJ7cxyS/EKwH/GGmJOZJSbdskSmHbNeN97tdPr1b7La8j83M9xvwdhx2+gXcKE8nMGo2NlRvwTXx4P/ZG0zH1Tt4yl2nVI6VHd0NLVpta22Wrr8Vv9N36rD4JCgWHNctgMao/MxDBjoDTHh/j+tB9l6vu/kSBkmTlzJqNGjaJJkyY0a9aMX3/9lYSEBEaPHg3AyJEjKVOmDCtWrEBPT486ddTHrDIzMwPINb+wSZSF9W4a4YMzvcKQ4s5CkdOm+O+svQ8KPv7DNP0TiFH2CeyvPzkvL+4svBcpP89+faL/OO1xH3+MivvnizsLRc5t9n9rAK63VW34x9925L0v9fWJ/uOik/Mf4+Bj0C64+G6CvivfBprfu14YKrgU7Hy8YcMGfv75Z4KDg2nQoAG//fYbzZtnjJ/ToUMHKlSowJ9//qlx2a+++oro6GiOHTv2jrnO38d/VhIEQRAEQRAEQRA+GlOnTtXYVRzA0dEx32XzqoAXNlHRFgRBEARBEARBEPIl+kEXjBh1XBAEQRAEQRAEQRAKkWjRFgRBEARBEARBEPL1IYw6/l8iWrQFQRAEQRAEQRAEoRCJFm1BEARBEARBEAQhX0qlaNEuCFHRFgRBEARBEARBEPKlVBR3Dv5bRNdxQRAEQRAEQRAEQShEokVbEARBEARBEARByJdCdB0vENGiLQiCIAiCIAiCIAiFSLRoC4IgCIIgCIIgCPkSg6EVjGjRFgRBEARBEARBEIRCJFq0P2K6fPx3nRL5NIY/1PkEyvJTIPsEyjHl59nFnYX3Qve71cWdhSKXfnF3cWehyN385klxZ6HItVharriz8F78+FNEcWehyN1KjyvuLBS5J8mexZ2FIhdc3Bl4B0rFx38dU5hEi7YgCIIgCIIgCIIgFCLRoi0IgiAIgiAIgiDkS6ks7hz8t4iKtiAIgiAIgiAIgpAv0XW8YETXcUEQBEEQBEEQBEEoRKJFWxAEQRAEQRAEQciXQrzeq0BEi7YgCIIgCIIgCIIgFCLRoi0IgiAIgiAIgiDkSylatAtEtGgLgiAIgiAIgiAIQiESLdqCIAiCIAiCIAhCvsTrvQpGtGgLgiAIgiAIgiAIQiESLdqCIAiCIAiCIAhCvsSo4wUjWrQ1+PPPPzEzM3vj9BUqVODXX38tsvwIgiAIgiAIgiAUJ6VSUmTTx0i0aGswePBg7Ozs3tv3dejQgQYNGrz3ynrLEV1pP6EPxlamvHTz5/iSP3nh6pVn+rp2zek+ayDmtlaE+wRzeuU+njm6qKXpNmMAzYZ2Qt/EEF9nd47abyfcN1j1eacp/ajRqSGla5VHnpbOknrjcn2Pbb1K9Jw7FNu6FVEqlbxw9eLUir28dPMvtNh7zRhIq6Gd0TcxxNvZnQP2DoRly6cm7UZ0o/OEPphYmRHo5sfBJTvwy9xeBqaG9JoxiBpt62FexpL4iFgenrvLibUHSI5LUq2jXL3K9J07lLJ1K4FSiZ+rF8dW7CHQze+d4ukxYyAtMre7j7M7h+y3qW13TVqP6EbHzPIPcvPn6JId+Gcrf5muNp8tHE7DPq2Q6WjjfsWVQ4u2Ex8eo7aepgPa036sHVaVSpEcl4TrqVscWbwDAHNbKxZdW5/ru9d9bo/fA893ihnAbsZAWmaWo4+zO3+/QTm2HdGNTtnK8VC2uA1MDemZoxwfnbvLyWzl2GxAe4avnqxx3Qsajyc+Ivat4ymOY/KrrbMpVas8RpYmJMUk8PzaY06v3EdsaBQAlVrUpO1YO8rWr4yekT7hvsE4/XGCB8evv3Wc+dFu2QPtdv2QGJuheOlLynEHFAGa9xVZ447oDZqmNk+ZlkqC/RDV3xIjU3R6jkBarQESPUPkPk9JOe6AMuJlkeS/MDm7PGLH3kM8feZJWEQk61YsonO7VsWdrTe2/7YHO6+7ERGfRDUbc+b2akxdW0uNacduv8A939Bc89tULc2GER1Uf3uHxbDunAv3fENJVyioZGXKmiFtKWVmWFRh5KvM6O6Um9wHHWsz4p/64bFgO3EPNB+zpYd3puTAdhjWKAtA3ENvvJbvyzN99VXjKTOqKx6L/iRgy6kii+F1Drj6s9PZl4jEVKpZGjG3Y03qlDTNM31cchobbnhyyTOEmJQ0ShnrM7t9ddpWtAIgITWd3294cskrlKjEVKpbGzOnfQ1q57PO96H5iK60ndAbIytTgt38ObFkJwH5nH/r2DWny6yBmNlaEuETzNmV+/HIPP9qyaR0nT2Qah0aYFHOmuS4JLyuPebsT/uIC41+PwHl4avZI7Eb2hMjUyMe333CugW/EegTlGf6us3rMnjiQKrWrYplyRIsHruU62dvqKW5GHBO47J//G8rf28+WKj5fxNzFkxj2MiBmJgac/f2A+bOXIaPd97XWaPGDGHU2CGULVsGAPdnnqxd9TuXLlzVmH7vwT/o1LUdXw2bypmTF4skBuHjIFq0NdDX18fa2rq4s1Gk6vduQR/7EVxYd5h1vRbw8qkfY3fNw7CEicb05RtV5cvfpnH3gCPr7Obz5JwzI7fMwqaarSpNh4l9aD26B0cWbmN9v0WkJqUwdtc8ZLraqjRSHRmPTt3i1l8XNH6PjoEuY3fOIzoonA39FrFpwDJS4pMZt2s+WjJpocTeZeJntB/dk/0LHVjdbyGpSclM2bVALZ85Nerdks/tR3J63WF+6jWPwKd+TNm1AKPM7WVqY4GpjTlHl+9mebfZ/DX7d2q1r8+wnyaqxTZl53yigiJY3W8hawcsITk+iSm7FrxTbJ0mfkbb0T04uNCBX/vZk5qUwoRd8/ONp0HvlvS1H8HZdYdY22s+QU/9+HrXfFU8AH0XjaR258bsnPwrGwcvw8TGnNGbZ6qtp/1YO+xmD+bSpn9Y1fU7Ng//EfcrD3N936Yv/8eSphNU04tHPm8d7ytdJn5Gu9E9+XuhA2szy3HSa8qxYWY5nll3mJ8zy3GyhnI8vnw3K7vNZs/s36nZvj5fZivHB//eYGHTr9UmNycXnt968k6V7OI6Jr1uPWHP1HX83GkWuyf+QonyNgzf9G2276nGSzd/dk/8hbU95nL3oBOD106mZqeGbx1rXmT1WqPTezSpF/8m8bfZKF76oj92MRLDvC/AlckJJPwwRjUlrpyg9rneyHloWdiQvHMlietmoYwOQ3/8UtDWLfT8F7akpGSqV6nEwlmab+x8yM4+8mPNmftM6FCHfRN7Uq2kGZN3XSYyPllj+rVD2nLhu89V06Gpdki1JHStU06V5kVkHKMdzlPB0gSHMZ05OMWOrzvUQbeQfhsKyrpvS6ouG4nvmkPc7TqX+Cd+NNi/EG1LzcesWatahBy9zoP+y7jXy56UwAgaHLBHp6R5rrSWPZti0rgqKS8jizqMfJ11D2bNFXcmtKjM3i9bUM3KmMlH7xGZmKIxfZpcwcSj9wiKTeLn3vU5NrINi7rUwtpIT5Xm+/NPuOUfwf+61+HvEa1oWa4EE4/cIzSPfeN9qNu7BXb2w7m07ggbey0k+Kk/X+Vz/i3XqCqDfpuK8wFHNtotwO3cPYZtmYl15vlXW1+H0rUrcnn9UTb2Xsjeib9gWbkUIxxmv8+wchkyeRCfj+7Hr/N/Y2qfb0hOTGblXyvQzud3U99AD6+n3vxmvyHPNAMaDlabVs1cjUKh4OopzRXVojR1+jjGThjOnJlLsesymMTERPYf2Yqurk6eywQFBfPj0rV06zCA7h0Hcu3KLf7cu4HqNarkSvv15FGf9IBgSmXRTR+jT6aifeLECczMzJDL5QC4uLggkUiYN2+eKs24ceMYPny4xq7j//77L02bNkVPTw9LS0s+//zzPL/LwcEBMzMzLl7MuMv1+PFjevbsiZGRETY2NowYMYLw8HAAvvrqK5ycnFi3bh0SiQSJRIKvry9RUVEMGzYMKysr9PX1qVq1Kjt27Ci07dF2XC9u77+E80EnQj0DObJwG2lJqTQd1EFj+jZjeuLh5IrTlhOEegVxbu1BAp/40HpUd7U0F9cf5en5ewQ/8+fAzN8xsTGndrcmqjTnfznE1W2neemuuXXaunIZDM2NObf2IGHeLwl5HsCFdYcxtjLDvIzmlpCC6jjGjrPrj/DovDNBz/zZNXMjpjbm1O/WNM9lOo3rxY39F7l10JFgz0D2L3QgNSmVloM6AvDS4wUOk9by+OJ9wv1D8Lj5hH9XH6BO58ZoSTMOs5KZsZ1Y+zeh3i8Jfh7A6XWHMLEyw+IdYms3pifn1x/lyfl7vHzmz96ZGzGxMadOtu2eU/txvbi1/xJ3DzoR4hnIoYUOpCWl0iyz/PWM9Wk+qCPH/7cbz5tPCHjsw/7vNlOxSXXKN8z44dE3MaTn7MHsnfk79/+5ToR/CC+f+fPkwr1c35cQHUdcWIxqUqTL3zpeVQxj7DiXrRx3Z5ZjvXzKsWNmOd7OLMe/M8uxRbZy3J6tHJ/ffMKJHOWYlpKmFotSrqBqyzrcOnD5neIprmPy6rbT+D/wJDowHL/7z3Hc9A/lGlZR3fy5/Ptxzq09iN/950T6h3J9xxncnVyp06PZO8WriXbbPqTdOU+68yWUoQGkHP0DZVoKsqad8l5ICcr46GxTVo8LiWUppOWrk3JsC4oAT5ThQaQc/QO0dZA1aFvo+S9sbVs25ZuvR9GlfevizkqB7b7xjP6NK9OvUWUqW5ti36cZetoyjt3X3EJoaqCLpbG+arrlGYyetpRutbMq2hsuuNKmWmlmdG9IjVIWlLUwpkMNWyyyVeLep7ITexP010Ve7nck0SMQ9++2okhKpfTQjhrTP528nsA/zxH/xI9EzyDcZm5GoiXBom1dtXQ6Jc2ptnwMTyf/hiIt/X2Ekqe/7vvSv44tfWuXoXIJIxZ2roWeTMqxJ5pbQI89CSQ2OY21fRrQoLQ5pU31aWJrQXUrYwCS0+Vc9Azl27bVaGxrQTkzAya2rEJZM30OPnzxPkNT03qcHc77L3P/oBNhnoEcX7iNtKQUGg9qrzF9yzE9eO7kyrUtJwjzCuLC2oMEPfGh5ahuAKTEJbFjxAoen7xNuPdLXjzw5N/Ff1KmXiVMS5d4n6Gp6T/2c/76bS83zt3E282Hn75dhaVNCdp0z/scc+fyXXb8/CfXz+TdiykqLEptat2tFS43XHnpn38Ps6IwftJIfv15M2dPXcLtiQfTJs7DpqQ1PXp1yXOZ82ccuXj+Cj7efnh7+bLyf+tISEikUdP6aulq163BxClf8e3UhUUdhvCR+GQq2m3btiUuLo4HDx4A4OTkhKWlJY6Ojqo0Tk5OdOjQIdeyJ0+e5PPPP8fOzo4HDx5w8eJFmjXTfJG5atUq5s2bx7lz5+jcuTPR0dF06tSJhg0b4uzszJkzZwgJCWHQoEEArFu3jpYtWzJ+/HhevnzJy5cvKVu2LIsWLeLp06ecPn0aNzc3Nm3ahKVl4VQ0pdpSytSpiOf1x6p5SqWS59cfU75RVY3LlGtYlefZ0gN4XHlIucz0FmWtMbE2V0uTHJfECxevPNepSZh3EAmRcTQb3BGpthSZrjZNB3ck5HkAUQFhBQlToxJlrTG1NufZ9Udq+fR18aRCHvmUakspW6cS7tmWUSqVuF9/RMV8YtMzNiA5PgmFXAFAiHcQ8ZGxtMqMTVtXm5aDO/HyeQCRbxnbq+3ukSMefxdPKjSqlmc8tnUqqi2jVCrxuP5ItYxtnUrIdGRqaUK9gogMCKN8Zppqbesi0ZJgWtKcuRfWsPjmRkZumI5ZqdwXEWO3fscy5z+YenAptbs0fqtYs3tVju454vYrgnLUz1GOOTXt357U5BRcTt16y2g+nGNS39SQhv1a43fPI9+bIXrG+iRGx79xfG9EKkOrTGXkz7P1iFAqkXs+RFquet7L6ehhMO8PDOZvyWi9timr+kgiy2ilUaalqq2T9DSkFWoUbv4FlbR0OW4vI2leuaRqnpaWhOaVS/IwIPyN1nHsvhfd65RHXyfjCTeFQslVjyDKlzBm0s5LdPzpMMP/OMslt+KpnEm0pRjXq0Tk1azzCUolkVceYdJE87k3J6m+LhKZjLTsx5JEQu2N0/D//R8S3AMKOdcFkyZX4BYaR/OyWed0LYmE5uUsePgyWuMyTt5h1CtlxsrLbnTe4siA3dfZdscbuSKjuUquUCJXKtGRql9+6sqkPAjUvM6iJtWWUlrD+dfz+mPV+TSncg2r4pXj/Ot55SFlX3NNoFAoSI5NLJyMF1CpciUpYVOC+1fvq+YlxCXi5vKMWo1rFtr3mFua0bxzM07vP1No63xT5crbYlPSiitON1Xz4mLjeXDvIU2a1c9nySxaWlr07W+HgYEB9+64qObr6+uxaevPzP/uB8JC3+w89jFSKCVFNn2MPplntE1NTWnQoAGOjo40adIER0dHZsyYwbJly4iPjycmJgZPT0/at2/P9evqd+1+/PFHhgwZwrJly1Tz6tfPfcDOnTuX3bt34+TkRO3atQHYsGEDDRs2ZPny5ap027dvp2zZsnh4eFCtWjV0dHQwMDCgZMmsixJ/f38aNmxIkyYZLU8VKlTIN76UlBRSUtS7cqUr5cgkubvUGZqbIJVJicvxrG18WAzWlUtrXL+xlVmuZ3Pjw2IwtjTL/NxUNS+7uLAYjK3M8s27WhwJyWwe8j2jtsyi87T+AIT7vsRh5Mo8KzoFYZKZlzgN+TTJI59GeWyv2LAYbPLYXobmxvSc1p8b+7K6yKckJLNuyPd8vWU2PaZ9AUCo70s2jlz+1rHlF09e2z2v8o8Li8G6chnVetNT0nJdEMSHZ22nEuWskUi06DylH8eW7SQ5LpGeswYz4a8FrO4xB3manNSEZI7/sAufex4oFQrq9WzO6C2z2PH1Go0t34URd17lmF/c+ZVj92n9ub5P86MOAC0Hd+Te8eukpaS9eQBvmLf3dUz2nDeU1iO7oWOgh999D3aM+TnPvNbr1YKy9SpzZMG2NwntjUkMjJFIpSjjo9XmK+Oi0bIqo3EZRVggKYc2onjpC3oG6LTri/7k5SSu/RZlTASK0EAUUWHo9BxOypHNkJqCdps+aJlZojDJ3V1XKBxRiSnIFUpKGKq3NJcw1MM37PWPVzwKCMczNIYl/Zqr5kUmJJOYms72q0+Z0rk+07s15MbzIGbtv8rWrzrTpKJNoceRH20LE7RkUlLDotXmp4ZFY1BV8zGbU+VFw0gNiSTqSlZlvfy0vijT5QRsPV2Y2X0rUUmpyJVKLAzUu9yWMNDFNzJB4zKBMYncfZFMzxqlWN+3ES+iE1lx2Y10hZIJLSpjqCOjXilTtt72pqKFISUMdDnj/pKHL6Mpa2bwPsLKxcDcGKlMqvF8apXH+dfoNeffnGS62nSfN5SH/9wkJT5JY5qiZm5lAUBUeLTa/KiwKMytCu982G1gVxITErl6+lqhrfNNWdtkNEiFhUaozQ8LDcfa2irfZWvUqsrJc/vQ1dMlISGRMcOn4eGe1QNn2fJ53L3jwtlTlwo/48JH65Np0QZo3749jo6OKJVKrl69Sv/+/alZsybXrl3DycmJ0qVLU7Vq7ruRLi4udO7cOd91r1mzhq1bt3Lt2jVVJRvA1dWVy5cvY2RkpJpq1MhoSfHyynuQjUmTJrF//34aNGjAnDlzuHHjRp5pAVasWIGpqanadDvmab7LfIhkutoMXDUB33sebPh8Eb8PWEKwewBjts/J99nbvDTp24Y1T3aqJql20T/Lp2ekz6Qdc3npGcDJXw+p5mvrajNs1QS877mz+nN71g5YzEv3F0zaPi/f56Oya9S3NSue/Kma3kc8eZFItJDpyDi6dCfuVx7i98CT3d/8hlWFUlRpmXEMJETF4bTtFP4unrx46M3Jn/Zx7+g1On7dp0Df1aRvG35+slM1va9ynLBjLsGeAZzOVo7ZVWhUlZJVbbl14L/9w+v0xwl+7TWfrcMzbvoMXqv5meDKLWsx6OcJHJq/lZDnxdvaBqDw9yD9viOKl74ofJ6SvHsVyvhYtJt3y0wgJ3n3T2hZlsZo6W4Mf9iHtHId0p/d+3gfCPsIHLvvTVUbM7WB0xSZ5dWhhi0jWtWgRilzxrSrTbtqZTjk/O4DK75v5af1xaZfax6OXo0i8yadcb2K2I634+k3vxdz7t6eQgkWBjos6lyLWjYmdK9ekrHNKnIoW7fw/3WvixLo7nCF5usvsM/Fnx7VS6HFx9mipSWTMmTDN0gk8I/99vf2vZ0/78QJ9+OqSfaerhd6DO7BxaOX3unm85vqP7A3XgHOqklbu+DXia94Pfelc9v+2HUezM5t+/lt0wqqVa8MQLeeHWnTrgWL5q8orKz/Z4lRxwvmk2nRhozRvbdv346rqyva2trUqFGDDh064OjoSFRUFO3ba34WR19f/7Xrbtu2LSdPnuTvv/9We+47Pj6ePn368NNPP+VaplSpUnmur2fPnvj5+XHq1CnOnz9P586dmTJlCqtXr9aYfv78+cycqT5Q1dK6uUf0BkiIikWeLsfYUn2AISMrU+Jy3J1/JS4sGiNN6TPvjL5qWcy5DmMrU4Ke+uYRZW4N+7bGvIwVGz9fjDLzwmrf9PUsc3WgdrcmuP578zVrUPfogjO+Ls9Vf8t0tFX5is2Rz4A88hmfx/YyybEOAF1DPSbvnE9yfDJbJ6xR637bpG8bLMpYsebzRarY/pz+G6tct1OvW1Pu/Zv/zRSAJxfu4e+SdVEpzRZPzu0e+FTzCJt5lX/2dcSGRSPT1UbPxECtVdvIMivm2LCMUamzV7gSIuNIiIzFvHTejzn4u3hSPcczia9TGOX4JnG/omuox6Sd80mJT8YhRzlm13JwJwKe+PDi8bsN7lbcx2RiVByJUXGE+wQT6hnIwlsbKdeoKv73s7Z5peY1+crhO/79YTf3jxT+ADfKxDiUcjkSIzO1+RJjM5Rx0RqXyUUhRxHkg6REVu8gRaA3SetmgZ4BSGWQEIv+lJXIA/K+0Sm8G3MDXaRaEiIS1Ae3ikhIxtI4/+epk1LTOfvIj0md1M8R5ga6yLQkVLZS3+crWpnwwO/dHysqqLTIWBTpcnRy9A7RsTIj9TWjSped1Idy0/rhMvAHEp5mjVdi2qImOpYmtLqfVdHWkkmpunQkZcfbcbPp1MIM4bXM9XWQSiREJqaqzY9ITKGEoebBBC0NM8pJqpV10VzR3JDwxFTS5Aq0pVqUNTNg28CmJKWlE58qx8pQl7knXSlj+vprraKQGBWHPF2u8Xwan8f5N/41599XtGRShm78BjNbS7YN/fG9tmbfOHcTtwfPVH9rZ/5umluaERmaNcieuZU5Xk8K53xYt1kdylUpyw+TfiyU9b3O2dOXuO+c9bjRqwHPrKxLEBqSdV6wsrbk8SO3fNeVlpaGr0/G8fjQ9SkNGtVl3MQRzJmxlDbtWlChYlk8/G6rLbNt1zpu37xH/96jCisk4SPzSbVov3pO+5dfflFVql9VtB0dHTU+nw1Qr1491cBmeWnWrBmnT59m+fLlapXhRo0a8eTJEypUqECVKlXUJkPDjNeR6OjoqAZpy87KyopRo0bx119/8euvv7Jly5Y8v19XVxcTExO1SVO3cQB5mpzAxz5UaVVHNU8ikVClVW38sl1YZ+f/4DlVWtVWm1e1TV3VhXjki1BiQ6Oomm2dukb6lG1QOc91aqKtr4tSqVBVRAGUCiVKZUYeCyolIZlwvxDVFPw8gJjQKKq3yrqI0zPSp0KDKvjmkU95mpwXj73VlpFIJFRrVQefbMvoGekzdfdC5Gnp/DFuFek57ubq6OuiVCpzxUYBYssZT8jzAI3bvVyDKvje98gznoDHPmrLSCQSqraqo1om4LE36anpVMuWxqpSKSxsrfDLTOPrnPGvdaWsrnUGpoYYWpgQGZj380tlapUntoCvN8mrHKvlKMfyb1CO1XKUY3UN5Th590LS09LZoqEcX9Ex0KVhr5bcfMdB0F7l7UM5JiWZF8gynaz7sJVa1GT09jmcWrmX2/uKqPVeno4i0AtplXrZMiNBWqUecn/3N1uHRAutkuVQxkXl/iw5ERJikZQohZZtZeRP7xROvoVctGVSapay4I53iGqeQqHkjncw9fJ4vdcr5574kyqX06t+xVzrrFWmBL45Rvb3i4grlld7KdPkxD30xrxt1vGFRIJ52zrEOms+9wKUm/IZFWd+gevQ5cS5eqt9FnzwCnc6fsfdznNUU8rLSPx//wfXIe+n4pKdtlSLmtbG3H6R1Q1XoVRy50Uk9UqZaVymQWkzXkQnqnogAPhHJ2JpqIt2juey9bVlWBnqEpucxg2/CDpULp63vcjT5AQ99qFytvOpRCKhcqvaajcbs/N/8JzK2c6tAJXb1OVFtvSvKtklKpRk+7DlJBX2uBavkZSQRJBvkGry8/AjIiSCRm2y3hhhYGRAzQY1eHov/0rom+o5pAfurh54u3m/PnEhSIhPxNfHXzW5P/MkJDiMtu1bqNIYGRvSsHE9nO+4FmjdWloSVcV9/S9b6dS6H13a9ldNAIsXrOTbKQsKL6D/APGMdsF8Ui3a5ubm1KtXjz179rBhQ8ZrCtq1a8egQYNIS0vLs0V7yZIldO7cmcqVKzNkyBDS09M5deoUc+fOVUvXqlUrTp06Rc+ePZHJZHz77bdMmTKFrVu3MnToUObMmYOFhQWenp7s378fBwcHpFIpFSpU4Pbt2/j6+mJkZISFhQVLly6lcePG1K5dm5SUFE6cOEHNmoU3WMVVh5MMWjOJgEfevHDxpM3YnugY6OJ80AmAwWsmERMSxZlV+wG4tv00Ew8spt24XrhdfkCDPi2xrVuJw/O3qtZ5bftpOk3rR7hvMJEvQuk2ayCxIVE8OeesSmNWugT6ZkaYl7ZES0uLUrXKAxDhG0xqYgrPrz2i14Iv6ffDGG78eQaJlhYdJn2GQi7H62bhdIW/vP0UPaZ9TpjvSyJehNJr1mBiQqJwPXdXlWbaHntcz97lyq6zAFxyOMmINZPxf+SFr4sXHcfaoWugy62DjkBG5WzK7oXo6Omw89sN6Bnro2eccXc+PiIWpULJs2sP6bdgGIN+GIvTn2eQaEnoNqkvcrkcj5tP3jqeK9tP03Xa56rt3mPWIGJDonicbbtP3GPP47N3uZYZj5PDSYaumcSLR974u3jSfqwdOga63Mks/+S4JG7/fZnP7EeQGBNPclwSny8bjc89D9X7r8N8XvLo3F36LRnFwflbSY5PpNecoYR6BeKZGU+TL9ohT0sn8IkvAHW7N6PZoI4cmPfHW8f7itP2U3TXUI4Ps5XjlD32PDx7l6uZcV92OMnwNZN58cgLPxcvOmTGfTtbOU7evRBtPR1251GOrzTq3QotmRTnY4XTulscx2TZBpUpW68yPs7uJMUkUKKcDd1nDSTcN1hVGa/cshajt33HtR1neHTmDkaZLYry1HSSYjQ/p/m20q7+i+6gaSgCPJEHPEenTR8k2rqkO2dU7nUHfYMyNoLUM3sA0O48EIW/B4qIYCR6hmi374vE3Iq0O1nP1EvrtoSEWBTR4WiVLIdun7HIn9xB/rxgF13FITExCf+ArNGdA4NCeObhhamJMaVKftivoBzRqgaLjt6kVmkL6tiWYM9Nd5JS0+nbqBIA9odvYG1iwDddG6gtd+yeFx1r2GJmkLvF9KvWNZlz8DqNylvTtKINNzyDuOIeiMPo/B/tKiovNp+g5m9TiHPxJvaBJ2W/tkNqoEvQfkcAaq6fQkpwJN4/7gOg3NS+VJoziCeTfiPZPxSdV8dSQjLyxBTSo+JJj1KvjCnS0kkJjSbRq3je+z68UQUWn3tMLRsT6pQ0Ze99f5LS5PStlXGD1f7sI6wN9fimTcZjdwPrleWAqz+rHJ8xtEE5/KMT2XbXh6ENskaPv+EbjhKoYG7Ai+gkfrnqQUULQz6r9WbPtheF6w6n+GLNRAIfeRPg4kWrsT3RMdDjXub5d8CaScSGRHJu1QEAbm4/w7gDi2g9zg73yy7U69OSMnUrcWy+A5BRyf5y03RK1a7I7rE/oyXVUp07k6Ljkae9+5s33saRbUcZ9s2XBPgEEvwimNGzvyI8JIJrZ7PGJvp5/09cO3Od43/+A4CegR5lKmSVTcmyJalcqxJx0XGEBmW1GhsYGdCudzs2f//uv+/vYuumXXw7eyLeXn74+wUwd+E3hASHcuZk1u/CwePbOX3iAtu37gVgweIZXLpwlcCAIAyNDOk/oDet2jRjSP/xQMYz3poGQAsMeIm/X+D7CewDIR66KphPqqINGc9pu7i4qFqvLSwsqFWrFiEhIVSvrnlk2w4dOnDw4EF++OEHVq5ciYmJCe3atdOYtk2bNpw8eRI7OzukUinTpk3j+vXrzJ07l27dupGSkkL58uXp0aMHWloZd3dnz57NqFGjqFWrFklJSfj4+KCjo8P8+fPx9fVFX1+ftm3bsn///kLbDq4nbmFoYUK3GQMwtjIjyM2PbaNWqgb3MCtjqdby6nf/OXunb6DHrEH0+G4w4b7B7Pp6DSEeWd2GHTf/i46+Ll+sGIeeiQG+d93ZNmqlWotgt5kDaTIg64bGjFMrAdg85Hu8b7kR5hXEn2NX02V6f6Yc/R6lQkngE1+2jVqZZxfagrqw+R909XUZuuJr9E0M8Lrrzu+jVqjl07K8DUYWxqq/75+4iZGFCb1mDMLYyoxAN182jlqhGryqbJ2KVGyYcaGx9Mpvat+3uM1UIgPCCPEK4o+xq+g5fQCzjv6AUqEk4IkPv49akasLekFc2vwPOvq6DFwxHn0TA3zuurMlx3a3LG+DYbZ4XDLj6TFjICZWZgS6+bElW/kDHP9hF0qFgq82zUSqI8P9ykMOL1IfAGvvzN/pt2gk43bMQalQ4nXbjS2jVqp1te46rT/mZSxRpCsI9Q5i19R1PDyt3v3qbVzIjHtIZjl633Vn02vK8UFm3HYzBmFiZUaAmy+bspWjbZ2KVMgsx8U5ynFpZjm+0nJwRx6euUNSIY0gWxzHZFpSKnV6NKPrjAHoGOgSFxqNu5MrF9cfRZ6a8Vqhxl+0Q8dAj05T+tFpSj/Vur1uPeWPIT8USuyvpD+8jsTQBJ1uQ5EYm6EI8iFp+w+qV3ZpmVmiUGYNHCjRN0L3i8kZ3cuT4lEEeJP0+wKUoVnbQMvYHO3eo5EYmaKMiyb9viOpFw8War6LyuNnzxkzLeuG7qr1Gb2a+vbswo/2s4orW2+ke93yRCUms+nSQ8Ljk6le0pzfR3SkhFHGjauXMYm5evL4hsfywD+MTSM1vx6rU62y2PdpyrYrT1h16h7lLY1ZPbgtDcsXz02H0OM30S5hQqU5g9CxNiPuiS+uQ5eTlvnYhl4Zy4yHljOVGdUVLV1t6m5XLzufnw/is/rD3Ce7Vy9JVFIqm256EZGYQnVLYzb2a6TqOh4cm6z2bHVJYz029mvMmivuDPrrJtZGunzZoBxfNcnqoRCfms76688JiU/GVFebzlVtmNKqSq4W7/fpUeb5t3Pm+felmx9/jlpJQnhGDwrTMiVQZjv3+N9/zt/TN9Jl1kC6fTeYCN9g9ny9ltDM869JSXNqds0YzHba6ZVq3+Uw5Ad8bhVOC3JB7f/9b/QM9Jj507cYmRjx6O5j5g9foPY8denypTC1yOoWX71+NdYezOqpOXnpRADO/n2OVTOz5nfs2wGJBC4ff/deXu9iwzoHDAz1Wf3rMkxMTbhz6z5Dv/ialJSsRyAqVCyHRYmsAeAsrUqwfvNKrG2siIuN4+kTD4b0H88Vx9c/0icI+ZEolWJEmI/VnApDizsLRS6Rdx+J/L9A5yMdJCa79E/gPqneJ/C0zuLBKa9P9BHQ/U7zeBkfk/SLu4s7C0Xu5jdv35vov6LF0vc7Intx+fGniNcn+o+7lf7xv1bqSXzxvU/9fQmOLp4bLYXhRqkvimzdrV4eLrJ1F5eP/6pPEARBEARBEARBEN6jT67ruCAIgiAIgiAIglAwH+truIqKaNEWBEEQBEEQBEEQhEIkWrQFQRAEQRAEQRCEfH0aIyMVHtGiLQiCIAiCIAiCIAiFSLRoC4IgCIIgCIIgCPlSfgJvwSlMoqItCIIgCIIgCIIg5Evx8b+JtVCJruOCIAiCIAiCIAiCUIhEi7YgCIIgCIIgCIKQL4XoOl4gokVbEARBEARBEARBEAqRaNEWBEEQBEEQBEEQ8iUGQysY0aItCIIgCIIgCIIgCIVItGgL/2kGn8i9IkVxZ+A9UPDxD2X5KZSj9rjZxZ2F9yL94u7izkKRk3UeUdxZKHLNpy0u7iwUudA/nhV3Ft6LWfVTizsLRe7BrZLFnYUid8nMsrizIOTjU7iOKUyfRi1FEARBEARBEARBEN4T0aItCIIgCIIgCIIg5Es8o10woqItCIIgCIIgCIIg5Et0HS8Y0XVcEARBEARBEARBEAqRaNEWBEEQBEEQBEEQ8iVatAtGtGgLgiAIgiAIgiAIQiESFW1BEARBEARBEAQhX0okRTYV1MaNG6lQoQJ6eno0b96cO3fu5Jl269attG3bFnNzc8zNzenSpUu+6QuLqGgLgiAIgiAIgiAI/wkHDhxg5syZLFmyhPv371O/fn26d+9OaGioxvSOjo4MHTqUy5cvc/PmTcqWLUu3bt0IDAws0nyKirYgCIIgCIIgCIKQL4Wk6KaCWLt2LePHj2f06NHUqlWLzZs3Y2BgwPbt2zWm37NnD5MnT6ZBgwbUqFEDBwcHFAoFFy9eLIStkjdR0RYEQRAEQRAEQRCKTUpKCrGxsWpTSkpKrnSpqancu3ePLl26qOZpaWnRpUsXbt68+UbflZiYSFpaGhYWFoWWf01ERVsQBEEQBEEQBEHIlwJJkU0rVqzA1NRUbVqxYkWuPISHhyOXy7GxsVGbb2NjQ3Bw8BvFMXfuXEqXLq1WWS8K4vVen7CWI7rSfkIfjK1Meenmz/Elf/LC1SvP9HXtmtN91kDMba0I9wnm9Mp9PHN0UUvTbcYAmg3thL6JIb7O7hy13064b9ZO32lKP2p0akjpWuWRp6WzpN64PL/PwMyIb0+vxKxUCRbXG0tybOJHE+Mq33255u2Z9huu/77Znbicus8YQPPMPPk4u3MkR540aTWiKx2ybZujObaNTFebPguH06BPS2Q62rhfceXIoh3Eh8cAUKpmOTpN6kvFJtUxtDAmMiCMm3sucG3HGbXvadi3NR0n9sGyQkmS4xJ55ujKieV7SIyOf6tY89NrxkBaDe2Mvokh3s7uHLB3IOw126HdiG50ntAHEyszAt38OLhkB37ZtsOQ5eOp3roOpjYWpCQk43PfneMr9xLiFVTo+dfkQy7borD/xEX+PHKa8KgYqlUsx/wJw6hbvZLGtGnp6Ww7eJJ/Ll4nNCKKCmVK8e3ogbRpXFdj+m0HT7Ju5yGGfdaVuV9/WZRhvNb+2x7svO5GRHwS1WzMmdurMXVtLTWmHbv9Avd8cz931qZqaTaM6KD62zsshnXnXLjnG0q6QkElK1PWDGlLKTPDogqjUDi7PGLH3kM8feZJWEQk61YsonO7VsWdrTcia9wF7Za9kBiZogjxJ/XsLhRB3nkvoGuATseBSKs3RaJviDImnNRzfyH3cs1YX6POaDfujMTMCgBFWABpV48i93r4PsLRyHjwZ5iOGoi0hAWpHl5E/LSR1MfuGtMadGqD6dihaJcrDTIp6f5BxOw6RMLJC6o0En09zKePw6BjK7RMTUgPDCZu3zHiDp14XyFppGvXD71+Q9Ayt0Du60XClnXInz977XI6bTthNHsJqbeuEr/CPusDPX0MRn6NTvM2SIxNUYS+JPnEYVLO/FOEUeTPdnQ3yk3ug461GfFP/fBYsIPYB5qviUoP70Spge0wrFEWgLiHPngt35dn+uqrxmE7qisei3byYsupIoshp+YjutJ2Qm+MrEwJdvPnxJKdBORznVfHrjldZg3EzNaSCJ9gzq7cj0fmdZ6WTErX2QOp1qEBFuWsSY5LwuvaY87+tI+40GgAzGwt6Tjtcyq1qo2xlRmxIVG4HruG44ZjyNPk7yHi4qUswnXPnz+fmTNnqs3T1dUt9O9ZuXIl+/fvx9HRET09vUJff3aiRfsDlJqaWuTfUb93C/rYj+DCusOs67WAl0/9GLtrHoYlTDSmL9+oKl/+No27BxxZZzefJ+ecGbllFjbVbFVpOkzsQ+vRPTiycBvr+y0iNSmFsbvmIdPVVqWR6sh4dOoWt/66oOlr1AxY9TXBz/w/2hgPzN7E900nqqYn55zfKs6OE/vQZnQPDi/cxm+ZeRqfI0851e/dgs/sR3B+3WF+7bWAoKd+jN81D6Ns2+azRSOo1bkRuyev4/fB32NiY86ozTNUn9vWqUR8RAx7Z2zk567fcXHDMezmDKH1yG6qNBUaV2Po2sncOXCZ1V2/Y9fkdZSrX5mBK8e/Vaz56TLxM9qP7sn+hQ6s7reQ1KRkpuxakO92aNS7JZ/bj+T0usP81GsegU/9mLJrgdp2ePHIm7++28z/usxk48jlSJAwZddCJFoFHyGzoD7ksi0KZ67c5meH/Uwc2pcD65ZSvWJZJi5eQ0R0rMb0G3Yf4dBpR+ZPGMaxTT8y0K4DM35cj5uXX660jz28OXjGkWoVyhZpDG/i7CM/1py5z4QOddg3sSfVSpoxeddlIuOTNaZfO6QtF777XDUdmmqHVEtC1zrlVGleRMYx2uE8FSxNcBjTmYNT7Pi6Qx10ZdL3FdZbS0pKpnqVSiycNbm4s1Ig0lrN0ek6jLSrR0lysEcR4o/e0LlgoPk3Bi0pesPmITG1IuXwOpI2fUfKyW0o46JUSZRxkaReOkCSgz1J2xYh932K7qCZSCzLvKeo1Bl0a4/FrAlE//EXQUMnkerhjc3vK9AyN9OYXhEbS4zDXl6OnE7QwAnEHT+L5bLZ6LVsokpjMXsi+q2aEL5wJUH9x8PWrDoAAQAASURBVBK79wgW86ai377le4oqN502HTEYM4WkAzuJmTmedB8vjJeuRmJqlu9yWtYlMfhqEmlPXHN9ZjBmCtqNmhH/y4/ETB1J8j+HMPh6OtrNiucmknXfllRdNhKfNYe523Ue8U/8aLB/AdqWmvdX81a1CT56g/v9v8e51yKSAyNocGAhuiXNc6W16tkU08ZVSX4ZWdRhqKnbuwV29sO5tO4IG3stJPipP1/lc51XrlFVBv02FecDjmy0W4DbuXsM2zIT68zrPG19HUrXrsjl9UfZ2Hsheyf+gmXlUoxwmK1ah1Xl0ki0tDi+YBvrus7h1A+7afZlF7p+N/i9xPwx09XVxcTERG3SVNG2tLREKpUSEhKiNj8kJISSJUvm+x2rV69m5cqVnDt3jnr16hVq/jURFe03kJKSwjfffIO1tTV6enq0adOGu3fvolAosLW1ZdOmTWrpHzx4gJaWFn5+GRd70dHRjBs3DisrK0xMTOjUqROurlkn5aVLl9KgQQMcHByoWLGi6u7KoUOHqFu3Lvr6+pQoUYIuXbqQkJBQKDG1HdeL2/sv4XzQiVDPQI4s3EZaUipNB3XQmL7NmJ54OLnitOUEoV5BnFt7kMAnPrQe1V0tzcX1R3l6/h7Bz/w5MPN3TGzMqd0t6wf2/C+HuLrtNC/d869AtxjeBX0TQ5y2nPxoY0yOTSQ+LEY1paekvV2cY3pyYf1Rnpy/x8tn/uzPzFOdbHnKqX3mtrl70IkQz0AO59g2esb6NBvUkX//txvPm08IfOzDge/+oGKT6pRrWAWAuwcdOb5sF9633Yh8Ecr9Y9e4e9CJuj2aqb6nfKOqRAaEce3Ps0QGhOHr7M7NvRcpW7/yW8Wan45j7Di7/giPzjsT9MyfXTM3YmpjTv1uTfNcptO4XtzYf5FbBx0J9gxk/0IHUpNSaTmooyrN9X0X8brjRmRAGAFPfPh3zQEsylhSwta60GPI6UMu26Kw69g5vujejn5d21K5XBkWTRmJvq4Ox85f1Zj+xOWbjBvUm7ZN62Nb0prBdp1o06Qeu46qt7wnJiUzf/UWlk77ChMjgyKN4U3svvGM/o0r069RZSpbm2Lfpxl62jKO3dfcCmNqoIulsb5quuUZjJ62lG61syraGy640qZaaWZ0b0iNUhaUtTCmQw1bLIyK9m59YWjbsinffD2KLu1bF3dWCkS7eU/SH1wm3fUKyvAgUk/tQJmWgnaD9hrTyxq0R6JvSMrBX1AEPEcZE47C/xmK0KzfCvnzB8i9XFFGhaCMDCbN8SCkJiO1rfK+wlJjOuIL4o6cJv74WdK8/Yn43zqUySkY9+uuMX2y80MSL18nzcef9ICXxO09Supzb/Qa1lal0a1fi/h/z5Ps/JD0oBDiD58i1cML3TrV31dYuej1HUTKuROkXjyN4oUfiZvWQEoyul3s8l5ISwvDmfYk7tuBIjh3DydZjdqkXDpL+mMXFKHBpJz7F7mPF7KqNYswkryVm9iLwL8u8nK/IwkegTz7zgF5Uiqlh3bUmP7J5PUE/nmO+Cd+JHoG4TZzMxItCeZt1XsM6ZY0p9ry0TyZvB5lWvr7CEWl9Tg7nPdf5v5BJ8I8Azm+cBtpSSk0HqT5GGw5pgfPnVy5tuUEYV5BXFh7kKAnPrQclXETOSUuiR0jVvD45G3CvV/y4oEn/y7+kzL1KmFaugQAz50ecuS7P/C8+oioF6E8u3Cfq1tPUruIfx8/FIoinN6Ujo4OjRs3VhvI7NXAZi1b5n3DbtWqVfzwww+cOXOGJk3yvo4qTKKi/QbmzJnD4cOH2blzJ/fv36dKlSp0796d6Ohohg4dyt69e9XS79mzh9atW1O+fHkABg4cSGhoKKdPn+bevXs0atSIzp07ExmZdefP09OTw4cPc+TIEVxcXHj58iVDhw5lzJgxuLm54ejoSP/+/VEq373ThlRbSpk6FfG8/lg1T6lU8vz6Y8o3qqpxmXINq/I8W3oAjysPKZeZ3qKsNSbW5mppkuOSeOHilec682JdpQxdvunPgZm/o1QW5NDL8qHHCNDv+9Esub+Fqcd+oMnADgVePr88+eeTp1fbxiOfbWNbpxIyHZlamjCvIKICwvKNVc/YQK1LuN/955iVKkGNDg0AMLI0pZ5dc55ddnmbcPNUoqw1ptbmPLv+SDUvOS4JXxdPKuSzHcrWqYR7tmWUSiXu1x9RMY9ldPR1aTGwA+H+IUS9DC/UGHL60Mu2sKWlpePm6UuLBlkX5FpaWjRvUAvXZ54al0lNS0NHR711X09HmwdPn6vN+3HTbto2ra+27uKSli7H7WUkzStn3XXX0pLQvHJJHga82T517L4X3euUR18n4+kvhULJVY8gypcwZtLOS3T86TDD/zjLJbcXRRKDAGhJ0SpVEbnPk2wzlch9n6BVRnOlWFqtEYoAT3R6jMLg243of70C7dafgSSP3jESCdJaLUBbF3nAc81pipJMhk7NaiTfvp81T6kk+fZ9dOvVeqNV6DVriHYFW5LvZ51nU1yfYtChJVLrjIqLXpP6aJe3JenmvULN/huTyZBWrkaaa7bvVypJc72HrHre5wz9waNQxkSTekFzN+n0Z0/QadYaiUXGIyGyug2RlilL2oO7hZr9NyHRlmJcrxKRV7PKAaWSqCuPMG3yZtcvUn1dJDIZadl/ByQSam2civ/v/5LgHlDIuX5NfrSllNZwned5/bHqui2ncg2r4pXjOs/zykPKvua3T6FQ5Pv4op6xPklF+Pso5DZz5ky2bt3Kzp07cXNzY9KkSSQkJDB69GgARo4cyfz581Xpf/rpJxYtWsT27dupUKECwcHBBAcHEx9ftOUmntF+jYSEBDZt2sSff/5Jz549gYyXnp8/f55t27YxbNgw1qxZg7+/P+XKlUOhULB//37s7TOe07l27Rp37twhNDRU1f1h9erVHDt2jEOHDvH1118DGd3Fd+3ahZVVxnNZ9+/fJz09nf79+6sq7HXran7uEDJa3XOOzJeulCOT5O42aGhuglQmJS7zecxX4sNisK5cWuP6ja3MVM9vZk9vbGmW+bmpal52cWExGFuZ5ZnvnKQ6Mr5cP42Ty/cSHRSBRbm3azX8kGMEOLvmbzxvPCEtOZVqbevy+f9Go2uoy/U/zxZoPa/yFBemId955OnVtskZa1y2bWNsZUp6SlquH5a48BhM8lhv+UZVadC7BdvGrFLN873nwd5vNzB8wzdo62oj1Zbx5Pw9jizeUZAwX+tVnnJuh7iwvPNrlMc+EhsWg02OfaTt8G70mz8MXUM9gr0C2TD8xyJ/FutDL9vCFhUbh1yhoISZepe/Emam+ARofia9VaM67D52lsa1q1G2lDW3Xd24ePM+cnnWDbrTTrdx8/Jj3y9LiizvBRGVmIJcoaSEoXpLcwlDPXzDNHeRz+5RQDieoTEs6ddcNS8yIZnE1HS2X33KlM71md6tITeeBzFr/1W2ftWZJhVt8lmj8DYkBsZItKQoE9SPNWV8DFolSmlcRsvMGkkFS9If3yB5/89ILGzQ7fEVaElJu3o0a91WtuiPXgoybUhNJuXgryjD38+YENlJzU2RyKTII6LU5ssjotDO5xEMiZEBZc/tR6KtDQoFEct/I/lWVmU9YuVGLBd/S9lz+zNaQJUKwr//hZRslfH3SWJiikQqQxmtHqciOgpt23Ial5HVrItuFztivs17nJnELeswnDIb8x2HUaZnxJmwcTXpT9//8/baFiZoyaSk5vg9SQ2LwaCq5muinKosGkZKSCRRV7LKqfy0vijT5bzYerpQ8/smDMyNNf7exYfFYJXHdZ7Ra67zcpLpatN93lAe/nOTlPgkjWksytvQclR3Ti/fU/Ag/oMUed0YfM8GDx5MWFgYixcvJjg4mAYNGnDmzBnVAGn+/v5oaWW1J2/atInU1FQGDBigtp4lS5awdOnSIsunqGi/hpeXF2lpabRundWlTVtbm2bNmuHm5sZ3331HzZo12bt3L/PmzcPJyYnQ0FAGDhwIgKurK/Hx8ZQoUUJtvUlJSXh5ZXUTLF++vKqSDVC/fn06d+5M3bp16d69O926dWPAgAGYm+d+NgZgxYoVLFu2TG1eK9PatDbLu3L+Ieo5ZwihnoE8OHatuLNSpC6uz7qoCnrii46+Lu2/7vPainbDvq0ZsDzrh70oKz4FUbKaLaO3zubcuiN4ZLtjblOlDH2XjOLCb0dwv/IQY2szes8fxhc/juXg3C1v/X1N+rZh6PKs57w3jVn5Tvl/nbvHr/Ls2kNMrM3pMr43YzZ+y9oBi9+6u78m/7Wy/RDM/fpLlq3/k76TFiBBgm0pa/p2aaPqah4cFsFPW/ey5YfZ6Ork/Vz7f8mx+95UtTFTGzhNkdnTqUMNW0a0qgFAjVLmuL4I55Czp6hofygkEpQJsaSe3AZKJQT7kmpsgXaLXmoVbWXES5K2LkSiq4+0ZjN0P5tA0u7/FUtl+20oE5IIGjwRLQN99Jo1xGL2RNIDX5LsnFHBNBnaF926NQn5ZhHpL0PQa1SPEvOnIQ+LIPn2g2LO/RvQ18dwxkISNq5GGReTZzK93v2RVa9F3P/mowgNRla7PoYTvkURGU66azG13r+l8tP6YtOvFff7L0OR+btnXK8iZcf35E6XecWcu6KhJZMyZMM3SCTwj73mdzOb2Jjz1c65PD51G+f9l99zDoWpU6cydepUjZ85Ojqq/e3r61v0GdJAVLQLwbBhw1QV7b1799KjRw9VxTo+Pp5SpUrlKnAAMzMz1f8NDdVHhZVKpZw/f54bN25w7tw51q9fz8KFC7l9+zYVK1bMtS5NI/Utrav5TmtCVCzydDnGlqZq842sTIkLi9a4TFxYNEaa0odHZ34eo3EdxlamBD311bhOTaq0qk3J6uWo2zOjtUaSeedsyf0tXNp4jPO/HHqj9XzIMWri7+JFl+lfINWRIU/N+xmnpxfusdYlqxutLLPyYJwjT0b55OnVtskZq7GVKbGZ64gLi0Gmq42eiYFay6exZVaaV2yqlGHCHntu7bvIxQ1H1T7rNLkvvs7uOG7JGE325TN/jiSmMPXQUs6s/jvPsnidRxec8XXJ6kqZfTvE5iibgDy2Q3we+4iJVe4Yk+OSSI5LIsw3GN8HHqxy3U797k2598+Nt8q/Jv+1si1s5ibG/J+9+w6PomgAOPy7kkvvjR567733EnoPAlKkI9K7gIJK+VBUREQRQUG6CihdOtJb6IQkpJDee3LJle+PC5dcuIQEU1Dn9dlHsjezO7Ozt7ezU1Ymlb408Vl0XDxO9sYntnGwtWH90hko0zOIS0jCxdGOL3/cT7lSuoeWj3wCiIlLYNjM5fo4ao2GWw+fsufwaW4e+B6ZrHhHUNlbmCKTSohONpz4LDo5DSfrvMdTp6arOHE/gKmdDR+g2luYIpdKqOJsWO6VnG24ExBZOAkXDGhTEtFq1EgsDY+5xMoWbZLxypc2KQ40al0l+8W6qGCk1nYglek+A9CodWO0AU2YP7IylTFp7k76UeM3+0VFHRuPVqVG5mj4gF/maI86KjaXWIBWi+q57qFAupcvJpUqYDtuOGk37yExVWA/fRwRc5aTevE6ABnefihqVMF29NASqWhrE+LRqlVI7AzzKbWzRxP78uReslJlkbmWxmrpqqyVEt11xP6308S/OwpNTBTmb08kafVSMm5dBUAd8AxZ5aqYDRhGUjFXtDNiEtCo1ChyXCMUzrakZ86mnZsKU/vgNr0/d4Z+QtKjrPkE7FrWQuFkQ5vbG/XrpHIZ1ZaPovzEnlxuNr1Q85BTSmyi0d87K2dbknK5t0h6xX3eC1K5jOEbZ2BXzokfhq802ppt7WLH+N1LCbzlzcHFW/5WXv5JinLW8X8jMUb7FapUqYJCoeDSpUv6dRkZGdy4cYPatXVjlEaMGMGDBw+4desWv/zyCyNHjtSHbdy4MWFhYcjlcqpWrWqwODkZf5XLCxKJhDZt2rBixQru3LmDQqHgwAHjN7vGZuoz1m0cQJ2hJviBH1Vb1zXYV9XWdQi4bXwcWOAdb6q2NhyrVK1tPQIzw8c8jyAhIpZq2bZpamVO+YZVct2mMdunfMEXPRfyZa9FfNlrEb8s0rV6bvJYweXtJ/O9nTc5j8aUqe1GSlxSnpVsAGVyGtEB4fol3DvIaJoq5JGmF8emWh7HJujBM1TpKoMwzpVLY1/O2WC7rtXKMWX3Mm7+eoHjn+17aV8m5oqX5hXQajT6fb4uZXIaUQHh+iXMO4j4iFhqtM6qgJhZmVOxYVX88zgOzx88M4gjkUio3roufnmUp0QiQSKR6CvCheWfVraFzcRETq2qFbl295F+nUaj4drdxzSomfdEUKYKE1yd7FGp1Zy6fIuOLRoB0KJBLX79+mP2fbVCv9SpVpHeHVuy76sVxV7JBjCRy6hV2oHrz7JmS9VotFx/Fkb9XF7v9cLJh4Gkq9X0bmD4sNVELqN2WUf8ow0fUgREJ77xr/b6x9Ko0YT6IauU/TdDgqxiHTTBxucUUAd5I7F3BbKufRKH0mgSY7Mq2cZIJCArgXYRlYr0x08xa97IIC1mzRuhvPco93g5SSVIXlwv5fLMLuU5btc1apCW0C2pSoXa9ykm9ZtkrZNIMKnfGJXXw5eCq4MCiZ8+loRZE/RLxvVLqO7fIWHWBDRRESDLzGfOeXXUGiSS4s+nNkNN4r1nOGSfyEwiwb5dXeJv5v57V2FaPyrNGYzn8NUk3jV8bV3o/gtc67SA610W6pe00BgCvvkdz7dW5bLFwqPOUBPywI8q2e7bJBIJVVrX0d+35RR4x5sq2X77AKq0rcfzbOFfVLIdK5Zi68hVRsde27jaM2HPMoIf+PHr/G8LZf4k4d9JtGi/gqWlJVOnTmX+/Pk4ODhQoUIF1q5dS0pKCuPHjwegYsWKtG7dmvHjx6NWq+nXr58+fteuXWnVqhUDBgxg7dq1VK9enZCQEI4cOcLAgQNznfXu2rVrnD59mu7du+Pi4sK1a9eIjIykVq3Cma3y4pYjeKybStD9Zzz39KHt+J4oLEy5uf88AMPWTSU+PJbja/cA8NfWY0zZ+wHtJ/Tm8dk7NOzbinL1KvPr4u/12/xr6zE6Tx9AlH8YMc8j6D53KAnhsQavrbIr44i5nRX2ZZyQSqWUrq0bfx7tH0Z6ipKYQMN3xVo6WAMQ4RNc4Pdov6l5rNWlMdZOtgTc8UalzKBau3p0ntaf89+/3gzrF7ceo8v0AURmpsk9M00PsqVp8s4lPDhxg0uZDyvObznCW5nHJtDTh3aZx+ZG5rFJS0zl+r6z9Fv6NinxSaQlpjJwxVj8bz0l8I7uJrJU9XJM2bUUrwv3uPDDEf2YYo1aQ3JMIgCPTt9m6OqJtHq7K17n72HjYkf/D0YT6OlDQkQeLSKv4ezWo7hPH0ikfyjRzyPoPXcY8eGx3D2ZNfHM9J1LuXviBhe267ron9lyhFHr3iXwvi/+nr50Gt8LUwtTru4/B+gmWWvStzWPL9wlKSYBu1KOdJ/an4y0dB6eLfqWlze5bIvC6AHdWfrFFmpXq0i96pX5+dBJUtOUDOjaFoD3132Pq6MdM8fqhubc8/IlIjqWmpUrEB4Vx6ZdB9FotLwzWDdTsKWFOdUqljPYh7mpKbbWVi+tL06jWtdk2YEr1C7jQN1yjuy84kVquor+jXXvC1/662VcbCyY0a2hQbyDt3zpVLMcdhYvv+5kbJtaLNh/icZuLjSr5MplnxAueAWz5Z0uxZGlvyUlJZXAoKxu0cEh4Tx56outjTWlSxX97P6vK+PaMUz7TUYT6oc62BeTFu5ITEzJuKv7rin6TUabGEvGWd2DKtWtU5g07YaixygybpxE6lAKRZt+ZNzIGjJk0slDN+t4fDQozJDXbY3UrRbpu0pmKEn8jl9x/ngBykdPSX/ghc3IgUjMzUg8pEuz08cLUEVEEbdB19puO+4tlI+eonoegkShwLxtc6x6dyV61VcAaJNTSLt5F/vZE9EqlahCIjBrWh/LPt2IXfdtieQRIO3QPixnLkbl8wSV9xPM+g4BM3OUp3Rjjy1nvY8mOpLUHd9DRjrqQD+D+NpkXWVMv16lIuP+HczHTkGbrtR1Ha/bENNOPUjZupGSEPjtEWp/9S4Jnr4k3PGlwqReyCxMCd1zDoDaG6ahDIvBd+VuANze60flBR48mPoVaYER+tZwdXIa6hQlqtgkVLGGlVBthor0iHhSfEOLJU+Xthxl8LopBN9/RpCnL63H90RhYcatzN+7IeumkhAew8m1ewG4svU4E/Yuo82EXnid9aR+31aUrVdZ3yItlcsYsWkmpetUYsf4T5HKpFhl5js1Lgl1hhobV3vG71lGXHAUx1fuNHiVWM45fP6NXm+K4v8uUdHOhzVr1qDRaBg1ahSJiYk0bdqUEydOGIyXHjlyJO+++y6jR4/G3Nxcv14ikXD06FGWLFnCO++8Q2RkJKVKlaJ9+/b6AfvG2NjYcOHCBb788ksSEhJwc3Nj3bp1+gnZ/q67h69i6WBD99lDsHa2I+RxAD+MWaOfJMKurJPBE7qA297smvk17nM9cJ8/jCj/MLZPWkf406xZJs99+wcKc1MGr56AmY0F/je8+GHMGoNxrN3nDKXpkKzXLsw+qhtb++1bH/Hs6uNCydubnke1Sk2r0d3pu2wUSCREB4Txxyc/c333mdfK59nMNA1ZPQFzGwv8bnjxfY40Obq56h9avDg2Vg429Mh2bLZkOzYAv3+8A61Gy5hNs5Er5HhduMdvy7K6Ltbv1QIrJ1uaDGpHk0Ht9OtjgiJZ1XYGADd/uYCppTltRveg75K3SU1IwefyQ46sMZypvzCc+vZ3TM1NGb56EuY2Fvje8OKbMasNjoOTmytW2Y7D7cNXsHKwofdsD6yd7Qh+7M/GMav1E6SplBlUaVaTju/0xMLWisSoOHyuP2Hd4GUkRb964qq/600u26Lg3r4FsfGJfPPzQaJi46lRuQKbPpqDo73uRicsMhpptveXp6dn8PWOAwSFRWBhbkbbJvVZNXfiG/EKr7z0qOdGbEoam87cIyopjRql7PlmVCccrXS/HaHxKS/1+PCPSuBOYCSbRht/FU/n2uVZ2rcZP1x4yNqjt3BzsuazYe1o5PbmVlRfePDEm3HTF+r/XrtB15Opf8+urFw6t6SS9UrqR9dIt7DBpMNgFJa2aMIDSNu9FpJ11waprZN+/DyANiGGtF3/Q9HtbcwnrdJVwm+cIOPyH/owEksbTPtNQWJlB8oUNBHPSdu1Fo3fg5y7LxYpJ88TY2+H/dQxyJzsSffyJfzd99HExAEgL+1i0GorMTfD8f0ZyFyc0CqVZPg/J3LJGlJOnteHiVy4ErsZ43FatRipjTXq0HDivt5G4v7DxZ09vfS/ziKxscN8xDik9g6o/XxIXDEfbbzugbDUyQU0BatiJH32ERajJ2E1ZykSKxs0kWGk/rwF5fFDRZGFV4o4dAWFow2VF3hg6mJH4kN/PIev1k+QZlbWUd/jDKDsmG5ITU2ov9XwO/js0/34fZa/YXxF7X7mfV6XzN+70McB/DhmDclRuu+gbVlHg7fXBN72Zt/MjXSdO5Tu84cR7R/GzkmfE5F5n2dTyp5a3XQNYNOPGc79suWtj/G7+pgq7erhVKkUTpVKsfCa4UOTJRVHFGV23wiaN2MutH8MiVb0d/jXWlBxeEknQSgk/4UniGn/gVya/QdG66z8s2jH5b0pNLf/LOkkFDl5l1ElnYQil/7tByWdhCIX+Uv4qwP9C9i4pZd0EorcnaulXh3oH+6MufFhj/8mK/0Lv7GhuOwuM/LVgV7T8JB/38ztokVbEARBEARBEARByJMG0aRdEP/+5hVBEARBEARBEARBKEaiRVsQBEEQBEEQBEHIkxhvXDCiRVsQBEEQBEEQBEEQCpFo0RYEQRAEQRAEQRDyJGYdLxjRoi0IgiAIgiAIgiAIhUi0aAuCIAiCIAiCIAh5+ve/iLVwiRZtQRAEQRAEQRAEQShEokVbEARBEARBEARByJOYdbxgREVbEARBEARBEARByJOYDK1gRNdxQRAEQRAEQRAEQShEokVbEARBEARBEARByJOYDK1gREX7X0z5HxhJYcp/ow+L+j9Qlor/QFn+F7oQaW7/WdJJKBZXZjws6SQUuRbTPyjpJBQ5xZSPSjoJRW739//+cgSY+Y5VSSehyDWx8CrpJBS5Sg9MSjoJglBoREVbEARBEARBEARByJNo0S6Y/0IDiyAIgiAIgiAIgiAUG9GiLQiCIAiCIAiCIORJ++8f5VeoRIu2IAiCIAiCIAiCIBQi0aItCIIgCIIgCIIg5EmM0S4YUdEWBEEQBEEQBEEQ8iQq2gUjuo4LgiAIgiAIgiAIQiESLdqCIAiCIAiCIAhCnrQlnYB/GNGiLQiCIAiCIAiCIAiFSLRoC4IgCIIgCIIgCHnSiNd7FYho0RYEQRAEQRAEQRCEQiQq2jn8+OOP2NnZlXQyBEEQBEEQBEEQ3hiaIlz+jUTX8SLWsWNHGjZsyJdffpnvOBLJy/0ydu/ezVtvvVWIKTOu5+yhtBreGXMbS/xuerF/6Q9E+oflGaftqO50ntwXG2dbgh8H8uuH2wi86wuAha0lPWcPpUa7+tiXdSI5OoF7J29w9PN9pCWm6rcx6MMxVG5ag9LVyxPmG8ynvRYVSn5ajepGh8l9sXa2JfRxIIc+/JHnmWkzpl6vFvSYOxT7cs5E+YVxbM1unpzzNAjTffYQmmceI/+bXhxYupUoI8dIppAz/eDHlKldkS96LSL0UQAA9uWcWPzXhpfCfz1wGYF3fP5ehrNxzyxLs8x07l/6g9F0ZtcmsyytnW0JeRzIb9nKEqDV8C407t+GcnUqYmZtweL640hLSDHYRtdpA6jduTFla7uhzlDxfv3xhZannNxnD6VltvP1l3zmsVO2PB7IkUe5qQn9lrxNo76tkStM8Lpwl1+WbSUpKt5gO82GdKDD+F44Vy5NWmIqd49e5bcPtr12XkriXO08bQA1OzeiTGZZfVh/gtF9NRnSnvbje+NUuRTKxFTuHb3Gwb+R11fZc+0pP116THRSKtVd7VnYuwn1yjkZDTt+6ylu+Ue8tL5ttTJ8PaojAMt+u8Ifnn4Gn7euWppvRncq9LTnV9l3elDh3b4oXOxIehTA0/e3knjHeHmXebsLpYa2x7JmeQAS7z3Dd9XuXMPXWDuRsmO68XTZjwRtPlpkeXgVeZOumLTqjcTKFk14IOkntqMJeZZ7BFMLFJ2GIqvRDIm5Jdr4KNJP/oza965ue427YNKkCxI7ZwA0kUFkXDyA2vdecWTnb7npeZ9tu37h0RMfIqNjWL96GV3aty7pZBnVeHRXWkzqjZWzLRGPAzn54XZC7+ZebjV7Naf93CHYlnMixj+cc2v24Hv2rv7z3p9Nov7Q9gZxnp27x94xa/V/u9atSKdFwyhdvzJajYYnx25w+uOdZKQoCz+DuZDX74C8SXckFjZoooLIOLcXTbh/7hEU5pi07o+8aiMwtUCbGEP6hf1o/B/oPpdIMGnRB1nNFkgsbdAmxaN6fAXV9ZL7Tuak6DYAs77DkNg6oA70JfXHr1D7PjEetn0PLKYa3ptp09OJH9OjOJKabzZv9cV27FBkTg6kez0jevVGlA+8jIa16NIG+4nDkZcvg0QuJyMwmPiffiHp8Gl9mMr3TxqNG73ue+J/3F8keRD+Pd64inZ6ejoKhaKkk1Hitm3bhru7u/7v4mhl7zKlH+3fcWfn3G+IeR5Jr7keTNm+mNXd5qFSZhiN06hPKwYuHcW+pVvwv+NDx3G9mLp9MSs7zyEpOgFbV3tsXe05tOpnwryDcSjrhMfKCdi6OrDt3S8MtnV13zncGlalTK0KhZKfBn1a0nfpKH5b+gOBd3xoN64n47cv4tPOc0mOTngpvFvjaoz4ajrH1+7h8enbNOzfhtGb57K+z2LCnwYB0HFKX9q8487euZuIeR5Jj7lDGb99Eeu6zX/pGPVePIKE8FjK1K5oNH2bR3xCmHeQ/u+U2KRCyTdA58yy3DX3G6KfR9IzsyzX5FGWDfu0YsDSUexfuoWAOz50GNeLydsXszqzLAFMzBU8Oe/Jk/Oe9Fk4wuh25Ao5d49exf/2U1oOK7qKTOcp/WiXmceYzDxO3r6Y/70ij/0z8xh4x4f243oxafti1mTLY/9lo6ndqRE/vfslaYkpDProHd75dg4bhnyo306H8b3oOLEPf6zaSYCnDwoLUxzKOb92XkrqXJUp5Nw/epXA2940G9bRaNraje9F+4m9ObJqJ4GePigszP5WXl/lxP0A1h2/zZK+zahXzomdV57w7vazHJrRFwcrs5fCf/5WOzLUWc/C41KVDPvmGN3qGl5H2lQtzYqBLfV/K+SyIsvDq7j0b0W1FaPxWvA98be9KT+pNw33LOFqm1lkRL1c3nataxN+4BLxN7zQKDNwe68/Dfcu5Vr7OaSHxRqEderZDJsm1VCGxhRXdoyS1W6BottI0o9tQx3sg0lzd8yGLyRl03xIeTmPSGWYjVyENjkB5a/r0SbGIrF1grSsB3naxBjSz+xFExMGEgny+u0w9ZhD6vdL0EYFF2PuCi41NY0aVSszsHd3Zr3/SUknJ1e1+rSgy9KRHF+yjRBPH5qNc2fYjoVs7jSfFCPXorJNqtF/wzTOrd2Hz+k71OnfmsGbZ7O191Kinmb9vvmeu8uReZv1f6uzXaOtXOwYvnMRj/+4yskPtmNqZU7XD9+mz7rJHJj6VdFmOJOsWhNM2g0h/ewuNGH+mDTsjOmA6aRuXw6piS9HkMowHTQTUhJRHtmMNikOiY0DWmXW+Spv2gN5/Q4oT/6INjoUqasbim6jQZmK6u7ZYslXXkxadsJ81FRSf/gClc9jTHsOwXLRWhLnjkabEGc0jjYliYQ5o4s3oQVg2aMDjvMnE/nxVyjvPcF21CBKfbeK533Ho4mJeym8Jj6R2M27yfALRJuhwqJDC5w/noc6Jo7Uy7cACOg4zCCOebtmOK+YQ/Kpi8WRpTfOv7XluaiUeNfxjh078t577zFr1iycnJzo0aMHEokET09PfZi4uDgkEgnnzp0D4Ny5c0gkEk6fPk3Tpk2xsLCgdevWeHllPbG6e/cunTp1wtraGhsbG5o0acLNmzcLnD5fX1/69++Pq6srVlZWNGvWjFOnThmE+eabb6hWrRpmZma4uroyZMgQAMaOHcv58+dZv349EokEiUSCv79/vvZrZ2dHqVKl9IuZ2cs3mIWtw7ienNxwgAd/3iLkSSA/z9mIras99bo3zTVOxwm9ubznDNf2nyfcJ5h9S7aQnppOS4+OAIQ+DWLr1C94ePo20YHheF95yJHP9lC3S2OksqzT77cVP/HXjpNEP3+5Zep1tZvQm2t7znBz/3kifIL5bckPZKSm0ywzbTm1HdeTp+fvcn7zYSJ8Qzj5+X6CH/rRJtvT2rbjenJ6wwEe/XmLsCeB7J3zDTau9tTJcYxqdGxAtXb1ObxyZ67pS45LIikyXr9oVOpCyTcYlmXok0B2zdmITT7K8sqeM1zPLMv9mWXZItvxurD1GKc3/Y5/Hi3vx7/4hfM/HCXU63mh5ceY9uN68ueGAzzMkce6eeSxw4TeXN1zhhuZefxlyRYyUtNpnplHM2tzWnh04tAnO/C58pCgB37smf8tlZrWwK1RVQDMbSzpOW8Yu+Z8w+3fLxEdGE7ok0Aenrr12nkpqXP1zy9+4eIPxwj1CjS6H3MbS3rM82DvnG/w/P0yMYERhD0J5NHfyOur7Lj8hEFNqjCgcRWquNiytG9zzEzkHLxtvPXW1sIUJ2tz/XLVJwwzExnd6xhWtE3kMoNwNuYl90C3/JQ+hPx8mtA950h5GozX/O/RpKZTZrjxB1OP3t1A8I8nSXoYQIpPCI/nfItEKsGhXT2DcIpS9lRfNY5H736FJkNVHFnJlUmLnqjunEV19wLaqBDSj25Dm6HEpGEHo+HlDTsgMbdEuf8LNEHeaOOj0AQ+QRORdW6qve+g9r2LNjYcbUwYGef2Q3oasnJViytbr61dq2bMmDSGrh3alHRS8tR8Qk/u7jnL/f0XiPYO4fj721ClKqnvYbzcmr7Tg2fn73HtuyNE+4RwYd0vhD3wp8mYbgbh1MoMkiPj9Uv2nlBVuzRCk6HmxLKfiHkWSui9Zxx/fys1ezXH3s21SPP7grxxV1QPL6F+dAVtTCjpZ3ahVWUgr2O814G8TmskppYoD29CE+qLNjEaTbC3wQMfWenKqJ/dReP/AG1iNGqf26gDHyEtVbFY8vQqpr2Hkn7mCOnnj6MJDiD1h88hPQ1Fx565R9KCNj7WYHmT2I4eTMKvx0g6eJKMZ4FEfbQebaoS64HGW93Tbt4j5cwlMvyeowoKJWHnQdKfPsOscV19GHV0rMFi2ak1adfvogrKu/fcv5W2CJd/oxKvaAP89NNPKBQKLl26xLfffpvveEuWLGHdunXcvHkTuVzOuHHj9J+NHDmScuXKcePGDW7dusWiRYswMTEpcNqSkpLo1asXp0+f5s6dO7i7u9O3b18CA3U//jdv3mTGjBl89NFHeHl5cfz4cdq313WRWr9+Pa1atWLixImEhoYSGhpK+fLl87XfadOm4eTkRPPmzdm6dStabdGego7lXbB1sefppfv6dWmJqQR4+lCpcXWjcWQmMsrXrWQQR6vV8vTSfSrmEgfAzNqCtKRUNOqiey4mM5FRtm4lfC49MEib96UHuDWuZjROhUbV8M4WHuDphXtUyAzvUN4FGxd7gzBpiak89/Q12KaVky2DV09k7+xvyEjLvdvb2O/n8cHNb5m6/0Nqd23yWvk0xjEzncbKMrdykZnIKGekLL0v3cctj7IsKQ655DHwNfKY/XwtV7cycoXcIEyEbwgxQZH641C9XT0kUgm2pexZeGodH1zZyOivZ2JX2vG18lKS5+qrVMvMq00pB+ae+oz3r3zNyK9nYlvaoSBZzLcMlZrHoTG0qFJKv04qldCiSinuBUXlaxsHb/vSo64b5grDDls3/cPp9L9f6b/+D1b+cZ24YuySmp3ERIZ1/crEXMw6x9BqiblwH5um+fuuycxNdd0c47L1gpFIqLNxOoHf/E6yV1DukYuDVIa0dCXUfg+zrdSi9n+ItKzxSrGsemM0QT4o3MdgMWsj5pNWY9KmHxgZSgWARIKsdkswMUUd5F34efgPkprIKFWvEn5/ZSs3rRb/vx5StrHxcivbuCr+fxlei/wu3HspfIWWtZhxayOTznxKj0/GYm5npf9MZipHnaGCbPc5qjRdi3e5ZsXw+yOVIXWpgCbwcbaVWjSBj5GWqmw0iqxyAzRhz1B0HI75xLWYjVyGvJm7wfmqDn2GtHxNJHYuAEicyiIrUxW1/0Oj2yxWMjmyStVRPcj20FSrRfXgNvJqdXKPZ2aOzVe7sfl6L5ZzP0FarmKRJzXf5HJMa1cj9eqdrHVaLalX72DWoFa+NmHWoiEmFcuTduu+0c9ljnZYtGtOwoHjhZFi4T/gjeg6Xq1aNdau1Y3VyW+LL8DKlSvp0EH3lHXRokX07t2btLQ0zMzMCAwMZP78+dSsWVO/j9fRoEEDGjRooP/7448/5sCBA/z++++89957BAYGYmlpSZ8+fbC2tsbNzY1GjRoBYGtri0KhwMLCglKlSuW2i5d89NFHdO7cGQsLC06ePMm7775LUlISM2bMyDWOUqlEqTS8cVRp1cgl+eseae1sB0BipOE41MTIeP1nOVna2yCTy0iMejmOS5WyucSxpsf0QVzefdro54Ult7QlRcbjUqWM0TjWznYvjcNNiozH2sku83Nb/brsch4jj8+mcHXnaYLuP8PeyLhSZbKSPz7egf8tL7QaLfV6Nmf05jlsn/R5obQUvkhLznQmFXJZliSbIjpfbZztUCkzXhp3nhQVr9+nYwUXJBIpXaYN4OCKn0hLTKHn3GFM/vl9PnNfgDqjYD0TSvJcfRWHzLx2ntaf31dsJy0xhR5zPZj48/t84b6wwHl9ldgUJWqNFkdLwx48jpZm+Eca6W6cw/2gKHwi4vlwQAuD9W2qlaZL7fKUtbfieUwiX5+6y7QdZ9k+sTsyafE+bzZxsEEql5EeGWewPj0yDotqxss7pyrLRpIeHkPshaybQbfp/dGq1AR9f6wwk/taJBbWSKQytMmG5582KR6pY2mjcaR2LkgqOqF6cJm0PZ8icXDF1H0sSGVkXDyQtW3ncpi/sxzkJpCehnL/l2ijQoowN/8dFvbWSOUyUnJcW5Kj4nGsYrzcrJztSM4x3CE5KgGrbNeZZ+fv4XX8JvHPI7Bzc6XjAg88fprP9oHL0Wq0BFx6RJelI2kxuTc3th5HYW5Kx0W67rpWLnYUNYm5le58zTGkQZuSiNTB+L2bxMYJabkaqL2uk3boa6S2zig6DQepDNW1IwCobpxAojDDbPRy0GhBKiHj8iHUXteLOkuvJLGxRSKTocnRIq2Jj0VexvjwPXXoc1K+W4sm0BcsrDDr7YH1ig0kzH8HbUz+HoQWJZm9DRK5DHW0YZ7U0bGYVMq9kUtiZYHb6d1ITEzQajREf7KB1Cu3jYa16tcNTUoKKaf+KtS0/5OI13sVzBtR0W7S5PVa8+rXr6//d+nSuh+BiIgIKlSowJw5c5gwYQI7duyga9euDB06lCpVqhR4H0lJSSxfvpwjR44QGhqKSqUiNTVV36LdrVs33NzcqFy5Mu7u7ri7uzNw4EAsLCxeK08Ay5Yt0/+7UaNGJCcn8+mnn+ZZ0V69ejUrVqwwWNfctg4t7eoaDd+kfxuGrZqo//u7cf977fTml6mVOZO2LSTMJ5hjX/5S5PsrCW3G9sDU0oyz3xzMNUxKbCIXf8iaDCXo3jNsXOzpMKnPa1W0G/dvg0e2svy+GMqyuDXu34ah2fK4pQTzKJFIkSvkHFj+E08v6iZh2jHjK1bc+I6qrergdeHNn5gpvyQSCXKFnEPLf8I7swV214wNLLvxLVVa1eHpG5bXg7efUc3V7qWJ09zrVdT/u5qrHdVd7enz5e/c9IswaD3/J3Cb3h/XAW24PWg5msxxrtb1K1FuYi9udF1Yson7OyQStMkJpB/5QdeyGeZPurUDJi17G1S0tdGhpH6/BImpObJazTHtN5nUHZ+IyvYb7PEfV/X/jvQKIvJxIFP/+oIKrWoTcOkhUd7BHJ77HV2WjqTjAg80ag03fzxJUkQcWs0b2qFUIkGbmkj66Z9Bq0UdEUiGlR0mTbrrK9qy6k2Q1WhO+vGtaKJDkDqXR9F+KNrkeNSPr75iB28etfcj1N6P9H8nP32A9Wc/YdqlL2n7i25yzKKmTU4laMhUpBZmmLdohMP8yWQEhZJ28+XfN+uB7iQdOYM23fg8MIKQ0xtR0ba0tNT/W5rZupC9q3RGhvETOntX8BczdWs0uu7Iy5cvZ8SIERw5coRjx47x4YcfsmfPHgYOHFigtM2bN48///yTzz77jKpVq2Jubs6QIUNIT08HwNramtu3b3Pu3DlOnjzJBx98wPLly7lx40ahTWDWokULPv74Y5RKJaampkbDLF68mDlz5hiuq5f7bM8PTt0iwDNrnK1coTuW1s62JGRrabF2tiU4c7bsnJJjE1Cr1Fg72Rqst3a2JTFHa42ppRlTf1qMMimVHyavK9TxyAVJm5WRtL2QGBmHlbHwUXGZn8cb3Ya1sy0hj/wBqNK6Dm6Nq7Pq6Q6D7cz4fSV3Dl1i39xNRvcd6OlDtRzjLfPr4albfGakLK1ylKWVsy0hr1GWCbkcr+L08NQtArPlUZbtfM1ZFn/nfE2IjENuaoKZjYVBq7aVU9ZxSIjUPS0PzzaRXXJMIskxCdiXMT4zdl5K6lzNjxdxI7yzxh3q8pqI3Wvk9VXsLUyRSSVEJ6cZrI9OTsPJOu95KlLTVZy4H8DUzq/+HpVzsMLewpTnMYnFXtHOiElAo1KjyNGzQOFsR3pEXJ5xy0/tS4XpA/Ac+jHJj7LGLtu2rIXCyYbWt7/Rr5PKZVRbPpryE3txpdl7hZmFV9KmJKLVqJFYGp6jEitbtEnxxuMkxYFGbdB9WBsVjNTaDqQy3WcAGrVujDagCfNHVqYyJs3dST+6tWgy8x+SEpuIRqXGIse1xdLJ9qXeMS8kRcZh6WSTI7wNSXn8bsQ9jyQlOgF7N1cCLum6UT86dIVHh65g4WSjm2lcqxsvHhdYePO25EabmqQ7Xy0M8yGxsEabbLwnjTY5/qXzVRMTpjvnM89Xk7aDUN08gfqpbn4gdXQIGdYOmDR1L/GKtjYhHq1ajdTWnux3Y1Jbe7Rx+ZxIUa1G7e+NtNSb0etNHZuAVqVG5mhvsF7maI86Oo88abWonuse1KV7PcOkcgXsJrxFWI6KtlnjuigqlSdi3spCT/s/iZgMrWDeiDHa2Tk762azDQ0N1a/LPjFaQVSvXp3Zs2dz8uRJBg0axLZtBX/idunSJcaOHcvAgQOpV68epUqVeql7u1wup2vXrqxdu5Z79+7h7+/PmTNnAFAoFKjVf69S6enpib29fa6VbABTU1NsbGwMlry6jSuT04gKCNcvYd5BxEfEUr11Vgu4qZU5bg2r4nf7qdFtqDPUPH/gZxBHIpFQvXVd/LPFMbUyZ+qO91FlqPh+wqe5zghdmNQZaoIf+FE1R9qqtq5DwG3j4/kC73hTtbXh2KRqbesRmBk+5nkECRGxVMtxjMo3rKLf5u/Lf+KLngv5stcivuy1iK3v6Fped773FSc+3ZtresvUrkjiK26yc2OsLBNyKUv/PMoyyEhZVmtdl4Bc4hSnnHkMz8xjzrKokI88VjOSxxdxgh48Q5WuMjgOzpVL41DOWX8c/G/q/u9SOaubr4WtJZYONsQEF7z7XEmdq/nhf1M3waRz5axuo+a2llg6WBMbHJnv7eSXiVxGrdIOXH8Wrl+n0Wi5/iyM+rm83uuFkw8DSVer6d2g0iv3Ex6fQlyqEidr87+d5oLSZqhJvPcM+3bZehtJJNi3q0vCzdy/axWm9aPSnMHcHb6KxByvWgrbf4HrneZzo8sC/aIMjSHwm9+5+1YJ3BRq1GhC/ZBVyn6OSpBVrIMm2PhEiuogbyT2rkBWv0SJQ2k0ibFZlWxjJBKQvRFtBv94mgw1Yff9qNgmW7lJJLi1qUPwbePlFnzbB7c2hteiiu3q5hoewLqUA+b2ViQZ+c1LiUogI0VJrb4tUCnT8csx/rtIaNRoIgKRlq+ZbaUEafmaaMKMv9ZME+qbOfY663yV2ruiefHACJDIFQYVcQC0mtznHShOahVqv6fI6zbOWieRIK/TGJV3PseQS6TIyldGE1uybzjQU6lQPvLGvEXDrHUSCeYtG5J293Gu0XKSSCVIFC/P6WQ9yB3lw6ekP83jFYWCkMMb9+tkbm5Oy5YtWbNmDZUqVSIiIoKlS5cWaBupqanMnz+fIUOGUKlSJYKCgrhx4waDBw8ucHqqVavGb7/9Rt++fZFIJCxbtkzfag5w+PBhnj17Rvv27bG3t+fo0aNoNBpq1KgBQMWKFbl27Rr+/v5YWVnh4OCgb7U35o8//iA8PJyWLVtiZmbGn3/+yapVq5g3b16B015Q57ceo/v0gUT6hxH9PIJecz2ID4/l/sms2dqn7VzKvRM3uLj9BADnthxh5LqpBN5/RqCnDx3G90JhYcq1/ecB3c39uzveR2GmYMesjZhZm2OWeXObFJ2g7xbm5OaKqaUZNs62mJgqKFvbDYAw76DXHgd6ccsRPNZNJej+M557+tB2fE8UFqbczEzbsHVTiQ+P5fjaPQD8tfUYU/Z+QPsJvXl89g4N+7aiXL3K/Lr4e/02/9p6jM7TBxDlH0bM8wi6zx1KQngsDzOPUVxItEEa0lN0LXPRgeHEh+l+jJoMbo86Q0XwQ38A6vZoRjOPjvyyaDOF5fzWY3TLLMuY5xH0nOtBQo6ynLpzKfdP3OCvbGU5Yt1Unt9/RoCRsgRdi6i1sx1OmTPBlqlRgbTkVOKCo0iJTwbArowjFnZW2JdxRCKVUiazLKP8w0gvxAmoLmTm8UVZuGfm8UG2PE7ZuZQH2fJ4fssRhmfmMfv5ej0zj2mJqVzbd5Z+S0eREp9EWmIqA1e8g9+tpwRkzrQe6RfK/ZM3GPDhGPYv/p60pBR6LxhOhG8wPldeb5KbkjhXQVdW5nZW2JdxQiqVUjqzrKIzyyrKL4wHJ2/Q78Mx/Lr4e9KSUum54C0ifEPwvfKIojCqdU2WHbhC7TIO1C3nyM4rXqSmq+jfWDcp0dJfL+NiY8GMbg0N4h285UunmuWwszB8IJmizODbcw/oWrs8jlZmBMUk8eXJO5R3sKZ1VePjTova828PU+uraSR6PiPhjg/lJ/VCZmFKyJ5zANTaMA1lWAzPVu4GoMJ7/am8wIOHU78iLTACReYYfHVyGuoUJarYJFQ5Xg+oyVChjIgjxTeUkpBx7Rim/SajCfVDHeyLSQt3JCamZNzVndOKfpPRJsaScXYfAKpbpzBp2g1Fj1Fk3DiJ1KEUijb9yLhxQr9Nk04eulnH46NBYYa8bmukbrVI37XWaBreJCkpqQQGZXVvDw4J58lTX2xtrCldyqUEU2bo+pZj9Fk3mbB7foTc9aXZOHdMLEy5l3kt6vP5ZBLDYjm/VlduN7edYOTeJTSf2BOfM57U7tuK0vUqc2yRroeBiYUpbWcNwuvYdZIj47Fzc6XT4reI9Q/HL9vQkyZjuhF0y5uM5DQqtqtL5/eHc27NXpQ55ssoKqrbp1B0H4smIgBNmD/yRp2RmChQPboMgKL7WLRJcWRcPqgLf+8C8vodMenggeruWSR2Lpg0cyfDM+u1XWq/+8ib9USTGKN7vZdLeUwaddVvs6Qpj+zHYuoiVM+eos58vRemZqSf1030ZTF1MZrYSNL2bAHAdNBo1N6P0IQHI7GwwrTvMKTOrqSfPVKS2TAQv/1XnFfOR/nQG+V93eu9JOZmJB3UXUecV85HFRFN7Hrd+Wk3/i2Uj56S8TwEiYkJFu2aY9WnK1GfGL5WTmJpgWW39kR/9l2x5+lN84YO5nhjvXEVbYCtW7cyfvx4mjRpQo0aNVi7di3du3fPd3yZTEZ0dDSjR48mPDwcJycnBg0a9NIY5vz4/PPPGTduHK1bt8bJyYmFCxeSkJDVlcjOzo7ffvuN5cuXk5aWRrVq1di9ezd16uie8M6bN48xY8ZQu3ZtUlNT8fPzo2LFirnuz8TEhI0bNzJ79my0Wi1Vq1bl888/Z+LEibnGKSynv/0dhbkpw1ZPxNzGgmc3vPh2zBqDFmhHN1csHaz1f985fAUrBxt6zR6KjbMdQY8D+HbMGv3ETuXrVqJiI91EdB9cWG+wvxVtpxMTpGsVe+t/k6nWsrb+swVH//dSmIK6e/gqlg42dJ89BGtnO0IeB/DDmDX6SaTsyjoZDFEIuO3Nrplf4z7XA/f5w4jyD2P7pHX69xIDnPv2DxTmpgxePQEzGwv8b3jxQ45jlB9dpg/EvqwTapWGyGch7HxvPfePFd4EKWcyy9Ijsyz9bnjxXY50OuUoS8/MsnTPLMvgxwF8l+14AbQe2Q33WUP0f0/fvxyAXfM2ceMX3Y1YzzkeNB+S9SqY+Zll+fVbH+F7tfAqZy/yODRbHje/Rh4358jjoY+3o9VoGLtpDjKFHK8L9/h12Q8G+9415xsGLBvNhG0L0Gq0+F57zOYxa157SERJnavd5wylabaymn10DQDfvvURz67qWgD2ztlE32WjeCczr8+uPeaHMauLbPhHj3puxKaksenMPaKS0qhRyp5vRnXC0Ur3gC40PkU/VOgF/6gE7gRGsmn0y6/HkkoleIfF8ofnMxLTMnC2NqdVlVJM61K/xN6lHXHoCiaONlRe4IHCxY7Eh/7cHb6KjMzuuWZlnXSTJ2UqO6YbUlMT6m2da7Adv0/34/fZ/mJNe36pH10j3cIGkw6DUVjaogkPIG33Wsjsiiu1dUKTvZt4Qgxpu/6HotvbmE9apauE3zhBxuU/9GEkljaY9puCxMoOlCloIp6TtmstGr9iaPX8mx488Wbc9Kwx9Gs36B6s9u/ZlZVL5+YWrdg9PnwNC0cb2s0ZjKWzLRGPAtg3ei0pmROe2ZRxMhg3HXzLm99nfEP7eUPpMN+DWP8wfp30hf4d2lq1Bpea5ak3uC1mNpYkhsfid/E+F9b9gjo96xV0pRtUpt3sQZhYmBHtG8LxxVt5cOBSseVb7X2LDHNrTFr2RWJhgyYqCOXBDZCie4e2xNrBcFhDUizKg19h0n4oZiOX6SrhnmdQ3cx6MJR+bg8mrfqh6DRc1w09KR7Vg4tkXHszKqYZV8+SamOL+ZCxSOwcUAf4krxmof6VXVInF10LfCaJpRUWE+cisXNAm5yE2u8pSR++hybY+HCtkpB84jwyB1vsp41G7mSP8skzwqYsQR0dB4C8tItBOUoszHBaMh2ZqxNapZIMv+dELP4fySfOG2zXqmdHkEDSsZJ//7nwzyLRFvV7o4QSM7PiWyWdhCJnyhvQBasYZPwHniH+F0pS/h/I5Yr/1Xx1oH+BKzPegFf0FLEW00vuXePFRTHlo5JOQpH7rMkHJZ2EYjFzjtWrA/3DpV/1KukkFLmYBwV/Fe8/TeX7J0s6Ca9tpdvIItv2koCdRbbtkvJGtmgLgiAIgiAIgiAIbw4xGVrBvHGToRW1nj17YmVlZXRZtWpVke9/ypQpue5/ypQpRb5/QRAEQRAEQRAEoWj951q0t2zZQmpqqtHPHBwcinz/H330Ua4Tm9nY2BhdLwiCIAiCIAiCUJL+/QMZC9d/rqJdtmzJvu/PxcUFF5c3Z4ZRQRAEQRAEQRAEoXD95yragiAIgiAIgiAIQsGIMdoF858boy0IgiAIgiAIgiAIRUm0aAuCIAiCIAiCIAh50vz731JaqESLtiAIgiAIgiAIgiAUItGiLQiCIAiCIAiCIORJI+YdLxBR0RYEQRAEQRAEQRDyJKrZBSO6jguCIAiCIAiCIAhCIRIt2oIgCIIgCIIgCEKexOu9CkZUtP/FTPj3Tw2o/I90YjH9D5Sl6j9Qlv/+UoTH826XdBKKRcvlFUo6CUUu4rsnJZ2EIrf7+w9KOglFbt6tj0o6CcWiXf1xJZ2EInczyrukk1DkqtqVKekkFLl//5VVeEF0HRcEQRAEQRAEQRDypEFbZEtBbdy4kYoVK2JmZkaLFi24fv16nuH3799PzZo1MTMzo169ehw9evR1D0O+iYq2IAiCIAiCIAiC8I+wd+9e5syZw4cffsjt27dp0KABPXr0ICIiwmj4y5cvM3z4cMaPH8+dO3cYMGAAAwYM4MGDB0WaTlHRFgRBEARBEARBEPKkLcKlID7//HMmTpzIO++8Q+3atfn222+xsLBg69atRsOvX78ed3d35s+fT61atfj4449p3LgxX3/9dQH3XDCioi0IgiAIgiAIgiCUGKVSSUJCgsGiVCpfCpeens6tW7fo2rWrfp1UKqVr165cuXLF6LavXLliEB6gR48euYYvLKKiLQiCIAiCIAiCIORJU4TL6tWrsbW1NVhWr179UhqioqJQq9W4uroarHd1dSUsLMxousPCwgoUvrCIWccFQRAEQRAEQRCEPL3OpGX5tXjxYubMmWOwztTUtMj2VxxERVsQBEEQBEEQBEEoMaampvmqWDs5OSGTyQgPDzdYHx4eTqlSpYzGKVWqVIHCFxbRdVwQBEEQBEEQBEHI05swGZpCoaBJkyacPn1av06j0XD69GlatWplNE6rVq0MwgP8+eefuYYvLKJFWxAEQRAEQRAEQfhHmDNnDmPGjKFp06Y0b96cL7/8kuTkZN555x0ARo8eTdmyZfVjvGfOnEmHDh1Yt24dvXv3Zs+ePdy8eZPNmzcXaTpFRVsQBEEQBEEQBEHIk6akE5Bp2LBhREZG8sEHHxAWFkbDhg05fvy4fsKzwMBApNKsjtutW7dm165dLF26lPfff59q1apx8OBB6tatW6TpLLKu4z/++CN2dnb5Dl+xYkW+/PLLokpOgfj7+yORSPD09CzppAiCIAiCIAiCIAjZvPfeewQEBKBUKrl27RotWrTQf3bu3Dl+/PFHg/BDhw7Fy8sLpVLJgwcP6NWrV5GnschatIcNG1YsGXihY8eONGzY8I2prGe3fPlyDh48WKCKe8eOHTl//rzBusmTJ/Ptt9/+rbT0mD2EFsM7Y25jid9NL35bupUo/7yntm89qhsdJ/fF2tmW0MeBHPjwR57f9dV/Ljc1oe+St2nYtxVyhQleF+7y27JtJEXF68PYlXFk8CfjqdKqNunJadz89QJH1+5Bo856NiZTyOk2YxBNBrTF2tmOhMg4/lz/Gzf2nwNg6p5lVGlZ+6X0PTxzm83j1ub7GPScPZRW2Y7B/qU/EPmKY9B2VHc6T+6LjbMtwY8D+fXDbQRmOwathnehSf82lK9TETNrCxbVH0dqQspL26ndqRE9Zg6mTM0KqJTp+Fx7zA+T1uU77fnRalQ3OmQrr0M5yiuner1a0GPuUOzLORPlF8axNbt5cs7TIEz32UNonnnM/G96cSDHebPor69wKOdsEOfo/3ZzbtPvhZo399lDaZmt7H5Z+sMrz982o7rTKfN4hDwO5ECOspObmtBvyds06ttaf/7+smyrwfkL0GxIBzqM74Vz5dKkJaZy9+hVfvtgGwDOlUszdOUEXKuWxczGgoTwWG4fusSJ9b+iUanznb9Wo7rRPkfZBb2i7LrnKDuvHGXXzUjZRWces8otazF5zwdGt72h3xKC7j1DbmrCwJXjKVu3Ei5Vy/LkzG22T/o833kqDE5jeuE6eQAmzvakPvbn+QebSfH0NhrWzr0lrtOHYupWComJHKVfCBGbDxHz27liTfOr7L0byE83/YlOSae6kxULO9WibinbXMMnpmXw9WUfzviEE6/MoLS1OfM61KBdJd33LjldxTeXfTjjG0FsSjo1XKxZ0KEmdfLYZlGzHtYP2zFDkTk6kP7Ul+j/bST9gZfRsBad22I7fjgmFcqAXIYqMIT47b+QfOSUPozE3Az7mROw6NQaqa0NquAwEncfJPGXw8WVJRqP7kqLSb2xcrYl4nEgJz/cTujdZ7mGr9mrOe3nDsG2nBMx/uGcW7MH37N39Z/3/mwS9Ye2N4jz7Nw99o7J+k1zrVuRTouGUbp+ZbQaDU+O3eD0xzvJSHn5/bIl6abnfbbt+oVHT3yIjI5h/epldGnfuqSTVSAT579D/xF9sLKx4v7NB6xd9DnP/YJzDT/6vRF07NUet6oVUKYpuX/zIRtXfkeg73N9mP4j+9BjYFdq1KuGpbUlXWv2ISkhqTiyY9TyD+cxftwI7OxsuHz5JtOmL8bHxy9fcRfMn8aqle+z/qstzJ33IQD29nZ8+MFcunXrQIXyZYiMjOHQ78f5cPmnJCQkFmVWcjV94WSGvj0AGxsrbt+4x4r5awjwe55r+EkzxtKtdycqV3MjLVXJnZv3WPfR1/j5BgBQtnxpTt8yfj8zc/wiTvxx2uhn/0baIpx1/N+oyCra5ubmmJubF9Xm/xMmTpzIRx99pP/bwsLib22v05S+tH3HnT1zNxHzPJIec4cycfsiPu02H5Uyw2icBn1a0m/pKH5d+gOBd3xoN64nE7cvYm3nuSRFJwDQb9koanVqxI5315OamMLAj8Yy5tvZbByyHACJVML4rQtIjIzn68EfYuNix1vr3kWtUnPs0736fY3aOBNrJ1v2LdxMVEAYNi72SCQS/ec/Tv4cuSLrlLWws2bOsTV4Hr2W72PQZUo/2r/jzs653xDzPJJecz2Ysn0xq7vNy/UYNOrTioFLR7Fv6Rb87/jQcVwvpm5fzMrOc/THQGGu4Ml5T56c96TvwhHGj6V7c4atmcSRT/fw9PJDpDIppWuUz3fa86NBn5b0XTqK37KV1/jti/i081ySM9OanVvjaoz4ajrH1+7h8enbNOzfhtGb57K+z2LCnwYB0HFKX9q8487ebOfN+O2LWJfjvDmxbh/X9pzR/61MSivUvHWe0o9277izK7Pses71YPL2xfwvj7Jr2KcV/ZeOYv/SLQTe8aH9uF5M2r6YNdnKrv+y0dTu1Iif3v2StMQUBn30Du98O4cNQz7Ub6fD+F50nNiHP1btJMDTB4WFqcGDBXWGmhu/XSD4gR+pCSmUqeWGx+qJSKRSjn66J1/5q9+nJX2WjuJAZtm1zSy7z/Iou+GZZfckW9l9la3sOmSW3b7MsuueWXafZ5ZdwK2nfNxsisF2e8zxoEqbOgTd01UeJFIpGWnpXP7xBHV7Ns9XXgqTfd+2lFs2jsD3N5Fy5yku4/tSdcdyHnV8F1V0/EvhVXFJhG3Yj9InCE2GCtsuTXFbN4OM6HgSz98p9vQbc8IrjHUXvFjSuTZ1S9my604A7x64xcExbXCweHnG1Qy1hikHbuFgruDTPg1wsTQjJDEVa1MTfZiP/nyIT3QSn/Soi7OVGUcfhzDlt1v8Oro1LlZmxZk9ACy6d8Bh7mSiV36F8v5jbEYOwvWb1QT3H4cmNu6l8JqEBOK37CLD/znajAzM27fEacU81DFxpF25CYDDvCmYNWtI1JI1qELCMWvVBMfFM1BFRpN6/kqR56lWnxZ0WTqS40u2EeLpQ7Nx7gzbsZDNneaTYuQ7WrZJNfpvmMa5tfvwOX2HOv1bM3jzbLb2XkpU5ncUwPfcXY7MyxonqM52PbNysWP4zkU8/uMqJz/YjqmVOV0/fJs+6yZzYOpXRZvhAkpNTaNG1coM7N2dWe9/UtLJKbBR04bjMW4wH81aTWhgKJMWjOPLXZ8yvONY0pXpRuM0atWQX388yCPPJ8jkMqYumsD63Z8yvMNY0lJ1v4Fm5mZcOXedK+euM+39ScWZpZfMn/cu700bxzvjZ+Hv/5wVy+dz9PBO6jXohFKZ94Obpk0aMHHC29y998hgfZkyrpQp48rChR/z6PFT3CqUY+PGNZQpU4phbxV/fidMH82oCcNYNH05QYEhzFw4hS37NtC7rUeu5disdWN2bd3Pfc9HyOQyZr//Llv2baBPOw9SU9IIDQ6nbV13gzgeowYyftrbXDxzuTiyJfxDFajr+OHDh7Gzs0Ot1rXQeHp6IpFIWLRokT7MhAkTePvtt412Hf/jjz9o1qwZZmZmODk5MXDgwFz3tWXLFuzs7PQzxD148ICePXtiZWWFq6sro0aNIioqCoCxY8dy/vx51q9fj0QiQSKR4O/vT2xsLCNHjsTZ2Rlzc3OqVavGtm3bCpJlANRqNePHj6dSpUqYm5tTo0YN1q9fbxDm3LlzNG/eHEtLS+zs7GjTpg0BAQH8+OOPrFixgrt37+rTlrMrQ24sLCwoVaqUfrGxsSlw2rNrN64npzYc4OGftwh9EsieOd9g42pP3e5Nc43TYUJvru05w4395wn3CebXJT+QkZpOM4+OAJhZm9PcoxN/fLIDnysPCX7gx97531GpaQ0qNKoKQI329XGtVo5dszcS8iiAJ+fucuLz/bQe1R2ZiUwXpkMDqrSoxZax/8P70gNig6IIuO2N/62n+rSkxieTGBmvX6q3q0dGqhLPI1fzfQw6jOvJyQ0HePDnLUKeBPLznI3YutpTL49j0HFCby7vOcO1zGOwb8kW0lPTaZl5DADObz3GqU2/43/Hx+g2pDIpgz4cw++rdnJp5yki/UIJ9wkuUNrzo11med3cf54In2B+y1FeObUd15On5+9yfvNhInxDOPn5foIf+tFmTA+DMKc3HODRn7cIexLI3szzpk6OY6ZMTiMpMl6/ZKQWbmtL+3E9+TPb+btrzsZ8nb9Xs52/vyzZQkZqOs2znb8tPDpxKPP8DXrgx57531KpaQ3cMs9fcxtLes4bxq4533D790tEB4YT+iSQh6du6fcT8zyCG/vPE/I4kNjgKB6eusWtQ5eo3KxmvvPXbkJvrmcruwOvKLs2mWV3IVvZhTz0o3WOsjuTrez25Sg7dYbaoMxSYpOo3a0Jt/Zn9abJSFVycOlWru85Q2JkXL7zU1hcJvYnavdJYvadJs37OYGLN6FJU+I4rKvR8ElXHxB//CppPkGkB4QRufUwqY/9sWpWq5hTnrufb/szqG45+tcpSxVHK5Z0qY2ZXMbBhyFGwx98GExCWgaf921IwzL2lLE1p2k5B2o4WwOQplJz2ieCWe2q06ScAxXsLJjSqirl7czZfy/3VpyiZDtqMIm/HSPp0AkyngUS/cl6tGlKrAf0MBo+7eY9Us5eIsMvEFVQKIm7DpDu/QyzRnX0YUwb1Cbpjz9Ju3kPVUg4Sb8eJf2pL6Z1axRLnppP6MndPWe5v/8C0d4hHH9/G6pUJfU9OhgN3/SdHjw7f49r3x0h2ieEC+t+IeyBP03GdDMIp1ZmkBwZr1/SsvWGqtqlEZoMNSeW/UTMs1BC7z3j+PtbqdmrOfZurkWa34Jq16oZMyaNoWuHNiWdlNcybMIQtq3fwcUTl/B5/IwVM1bj5OpEe/e2ucaZPXIBR/Ydx++pPz6PfPl41hpKlytFzfrV9WH2bvmFHV/v4uGtR7lup7jMmD6BVavX88cfJ7l//zFj35lJmTKu9O9v/Hv5gqWlBdu3f82UqQuIy/Gg7OFDLzyGTeLwkT959iyAs+cuseyD/9Gnd1dkMlkR5sa40ZOG8+0XWzlz/AJPH/mw8L0PcXF1omtP499TgIlvzeDA3sP4eD3D66E3i2esoGz50tSpr/vd0Gg0REVEGyxde3Xk2KFTpCSnFlfW3giaIlz+jQpU0W7Xrh2JiYncuaNrFTh//jxOTk6cO3dOH+b8+fN07NjxpbhHjhxh4MCB9OrVizt37nD69GmaNzfeOrJ27VoWLVrEyZMn6dKlC3FxcXTu3JlGjRpx8+ZNjh8/Tnh4OB4eHgCsX7+eVq1aMXHiREJDQwkNDaV8+fIsW7aMR48ecezYMR4/fsymTZtwcnIqSJYB3ResXLly7N+/n0ePHvHBBx/w/vvvs2/fPgBUKhUDBgygQ4cO3Lt3jytXrjBp0iQkEgnDhg1j7ty51KlTR5+2YcOG5Wu/O3fuxMnJibp167J48WJSUl7uipxfDuVdsHGxx/vSA/26tMRUAj19cWtczWgcmYmMsnUr8TRbHK1Wi/elB/o45epWRq6QG4SJ9A0hNihSH8atUTVCvQINuuJ6nb+LuY0FrtV1Lbp1ujbh+b1ndJrSl2VXN7LwzOf0eX8k8mwtNjk19+jI7T+ukJ7PCp1jeRdsXex5eum+wTEI8PShUuPqRuPITGSUr1vJII5Wq+XppftUzCWOMeXqVsKutCNarYb5R1bz0fVNTP5xEaWrl8v3Nl7lRXn55FFeOVVoVM3gnAB4euEeFTLD53bePDdy3nSa2o8P72xm5pHVdJjUB6ms8KaAeJGOnGUX6OmTaznITGSUe0XZZZ2/WWEifEOICYrELTNM9Xb1kEgl2JayZ+GpdXxwZSOjv56JXWnHXNPr5OZKzQ4N8L2WvxurF2XnnaPsfC490JdFTm6NqhmUNeS/7HLbZu2uTbCwt+bm/vNGPy9uEhM5FvWqkPhXVldbtFoSL97Fskn+KlfWbepjWqUsSdceFlEqCyZDreFxRCItymedP1KJhBYVHLgXGmc0zvlnkdQvbceas4/psvkcQ3Zc4ofrz1BrdF341Botaq0WRY7vnKlcxp1g49ssUnI5ilrVSbt2O2udVkvatduY1n95+I8xZs0bYVKxHGm3s76byruPsOjYCpmL7tiZNW2AiVs5Uq/cym0zhUZqIqNUvUr4/ZXtPNJq8f/rIWUbVzUap2zjqvj/Zfgd9btw76XwFVrWYsatjUw68yk9PhmLuZ2V/jOZqRx1hgq0Wd01VWm6Fu9yzfL/GyTkrUyF0ji5OnLjYta5lJyYzMM7j6jXJH/nLICVja7sEuJKpst0XipVqkDp0q6cPvOXfl1CQiLXr9+hZYsmecbd8NUqjh09zekzF/O1L1sbaxISkvQNc8WlnFtZXFyduHzhun5dUmIy924/pGHT+vnejnVmOcbHvdxTBaBO/ZrUrleDX3cV7vC4fwIN2iJb/o0K1HXc1taWhg0bcu7cOZo2bcq5c+eYPXs2K1asICkpifj4eHx8fOjQoQOXLl0yiLty5UreeustVqxYoV/XoEGDl/axcOFCduzYwfnz56lTR/ck++uvv6ZRo0asWrVKH27r1q2UL1+ep0+fUr16dRQKhb4F+IXAwEAaNWpE06a61puKFSsWJLt6JiYmBumuVKkSV65cYd++fXh4eJCQkEB8fDx9+vShSpUqANSqldV6YmVlhVwuL9BL0UeMGIGbmxtlypTh3r17LFy4EC8vL3777Tej4ZVK5UvdflRaNXKJ7mmitbNunF5ipGFXy6TIeKyd7Yxu09LeBplc9tJY1cTIeFyqlNFvV6XMMHgCD5AYFY9N5natne1e3kbm3zbOtoQADhVcqNSsBiplBj9O/hxLe2sGfTIOS3sr9s7/7qW0lW9QhdI1K7Br4cuf5eZFPnMeg8R8HINEo8egbL737VjBBQD3mUM4+MkOooMi6TyxD+/t+YCVnWaTEp+c723lJre0JmUrr5yMlU1SZDzWTnaZn9vq12WX85hd2nac4Id+pMQlU7FJddwXDMPaxY7Dn/z8N3OlY1NEZWfjbGf0/E3Kdv46VnBBIpHSZdoADq74ibTEFHrOHcbkn9/nM/cFqDOybiSm//oR5epWxMRUwZVdpzj++f585c8ij++acy5lZ+VsZzRvryq7vL7zzYZ15OmFu8SHxeQr3UVN7mCDRC5DlaMlXRUVh1nV3B9SSa0tqHdjK1KFCVq1hudLvyXx4t1cwxen2NR01FotDhYKg/WOFqb4xxi/DgTHp3DjeRo9a5ZmQ//GPI9LYfXZx6g0Wia3rIKlQk790rZ8f+0ZlRwscbQw5bhXKPdC4yhv9/eGHL0Omb0tErkMdXSswXp1dCwmFXMfLiOxsqD8yT1ITExAoyF61VekXc2qrEev2YjTB7Mof3IP2gwVaDVEffQFymyV8aJiYW+NVC4jJcd3LjkqHscqpY3GsXK2IzkqIUf4BKyyff+enb+H1/GbxD+PwM7NlY4LPPD4aT7bBy5Hq9EScOkRXZaOpMXk3tzYehyFuSkdF+ke1lu52CEUDkcXBwBiIg2vfTGRsfrPXkUikTBrxXvcvX6fZ175G/NcnEq56u5DwsMjDdaHR0RRqpRLrvE8PPrRqFFdWrbqna/9ODras+T9WWz5YefrJ/Y1OWc+hIuOiDZYHxUZjZNL7g/Hs5NIJLz/8RxuXfPE+4nxOVIGj+yPj9cz7ty49/cSLPzrFXiMdocOHTh37hxz587l4sWLrF69mn379vHXX38RExNDmTJlqFat2ksVbU9PTyZOnJjnttetW0dycjI3b96kcuXK+vV3797l7NmzWFlZvRTH19eX6tWNP9WdOnUqgwcP5vbt23Tv3p0BAwbQuvXrTcyxceNGtm7dSmBgIKmpqaSnp9OwYUMAHBwcGDt2LD169KBbt2507doVDw8PSpc2/uObH5MmZY1rqVevHqVLl6ZLly74+vrqK/PZrV692uBhwIgRI/j+4Y/IJLoWjh8KMFlYSZBIJKCFXbO+Ji1R1w3n9493MHrTLH5duvWlMbjNh3Uk5HGgwaRWOTXp34Zhq7LOue/G/a9oEp8P0sxyOLnxIHeP65607py/iY+ufEPD3i25vOufPZHGxR+O6v8d9iQQVbqKwavGc2ztHtTpqgJvr3H/NgzNVnZbSrDsJBIpcoWcA8t/4ulF3Y/qjhlfseLGd1RtVQevC1k/tDveW4+ppRllarvRd/FIOk7qw9nv/iippBeIbSkHqrdvwM5p618d+A2nSUrlifsspBbmWLetT9ll41AGhJN09cGrI7+BNFpwsFCwrEttZFIJtV1tiEhOY/tNfya31P0efNKjHsv/fEiPLReQSSTUdLHGvUZpHocbb5F5E2mTUwkZNgWphTlmzRvhMG8KquBQ0m7qvmM2w/tjWq8W4TOWoQoNx6xxfRwXT0cdGU3atTdj/H1BPf4ja/hQpFcQkY8DmfrXF1RoVZuASw+J8g7m8Nzv6LJ0JB0XeKBRa7j540mSIuLQav6dLUDFocfArixcO1f/99xRi/IInT/zV82iSs1KTBow/W9vqzAMHz6QTRuzfjv79R9d4G2UK1eGL9Z9hHuv4a8cww1gbW3FH4e28/jxU1Z8VLgTvRrTZ7A7Kz5brP97yojZf3ubH/xvAdVqVmFEX+N1FlMzU/oM6sGmz3/42/v6JxJXnYIpcEW7Y8eObN26lbt372JiYkLNmjXp2LEj586dIzY2lg4djI+ByM/EaO3atePIkSPs27fPYNx3UlISffv25X//e/lmO6/KbM+ePQkICODo0aP8+eefdOnShWnTpvHZZ5/lI6dZ9uzZw7x581i3bh2tWrXC2tqaTz/9lGvXsibh2rZtGzNmzOD48ePs3buXpUuX8ueff9KyZcsC7Ss3L6as9/HxMVrRXrx4MXPmzDFY93mvhcgyW7TlCl0XbGtnW4NxllbOtoQ88je6z+TYBNQqNVZOhrPWWjvbkpC5jcTIeOSmJpjZWBi0Clo7ZQ8TR/mGhmm2ztxmQmZrW2JkHPFhMfpKNkCETzBSqRS70o4GM0srzE1p2Kc1J77Iu7XwwalbBHhmjZnOfgwSsh0Da2dbgh8F5HkMrI0cg4KMV42P1LXshHtnTYCjTlcR9TwC+zIFH85QkLRa5ZHWxMi4l8rXytmWxKi4zM/jjW7DOo/zBuC5pw8yEzkO5ZyJfBZa4Lw8PHWLwGxlJ8vl/P27ZZcQGWf0/LXKdv4mGCm75JhEkmMSXiq7uFDdU/TwzHN36OqJnPv+8CtviFPy+K7lVnZJkXHG8/aKssvtO990aAdSYhN5dKrou+HmlyomAa1KjTxHC7zcyY6MyFjjkQC0WpSZ14zUR36YVS1PqfeG4PMGVLTtzRXIJBJiUgwn5YlOUeJo+fJEaABOlqbIpRJk0qzJISvZWxKVkk6GWoOJTEp5Owt+GNqM1AwVSelqnC1NWXjkLmVti39SUnVsPFqVGpmjvcF6maM96qi8y031XDdOPd3LF5NKFbAdN5y0m/eQmCqwnz6OiDnLSb2oe1iZ4e2HokYVbEcPLfKKdkpsIhqVGosc3zlLJ9uXeo28kBQZh6WTTY7wNiTl8dsR9zySlOgE7N1cCbik66b+6NAVHh26goWTjW6mca1uvHhcYMTfy9R/2MWTl3h457H+b5PM3xgHZweiI7JatR2c7fF+aHzulezmrpxJm26tmDJwBpGhka8MXxz++OMk169nfS9MTXW9aFxdnQkLyzp3XF2c8LxrfGhN48b1cHV15sa14/p1crmcdu1aMu3dsVhYVUKj0Y2utbKy5OjhnSQmJjN46ARUqoI/ZC+os8cvcO921nVdodDl0dHFkchsrdpOzo48fvD0pfg5LVs9n47d2vF2/0mEhxr/fvXo2xkzczMO7jvyN1Mv/BcUeBDli3HaX3zxhb5S/aKife7cOaPjswHq16+vn9gsN82bN+fYsWOsWrXKoDLcuHFjHj58SMWKFalatarBYmlpCei+XMbGgjg7OzNmzBh+/vlnvvzySzZv3vxSmFe5dOkSrVu35t1336VRo0ZUrVoVX9+XW1IbNWrE4sWLuXz5MnXr1mXXrl15pq0gXrwaLLcHC6amptjY2BgscYFRRAeEEx0QTrh3EAkRsVRrnfVidlMrcyo0rELAbeOvyVFnqAl+4GcQRyKRULV1HX2coAfPUKWrDMI4Vy6NfTlnfZiAO96UrlEBK8esG45q7eqRmpCir7z43fTCxtUeRbYZd50rl0aj1ugrLy/U790Cuamc2wf+Ii/K5DSiAsL1S5h3EPERsVTPcQzcGlbF77bxC7A6Q83zB34GcSQSCdVb18U/lzjGPL/vR4YyHZfKWd2ApXIZjmWdiAmOyvd28vKivKrmUV45Bd7xpmrrOgbrqrWtR2Bm+JjnEUbPm/J5nDcAZWq7oVFrSIp6vda0nGWX+/lbNddyUGeoCTJy/lbLVnYvzt/qOc5fh3LOBGSG8b+p+3/2srOwtcTSwSbPspNIJcjkMiTSV19m8yq7wFyOc8Adb6rko+yqGik7Y9tsMrQDt3+7WKDXkRU1bYaKlPu+WLfJNrZOIsG6bX2Sbxl/TZRRUgkSRYGfKxcJE5mUWi7WXHuedV3TaLVcfx5D/dJ2RuM0LGPH87gUNNnG6QbGpeBkaYpJjnHZ5iZynC1NSUjL4HJANB2r5N4ltMioVKQ/fopZ80ZZ6yQSzJo3QnmvABNCSSVIMitAyOWZXcpzPLTSqCEf37G/S5OhJuy+HxXbZPvOSSS4talD8G3jFbHg2z64tTH8jlZsVzfX8ADWpRwwt7ciKSLupc9SohLISFFSq28LVMp0/P4q+QdH/1QpyakE+QfrF7+n/kSFR9OsbWN9GAsrC+o0qs39V0xiNnflTDq4t+W9obMJfZ736yaLU1JSMr6+/vrl0aOnhIaG07lT1uRu1tZWNG/eiKvXjD9gPXPmLxo06kyTZt31y42bnuzafYAmzbrrK9nW1lYcP7qb9PR0Bgwam6/W78KQnJxCoF+QfvHxekZEeBSt2jXTh7G0sqR+4zp43sy7m/ey1fPp2qsjYwdNJTjQ+MSUAENG9OfsiQvERscVVjb+UcQY7YIp8J2Hvb099evXZ+fOnXz99dcAtG/fHg8PDzIyMnJt0f7www/p0qULVapU4a233kKlUnH06FEWLlxoEK5169YcPXqUnj17IpfLmTVrFtOmTeP7779n+PDhLFiwAAcHB3x8fNizZw9btmxBJpNRsWJFrl27hr+/P1ZWVjg4OLB8+XKaNGlCnTp1UCqVHD582GDsdH5Vq1aN7du3c+LECSpVqsSOHTu4ceMGlSpVAsDPz4/NmzfTr18/ypQpg5eXF97e3owereumU7FiRfz8/PD09KRcuXJYW1tjamq85QJ03eF37dpFr169cHR05N69e8yePZv27dtTv37+J3PI6eLWY3SZPoBI/zBinkfgPncoCeGxPDh5Ux9m8s4lPDhxg0vbTwJwfssR3lo3laD7zwj09KHd+J4oLEy5kTlZUlpiKtf3naXf0rdJiU8iLTGVgSvG4n/rKYGZM3B7XbhHuHcQw794l8Ord2HtbEfPuR5c3nFS3634zqFLdJs+iGGfTuHkF79g6WBNn8Ujub7v3Mvdxj068eDkTVLiCv4eyvNbj9F9+kAi/cOIfh5Br7kexIfHcj/bMZi2cyn3Ttzg4vYTAJzbcoSR66YSmHkMOozvhcLClGvZJoyydrbFxtkOp8xZYEvXqIAyOZXY4ChS4pNRJqVyaecpes4eQmxoNLHBkXSe1BegUGcev7jlCB6Z5fXc04e2meX1YnKrYeumEh8ey/G1uldO/bX1GFP2fkD7Cb15fPYODfu2oly9yvy6+Hv9Nv/aeozO0wcQlXnedM88bx5mHrMKjatRoWFVfK88RJmUhlvjavRdNorbB/8iNeHvjz1/4cLWY3SbPlCfDve5Hi+dv1N2LuXBiRv8lVl257ccYfi6qTzPUXbXs52/1/adpd/SUdnO33fwu/WUgMzzN9IvlPsnbzDgwzHsX/w9aUkp9F4wnAjfYHyu6FoBGvdvg1qlJjSz23z5+pXpvWA4noev5Lvimr3sgjLLziRb2Xmsm0pCtrK7tPUYk/d+QLsJvXly9g4N+raibB5lF2uk7F6o0roOjhVcub73rNG0uVQti0whx8LWClMrM0rXdgMgNJfeBIUp4vtDuH0+k5R7PqR4euM8vi9SczOi9+ner+z2xSwywqIJ+d8OAFynDSblng/KgDCkChNsOjfBcVBHAt//tsjTml9vN67IBycfUNvVRvd6r9uBpGao6V9b9zBn6Yn7uFiaMaOtbtK6ofXLs/duIGvPPWF4wwoExqXwww0/hjesoN/mZf8otEBFewuex6XyxcWnVHKwpF9t42P8i1r8jl9x/ngBykdPSX/ghc3IgUjMzUg8pPtuOn28AFVEFHEbtgJgO+4tlI+eonoegkShwLxtc6x6dyV6le4VVtrkFNJu3sV+9kS0SiWqkAjMmtbHsk83YtcVT9le33KMPusmE3bPj5C7vjQb546JhSn3Mr+jfT6fTGJYLOfX6iZKvbntBCP3LqH5xJ74nPGkdt9WlK5XmWOLdHk2sTCl7axBeB27TnJkPHZurnRa/Bax/uH4ZRuS0mRMN4JueZORnEbFdnXp/P5wzq3ZizLh9SdILQopKakEBmVVUIJDwnny1BdbG2tK5zEG+E2xd8svjJ05iud+QYQEhjJpwXiiwqO4cDzrof6Gves4f/wvftl2ANB1F+8+sCsL3llCclIqDs668dzJiUko03S9VhycHXB0caBcJd3cIFVqViIlOZXw4PBinzTtqw1beH/xDLx9nulf7xUSEs6hzO8lwMnjezl46BjfbPqRpKRkHj40fKiZkpxCdHSsfv2LSra5hRmjx07HxsYaGxvdGxEiI6P1lfHisn3zbqbMHof/s+cEBwYzY9EUIsKjOHUs655t2y/fcOroWXZu1fWM/OB/C+kzqAfTRs8jOTlFP547MSEJZVrWQ4MKlcrRtFUjJg2fVax5Ev65XusRf4cOHfD09NS3Xjs4OFC7dm3Cw8OpUcP4TLAdO3Zk//79fPzxx6xZswYbGxvat29vNGzbtm05cuQIvXr1QiaTMX36dC5dusTChQvp3r07SqUSNzc33N3dkWY+yZ43bx5jxoyhdu3apKam4ufnh0KhYPHixfj7+2Nubk67du3Ysyd/77TNbvLkydy5c4dhw4YhkUgYPnw47777LseOHQN0r+F68uQJP/30E9HR0ZQuXZpp06YxefJkAAYPHsxvv/1Gp06diIuLY9u2bYwdOzbX/SkUCk6dOsWXX35JcnIy5cuXZ/DgwSxdurTAac/u7Ld/oDA3ZcjqCZjbWOB3w4vvx6wxqMg6urli6WCt//vu4atYOdjQY/YQrJ3tCHkcwJYxawwmbfr94x1oNVrGbJqNXCHH68I9flu2Vf+5VqNl6/hPGfTJOKb/9hHpKUpu/nqBE9kmikpPUfLdqFUMXD6WmX+sJCU2ibtHrnLss6z3bIOutbFy85p89/YqXsfpb39HYW7KsNUTMbex4NkNL759xTG4c/gKVg429Jo9FBtnO4IeB/DtmDUGE1G1GdmNnrOG6P+euX85ADvnbeL6L7qL+6FVO9GoNIz6/F1MzBQEePrw9YhPCrUyevfwVSwdbOierbx+yFZedmWd0GZrFQu47c2umV/jPtcD9/nDiPIPY/ukdfr3MAOcyzxvBq+egJmNBf43vPgh2zFTKzNo0LcV3WYNRq4wIeZ5BBe3HuPClsLtVnUms+yGZpad3w0vNucoO6ccZeeZWXbumWUX/DiAzTnO30Mfb0er0TB20xxkmefvr8sMx17tmvMNA5aNZsK2BWg1WnyvPWbzmDX6SrRGraHzlH44VyqNRCIhNjiSv7af4Hy2seuvcs9I2W19Rdntnvk1PfIou/NGym5rjmMG0GxYJ/xvehHpa/wp/js/LjR4b/iso2sAWFhxeL7z97pi//gLuYMNpeeOwMTZntRHfviMWoEq87goyjqBNutGTmphRvmVU1CUdkSTlk6aTzD+M78g9o+8e8AUpx41ShGbms6mK75Epyip4WTNxgGN9V3HwxLSkJLVTbyUtRkbBzRh3QUvPH6+gouVKSMaVmBs00r6MEnpKjZc8iY8KQ1bUxO6VHNlWuuqL7V4F5eUk+eJsbfDfuoYZE72pHv5Ev7u+2hi4gCQl3YxmElbYm6G4/szkLk4oVUqyfB/TuSSNaSczLo5jly4ErsZ43FatRipjTXq0HDivt5G4v7DxZKnx4evYeFoQ7s5g7F0tiXiUQD7Rq8lJbPnjk0ZJ4NhIsG3vPl9xje0nzeUDvM9iPUP49dJX+jfoa1Va3CpWZ56g9tiZmNJYngsfhfvc2HdLwZzW5RuUJl2swdhYmFGtG8Ixxdv5cEBw3lw3gQPnngzbnpW48naDboehP17dmXl0rm5RXtj7Ni4GzMLMxatnYeVjRX3btxn1sgFBu9eLlexLHYOWcMHBo8dAMCm3wzntvh41hqO7NN1tx40uh8T5o7Vf/bdwQ0vhSkun372DZaWFnz7zVrs7Gy4dOkGvfu+bdACXbmyG05O+ZsADqBxo3q0aKHrCfD0ieE7patUa0FAQJCxaEVmy4btmFuY89G697GxseLW9btMHDbDoBwrVCyLvaOd/u8R7+ju33YcMpxgd/H0FRzYm3V9GTy8H2EhEVw6V7ivZv0n+be+hquoSLTZ79yEf5V5xXATXNIy/qVdTXIyzXbT/W+l+g+Upcl/oByHqd+sVraiUvP9Cq8O9A8X8d2Tkk5Ckdsd+2a9i7oozLv1UUknoVi0qz+upJNQ5G5G5T5k69+iql3J9MIpTk8ibpR0El7bxIpDi2zb3/vn700t/yRvxqA1QRAEQRAEQRAE4Y2l/Q80ihSmkulTVsJWrVqFlZWV0aVnz55Fvv+dO3fmuv8X7w4XBEEQBEEQBEF4U2iKcPk3+k+2aE+ZMgUPDw+jn+XnNWR/V79+/fSv68rJxMSkyPcvCIIgCIIgCIIgFJ3/ZEXbwcEBB4f8T/RQ2KytrbG2tn51QEEQBEEQBEEQhDeA6DpeMP/JruOCIAiCIAiCIAiCUFT+ky3agiAIgiAIgiAIQv79W8dSFxXRoi0IgiAIgiAIgiAIhUi0aAuCIAiCIAiCIAh50mjFGO2CEC3agiAIgiAIgiAIglCIRIu2IAiCIAiCIAiCkCfRnl0woqItCIIgCIIgCIIg5EkjqtoFIrqOC4IgCIIgCIIgCEIhEi3a/2Lq/8BTJ4v/yLOitP/ACxVMkJR0Eorcv/8bCdXf/m/8rKz8X3RJJ6HIzW2QXtJJKHIz37Eq6SQUuXb1x5V0EorFxXtbSzoJRS7tg2klnYQiF31ZVdJJEPKg/U/cyRSe/0YtRRAEQRAEQRAEQRCKyX+j6UEQBEEQBEEQBEF4bf/+/pWFS7RoC4IgCIIgCIIgCEIhEi3agiAIgiAIgiAIQp7ErOMFI1q0BUEQBEEQBEEQBKEQiRZtQRAEQRAEQRAEIU9i1vGCES3agiAIgiAIgiAIglCIRIu2IAiCIAiCIAiCkCcx63jBiIq2IAiCIAiCIAiCkCetVnQdLwjRdVwQBEEQBEEQBEEQCpFo0RYEQRAEQRAEQRDyJF7vVTCiRbuQ/fjjj9jZ2en/Xr58OQ0bNiyx9AiCIAiCIAiCIAjFS7Ro58PYsWOJi4vj4MGDrww7bNgwevXqVfSJKiLus4fSanhnzGws8b/pxf6lPxDlH5ZnnDajutN5cl+snW0JeRzIbx9uI/Cur/7zVsO70Lh/G8rVqYiZtQWL648jLSFF/7l9OWe6Tx9EtdZ1sHa2IyE8llsHL/Ln1wdQZ6gLNX8tR3Wj/eQ+WDnbEvY4kN8//ImgbGnNqW6vFnSbOxT7ck5E+4VxfM0evM556j+v06MZLUZ2oWy9SljYW/NVr8WEPgp4aTsVGlej+zwPyjesgkatIfRRAFtHr0GlzCjU/GVXEmUJ0HXaAGp3bkzZ2m6oM1S8X3/8385Lq1Hd6JCZrtDHgRz68Eee51Fu9Xq1oMfcodiXcybKL4xja3bzJFu5AXSfPYTmwztjnnl8DizdanB8xn4/j9K13bBysiE1Phnvvx5wbM1uEiJiDbbTfmJvWgzvgn1ZJ5JjE7my40/ObDz4j8nnCzKFnOkHP6ZM7Yp80WuR0fPY0c2VWUdWo9Fo+LD+hNfK46uYtHTHpH1/JFZ2aML8Uf7+A5ogH6Nh5Y07YTb0PYN12ox0kj8Yrv9bYmWLwn0UsmoNkJhZovZ/hPL3H9BGhxZJ+vOrxahutMt2LTqcj2tR17lDscu8Fp1Ys4enmWUtlcvoNm8o1Ts2xKGCC2mJqfj+9YAT/9tNYkRc8WTICNNeAzAb8BZSewfU/r4kb16P2vvJK+Mp2nXGat6HpF+9SNLqpVkfmJljMXoSihZtkVjbookIJe3wryiP/16EucibvH4H5E26I7GwQRMVRMa5vWjC/XOPoDDHpHV/5FUbgakF2sQY0i/sR+P/QPe5RIJJiz7IarZAYmmDNike1eMrqK4fLZb85GXi/HfoP6IPVjZW3L/5gLWLPue5X3Cu4Ue/N4KOvdrjVrUCyjQl928+ZOPK7wj0fa4P039kH3oM7EqNetWwtLaka80+JCUkFUd2XstNz/ts2/ULj574EBkdw/rVy+jSvnVJJyvfTNr3QdFtCBIbezRBz0jbtwlNwFOjYeUtu2I+eq7BOm1GOkkz++v/Nhs1B5NW3QzCqB7eJHXjssJPfD5ZD+uH7ZihyBwdSH/qS/T/NpL+wMtoWIvObbEdPxyTCmVALkMVGEL89l9IPnJKH0Zibob9zAlYdGqN1NYGVXAYibsPkvjL4eLK0htFTIZWMKJFuxBlZGRgbm6Oi4tLke1DrVaj0RTNad55Sj/av+PO/iVb+HLAUpSpSqZsX4zc1CTXOA37tGLA0lGcWP8L63ovJuRRAJO3L8bK0UYfxsRcwZPznpz65qDRbbhWKYNEKmH/+1tY220eBz/eTusRXek9f7jR8K+rXp+W9F76NqfX/8bXvZcQ+iiQcdsXYZktrdlVaFyNt756j5t7z7Gh1/s8OnmLtzfPwbV6OX0YhYUp/je9OLZmd677rdC4Gu/8uBDvi/fY2H8ZG/sv48r2k0U6oURJlSWAXCHn7tGrXPr5z0LJS4M+Lem7dBSn1v/K+t7vE/oogPF5lJtb42qM+Go6N/aeY32vxTw8eZPRm+calFvHKX1p8447vy35gQ0DlpGeqmT89kUGx8f36kN2vreeTzvPZceUL3B0c+XtTbMM9tXvwzE0f6sTR1bt5NMuc/lxwmd5VozfxHy+0HvxCBLCY19a/4JULmPEV9Pxu/HqitLrktdrjaL3WNJP7yPl6/loQgMwH7cMiaXxYwCgTUsmeeV4/ZKydorB52ajFiJ1cCVtxxpSNsxDGxuJ+fgPwcS0yPLxKvX6tKTX0rc5s/43NvZeQtijQMa+4lrkkXkt2tjrfR6fvMXIzXNwySxrE3MFZepU4uyGA2zss4RdU77AqUppRm2ZV5zZMqBo2wmLcdNI3fsT8XMmovLzxXr5Z0hs7fKMJ3UphcXYqWQ8vPvSZxbjpmHSuDlJX6wk/r3RpP3+CxaTZmLSvGQqOrJqTTBpN4SMa4dJ270KbWQQpgOmg7m18QhSGaaDZiK1cUR5ZDNp25eTfvpntElZ3zt50x7I63cg/dwe0ravIOPSAUyadEfeoFPxZCoXo6YNx2PcYP636HMm9JlKakoqX+76FIWpItc4jVo15NcfDzKhz7vMeGsecrmM9bs/xczcTB/GzNyMK+eu8+OGncWRjb8tNTWNGlUrs2TuuyWdlAKTN2mP6eBJKI/sJGX1dNTBflhM/wSJlW2ucbSpySQtGqFfkpeOeSmM6uENgzCpW/9XlNnIk0X3DjjMnUzcdz8TMnwq6U+f4frNaqT2dkbDaxISiN+yi9DRMwkZOpnEQydwWjEPs1ZN9WEc5k3BvHVTopasIWTQeBJ2/YbDovcw79CqmHIl/JOJinY2v/zyC/Xq1cPc3BxHR0e6du3K/Pnz+emnnzh06BASiQSJRMK5c+fw9/dHIpGwd+9eOnTogJmZGTt37nyp63hOvr6+VK5cmffeew+tVotSqWTevHmULVsWS0tLWrRowblz5/ThX2zv999/p3bt2piamhIYGFgk+e8wricnNxzgwZ+3CH0SyK45G7Fxtade96a5xuk4oTdX9pzh+v7zhPsEs3/JFtJT02nh0VEf5sLWY5ze9Dv+d4y3Sj05f5c987/F6+I9op9H8PDULc5+f5j67s0KNX/tJvTixp6z3Np/ngifYA4u+YH0VCVNPToYDd9mnDve5+9ycfNhIn1D+PPz/YQ89KPVmO76MHcO/MWZrw7gc+lBrvvtvextLv94gvOb/iDCO5ioZ6HcP3INdbqqUPOXXUmVJcDxL37h/A9HCfV6nmuYgmg3oTfX9pzhZma5/bbkBzJS02mWLV3ZtR3Xk6fn73J+82EifEM4+fl+gh/60WZMD4Mwpzcc4NGftwh7EsjeOd9g42pPnWzH5+IPxwi840NccBQBt705t+l3KjSqilQuA8ClShlavd2Vnyau49GpW8QGRRL8wA/vv+7/o/IJUKNjA6q1q8/hlbnf7PaY50GEbwh3j1x9rfzlh0m7vmTcOIXq1lm0EUEoD36HNl2JvGmX3CNpQZsUl22J138kcSqNrEINlAc3ownyRRsVgvLQZjBRIG/Qtsjy8SptJvTi5p6z3N5/nkifYA4t+YGMVCVNcrkWtcq8Fv2VeS06leNapExMZduo1Tw4co2oZ6E8v+PDHx/8SNn6lbEt41icWdMz6++B8uRh0k8fQ/M8gJRN60CZhmnXPHp8SaVYzllKyu5taMJCXvpYXrMOyjMnUD3wRBMRhvLkH6j9fJFXq1WEOcmdvHFXVA8voX50BW1MKOlndqFVZSCvY7ziL6/TGompJcrDm9CE+qJNjEYT7I02KqtVWFa6Mupnd9H4P0CbGI3a5zbqwEdIS1UsplwZN2zCELat38HFE5fwefyMFTNW4+TqRHv33L9Hs0cu4Mi+4/g99cfnkS8fz1pD6XKlqFm/uj7M3i2/sOPrXTy89ag4svG3tWvVjBmTxtC1Q5uSTkqBKToPJOPSMVRX/0QTFohy9wa06UpMWnfPPZJWizYhNmtJjHs5iCrDIAypJdcjwXbUYBJ/O0bSoRNkPAsk+pP1aNOUWA/oYTR82s17pJy9RIZfIKqgUBJ3HSDd+xlmjerow5g2qE3SH3+SdvMeqpBwkn49SvpTX0zr1iiubL1RtEX437+RqGhnCg0NZfjw4YwbN47Hjx9z7tw5Bg0axIcffoiHhwfu7u6EhoYSGhpK69ZZP6KLFi1i5syZPH78mB49jH+RX7h37x5t27ZlxIgRfP3110gkEt577z2uXLnCnj17uHfvHkOHDsXd3R1vb299vJSUFP73v/+xZcsWHj58WCQt5o7lXbBxsefppaxKQlpiKgGePlRsXN1oHJmJjHJ1KxnE0Wq1eF+6j1sucfLLzNqClLjCu1jLTGSUqVvJoEKs1WrxvfSACo2rGY1ToVG1lyrQ3hfu5RreGEtHGyo0qkZSdDxTfl3O+zc2MXHvMtyaFt0F+k0ry79DZiKjrJFy8770ALc8ys07R7k9zVZuDpnHJ3uYtMRUnnv65rpNc1tLGg1oQ8Ctp2hUuuEMtbo2ISYwglqdG7Po4noW/fUVQ9ZMxNzW8h+VTysnWwavnsje2d+QkaY0uq8qrepQv1cLDn6wrcB5yzeZHGmZKqh97mWt02pR+95DViGPc1BhhsWCb7FY+J2u9dqlvP4jiUzXcq9VpRtsE1UGsoolUznL7Vrk84prkW+Osva5cI/yeVyLzKwt0Gg0Lw3tKBZyObIq1cm4eytrnVZLxt1byGvUyTWa+bAxaOPjSD9lvJu06slDFM3bIHFw0u2mXiNkZcuTcedGoSY/X6QypC4V0AQ+zrZSiybwMdJSlY1GkVVugCbsGYqOwzGfuBazkcuQN3MHiUQfRh36DGn5mkjsdL/zEqeyyMpURe3/sChzk6cyFUrj5OrIjYtZ5ZmcmMzDO4+o16R2vrdjZWMFQEJcYqGnUXgFmRxphWqovTyz1mm1qJ94Iq2Ux7XQ1BzLj3/EcuV2zCZ/gLR0hZeCyKvVx/J/u7H88HtM33oPLHPp0VHU5HIUtaqTdu121jqtlrRrtzGtn7/z1Kx5I0wqliPtdta9kPLuIyw6tkLmontoada0ASZu5Ui9ciu3zQiCnhijnSk0NBSVSsWgQYNwc3MDoF69egCYm5ujVCopVarUS/FmzZrFoEGDXrn9y5cv06dPH5YsWcLcuboxL4GBgWzbto3AwEDKlCkDwLx58zh+/Djbtm1j1apVgK5L+jfffEODBg1y3b5SqUSpNLxJVmnVyCWyfOQerJ3tAEiKjDdYnxQZr/8sJ0t7G2RyGYlRhnESI+NxqVI2X/s1xsnNlXZj3Pl91c+vvY2cLOytkcllJBlJq3OVMkbjWDnbvRQ+KTIeKye7fO/XoYLuZqnrrMEcXbWLkEf+NB7Ujgk73+fLHguJfsWY6dfxJpXl35VbupIi43HJpdyscyk368xys3a21a/LLtHI8em5aDhtRndHYWFGwO2nbBv3qf4zxwou2JVzol7vFuyZ8w1SmZS+y0YzatNsNo/45B+TT4/PpnB152mC7j/DvpzTS/uxsLPC47Mp7Jm9EWVSaoHyVRASC2skMhnapDiD9drEeKTOxs9BTVQwyl83ogkLADMLFO36Yz51JSlfzEKbEIMmMhhNbCSKHm+jPPAtZCgxadMHqZ0TGmv7IstLXnK7FiW9xrXIOpdrkdzUhB6LhnPv9ytFWma5kdjYIpHJ0cYZDkXQxMViUu7lG3UAea16mHbtRfys3Mf+p2xej+W0edhv+xWtSgVaDckbP0P16F6ucYqKxNwKiVSGNiXBYL02JRGpw8v3CgASGyek5Wqg9rpO2qGvkdo6o+g0HKQyVNeOAKC6cQKJwgyz0ctBowWphIzLh1B7XS/qLOXK0cUBgJjIGIP1MZGx+s9eRSKRMGvFe9y9fp9nXn6FnkYhbxIrGyQyGZoEw++kNjEWmWs5o3E04UGk/fwFmmA/JOaWKLoOxmLe5yR/PAVtXBQAqke3yPC8hDY6HKlzaRT9xmIx7WNSPp0D2uIdzSuzt0Uil6GONsyjOjoWk4rlc4kFEisLyp/cg8TEBDQaold9RdrVrMp69JqNOH0wi/In96DN0F13oj76AuXt1+u99k8nZh0vGFHRztSgQQO6dOlCvXr16NGjB927d2fIkCHY2+d9M9a0ae5dcV8IDAykW7durFy5klmzZunX379/H7VaTfXqhq01SqUSR8es7n4KhYL69evnuY/Vq1ezYsUKg3UtbOvQyq6u0fCN+7fBY9VE/d/fjyu5MTXZ2braM+mnxdw9epWre86UdHL+NklmS8W1XWe4tf88AEceBlCldV2aenTgxNq9f3sfb2pZ/huc/+4wN/aexb6sM11nDmLY5++ybdxaQFe2JqYK9s75hig/3QOTXxZ8x8wjq3GuXJrIZyU72VZ+tBnbA1NLM87mMeZ+8JqJeP5+Cb/rRTc2+3VpAp+iCcyayCctwAuLOesxadGd9D/3gEZN2s9rMR38LlYfbkerVqP2vYfK63YeW/1nk8plvPX1DCQS+H3p1pJOTv6Ym2M5ewnJGz9DmxifazCzPoOQ16hN4ieL0USEIa/TAMvJs9DERKG6+w9oXZJI0KYmkn76Z11rYkQgGVZ2mDTprq9oy6o3QVajOenHt6KJDkHqXB5F+6Fok+NRPy66YRvZ9RjYlYVrsybBmjtq0d/e5vxVs6hSsxKTBkz/29sSiofG7wkav6zrfqrvIyw/2IxJ256kH94BgOrW+azwIf6og/yw+ngbsur1DVvP32Da5FRChk1BamGOWfNGOMybgio4lLSbugd4NsP7Y1qvFuEzlqEKDcescX0cF09HHRlN2rU7JZz64leU8wv9G4mKdiaZTMaff/7J5cuXOXnyJBs2bGDJkiVcu3Ytz3iWlq/uJurs7EyZMmXYvXs348aNw8ZGN+FNUlISMpmMW7duIZMZtjxbWVnp/21ubq6vsOVm8eLFzJkzx2Ddknq5z/b88NQtPvPMGmcrV+i6WFo525IQGZeVDmdbQozMPgyQHJuAWqXG2slwIg3rHNvILxsXe97d/QH+t56yb/H3BY6fl5TYRNQqNVZG0pqYS1qTIuNeCm/lbEtSlPHwxryY8TfCO8hgfaRvMHZlXm49fB1vYlkWltzSZZVHuSXmUm6JmeWWmNnCm3Mb1s62hDzyN4iXEptISmwiUX5hRPgEs+TqRio0rkbgbW8SIuNQZ6j0lWyAcB/dWEu7Mk4FqmiXVD6rtK6DW+PqrHq6w2A7M35fyZ1Dl9g3dxNVW9ehdtcmtJ/YB9A9YJDKpKz2+ZlfF2/h5v5z+c5nXrQpiWjVaiRWdgbrJda2RscFGqVRownxQ+JYOmtVyDNSN8wDUwuQyyE5AfN3V6MOer1J6/6u3K5FVs62JBXwWpSY41oklcsYvnEGduWc+GH4yhJpzQbQJsSjVauQ2Bk+qJba2aOJjXkpvKxUWWSupbFauiprpUQ3ss3+t9PEvzsKTUwU5m9PJGn1UjJu6Sqc6oBnyCpXxWzAMJKKuaKtTU1Cq1EjsTCcwE5iYY02OcF4nOR40Kh1wxcyaWLCkFjaglQGGjUmbQehunkC9dObAKijQ8iwdsCkqXuxVbQvnrzEwztZXeJNMn9THJwdiI7IKj8HZ3u8H+Y+X8cLc1fOpE23VkwZOIPI0MjCT7DwStqkBLRqNVIbe4NZoyXW9i+1cudKo0Yd5IvU2XjPGwBtdBiaxHikzqWLvaKtjo1Hq1IjczS87sgc7VFH5ZFHrRbVc92cEOlevphUqoDtuOGk3byHxFSB/fRxRMxZTupFXa+SDG8/FDWqYDt66H+yoi0UjBijnY1EIqFNmzasWLGCO3fuoFAoOHDgAAqFArX69V8zZW5uzuHDhzEzM6NHjx4kJurGJzVq1Ai1Wk1ERARVq1Y1WIx1U8+LqakpNjY2Bkte3caVyWlEBYTrlzDvIBIiYqneOqsF3NTKHLeGVfG/bfzVD+oMNUEP/AziSCQSqrWuS0AucXJj62rPtD0fEPTgGbvnbyr0J2bqDDUhD/yo0jprfKBEIqFK6zoE3vY2GifwjjdVWhv2CKjatl6u4Y2JDYokPiwG58qGP0xOlUoTGxxVgBzk7k0ry8KkzlAT/MCPqjnSVbV1HQLyKLeqrQ3HgVbLVm4xzyNIiIilWo7jU75hlVy3CSCR6h52yRW655P+N72Qmcj1wwMAnCvrKnixwQW7mSypfP6+/Ce+6LmQL3st4stei9j6jq43xM73vuLEp7reFhsHfqD//Mteizj5+X7SElP4stciHp4oxLGxahWaEF9kVeplrZNIkFWpjzown+egRIrU1Q1topGbKmUKJCcgcSyNtGwV1I9LYFwvhXctqtK2Hs+zhX9RyXasWIqtI1eRWohzXBSYSoXa9ykm9ZtkrZNIMKnfGJXXy2ON1UGBxE8fS8KsCfol4/olVPfvkDBrApqoCJDJdV07c/42qDVIJCVwK6NRo4kIRFq+ZraVEqTla6IJe2Y8Sqhv5tjrrAfnUntXNElxugo4IJErXs6jVmMwjruopSSnEuQfrF/8nvoTFR5Ns7aN9WEsrCyo06g2918xidnclTPp4N6W94bOJvR54Q+VEvJJrUIT6I2sRsOsdRIJshoN0fg9zjWaAYkUaZmKaBNeflimD2LnhMTSGk187mGKjEpF+uOnmDVvlC1BEsyaN0J5rwCT7UklSDIfLiHPvO5ocnwnNWqQ/jerUJoiXP6NRIt2pmvXrnH69Gm6d++Oi4sL165dIzIyklq1apGWlsaJEyfw8vLC0dERW9vcX4WQG0tLS44cOULPnj3p2bMnx48fp3r16owcOZLRo0ezbt06GjVqRGRkJKdPn6Z+/fr07t27CHKau/Nbj9Ft+kAi/cOIeR5Bz7keJITHcv/kTX2YqTuXcv/EDf7afgKAc1uOMGLdVJ7ff0aApw8dxvdCYWHKtf1Z3YmsnW2xdrbDyc0VgDI1KpCWnEpccBQp8cn6SnZscBS/r/zZ4HVSiZG5dyMsqItbjjJ03RSC7z/juacvbcb3RGFhpu/SPXTdVBLCY/TduS9tPc6kvctoO6EXXmc9qd+3FWXrVebA4i36bZrbWmJX1gkbF90TVKfMilZiZJx+bOzFzYfpOmsIoY8DCH0UQOPB7XGuUoadU78stLzlVFJlCWBXxhELOyvsyzgikUopU1s350GUfxjpKcYn28rLxS1H8Fg3laD7z3ju6UPb8T1RWJhyMzNdw9ZNJT48luNr9wDw19ZjTNn7Ae0n9Obx2Ts07NuKcvUq82u2XhJ/bT1G5+kDiMo8Pt3nDiUhPJaHmcenfMMqlK9fBb+bXqTGJ+NYwZUec4cS5R+mr6T6/PWAoPvP8Ph0Cr9/tB2JRMKAj9/h6YV7Bq3cb3I+40KiDdKQnpIGQHRgOPFhuhulCF/D2Z/L1a+MVqsl/KlhL43CkHHxD0yHTkcT7Iv6uTeKNn2QKExR3dINIzEdOh1tQgzpJ3Szo5t0Horm+VM0UWFIzC0waT8Aib0TGTey3oEqq9sKkhPQxEUhLVUB077jUD+6gdr75ddHFZdLW44yOPNaFOTpS+sc16Ihmdeik5nXoitbjzNh7zLa5LgWHcy8FknlMkZsmknpOpXYMf5TpDIpVplj9FPjklBnvP6D4teVdmgfljMXo/J5gsr7CWZ9h4CZOcpTxwCwnPU+muhIUnd8DxnpqAMNx+1qk3UPCvTrVSoy7t/BfOwUtOlKXdfxug0x7dSDlK0bizVvL6hun0LRfSyaiAA0Yf7IG3VGYqJA9egyAIruY9EmxZFx+aAu/L0LyOt3xKSDB6q7Z5HYuWDSzJ0Mz7P6bar97iNv1hNNYgza6FCkLuUxadRVv82SsnfLL4ydOYrnfkGEBIYyacF4osKjuHD8L32YDXvXcf74X/yy7QCg6y7efWBXFryzhOSkVBycdeO5kxOTUKbpJih0cHbA0cWBcpV08zBUqVmJlORUwoPD38hJ01JSUgkMyromBoeE8+SpL7Y21pQuVXSvdi0M6WcOYDZ6LuoAbzQBXph0GoDE1JSMK7pXcZqNmYsmLpr0Qz8CoOg5ArX/EzQRIUgsLFF0HYLUwYW0S7p7BkzNMO01kow7l9AmxCB1LoPpwHFoI0NQPy6Z4TnxO37F+eMFKB89Jf2BFzYjByIxNyPxkC7NTh8vQBURRdwG3bAa23FvoXz0FNXzECQKBeZtm2PVuyvRq74CQJucQtrNu9jPnohWqUQVEoFZ0/pY9ulG7LpvSySPwj+LqGhnsrGx4cKFC3z55ZckJCTg5ubGunXr6NmzJ02bNuXcuXM0bdqUpKQkzp49S8WKFQu8DysrK44dO0aPHj3o3bs3R48eZdu2bXzyySfMnTuX4OBgnJycaNmyJX369Cn8TL7CmW9/R2FuisfqiZjbWOB3w4vvxqxBpczQh3Fyc8XSIWtGSc/DV7BysMF99lBsnO0IfhzAd2PWGEzc03pkN9xnDdH/PX3/cgB2zdvEjV/OU71dfZwrlca5UmmWX9tkkKbZFd8qtPzdP3wVKwcbus4egrWzHaGPA9g2Zg1JUbpufnZlHdFmm7wj8LY3e2ZupPvcofSYP4wo/zB+nvS5QQWjVrcmDP0s6729I76eAcCpL3/l9Je/AroKu9zUhN7LRmFhZ0no40B+eHs1MYERhZa3nEqqLAF6zvGg+ZCs1xTNP6prJf36rY/wvVrwV7jcPXwVSwcbumeWW8jjAH7Ili67sk4GPSACbnuza+bXuM/1wD2z3LZPWmdQbue+/QOFuSmDV0/AzMYC/xte/JDt+GSkplPXvTndZg9BYWFKYkQcXufvcnrDAf1r2bRaLT+O/4z+K8Ywde8HpKcqeXLOk8OfvN4kfiWRzzeN6v5lJFa2KLq+hcTaDk2oH6nbPtG/sktq54Qm2zGQmFtiOnAqEms7tKlJaIKfkbppCdqIrGMgtbHHpPdYJFa6LuiqO+dIP/NLsectu/uZZd0l27XoxzFrSM68FtkauRbtm7mRrnOH0n3+MKL9w9g56XMiMsvappQ9tbrp5guZfmyNwb62vPUxflfz2WJViNL/OovExg7zEeOQ2jug9vMhccV8tPG63gZSJxfQFKwNI+mzj7AYPQmrOUuRWNmgiQwj9ectKI8fKoosvJLa+xYZ5taYtOyLxMIGTVQQyoMbIEVXQZRYOxi0TmuTYlEe/AqT9kMxG7lMVwn3PIPq5gl9mPRzezBp1Q9Fp+G6buhJ8ageXCQjcwx3SdmxcTdmFmYsWjsPKxsr7t24z6yRC0hXZs3oX65iWewcshoiBo8dAMCm39YbbOvjWWs4su84AING92PC3LH6z747uOGlMG+SB0+8GTd9of7vtRs2A9C/Z1dWLp2bW7Q3gurWBZRWtpj2eRuJjQOaIF9Svl6mH5ojsXdBmq3lVmJhhdmIGUhsHNCmJKJ57kPKZ3PRhGW+YlajQVq2EuYtuyL5P3t3Hd7U9QZw/Ju6u2EVZLi7u7u7yxhQGO6FMWz8hsPGGDBgQzZksKEdFIq700K9pV5aSl2T3x8toaGCpYSG89mT51lvzr15Dzc3ybnnnPfoGyJ7GUOG5x3S/t0NGar5jklydSfG3Azzb4ajaWVO2lNfIibMQxoTC4BWMRuFa1Kir4flvMlo2lghS00lPeAZUfNXkuT6uoMhavYyzCaPxmr5XDRMjMkMiyB202/EHzj2qav3WVDXZbgKi0QmZrWrLWU2Uj9Xel/I7IcUtR1U85o2n25opFB4XAamvb2QGlixT1fVIRS66dVD3l6oiNNrpZpl3j6lVj98fokMC8PFB0Uk+d9HSHGZqOoQCl30lQxVh1DoHO/9p+oQPli7Uh0K7diuzz6/m2sfS/RoC4IgCIIgCIIgCAUSy3u9ny+jO1AQBEEQBEEQBEEQPhHRoy0IgiAIgiAIgiAUSMw4fj+ioS0IgiAIgiAIgiAUSAwdfz9i6LggCIIgCIIgCIIgKJHo0RYEQRAEQRAEQRAKJJb3ej+iR1sQBEEQBEEQBEEQlEg0tAVBEARBEARBEIQCSWWyQnsUlpiYGAYPHoyJiQlmZmaMHj2ahISEAss7OztTvnx59PX1sbe3Z/Lkybx8+fK9X1s0tAVBEARBEARBEAS1M3jwYB4/fsx///3HsWPHuHDhAuPGjcu3fGhoKKGhofz44488evSInTt3curUKUaPHv3ery3maAuCIAiCIAiCIAgFKmoztD09PTl16hQ3b96kTp06AGzcuJFOnTrx448/Urx48Vz7VKlShUOHDsn/LlOmDMuWLWPIkCFkZGSgpfXuzWfRoy0IgiAIgiAIgiCoTGpqKnFxcQqP1NTUjzrm1atXMTMzkzeyAdq0aYOGhgbXr19/5+O8fPkSExOT92pkg2hoC4IgCIIgCIIgCG8hRVZojxUrVmBqaqrwWLFixUfFGx4ejo2NjcI2LS0tLCwsCA8Pf6djPH/+nO+//77A4eb5EUPH1VhmkRvg8f6+lDtFmkhUHYKgBBlfwDXpty9N1SF8Etcy4lUdQqG7e81O1SEUutoGT1UdQqG79dxb1SF8EikuE1UdQqHTW7JZ1SEUuuc1pqk6hELnqOoAPoK0EH/HzJ07l2nTFM+/rq5unmXnzJnDDz/8UODxPD09PzqmuLg4OnfuTKVKlVi8ePF77y8a2oIgCIIgCIIgCILK6Orq5tuwftP06dMZMWJEgWVKly6NnZ0dkZGRCtszMjKIiYnBzq7gm8nx8fF06NABY2Nj/v77b7S1td8ptpxEQ1sQBEEQBEEQBEEokKwQl+F6H9bW1lhbW7+1XMOGDYmNjeX27dvUrl0bADc3N6RSKfXr1893v7i4ONq3b4+uri7//PMPenp6HxTnlzLyVhAEQRAEQRAEQfhCVKxYkQ4dOjB27Fhu3LjB5cuXmTRpEgMGDJBnHA8JCaFChQrcuHEDyGpkt2vXjsTERLZv305cXBzh4eGEh4eTmZn5Xq8verQFQRAEQRAEQRCEAhXmHO3CsmfPHiZNmkTr1q3R0NCgd+/ebNiwQf58eno6T58+JSkpCYA7d+7IM5KXLVtW4Vj+/v44Ojq+82uLhrYgCIIgCIIgCIKgdiwsLNi7d2++zzs6OioMiW/RooXShsiLhrYgCIIgCIIgCIJQIFkR7NFWJTFHWxAEQRAEQRAEQRCUSPRoC4IgCIIgCIIgCAX6XLKOFxWioS0IgiAIgiAIgiAUqCgmQ1MlMXRcEARBEARBEARBEJRINLSVbPHixdSoUUP+94gRI+jRo4fK4hEEQRAEQRAEQfhYMpms0B7qSAwdfwctWrSgRo0arFu37q1lZ8yYgbOzc+EHVUg6Te1Lw4Gt0TcxxP/WU/5asI2ogPAC92k6tB2tvu6KibUZIZ6BHFz0G0H3fQEwMDWk49R+VGhaDfMSViREx/HQ9SbH1/xJSnxyrmMZmBkx5+QqzIpZMrvaSJLjkpRav/pD29L06y4YWZsS7hnEsUW7CM6ONS9VOtWnzfS+mJW0Ito/nNMr9+N1/p78+Urt61JvcGtKVHXCwNyYTZ3mEuYRKH/erKQVMy9tyOPIsG/Ceh6duP7edWg0tC0tvu6KsbUpYZ5B/L1oJ88KqEO1TvXpML0v5iWtee4fzvGV+3iSow4A7af2of7AVvLzfnjBDp7nOO/6pob0/G4ElVrXQiaT8eDkDY5+t4u0pFQArEsXo/ey0diWLYmeiT5xES+4e/QKrusPIc3IlB+n6aiONBzcBvMSViTGxPPg5HVOrNpPRmp6gXVuOLQtzXPU+ehb6ly1U33a56jzyTzq3G5qH+pl1zng1lP+zlFn85JWtHbuRdlGlTG2NiMu4gV3jlzCbdPfZKZn5no9Swdbvj2+AqlUyqJqYwqsy/vqMLUvDXKcm4MLtiucm7w0HtqOltn/XqGeQfyd45oE0NLVptv8IdTs2ggtHW2eXrjPwYU7SHj+Ul6mVLXSdJ49iFJVnZDJZATd9+XYij2EegYptX55sRzaCeuve6FlbU6Kpz8hi34h+b53nmVN2jfEZmJfdB2LIdHSIjUglKhfjxD797nsympiN2MIxi3qoGtvR2Z8IgmX7hP2wy4yImMKvS4FGTFjGJ0GdsTI1IhHNx+zft4GQvxD8y1ftX5V+o/vS7mq5bCys8Rl9GIun76iUOZssGue+/6y9Ff+2nJAqfG/TcmR7bCf0BUdGzMSPALxmvcbcXfzvm6LD2lFsb7NMKxQCoD4B/74Lt+Xb/nyq8ZQcnhbvBbu4tnWE4VWhw+h07YHel37IzG1IDPIl+SdG8j0fZJ32WbtMfhmjsI2WVoaL4e3/xShvpfFi2YwetQgzMxMuHLlFhOd5+Lj4/9O+86aOZHly+axfsM2ps9YBIC5uRmLXKbTtm1z7EsVJyoqhqP/nGLR4v8RFxdfmFXJk3azLui07YPExBxpsB8pf/2MNNArz7JaDdqgP2y6wjZZehoJU7rL/9YbOg3thm0VymQ8vkXy5oXKD17Jbt17yG97D+LxxIeo6BjWr1hI62aNVB3WO7Ee3hG78T3RtjYjyTOAZwt/JfFe3t8fVoPaYtm7Jfrl7QFIeuhLyA9/KJTXsjKl5LzhmDSrgaapIQnXHxO08FdS/cM+SX2Eok30aCuJTCYjIyMDIyMjLC0tC+110tLSCu3YbcZ3o9nIjvw1fxtreswnLTmFb3bPQ0tXO999anZpSM8Fwzi1/hD/6zyHEI9AJuyeh5GlCQCmthaY2ppzdPnvrGw3gz0zfqJi8+oM+mF8nscbtGo8IU8K54d81S4N6LRgCG7rD7O583zCPYIYsXsOhtmxvsm+Vjn6bZjErT/Ps7nTPDxdbzN46zRsviopL6NjoEvgraecXrkvz2O8DI1mRd1vFB5n1hwgNSFZocH+rqp3aUC3BUP5b/0h1nWeR6hHIGN3z5H/e7/JoVY5Bm9w5saf51nbaS6PXG8xYut07HLUoeX4rjQZ2YFD87ezocdC0pJTGbt7jsJ5H7x+ErZflWTr0OVsH/U/SterQJ8VY+XPZ6ZncvvwRbYOW86qVtM5uuR36g9oRfupfeRlanZrRKfZA/hv/SFWtZnOX7N/oXqXhnSc2f+tde66YChn1h9ifed5hHkEMrqA8+ZQqxyDNjhz88/zrO80l8eutxi2dTq2OercYnxXGo/swOH529mYXefROepsXaYEEg0Jh+ZtY3Xbmfz7/e80GNSGDjMH5Ho9DS1NBm1wxv9m3j+kP0ar8d1oOrIDB+ZvY12PBaQlp/L17rkFXpM1ujSk+4KhnF5/kDWd5xLqEci43XMV3iPdFw6jcuva7Jqwjs39v8PE1pyRW6bJn9cx0GXcrrnEhj5nXY8FbOyzmNSEFMbtnoeGlqbS65mTaZcmFFswhoj1+/Du/C3JHv447V6CpqVpnuUzX8YTufkvfHrOxKuDMzEHzlDqf1MwalYTAA19XfQrlyFy4594d/mWwPEr0C1TAsdtCwq1Hm8zYEI/eo7swbq5G5jUdTIpSSms/GMF2gWcW30DPXw9/NiwYFO+ZfrU7K/wWDXtR6RSKRdPXCyMauTLpntDyn03DP/Vh7jZdg4JjwOpsX8e2lZ5X7fmjSoT/vcV7vRawq3OC0kJiabGn/PRtTPPVda6Y11Ma5cjJUy1N0ryot2gJfpDvyHl0C7i540jM9AXwzmrkJiY5buPLCmBl+N7yR9xk3N/zqjazBkTmDRxFBMmzaFRk64kJiVx4tgedHV137pvndrVGTtmCPcfeChsL17cluLFbZk9+3uq12zN6DFTad++Jb9uXV1Y1ciXVu1m6PYeR+rxPSStcCYzxB8D56VIjPL+3AGQJSeSMGeQ/JG4YHiuMhmPbyqUSd7xQ2FWQ2mSk1MoX7Y086dPUHUo78W8a2NKuYwidO1+PDpOI9kjgHJ/LEIrn+8P44ZViDl6kaf9FvKk+2zSQp9Tbs9itO0s5GXKbp+Lrr0tPqOX49F+KmnBUXy17zs09N/+3ldHUmSF9lBHn11Du0WLFkyePJlZs2ZhYWGBnZ0dixcvlj8fFBRE9+7dMTIywsTEhH79+hERESF//tXQ7d9//x1HR0dMTU0ZMGAA8fEF3x396aefKFeuHHp6etja2tKnT1YDYcSIEbi7u7N+/XokEgkSiYSAgADOnz+PRCLh5MmT1K5dG11dXS5dupRr6Pibbt68ibW1NT/8kPVhGxsby5gxY7C2tsbExIRWrVpx//79XPXZtm0bTk5O6OnpfcC/6rtpPqoTrhsP8/C/W4Q+CeL3aZsxtTWnWru6+e7Tckxnruw/y/UD5wn3CeGv+dtIS06jQb+WAIR5PWPHN2t4dPYOz4Mi8L76mGM//kmV1rXR0FR8+zUZ0hZ9EwPctv5bKPVrPKYTt/af484Bd6J8Qjg6fzvpyanU7tc8z/INR3XA2/0+l7YeI8o3lDNrDhD62J+Gw9vJy9z7+xLnNvyNz+VHeR5DJpWREPVS4VGpfV0eHr8m7w1+H83HdOb6fjduHnAnwieEQ/O3k56cRt1+LfIs33RUR5663+f81mNE+oZyes0BQh770zhHb0nTUR05s/FvHv93m7AnQeyf9hMmtuZUaVcHAJsyxanQogYHZv9K0D1fAm495cjiXdTo2hATm6wfwTHPIrl5wJ0wzyBehDzH48xt7hy9hFPdCvLXcaz9FQG3vLj7zxVeBD/H6+JD7v1zBfvqZQqsc9PsOt864E6kTwiH31LnJqM64uV+H/fsOrvmUecmozpyduPfePx3m/AnQfyZXefK2XX2cr/PgZm/4H3xITHPIvE4c5sLvx6jSofc10L7Gf2I9A3l/vFrBdbjQzQb1ZH/cpybvdM2K5ybvDQf05lrOd4jB+dvIz05jXrZ/156xvrU79eSo0t/x+fqY4If+bN/5hac6pTHoWZZAGzKlMDQ3JhTaw4Q5RdGhHcwrusPYmJthkUJK6XXMyfrMT2I2X+aFwfOkurzjJD5PyFLTsWiX9s8yydee0Tc6Wuk+gaTFhRO9G//kvIkAMM6lQCQxifhP9SFl8cvkeoXQtLdp4S4/IJBtXJoF7cu1LoUpNfonvyxYS9XXK/i5+nPD9+uwsrWkibtG+e7z41zN/ntfzu5fOpyvmVeRL1QeDRu14h7V+4TFlTwKAhlsx/fmZA/zhK2/zyJXiE8mbmNzOQ0ig9smWf5xxM2ErLTlYTHgST5hOI5bQsSDQnmTasqlNO1M+er5SN5PGEjsvSMT1GV96LbuS9pbsdJcz+FNCSQ5O1rIC0FnRYd899JBrKXLxQen5vJzmNYvmI9//7rysOHnowYOYXixW3p3r3gnndDQwN2797E+G9mEfsiVuG5x4+f0q//OI4d/w8/v0DOnb/MQpcf6NK5DZqahXtD7006rXqSfvkkGdf+QxoeROq+jcjSUtFu1C7/nWQyZHEvXj/iY3MXyUhXKENyQuFVQomaNqzL5HHDadM8/8+jz5HtuO483+dK9F9upHgHEzjnZ6QpqVgNaJ1neX/ntUTtPkmyhz8pviEEzNyMREOCSeNqAOg6FceodgUC520h6b4PqX6hBM7dgoaeDhY9mn7KqglF1GfX0AbYtWsXhoaGXL9+nVWrVrFkyRL+++8/pFIp3bt3JyYmBnd3d/777z/8/Pzo31+xR8zX15cjR45w7Ngxjh07hru7OytXrsz39W7dusXkyZNZsmQJT58+5dSpUzRr1gyA9evX07BhQ8aOHUtYWBhhYWGUKlVKvu+cOXNYuXIlnp6eVKtWrcB6ubm50bZtW5YtW8bs2bMB6Nu3L5GRkZw8eZLbt29Tq1YtWrduTUzM6zv1Pj4+HDp0iMOHD3Pv3r33/ed8J5albDC1Mefp5YfybSnxyQTe88GxVrk899HU1qRUldIK+8hkMp5efohTPvsA6BsbkJKQjDRTKt9mV7YE7Sf35o9pmwtlnoamtibFqzgpNIhlMhk+lx9hn0+s9jXL4ftGA9rnwgNKFVC3tylexYnilR25/ef5995XU1uTElWc8HqjDt6XH+GQT0wONcvh/UYdnl54IC9vUcoGExtzhTIp8ckE3fOVl3Go9RVJLxMIfugnL+N96SEyqQz7mnk3ki0dbKnQvDp+1z3l2wJue1GyqhOlshvWFqVsqNCyBp7n7r21zm+et4LqbJ9Hnb0uPJCf5/zq/CxHnfOiZ2xAcmyiwrYyDStTrVN9jrj8lu9+H+pVnF5vXJNB93xwrPVVnvtoamtSsoqTwj4ymQyvyw/l+5SsUhotHS2FMpG+ocQER+GQXSbKL5SEmDjq92+JprYm2rra1O/fknDvYGKCo5Re11ck2lroVylLwuXXNxuRyYi/fA+DWuXf6RhGjaqhW7oEiTce51tG09gAmVRKZpxqfvQWs7fD0taSOxfvyLclxifhee8JlWpXVNrrmFuZUb91PU7uP6W0Y74LibYmxtVKE3Px9XsMmYwXFx5iWufdPj819XWRaGmRHpvjHEkkVNo8iaCf/iXxabCSo1YCTS00nb4i49Ht19tkMjIe3UGrXOX899PTx2TDPkw2/Ynh9KVolHQs9FDfh5OTPcWK2XLW7ZJ8W1xcPDdu3KVB/doF7rtxw3JOnjjLWbd3G1FhamJMXFwCmZm5p+gUGk0tNOzLkfn03uttMhmZT+6h4VTA9airj+H3OzFcthu9r13QKGafq4hWuWoY/rAPw0W/ojtgEhgaKz9+Acj6/jCsWoa4iw9eb5TJiLt4H8N3/P7Q0NdBoq1JRvbnjkb2CCNZzultMhmytAyM6lZSWuxFiawQ/1NHn+Uc7WrVqrFoUdYcnnLlyrFp0ybOnj0LwMOHD/H395c3dnfv3k3lypW5efMmdetm9TZJpVJ27tyJsXHWB9rQoUM5e/Ysy5Yty/P1goKCMDQ0pEuXLhgbG+Pg4EDNmlnDDk1NTdHR0cHAwAA7O7tc+y5ZsoS2bfPuacnp77//ZtiwYWzbtk1+Y+DSpUvcuHGDyMhI+fCrH3/8kSNHjnDw4EHGjRsHZA0X3717N9bW+fe+pKamkpqq2EOaKctEU/Jud4VNrM0AiI96qbA9Puql/Lk3GZqboKmlSfzz3PvYlimezz7GtHfuxeV9Z+TbtHS0GL5xCkeX/8GL0Ggs7W3fKeb3YWBujKaWpsIcVICEqJdY5xOrkbVZnuWNrcw+OI46/VsQ6R1M0J285wsV5NW/95sxxUe9xCafOhhbm+U6PznrYGxtKj9GrjLWr8skPI9TeF6aKSU5NkFe5pVJh76jRBVHtHV1uLr3DKfXvJ4TevefKxhaGDPxwGIkEtDU1uLKH//h9tPRt9Y5rzoUVOeCzturOifk8V5/sz6vWDrY0mh4e44v3yPfZmBmRL8fx7N/6mZSE3LnG/hYBV2T+cVZ0DVpU6aE/LgZqemkvJH/IOH562s9NTGFnwYsYdTWGbR17gVAVEAYW4etULhBpmya5iZItDTJeK7Yo5cRFYtemZL57AUaxgZUvLYTDR1tZFIpIQt+JuHSvTzLSnS1sZszgth/LiAthPP2Lsyts4Ylvngeq7D9RdQLzK1zD5X+UO36tiUpMYmLJy+9vbASaVuYoKGlSdob7920qJcYlMv7un1T2YWDSY2I4cWF1411B+fuyDIyefbrSaXGqywSE1MkmppI3+iRlr58gVbx3I0wgMywZyT9sgppkC8YGKHXuR/G320kbuZIZDHPP0XYb2VnawNARITiTbaIyOfY2dnku1+/ft2oWbMKDRp2fqfXsbQ0Z/68b9m2fc/bCyuRxMgk67zFKZ43WfwLNG3z/tyRRgST8sdapCH+SPQN0WnTG4MZa0j8fjyy2KzzluFxm/R7l5FFR6BhXQydbiMwmPg9Sf+bBrLC+xz9UmlZGCPR0iQ9KlZhe8bzl+iVzf/7I6eS84aTFv6CuEtZN3tTfIJJDY6kxJyhBM75CWlSKrZju6JT3AptG+V9Vgvq67Ps0X6zZ7hYsWJERkbi6elJqVKlFHqUK1WqhJmZGZ6er3vOHB0d5Y3snPsD7NmzByMjI/nj4sWLtG3bFgcHB0qXLs3QoUPZs2cPSUnvloSrTp38h3C+cv36dfr27cvvv/+u0Pt+//59EhISsLS0VIjJ398fX9/XCWAcHBwKbGQDrFixAlNTU4XHrZee+Zav070J/3u8S/7Q1C78YVp6Rvp8/dtswn2CObnuoHx711kDCfcJ4daRT/tj8FPT0tWmWvdG3PqA3uyi4vdJ61nXeR5/TN5IxZY1aT6ui/y5Mg0q0mpiDw4v3MHaLvPY+fVqKrasSRvnniqM+O1MbM0ZvWsOD09c48Z+N/n23ivHcu+fy/jfUM7c7FrdG7Pi8U7541Nck/nR1tWm/6rx+N9+yvqeC9jYx4Xwp8GM2TG7wDnEqiJNSMa70xS8u08j/H+/U3zhaAwbVMldUEsTh02zkUgkhCz46ZPF17pnK449PSp/aH2ic9uhfwfO/u1G+luSDX5uHJy7Y9ujEQ9HrkaaHbtxNSdKje2Ix+SfVRydcmV6e5B+0ZXMQF8yPe+TuNYFadxLdFt3VVlMAwf2JDbGS/7Q1n7/PpmSJYuzdvUShg13ztUJkBdjYyP+PbobT08vvlvy6edovy+p/xMyrp9FGuxHpvdDkn/5Hln8S7SbvJ4ikHHbncyH15GGBpBx/yrJPy1C07E8ml8VPPpRUA27ib2w6N4E37Er5D3YsoxMfMf+gF7p4tR8vIda3n9i3KgqL91uf7E3S6QyWaE91NFn2aOtra34Q04ikSCVvvsbuqD9u3XrRv369eXPlShRAn19fe7cucP58+dxdXXFxcWFxYsXc/PmTczMzAp8LUNDw7fGU6ZMGSwtLdmxYwedO3eWx5eQkECxYsU4f/58rn1yvu67vMbcuXOZNm2a4raqo/It//DMLQJyZlXUyYrJ2NqUuBx3A42tTQn2CMjzGIkv4sjMyMTYSjHJhLG1KfFv3FHUNdTjm11zSU1IYdvXqxUyUZdrVIXi5e2p0THrvEgkEgCW39mG6+a/Obn24zPlJr2IJzMjE6M3YjWyNiXhjVhfSYiKzbN8/PO8y79NlU710dbT5e7hD0tK9Orf+82Y3jxnOcVHxeY6Pznr8Kq39M1zZmRtSmj2eY+PeonRGwmMNDQ10DczynWeX4bF8BKI8AlBQ0ODPivG4P7rMWRSGe2n9ePO4Yvc+DMrG3T402fo6OvRZ8UYzm46Anl8yOb3HjPK4z2Ws84FnbdXdX7zGMY56vyKiY05X+9bSOBtLw7N3abwXNlGlanUpjbNxmbdTJBIJGhoarDC5w8Ozd3GrQPn84wvP4/P3Cbono/8b80c1+SbcYbkyGyf07tck3FRsWjpaqNnYqDQq21k9fp9VKt7EyxKWLGh50L5VI4/pmxg6f3tVG5Xh3v/Xn2vur2rzBdxyDIy0bJS7CnQsjYjPaqAeasyGWmBWRlgUzz80StbCpsJffG/lmMKgZYmDptno13SBr+B8z9pb/YV16t43n19Q0Y7+9yaW5kRkyPzubm1Ob6P88+m/z6q1quCfdlSfP9N3iO5ClN6TBzSjEx0rBXfhzrWpqRFxha4r/03XXBw7s7dvktJ8HidGNOsQUV0rExofGezfJuGliblFg+l1NiOXKmr+tU+ZHEvkWVmomFqTs6Bzxqm5shi3zFxW2YmmQHeaNiVKJQY38W//7py48Zd+d+6ujoA2NpaEx4eKd9ua2PFvft5T9GoVasqtrbW3Lz+etqClpYWTZs2YOKEERgYOcl/lxkZGXLi2B7i4xPp3XcMGRmfdu69LCEu67yZmJPzl6bE2DxXL3e+pJlkBvuiYZ3/iA1ZdDjS+JdoWBdTHKYuKEVGTDyyjEy03xjxpWVlSnpkwefR9uvu2E3ojddAF5I9Fb9fkx764tF+KprGBki0tciIiaPCv6tIuu+Tz9HUm7oO8S4sn2WPdn4qVqzIs2fPePbsmXybh4cHsbGxVKr0bnMljI2NKVu2rPyhr68PZH0BtGnThlWrVvHgwQMCAgJwc8vqvdLR0fmo+UJWVla4ubnh4+NDv379SE/PulNWq1YtwsPD0dLSUoipbNmyWFm9X8IhXV1dTExMFB4FDRtPTUzheWCE/BHuHczLyBd81eh14hk9I30capQlIJ9hzpnpmTx75Kewj0QioXyjKvjn2EfPSJ8Jv88nIz2DrWNW5VrKacf4NfzQcRarOs1mVafZ7JvzCwDr+y3i4u7T7/XvkJ/M9ExCH/lTptHreXISiYQyjSrnO4w76K43ZRop9oqVaVKVZx8w7Bugdv8WPDlzm6SYD1u2JDM9k5BH/pTLEZNEIqFso8oE5hNT4F1vyjVSnBv4VZOq8vIxzyKJi3yhcExdI33sa5SRlwm844WBqRElqjjJy5RtVBmJhoSgfJbeAZBoSNDU0kSikfUxo6Ovk2v+vfwGmqTgOpd9jzoH3fWm7Bt1Ltekqvw851fnUjnqDFk92V/vX0jII3/+mrklV+ybe7qwrtMc+cN1zQFS4pNY12kOj0/fzPffJT9vXpMR3sH5nJuyBNzJe8mZzPRMgvN4j5RrVEW+T/AjPzLSMvgqRxnr0sWwKGlNYHYZ7exzlbPOMqkMZKAhKbyvDVl6BsmPfDBqlKPHRyLBqFF1ku48ffcDaUiQ6OS44ZrdyNZ1LI7f4AVkxn7apYOSE5MJDQiVPwK9AomOiKZWk5ryMgZGBlSsUQGP2/mPRHofHQd04Ol9L/w8/d5eWMlk6ZnEP/DDImciM4kE86ZVeHkr/89P+4ndcJrWm3sDVxB/XzHusAMXuN5yFjdaz5Y/UsJiCPzpH+4NWF5YVXk/mRlk+nuhVaXW620SCVqVa5HhnX/OAAUSDTRLlUb6QnUZ1RMSEvH1DZA/PDy8CAuLoFXLJvIyxsZG1KtXk2vXb+d5DDe3S1Sv2YraddvJHzdv3WPvvr+pXbed/LPf2NiIUyf2kZaWRo9eI96p91vpMjOQBnmjWb7G620SCZrlayD1f8frUaKBRnFHZHH5nzeJmRUSQ2OkLz+/bPnqQJaeQeJDX4ybKH5/mDSpRmIB3x923/Sk2JR+eA/9jqQH+f+myYxPIiMmDl2nYhhWK0Os6w1lhi+oqc+yRzs/bdq0oWrVqgwePJh169aRkZHBhAkTaN68+TsN4c7PsWPH8PPzo1mzZpibm3PixAmkUinly2clT3B0dOT69esEBARgZGSEhYXFW46Ym42NDW5ubrRs2ZKBAweyf/9+2rRpQ8OGDenRowerVq3iq6++IjQ0lOPHj9OzZ8+PqtOHcN9xgvbOPYkKCCP6WSSdp/fnZcQLHri+bjRM3LOAB6dvyhvA57YdZ8jqCTx76EvgPV9ajO6EjoEu17N78141srX1dPj9203oGeujZ5x1cyMhOg6ZVMbzoAiFOAwtsob9R/iEKHUd7cvbTtB79XhCHvoRfM+XRqM7omOgx+0D7gD0Wf0NcRExuK76E4CrO04x5s+FNB7Tiafn7lGta0NKVC3NkRw9m/qmhpiVsMI4e66OVeliQFavas45wBYOtjjWq8Dukas+qg7u244zYPU3BD/0I+ieD01Hd0THQJeb2XUYsPobXka84OSq/QBc3HGSCX+60HxMZzzO3aVm14aUrFqag3N/lR/z4o6TtHbuQVRAODHPIukwvS9xES945HoLyEqU9eT8PfquHMuh+dvR1NKk53cjuffvVeKy7xLX7N4YaUYmYU+CyEjLoFS10nSaNYB7x67JRy94nL1Ds9GdCHkcQNBdHywd7egwrS8eZ+8gk8rya2tzcdtx+mXX+dk9H5pk1/lWdp37Z9f5VHadL+04yfg/XWg2pjOe5+5SI7vOh3LU+dKOk7Ry7sHz7Dq3y67z4+w6m9iaM37/Ql6EPOfYsj8UlhJ7dV4jfRXXOy5ZrTQymYwIL+Ulabqw4yRtnXvK4+wwvZ/CuQEYv2cBj07f5FL2Nem+7TgDV3/Ds+z3SPPsa/JG9r9XSnwy1/86R7cFQ0l6mUBKfDI9vxuJ/20vAu9m3aH3uvSQrvMG0/v7UVzceQqJhgatv+mONDMT76vv2GD4QFHbjlBq9VSSH/qQdM8Lq9Hd0TDQ48WBrLwOpVZPJT0imvBVuwGwntCH5Ac+pAWGIdHRxrhlHcx7tiRkQfYQYy1NHH6eg37lMgSMXoJEUwOt7B6PzNgElWWuPrz9bwZPHkSwfwjhz8IZOWMEzyOiuXT6dUbx/+3/gUunLnN05z8A6BnoUcLxdY+ZXSk7ylQqTXxsPJGhr+fPGhgZ0KxLM7Ys+eXTVegNQVuOU2nDBOLu+RJ31xf7cZ3QNNAlbP95ACptnEhqeAy+y7KWRnSY1I3Ss/rx6JsNpARFynvDMxNTyExKJeNFAhkvFJPXydIzSIt8SZLv57OeberxAxh8M4cMPy8yfTzR7dgHdPVIc8/q2TX4Zi7SF1Gk7M/6HtHtNYxMbw+kESFIDIzQ7dofDWtb0s4dV2U1ctmwcRvz5k7G28ePgIBnfLd4JqGhERw9+vpmuOupPzly9CQ//byThIREHj9WbNwkJSYRHf1Cvv1VI1vfQI9hI5wxMTHGxCTr+z8qKvq9RjJ+rDS3v9EbNp3MQG+kgU/RbtkDia4u6Vf/A0Bv+HSksdGkHd0JgE7HQWQGPEEaGYrEwBCdNn3QsLAh5XL2v4euHrqdBpN+9zKyuBg0rIuj23MUsqhQMj3v5BPF5yMpKZmg4NffcSGhETzx8sXUxJhiBczLV7WIrUdxWjuFpPs+JN7zxnZMVzT09Xj+Z1aeJ8d1U0gPjyZk5R8A2E3oSfHpg/BzXkPqs0j5d4M0MQVpUgoA5p0bkRETR2pIFAYVHCj13RhiT98g7sI9VVRR5dR1iHdhKVINbYlEwtGjR3F2dqZZs2ZoaGjQoUMHNm7c+FHHNTMz4/DhwyxevJiUlBTKlSvHvn37qFw5q1dsxowZDB8+nEqVKpGcnIy/v/8HvY6dnR1ubm60aNGCwYMHs3fvXk6cOMH8+fMZOXIkUVFR2NnZ0axZM2xtlZ8Q7G3ObPkHHX1dBqwYh76JAX43n/Lz8BUKPdBWDrYYWbye/3732FWMLEzoNLUfJtZmBHsG8PPwFfJkTCWrOOFYMyvLrMuFDQqvt7jJpELNYPymh8euYWhhQuupfTC2NiPMM5Cdw1eSmJ3oy7SEJbIcc26C7njz15TNtJnel3Yz+xMdEM6ecWuIzNGQqtC2Nn1+fL0m+IBNkwE4u+4QbusOybfX7teCuLAYfHIk9vkQ949dw8jChPbZdQj1DGTb8JXy5F/mJawUeiED73izZ8omOkzvR8eZ/XkeEM7OcasJz1GHc1v+RUdflz4rxqBvYoD/zaf8OnylwnnfM2UTPZeM5Os985FJZTw8dYMji3fKn5dmZtJyfFesnIohkUh4EfKcy7tdubD9hLzMmY1/I5NBh+n9MLWzICE6Do+zdzj5459vrbOhhQntctR5e446m+VR573Zde6QXefd41YrNIDPZ9e594ox6JkYEHDzKdtz1Llc06pYORXDyqkYC64rzuWd5TjwredJWdyyr8m+K8bKz83WN86NlYOt/OYUwL3sa7LD1L6YWJsR4hnI1hz/XgBHv9+NTCplxM/T0NTR4umFBxxauF3+fKRvKNtH/492U3oz5e/vkUllBD8OYOvwFfkO2VeWl8cuoWVhiu3UwWhZm5Pi6Yf/8EVkZA/91y5hrXC+NfT1KPH9N2gXs0SakkaqbzBBU1fz8lhWzgdtO0tM2zYA4KuTit8VvgPmknhNMUP9p7L/p7/QM9Bj2g/fYmRixMObj5g7ZJ7CfOriDsUwtXg9/Lp89a9Yc+BH+d8TFmd99pz+y5VV015vb9m9BRIJnDt67hPUJG+RR6+iY2lC6Vn90LUxI/5xAPcGrpAnSNMrYYksR0OqxPC2aOhqU23HdIXj+P3vAP4/HqSoSL92jmQTU/T7jEBiZkFmoC+JK2fLl+zSsLJRmNspMTTCYOx0JGYWyBITyPT3ImHRJKQheU8PUZX//fgThoYGbPlpFWZmJly+fJPOXYco9ECXLu2AldW7d0TUqlmV+vWzev+9nlxReK5MufoEBn66zPIZty+QamSKbpchSEwskAb7krRpoXzJLom5DRrS1587EgMj9AZNRmJigSwpHukzH5J+nI40PHu6g1SKRgkn9Bu0QaJviOxlDBmed0j7dzdkfP45Ex498WaU82z536s2bgWge8c2LFswPb/dVO7Fv5fRsjSl+IyBaFubk+Thj/fQ78jI/v7TLWENOc6j9dCOaOhqU3brbIXjhK7ZT+iarJv32rbmlFo0Sj4EPfrgecLW//XpKiUUaRJZYaylJHwWJjv2f3uhIs4Y1SWM+pRSv4A5MUVqHssHyvgCzuMIEt9eSA1MzVDBENdPbF66+mfVrd0q8u2FijirQ3lPNVE3L8aof5IxvSWb316oiLtfY9rbCxVxdYKPqDqED1bBpm6hHftJ5PtPu/vcfQm/bQVBEARBEARBEAThkylSQ8cFQRAEQRAEQRCET0/M0X4/okdbEARBEARBEARBEJRI9GgLgiAIgiAIgiAIBRLraL8f0dAWBEEQBEEQBEEQCiSGjr8fMXRcEARBEARBEARBEJRI9GgLgiAIgiAIgiAIBRJDx9+P6NEWBEEQBEEQBEEQBCUSPdqCIAiCIAiCIAhCgWQyqapDKFJEj7YgCIIgCIIgCIIgKJHo0RYEQRAEQRAEQRAKJBVztN+L6NEWBEEQBEEQBEEQBCUSPdpqLOMLuOukiUTVIXwS8aSrOoRCZ4G2qkModOlfwDUZm6Kn6hA+iccpPqoOodC5mVmpOoRC5/RI/T93ypoVV3UIn0T0lQxVh1DonteYpuoQCl31e2tUHYJQAJlYR/u9iIa2IAiCIAiCIAiCUCAxdPz9iKHjgiAIgiAIgiAIgqBEokdbEARBEARBEARBKJAYOv5+RI+2IAiCIAiCIAiCICiR6NEWBEEQBEEQBEEQCiQVPdrvRfRoC4IgCIIgCIIgCIISiR5tQRAEQRAEQRAEoUAykXX8vYgebUEQBEEQBEEQBEFQItGjLQiCIAiCIAiCIBRIZB1/P6JHWxAEQRAEQRAEQRCUSPRoC4IgCIIgCIIgCAWSijna70U0tIuIESNGEBsby5EjR1QdiiAIgiAIgiAIXxgxdPz9iIb2R2jRogU1atRg3bp1hbrPp9Rlaj8aD2yNvokhfreesG/BNqICwgvcp9nQ9rT9uism1mYEewby16IdBN73lT8/cPlYKjSuiqmtBamJKfjdecqRlXuI8A1VOE6DPs1pPboLNqWLkRKfzJ0T1/jTZbtS61dvaFsaf90ZI2tTIjyDOL5oFyH3/fItX7lTPVpN74tZSSti/CNwXbkP7/P35c+3/LYXVbo2xLSYBZnpmYQ+9Ofsj38RfC+r/mYlrWju3JPSjSphZG1GfMQL7h+5zIVNR8hMz1Rq3d7UdWp/mmafS99bT9i74Fci33IuWwxtT9uvu2GafS73L9pBwH2fPMs675xHlRY1+WncKu673pRvr9CoCt2mD6BEeXtSk1O5dug8R/63D2mmVKn1azC0Lc2+7oKRtSnhnkH8s2gXwTned2+q0qk+baf3xbykFdH+4ZxauZ+n5+/Jn6/cvi71B7emRFUnDMyN2dBpLmEegfLnzUpaMfvShjyPvWfCeh6duK60uuXUYWpfGg5shZ6JIQG3nnJgwXaev+U8Nh7ajlZfd8XY2pRQzyAOL/qNoBz/Ng0HtqZW98aUrOyInrEBc6uNIiUuSeEYbSb2oFKrWpSo5EBmegbzqo0ulPrlpdjI9pSa0A0dazMSPALxnb+D+Lt5vw/tBrfGtm9zDCqUAiDhgR8BK/YplP9q/UTs+rdQ2C/G7R6PBi0rtDq8i1nznBk8rC8mpsbcvH6X2dO+w98vMN/yw0cNYPjoAZQqVQKAp098WLPqJ9zOXMyz/N4Dv9CqbTNGDJ7EqeNnC6UOOdUf2pamOa7JY+9wTbbJ/nyN9g/n9Mr9eGVfkxpamrSd0ZevWtTAwt6GlPhkfC894vQP+4iPjAWyrsmWzj0p3agyxtZmxEW84P6RS5z/BJ+vr5gM6IrpiL5oWlmQ9tSP6BWbSX30NM+yBq0bYz52IFqliiPR0iI9KISXuw6ScOz1uSn90DXPfaNX/8rLnQcKpQ7vynn21/Qd0gMTEyPu3HzAdzNXEuj/LN/y4yaPoG3nlpQu50BKcip3bz1g9ZJN+PtmvcdLlCrG2dv/5LnvlNFzOP1v4b9nczLu3w3T4X3RtLQgzcuX6B82k5bfuWzVBNPRA9G2Lw5ammQEhfJy90ESj5+Rl5Ho62E+ZQwGLRuhYWpCRkg48fuOEH/w2KeqUi7WwztiN74n2tZmJHkG8GzhryTe886zrNWgtlj2bol+eXsAkh76EvLDHwrltaxMKTlvOCbNaqBpakjC9ccELfyVVP+wT1Kfj3Hr3kN+23sQjyc+REXHsH7FQlo3a6TqsAQ1I+ZoC3Jtx3enxciO7Jv/K//rMY/U5FScd89HS1c7331qd2lI7wXDOL7+ICs6zybEIxDn3fMxsjSRlwl66MfvM39mSZupbBq2DAkSnHcvQKIhkZdpNboz3WYM5PTPR/i+7XQ2DPkejwv3lFq/Kl0a0GHBYM6vP8yWzgsI9whi2O45GOaINadStcrRZ8Mk7vx5np87zcfT9RYDt07D5quS8jLP/cI57rKTze3nsK3Pd8QGRzFs9xwMLIwBsCpTHImGhH/m7WBT21mc/P4P6g5qTZuZ/ZVatze1H9+dViM7smf+Vlb2mEtqciqTdy8o8FzW6dKIPguGc3z9AZZ1nk2wRyCTd8/HOI9/n9ajO+d5V7NkRQcm/TaPx+73WNp5Fr9OWku1NnXoOXuwUutXtUsDOi8Ywtn1h9nUeT5hHkGMKuBc2tcqx4ANk7j153k2dpqHh+tthmydhm2Oc6ljoEvAraecXLkvz2O8DI1mWd1vFB7/rTlAakKyvHGgbK3Gd6PZyA4cmL+NdT0WkJqcyvjdcws8jzW6NKTHgqGcXn+Q1Z3nEuoRyNe75ypck9r6Ojxxv8eZn47kexwtHS3un7jG5T/+U2aV3sq6eyPKLB5O4OoD3Gk3m8THgVTZNx9tq7zPrVmjykQeucSD3t9xr8t8UkOjqbp/ATp2FgrlYtzucrXqWPnjyTfrPkFt8jdpyhhGfz2EWdMW06lNf5KSkth/+Fd0dXXy3Sc0NJxli9fQrkUf2rfsy6UL19i5dxPlK5TNVXbchOF8yo6Hql0a0GnBENzWH2Zz5/mEewQx4i3XZL/sa3Jzp3l4ut5mcI7PV219HYpXduLcxr/Z3GU+e8evxapMMYZumyE/hnWZ4kg0NDg6bzvr287ixPe/U29QG9oW8ufrK4btm2M582tebPmDkH4TSPPyw+6X5WhYmOVZXvoynhdb9xE6ZArBvb8m/shprL+fgX6j2vIygS36KzwiF/6ITColMZ+bKZ/KGOdhDB3Tn8UzV9Cv40iSE5PZ9tdGdAp4v9ZtVIu9Ow7Qv+MoRvWbhJaWFtv+2oi+gR4AYSERNKnSQeGx4YdfSExI5KLblU9VNQAM2jXHYvrXxP7yB6EDvyHNyw/bn1agYW6WZ3lpXBwvt+0lbNgUQvt+TfzR01h9NwO9hnXkZSxmjEe/UR2ez19JaK/RxO09jMWcSeg3b/iJaqXIvGtjSrmMInTtfjw6TiPZI4ByfyxCy9I0z/LGDasQc/QiT/st5En32aSFPqfcnsVo5/hsLbt9Lrr2tviMXo5H+6mkBUfx1b7v0NDX/VTV+mDJySmUL1ua+dMnqDqUIkUqkxXaQx2JhvYHGjFiBO7u7qxfvx6JRIJEIiEgIAB3d3fq1auHrq4uxYoVY86cOWRkZBS4T2ZmJqNHj8bJyQl9fX3Kly/P+vXrP3mdWo3qxKmNh3nw3y1CngSxa9omTG3Nqd6ubv77jOnC5f1nuXbgPOE+Ieyb/ytpyWk06tdSXubyvrP43PAkJjiKZ4/9+Xf1fixKWGFZ0gYAfRNDus0YwK5pm7j1z2WeB0UQ8iSIh2duK7V+jcZ05Pb+c9w9cIEonxD+nb+D9ORUavVrnmf5BqM64OP+gMtbj/PcNxS3NQcJexxA/eHt5GUe/nMFv8uPefEsiijvEE4t3YOeiQF2FbLuAPu4P+DIzK34XnzIi2dRPD1zh8u/Hqdih/z/TZWh9ajOnNh4iPvZ5/K3aZswszWnRgHnss2YLlzaf5YrB84T5hPMnvlbs89lK4VyJSs50nZMV3bP+jnXMep0aUTIk0CObzhIVGA43tc9OLziD1oM64CuoZ7S6td0TCdu7j/H7QPuRPqEcGT+dtKSU6mTz7lsPKoD3u73ubj1GFG+ofy35gChj/1pmONc3v37Em4b/sbn8qM8jyGTykiIeqnwqNy+Lg+OXyMtKVVpdcup+aiOuG78m0f/3SbsSRB7p23GxNacqu3q5LtPizGdubrfjRsH3InwCeHA/G2kJadRv18LeZkLO05y9ud/CMinlxjg1NqDuG8/QdjT/HusCkOJr7sQtucsEfvPk+QVjPesrUiT07Ab0CrP8k8mbiBspyuJjwNI9gnFa9oW0JBg1rSKQjlpajrpUbHyR8bLxE9RnXyN/WYY6/63hdMn3PB87IXz+DnY2tnQoXObfPf579R5zv53AX+/QPx8A1i5dD2JiUnUqltdoVzlqhUYP3EE306aX9jVkGs8phO39p/jzgF3onxCODp/O+nJqdTO55psmH1NXsq+Js+8cU2mxifz29AVPDp+ned+YTy768O/LjspUa00psUtAfB2f8Dhmb/gc/EhL55F8uTMHS7+epzKHep9kjqbDutN3KGTJBxxJd0viOdL1iNLTsW4Z/s8y6fcekCS22XS/Z+RERxG3J4jpHn5oVfr9Xs1M/qFwsOwZSNSbtwnI7jgUSyFbdi4gWxZuwO3Uxfw8vBh9qRF2Nha0aZj3ucXYOyAyfz95zF8nvrx9LE3cyd/R4lSxahcrSIAUqmU55HRCo82nVpw8ugZkhKTP1XVADAd2pv4wydJOHqadL8gopeuR5aSinGPAs7lucuk+weRERxG/N6/SfP2Q69mZXkZ3eqVSPj3P1JuPSAjNIKEQydI8/JFt0r5T1UtBbbjuvN8nyvRf7mR4h1M4JyfkaakYjWgdZ7l/Z3XErX7JMke/qT4hhAwczMSDQkmjasBoOtUHKPaFQict4Wk+z6k+oUSOHcLGno6WPRo+imr9kGaNqzL5HHDadO8sapDEdSYaGh/oPXr19OwYUPGjh1LWFgYYWFhaGtr06lTJ+rWrcv9+/f5+eef2b59O0uXLs13n1KlSiGVSilZsiQHDhzAw8MDFxcX5s2bx19//fXJ6mNZygZTG3OeXH4g35YSn0zAPR9K1/oqz300tTWxr1Kap5cfyrfJZDKeXH6IUz776Ojr0qBvS54HRfAi7DkAFZtWQ6IhwczOApcza1h29WdGb5qKeTFLpdVPU1uTYlWc8M3RiJLJZPhefkTJWuXy3KdUzbL4vdHo8rnwgFK1cvcevXqNOgNbkhyXSLhn/sM/9YwNSI5N+IBavBur7HPpmeO8pMQn4X/Ph9K18v6C19TWwr5KaTxznP+sc/lA4fxr6+kwev0U9rlsIy4qNtdxtHS0SU9NV9iWlpKGjp4ODlVLf2TNXsWqSfEqTgoN4lfn0j6fc2lfs1yuBrT3hQf5ln8Xxas4UbyyI7f+PP/BxyiIZSkbTGzM8VI4j8kE3vPBsYBrsmQVJ4V9ZDIZ3pcf4pDPPp8TibYWxtVKE3vh9fsQmYzYiw8wrvNu8Wvq6yDR0iLjjWvMrFFlGjzaRp1L6yn7w1i0zI2UGfp7sXcoia2dNRfcr8q3xcclcPf2A+rUq17Anq9paGjQvVcnDAwMuH3jnny7vr4eP//6P+bO/J6oyOfKDj1P+V2TPm+5Jn3z/HzN/5rUMzZAKpXmmuagWEa/UD9f5bS00K1UjuRrd19vk8lIvnYXveoV3+kQevVroO1YipTbD/N8XtPSDIOm9Yj7+5QyIv5gJR1KYGNrxZULN+TbEuITeXDnMTXqVHvn4xibZF1zL2Pj8ny+crUKVKpankN78x5OXmi0tNCp+BUp1++83iaTkXL9DrrVKr3TIfTq1UTbsSQpd16fy9T7Hhi0aIimTdZvGb061dF2KEnyVeV2IrwLibYWhlXLEHdR8bM17uJ9DPP5XfAmDX0dJNqa8s9WjeyRVbKc3/kyGbK0DIzqvtu/m1D0yGSyQnuoIzFH+wOZmpqio6ODgYEBdnZ2AMyfP59SpUqxadMmJBIJFSpUIDQ0lNmzZ+Pi4pLnPgCampp899138r+dnJy4evUqf/31F/369XuneFJTU0lNVexVy5RloinRfLf6WJsBEBf1UmF7XNRLTLKfe5ORuQmaWprEPY9V2B4fFYttmeIK25oNaUePuUPQM9Qj3DeEDUOWyufQWdnbIJFo0H5iTw58t5Pk+CS6Te+P8x8LWNZhhlLm2hmYG6OppUnic8X6JUbFYf1GrPL6WZuR8Eb5hKiXGFmZKWz7qlVN+m6chLa+DgmRsewaspKkF3n/0LNwsKX+8HacXr73wyvzFibycxmrsD0uKlZ+nt9klP3vE/889/m3K1NC/nc/lxH43X7K/f9u5Xmcxxfu0XpUZ+p2a8ytY1cxtTajy+Q+AJjamH9Yhd7w6ly+eW7io15+9Ll8H3X7tyDCO5igO3nPb/tYxtnnKiEqd9zG+ZxHw+xr8s3zGB/1Epsc5/FzpW1hjERLk7Q36pwW9RLTsu8Wv9PCIaRFxPDiwusfvC/c7vL8+HVSgiLRd7TFcd4gquydz73O80Gq3NwB78LG1gqAqMhohe1Rkc+xsbEucN8Klcpx3HUfunq6JCYmMWqIM15PX8+D/m75HG7euMfpE27KDzwf+V2TCR9wTRrnc01q6WrTfs5AHvxzldSEvHs7LRxsaTi8PSeX73n/SrwnTXMTJFqaZEa/UNieGf0CbadS+e4nMTLA4ew+JNrayKRSopduJPnqnTzLGnVrizQpiaQzl5Qa+/uyzm4oRr/xfn0eFY2VzbvdEJdIJMz7fhq3r9/D+0ne8/Z7D+6Oz1M/7t58kOfzhUXT3DT/c+lY8Lks5bofibY2SKVEL99AyrXX5zJ65WasXL6llOt+ZOkZIJPyfMlaUu/kfWOlMGllf7amv/G7IOP5S/TKlsx7pzeUnDectPAXxF3KylOT4hNManAkJeYMJXDOT0iTUrEd2xWd4lZoK+n7XhCKOtHQViJPT08aNmyIRPJ67nHjxo1JSEggODgYe3v7fPfdvHkzO3bsICgoiOTkZNLS0qhRo8Y7v/aKFSsUGusAdUwrUdescp7l63ZvwsDl4+R//zxqxTu/1oe4cfQinpceYGpjTpuxXRmzeSo/9llIRmo6EokGWjpaHFj8G57Zd1t3TF7Pypu/8lXDKnheuP+Wo6uW/1UPfu40DwMLY2oPaEn/zc5s7bGIxGjFu/bGtuYM3TWLxyeuc3v/OaW9fr3uTRi8/Gv535sK6VxWa1OH8g2rsKzzrHzLeF58wKHlvzN46ThGrnEmIy2d4xsPUa5+JWRS9blbqaWrTfXujXDb8LfSjlmre2P6LR8r//vXUT8o7dhfilKTemDdvTEPei1S6GWJOvp6vmfSkyASPQKpd2MzZo0qEXsp76kCytSrbxf+t3ax/O8h/b/54GP5egfQumkvTEyM6NK9PRt+XkHPzsPweupLu44tadKsAW2a9VJC1J8PDS1NBmyajEQC/yzYkWcZE1tzRuyazaMT17mlxM9XZZMlJhPc5xs0DPTQr18Ti5lfkx4cRsqt3I1L454dSDjuhiwtPY8jFZ4uvTvw3Y9z5X+PHzT1o4/p8sMsylUow6CuY/N8XldPly692vPzGuUmQC1MssRkQvuPR8NAH716NbGYMZ6MkNfn0mRgd3SrViRi8kIywiLQq1UNy7nOZEZFk3L97luO/nmxm9gLi+5NeNp3gfyzVZaRie/YH3D8cRI1H+9BlpFJ3KX7vHS7DZK3HFAossTyXu9HNLQ/A/v372fGjBmsXr2ahg0bYmxszP/+9z+uX3/3LMZz585l2rRpCttmVh2Zb/kHZ24RkDNzpE7WECATa1OFnlATa1OCPQLyPEbCizgyMzIxeaMHwtjaLFdvakp8MinxyUQFhON/14sf7/9Gjfb1uPXPZV5GZd1FDvMOfn3smHgSYuKwKG6Vbx3eR9KLeDIzMjG0Ukz6YWhtQvwbvWfyGKJiMXqjvJG1KQlv9OCnJ6cSExhBTGAEwXd9mHJuNbX6t+DiT6+HvxnbmDFy33ye3fbmn7nK/SFx/8wt/O+9nmurpZN1WZu8cR5MrM14lu+5zPr3MX6jvibWprzMPkaFRlWwdrBl7YOdCmXG/zwD75uerBmwGIAz249xZvsxTG3MSXqZiGVJa3rNHkxUUMRH1fOVV+fyzXNjbG1KfB7D2eHdz+W7qtqpPtp6utw9rLwERY/P3OZHhfOYdU0avXFNGlmbEuqR99SExOxr8s3zaPzGMT5X6THxyDIy0bFWjF/H2pS07EzT+Sn5TVdKOffgQb8lJHoGFVg2JSiStOg49J3sPklD+/RJN+7kaEi9SnhmbWNJZESUfLu1jRWPHnoWeKz09HQC/LPq9+C+BzVqVWXM+KHMmrqYJs0a4OhUCq9Axe+O7bvXc/3qbXp1Ga6sKinI75o0sjYl4T2vyfg3rkkNLU0Gbp6MWUkrtg9clmdvtrGNGaP3LSDotjdH5m77qLq8q8wXccgyMtG0VOy507Q0JzM6Jv8dZTIynmWtuJH21A/t0vaYjRlA+BsNbb1aVdBxKkXkjE+fGf/cqQs8uPP6utDRyXq/WtpYKozCsLK2xPOR11uPt3DFTFq0bcqQ7uOICIvMs0z7rq3Q09fjyF/HPzL695f54mX+5/L5i3z24o1z6Yu2kz2mowaScusBEl0dzJ1HETltMckXs4bcp3v7o1O+DKbD+n7yhnZG9mer9hujobSsTEmPLKCOgO3X3bGb0BuvgS4kvzEtLumhLx7tp6JpbIBEW4uMmDgq/LuKpHxWKxGEL42Yo/0RdHR0yMx8Pay5YsWKXL16VWGeweXLlzE2NqZkyZJ57vOqTKNGjZgwYQI1a9akbNmy+PrmvyRKXnR1dTExMVF4FDRsPDUxhajACPkjzDuYl5EvKN+oqryMnpE+jjXK4ncn7y/SzPRMgh75Ub7R60QuEomE8o2q4J/PPq/KSCQSeYPQ71bW8hm2pV8PMTQwNcTIwoSYkKg8j/G+MtMzCXvkT+lGr3v4JRIJpRtVITifob/P7voolAco06QKz+4U/AUi0XhdN8jqyR65fwGhj/z5e+YvSp+HknUuw+WPV+eyQo7zomekj1ONsvjdyXupksz0DIIe+VExx/mXSCRUaFRVfv5P/XyE7zvMYGmnmfIHwF/f72TXjJ9yHfNl5AvSU9Oo260JMSHPCXrkr5T6ZqZnEvrInzJvnMsyjSrnO4w76K43ZRopJscq26TqBw/7rtO/BZ5nbpMYE/9B++clNTGF54ER8ke4dzBxkS/4Kkfcukb6ONQoS0AB12TwI3+FfSQSCeUaVSGwgGvycyFLzyD+gR9mTV+/D5FIMGtSlfhb+cdfcmI37Kf24eHAZSQUsFzfKzrFLNA2NyI1IlYJUb9dYkISAf5B8sfTJz5EhEfRtHkDeRkjY0Nq1q7GrRvvN4JHQ0Mib7hvXPsrrRr3oE3TXvIHgMu8lXw7cZ7yKvQGZV2TZZpU5VmO8q8a2ZaOduwYvDzPudcmtuaM2b+QkEf+HJq55dPN88vIINXDG/36NV5vk0jQb1CDlPsF3yzJSaIhQaKTexUB414dSH3sRZrX29/PypaYmESQf7D84fPUj8iI5zRs+jqZpqGRIdVqVeZeHj3xOS1cMZM2nVowotc3hASF5luuz6DunDt9gRfRscqqxrvLyCDN0wu9ejVfb5NI0KtXk9QHHu9+nJznUksre0j5G+9HaSZofPqf3rL0DBIf+mLcJMeceokEkybVSMzndwGA3Tc9KTalH95DvyPpQf6/SzPjk8iIiUPXqRiG1coQ63oj37JC0SbmaL8f0aP9ERwdHbl+/ToBAQEYGRkxYcIE1q1bh7OzM5MmTeLp06csWrSIadOmoZH9wfrmPhYWFpQrV47du3dz+vRpnJyc+P3337l58yZOTk6ftD5uO07Q0bkXkQFhRD+LpOv0AbyMeKGwRvLkPQu5f/oG7rtPZ+2z7RjDVk8k8KEfgfd8aDm6E7oGulw9cB7ISuhUp2sjPC7cJyEmDnM7S9p904O0lDQencu6oxvpH8Z915v0XTSCvXO3kpyQTI9Zgwj3DeHp1cdKq9+VbSfpufprQh/6E3zPl4ajO6BjoMudA+4A9Fo9nriIF5xZ9ScA13acYtSfC2g0phNe5+5StWtDilctLe+R1tbXpfmk7jw5c4f4yFgMzI2oP6wtxnbmPDqe1aNkbGvOqP0LiA15zullexWWunlz7q0ynd1xnE7OvYkMCOf5s0i6T+9PbMQL7uU4l1P3uHD39A3O785KtHNm2zFGrJ5IwENfAu750Hp0Z3QMdLlyIGsYZlxUbJ69ojGhz4kOft1L0W5cNx6530MmlVKzQ306fNODrZPWIFPiXNiL207Qd/V4Qh768eyeL41Hd0THQI/b2eey7+pviIuI4XT2uby84xTj/lxIkzGdeHruHtW6NqRE1dL8naP3S9/UELMSVphkzy2zKl0MyMo5kPNcWTrY4livArtGrlJaffLjvuMkbZ17EhUQTsyzSDpO70dcxAseur6eI//NngU8PH2TS9nX5Pltxxm0+hueZV+TzUd3QsdAl+vZ/zaQ1cNtbG2GlYMtAMXL25OSmExsyHOSsrNxmxW3xMDMCPPilkg0NCheyQGA5wHhhZZlHSDkl2OUXz+RhPu+xN31oeTYzmgY6BKePRy4/MZJpIbFEJCd56DkpO44zuzPkwnrSXkWJe+xyUxMQZqUgoaBHg4z+vL82DXSomLRd7DFaeFQkv3DeVFIy7K9i19/3s23M8bj5xtIUGAws+dPJiI8klM51uE9cHQHJ4+dYcevWXWd5zIVtzMXCQkOxdDIkF59utCoST0G9MoajhsV+TzPBGghwWEEBYYUan0ubztB7+xrMvieL43euCb7ZF+TrtnX5NUdpxjz50Iav3FNvuqR1tDSZNDPUyhW2YnfR/8PDU0NjLJHOiTHJpCZnomJrTmj9y8kNuQ5p5bt+WSfr6+83H0I62UzSX3sTerDJ5gO7YVEX4+EI1nXovWymWRERvNifdZwd7PRA0j18CL9WSgSbW0MmtbDqEsbni/doHBciaEBhm2bEf3jL4Veh3e1e+s+xk8dRYDfM0KCQpg8ZzyREc85c/L158pvB3/izIlz7NmRtd63yw+z6dKrPROHzSAxMUk+nzs+LoHUlNefIfZOJanTsCbjBn77SeuU08vfD2H9/SxSPbxIe/QUk8E9kejrEX8061xafT+LjMjnxG7MOpemo7LOZcazUCQ6Oug3qYdR5zZEL886l7LEJFJu3cd86lhkqalkhEaiV6cahl3a8mL1FpXUMWLrUZzWTiHpvg+J97yxHdMVDX09nv+ZtV6547oppIdHE7LyDwDsJvSk+PRB+DmvIfVZJFrZn63S7M9WAPPOjciIiSM1JAqDCg6U+m4MsadvEKfk5VkLQ1JSMkHBr2/+hIRG8MTLF1MTY4rZ2agwss+bui7DVVhEQ/sjzJgxg+HDh1OpUiWSk5Px9/fnxIkTzJw5k+rVq2NhYcHo0aNZsGBBgft8/fXX3L17l/79+yORSBg4cCATJkzg5MmTn7Q+/205iq6+LoNWfI2BiQG+N5+wafhyMnLMdbR2sMXI4vWPmdvHrmJkYUKXqf0wsTYj2DOATcOXy5MxZaSmU6ZuBVqO7ISBqRHxz2PxvuHJj70XkJBjDvOuaZvos3A4E36bg1Qqw+e6B5uHL0ea8fGJ0F55dOwaBhbGtJraByNrU8I9A/l9+A8kPs+Kw7SEpcIdtWd3vDk4ZTOtp/elzcx+RAeEs2/cGiK9soa4y6RSrMoUZ0DvphiYG5MUm0DIAz+29/2eKO+sH7VlmlbF0skOSyc7Zl7fpBCPi6Ny15bO6fSWo+jo6zEk+1z63HzChuHLFM6llYMtRtnrfQPcOnYFIwsTuk3tLz+XG4Yvy5VY620qt6hJx0m90NLRJtgzgJ/G/cBjJTdoHh67hpGFCW2m9sHY2owwz0B+G76ShOxzaVbCEpnsdcM+6I43+6dspt30vrSf2Z/nAeH8MW4NEV6vpytUbFubvj+Ol/89aNNkAM6sO8TZdYfk22v3a0FcWAzeFwo/oY3bln/Q0del34qx6JsY4H/zKb8MX5nrPBrmOI/3sq/JDlP7YmJtRohnIL8MX6mQeKrR4LZ0+LaP/G/nA4sB2DvjZ24ezPrh3HFaP+r1eb10z8wTWXPGNw1Ygu+19+jleU9RR6+gbWmCw6z+6FibkfA4gEcDl5GeHb9uCSuF+f7Fh7dDQ1ebSttnKBwn8Me/CPzxAEilGFa0x7Zfc7RMDLMSpZ1/QMAP+5GlZRRaPd5m0/ptGBjq8+O67zAxNeHGtTsM7D2O1NQ0eRlHJ3sscgxntbK2ZOOWldjYWhMfF4/HYy8G9BrLhfOfds3hvDw8dg1DCxNa57gmdw5f+cbnq+I1+deUzbSZ3pd2M/sTHRDOnhyfryZ25lRsm7WMnfPJlQqvtW3A9/hf86RM06pYOdlh5WTH7OubFcrMdxxUmNUFIPG0O5oWpphPHIaWlTmpT/wIHz+fzOxeWa1iNuRczFxioIfVfGc0ba2QpaaS7v+MyLk/kHjaXeG4Rh1bgAQSTn4+c823bdyNvoE+S1bPw8TEiNs37jO2/2TScrxf7R1LYG5pJv970Misz5jfjyreMJjr/B1//3lM/nfvgd0ID43k8vlrhVuJAiS5uhNjbob5N8PRtDIn7akvERPmIY2JBfI4l/p6WM6bjKZN9rkMeEbU/JUkub4+l1Gzl2E2eTRWy+eiYWJMZlgEsZt+I/7AsTdf/pN48e9ltCxNKT5jINrW5iR5+OM99Dsy5J+t1go98NZDO6Khq03ZrbMVjhO6Zj+ha/YDoG1rTqlFo+RD0KMPnids/adbMedjPHrizSjn13VbtXErAN07tmHZgumqCktQMxKZuvbVC0xwfLeM5UWZFbmH3KmjCNLeXqiIs/gCzmUKnz7D9afWM0V5N8c+Z/1SCn9ut6qNNqv59kJF3GjjT7MEmip1iih4Dq66OFXcTNUhFLrnzw1VHUKhq35vjapDKHTaVspZ7lQVDA0cC+3YiUkBhXZsVRFztAVBEARBEARBEARBiURDWxAEQRAEQRAEQSiQVCYrtEdhiYmJYfDgwZiYmGBmZsbo0aNJSMidXDMvMpmMjh07IpFIOHLkyHu/tmhoC4IgCIIgCIIgCGpn8ODBPH78mP/++49jx45x4cIFxo0b9077rlu3DonkwxeGF8nQBEEQBEEQBEEQhAIVtdRenp6enDp1ips3b1KnTlaCzY0bN9KpUyd+/PFHihcvnu++9+7dY/Xq1dy6dYtixYp90OuLHm1BEARBEARBEARBZVJTU4mLi1N4pKZ+3HKiV69exczMTN7IBmjTpg0aGhpcv3493/2SkpIYNGgQmzdvxs7O7oNfXzS0BUEQBEEQBEEQhALJCvG/FStWYGpqqvBYsWLFR8UbHh6OjY3iuuhaWlpYWFgQHh6e735Tp06lUaNGdO/e/aNeXwwdFwRBEARBEARBEApUmEPH586dy7Rp0xS26erq5ll2zpw5/PDDDwUez9PT84Pi+Oeff3Bzc+Pu3bsftH9OoqEtCIIgCIIgCIIgqIyurm6+Des3TZ8+nREjRhRYpnTp0tjZ2REZGamwPSMjg5iYmHyHhLu5ueHr64uZmZnC9t69e9O0aVPOnz//TjGCaGgLgiAIgiAIgiAIb/G5JEOztrbG2tr6reUaNmxIbGwst2/fpnbt2kBWQ1oqlVK/fv0895kzZw5jxoxR2Fa1alXWrl1L165d3ytO0dAWBEEQBEEQBEEQ1ErFihXp0KEDY8eOZcuWLaSnpzNp0iQGDBggzzgeEhJC69at2b17N/Xq1cPOzi7P3m57e3ucnJze6/VFMjRBEARBEARBEAShQLJCfBSWPXv2UKFCBVq3bk2nTp1o0qQJW7dulT+fnp7O06dPSUpKUvprix5tQRAEQRAEQRAEQe1YWFiwd+/efJ93dHR865D4Dx4yLxMEJUlJSZEtWrRIlpKSoupQCo2oo/r4Euop6qgeRB3Vx5dQT1FH9fAl1FEm+3LqKaiGRCb7TGa1C0VeXFwcpqamvHz5EhMTE1WHUyhEHdXHl1BPUUf1IOqoPr6Eeoo6qocvoY7w5dRTUA0xR1sQBEEQBEEQBEEQlEg0tAVBEARBEARBEARBiURDWxAEQRAEQRAEQRCUSDS0BaXR1dVl0aJF6OrqqjqUQiPqqD6+hHqKOqoHUUf18SXUU9RRPXwJdYQvp56CaohkaIIgCIIgCIIgCIKgRKJHWxAEQRAEQRAEQRCUSDS0BUEQBEEQBEEQBEGJRENbEARBEARBEARBEJRINLQFQRAEQRAEQRAEQYlEQ1sQBEEQBEEQ8iGTyQgKCiIlJUXVoQiCUISIhragFOLLRxAEQXgfycnJJCUlyf8ODAxk3bp1uLq6qjAqQchNJpNRtmxZnj17pupQBEEoQrRUHYBQdEmlUpYtW8aWLVuIiIjAy8uL0qVLs3DhQhwdHRk9erSqQxSEL0p6ejoVKlTg2LFjVKxYUdXhCB9h165dWFlZ0blzZwBmzZrF1q1bqVSpEvv27cPBwUHFEX687t2706tXL8aPH09sbCz169dHW1ub58+fs2bNGr755htVh1go0tPT0dbWVnUYhcbf3x8fHx+KFStGlSpVVB2OUmhoaFCuXDmio6MpV66cqsMpNOnp6ejr63Pv3j21OXcAvXr1eueyhw8fLsRIhC+N6NEWPtjSpUvZuXMnq1atQkdHR769SpUqbNu2TYWRKVd0dDQTJ06kUqVKWFlZYWFhofBQJzdv3mTVqlXMmDGDadOmKTzUQWJiIgsXLqRRo0aULVuW0qVLKzyKOm1t7S9idMmdO3d4+PCh/O+jR4/So0cP5s2bR1pamgojU57ly5ejr68PwNWrV9m8eTOrVq3CysqKqVOnqjg65bhz5w5NmzYF4ODBg9ja2hIYGMju3bvZsGGDiqP7eH/99ZfC+3HTpk04ODigp6eHlZUVS5YsUWF0yjFhwgQSEhKArBEKffr0oWzZsrRv357q1avTqlUr+fNF3cqVK5k5cyaPHj1SdSiFRltbG3t7ezIzM1UdilKZmpq+80MQlEkik8lkqg5CKJrKli3LL7/8QuvWrTE2Nub+/fuULl2aJ0+e0LBhQ168eKHqEJWiU6dO+Pj4MHr0aGxtbZFIJArPDx8+XEWRKdfy5ctZsGAB5cuXz1VPiUSCm5ubCqNTjoEDB+Lu7s7QoUMpVqxYrnM5ZcoUFUWmPMuXL8fLy4tt27ahpaWeg5bq1q3LnDlz6N27N35+flSuXJmePXty8+ZNOnfuzLp161Qd4kczMDDgyZMn2NvbM3v2bMLCwti9ezePHz+mRYsWREVFqTrEj5azjv369aNy5cosWrSIZ8+eUb58eYVh5UWRpqYmYWFh2NjY8NtvvzFhwgRmzZpF/fr1uXv3LitWrGDdunWMGTNG1aF+sJx1nDdvHr///ju7d++W13H48OH07duXFStWqDrUj2Zubk5SUhIZGRno6OjIb4S9EhMTo6LIlGv79u0cPnyY33//Xe06EwThU1PPX2HCJxESEkLZsmVzbZdKpaSnp6sgosJx8eJFLl26RPXq1VUdSqFav349O3bsYMSIEaoOpdCcPHmS48eP07hxY1WHUmhu3rzJ2bNncXV1pWrVqhgaGio8rw7D4ry8vKhRowYABw4coFmzZuzdu5fLly8zYMAAtWhoGxkZER0djb29Pa6urvJRJXp6eiQnJ6s4OuUoW7YsR44coWfPnpw+fVreUx8ZGYmJiYmKo/t4OfsxtmzZwpIlS5g5cyaQdQPXwsKCn376qUg3tHPW8d9//2XVqlW0bNkSgMaNG7NmzRpmzpypFg1tdfhceRebNm3Cx8eH4sWL4+DgkOs75M6dOyqKTBCKHtHQFj5YpUqVuHjxYq65ggcPHqRmzZoqikr5KlSooDY/bAuioaGh1g1QyOqRUPc79GZmZvTu3VvVYRQqmUyGVCoF4MyZM3Tp0gWAUqVK8fz5c1WGpjRt27ZlzJgx1KxZEy8vLzp16gTA48ePcXR0VG1wSuLi4sKgQYOYOnUqrVu3pmHDhgC4urqqzXfIq1Ezfn5+tGvXTuG5du3aMXv2bFWEpVSv6hgeHk61atUUnqtevbraJBBTl9Frb9OjRw9Vh1DoDh48yF9//UVQUFCu6UbiRoKgTKKhLXwwFxcXhg8fTkhICFKplMOHD/P06VN2797NsWPHVB2e0vz000/MmTMHFxcXqlSpkiuJjTr0vABMnTqVzZs3q/Vd+++//x4XFxd27dqFgYGBqsMpFL/99puqQyh0derUYenSpbRp0wZ3d3d+/vlnICsJk62trYqjU47NmzezYMECnj17xqFDh7C0tATg9u3bDBw4UMXRKUefPn1o0qQJYWFhCiOGWrduTc+ePVUYmfKcOnUKU1NT9PT0cg2FT0lJyTV9pShauHAhBgYGaGhoEBoaSuXKleXPRUdH5+oRLcp8fX357bff8PX1Zf369djY2HDy5Ens7e0V6l2ULVq0SNUhFKoNGzYwf/58RowYwdGjRxk5ciS+vr7cvHmTiRMnqjo8Qc2IOdrCR7l48SJLlizh/v37JCQkUKtWLVxcXHLduS/KvL29GTRoUK67nDKZDIlEojZJQ6RSKZ07d8bLy4tKlSrluqGgDkOOa9asia+vLzKZDEdHx1x1VJc72RkZGZw/fx5fX18GDRqEsbExoaGhmJiYYGRkpOrwPtqDBw8YPHgwQUFBTJs2Tf7D0NnZmejoaPbu3aviCD9eUFAQJUuWRENDMWepTCbj2bNn2Nvbqygy5VDX7MY5vXnuvv/+e+bPny//e/v27WzevLlIf+60aNFC4WbB4MGDFYbCL126lDNnznD+/HkVRKdc7u7udOzYkcaNG3PhwgU8PT0pXbo0K1eu5NatWxw8eFDVISpNbGwsBw8exNfXl5kzZ2JhYcGdO3ewtbWlRIkSqg7vo1SoUIFFixYxcOBAhfxCLi4uxMTEsGnTJlWHKKgR0dAWhLeoV68eWlpaTJkyJc9kaM2bN1dRZMo1adIktm3bRsuWLfOspzr0lH733XcFPq8Od/IDAwPp0KEDQUFBpKamypfdmzJlCqmpqWzZskXVIRaalJQUNDU11WLppJxJpnKKjo7GxsZGLW7wlS5dmr///lvt81/k59ixY2hra9O+fXtVh1Jo/Pz80NHRoWTJkqoO5aM1bNiQvn37Mm3aNIUG2o0bN+jVqxfBwcGqDlEpHjx4QJs2bTA1NSUgIICnT59SunRpFixYQFBQELt371Z1iB/FwMAAT09PHBwcsLGx4b///qN69ep4e3vToEEDoqOjVR2ioEbE0HFBeItHjx5x9+5dypcvr+pQCtWuXbs4dOiQfN1edaQODem3mTJlCnXq1OH+/fvy4cYAPXv2ZOzYsSqMTPnS0tKIjIyUz9d+paj39oJikqmcEhIS0NPT+8TRFI758+fLM1Wre+6EvLzKLfDKhAkTWLJkCVZWViqKSPneXDaxatWqnDhxglKlSqkoog/38OHDPEfL2NjYqE1uCIBp06YxYsQIVq1ahbGxsXx7p06dGDRokAojUw47OztiYmJwcHDA3t6ea9euUb16dfz9/fP93BWEDyUa2sIH09DQKHB+mTr0uEDWfNBXy82oMwsLC8qUKaPqMISPdPHiRa5cuaKwtj2Ao6MjISEhKopKuby8vBg9ejRXrlxR2K4O0zleZReXSCS4uLgo5BLIzMzk+vXr8ozrRZ3Ibqzojz/+YMaMGWrV0H5TQEBAkV2VxMzMjLCwMJycnBS23717t8gPp87p5s2b/PLLL7m2lyhRgvDwcBVEpFytWrXin3/+oWbNmowcOZKpU6dy8OBBbt26Ra9evVQdnqBmRENb+GB///23wt/p6encvXuXXbt2vXWIblHi7OzMlClTmDlzJlWrVs01LPXNLKtF1eLFi1m0aBG//fab2iYKy8zMZO3atflmG1WHdVClUmmeDc3g4GCF3omibOTIkWhpaXHs2LE810Mvyu7evQtk3TR4+PChwg0THR0dqlevzowZM1QVnlJ9CdmN34foTfu8DRgwgNmzZ3PgwAEkEglSqZTLly8zY8YMhg0bpurwlEZXV5e4uLhc2728vLC2tlZBRMq1detW+SioiRMnYmlpyZUrV+jWrRtff/21iqMT1I2Yoy0o3d69e/nzzz85evSoqkNRijcT2kBWb5M69J7l9CUkCnNxcWHbtm1Mnz6dBQsWMH/+fAICAjhy5AguLi5MnjxZ1SF+tP79+2NqasrWrVsxNjbmwYMHWFtb0717d+zt7dVirr2hoSG3b9+mQoUKqg6l0IwcOZL169erzaoGwtvlnPerropyHdPS0pg4cSI7d+4kMzMTLS0tMjMzGTRoEDt37kRTU1PVISrFmDFjiI6O5q+//sLCwoIHDx6gqalJjx49aNasWZFfmSQoKIhSpUrlukGrLokmhc+LaGgLSufn50e1atVISEhQdShKERgYWODzb64jXlR9CYnCypQpw4YNG+jcuTPGxsbcu3dPvu3atWtqka06ODiY9u3bI5PJ8Pb2pk6dOnh7e2NlZcWFCxdyJdcqiurWrcvatWtp0qSJqkMpdD4+Pvj6+tKsWTP09fXlN/jUhTpnN35fRbkR+q7UoY7Pnj3j4cOHJCQkULNmTcqVK0dycjL6+vqqDk0pXr58SZ8+fbh16xbx8fEUL16c8PBwGjZsyIkTJ4r8cm1fQqJJ4fMhGtqCUiUnJzN37lxOnjzJ06dPVR2OICgwNDTE09MTe3t7ihUrxvHjx6lVqxZ+fn7UrFmTly9fqjpEpcjIyGD//v08ePBAvuze4MGD1eaHoJubGwsWLGD58uV5TudQh17gmJgY+vbty7lz55BIJHh7e1O6dGlGjRqFubk5q1evVnWIH03dsxu/L3VohL5NUa7j5MmT2bBhQ67tiYmJdOnShXPnzqkgqsJz+fJlhaVb27RpoxY3+jQ0NIiIiMg1DD4wMJBKlSqRmJioosgEdSTmaAsfzNzcXOEDVyaTER8fj4GBAX/88YcKIyscHh4eec7r7datm4oiEt5XyZIlCQsLw97enjJlyuDq6kqtWrW4efMmurq6qg5PabS0tBgyZIiqwyg0bdq0AaB169YK29VpOse3336LtrY2QUFBVKxYUb69f//+TJs2TS0a2uqe3VhQL8ePH8fc3Fxh9FdiYiIdOnRQYVTK97///Y+ZM2fSuHFjGjduLN+emZnJkCFD2Ldvnwqj+3A5E00uXLhQrRNNCp8P0dAWPtib83Q0NDSwtramfv36mJubqyaoQuDn50fPnj15+PChfG42IL/JoA4/6uHLSBTWs2dPzp49S/369XF2dmbIkCFs376doKAgpk6dqurwPtg///zzzmXV4caQuvUc5cXV1ZXTp0/nWn+4XLlyb53OUlSoe3bjV951TuiQIUOK7GiM3bt3079//1w3LNPS0ti/f788Wdgvv/yCra2tKkL8aK6urjRt2hRzc3O+/fZb4uPjad++PVpaWpw8eVLV4SnN//73PywsLBg9erR8W2ZmJgMGDODRo0cqjOzjfEmJJoXPiEwQhAJ16dJF1r17d1lUVJTMyMhI5uHhIbt48aKsXr16sgsXLqg6PKVZuHChrFixYrIff/xRpqenJ/v+++9lo0ePlllaWsrWr1+v6vAKxZUrV2SrV6+W/fPPP6oO5aNIJJJ3emhoaKg6VOEdGRkZyby8vOT/7+vrK5PJZLKbN2/KLCwsVBma0lhbW8vu3Lkjk8kU6+jq6iorWbKkKkNTKg0NDVlERESu7c+fP1eba/JLqKNMJpPdv39fZmFhIVu/fr2sQYMGsubNm8sSEhJUHZZS3bhxQ2ZmZiY7cOCATCaTydLT02U9e/aUVaxYURYWFqbi6D7eiBEjZC9fvlR1GMIXQszRFj5KbGwsN27cIDIyUr5cwivqstyFlZUVbm5uVKtWDVNTU27cuEH58uVxc3Nj+vTp8rukRd2XkChMUA8XLlwo8PlmzZp9okgKT6dOnahduzbff/+9PHu8g4MDAwYMQCqVcvDgQVWH+NHUPbvxK1/CnND86nj//n1atmypFiOiXrl69Spt27alfv36HDt2TG1yX+Tk5uZGjx49+OOPP9i+fTs+Pj64ubkV2dEI+QkODgbINXJIEJRFDB0XPti///7L4MGDSUhIwMTERGFYnEQiUZuGdmZmpnz+oJWVFaGhoZQvXx4HBwe1SvgWHh5O1apVATAyMpInBuvSpQsLFy5UZWhKFRoayqVLl/K8OaQOy3ulpKSgp6en6jAKVYsWLXJty/n5ow7TOVatWkXr1q25desWaWlpzJo1i8ePHxMTE8Ply5dVHZ5SrF69mj59+mBjY0NycjLNmzeXZzdetmyZqsP7aF/CnNCaNWsikUiQSCS0bt0aLa3XPyszMzPx9/cv0nOYX9XvTbq6uoSGhirMYVaHJTBfadWqFbt376Z3795UrFgRd3d3rKysVB2WUkilUpYuXcrq1avlq+MYGxszffp05s+fn+eSroLwoURDW/hg06dPZ9SoUSxfvlzhB4S6qVKlCvfv38fJyYn69euzatUqdHR02Lp1a5HMnJqfLyFR2M6dO/n666/R0dHB0tIy180hdWhom5mZUa9ePZo3b06LFi1o1KiR2vW4vHjxQuHv9PR07t69y8KFC9WigQZZnzteXl5s2rQJY2NjEhIS6NWrFxMnTqRYsWKqDk8pTE1N+e+//7h06ZJChvxXye6Kui9hTmiPHj0AuHfvHu3bt8fIyEj+nI6ODo6OjvTu3VtF0X28V/VTd7169cpzu7W1NWZmZowbN06+7fDhw58qrEIxf/58tm/fzsqVK+U3Si5dusTixYtJSUlRm+8Q4fMgho4LH8zQ0JCHDx+qVWMzL6dPnyYxMZFevXrh4+NDly5d8PLywtLSkj///JNWrVqpOkSlmDNnDiYmJsybN48///yTIUOG4OjoKE8UtnLlSlWH+NFKlSrF+PHjmTt3rtretb506RIXLlzg/PnzXLlyhYyMDOrUqSNveLdt21bVIRYad3d3pk2bxu3bt1Udykc7d+4cLVu2zPO5zZs3M3HixE8ckfI9e/aMUqVKqTqMQjdy5EjWr19fZBOdvYtdu3YxYMAAtbkp+6UZOXLkO5f97bffCjGSwle8eHG2bNmSKzHo0aNHmTBhAiEhISqKTFBHoqEtfLBevXoxYMAA+vXrp+pQPrmYmJhcy5upm6tXr3L16lXKlStH165dVR2OUlhaWnLjxg3KlCmj6lA+iYyMDHlm5z179iCVStViWHV+njx5Qp06deTDAYsyc3Nzzpw5Q+3atRW2r1+/noULFxIXF6eiyJRHU1OTJk2aMGTIEPr06aNWq1UUJC4uDjc3NypUqECFChVUHY5SPHv2DIlEIp/reuPGDfbu3UulSpUUekMFQdX09PR48OABX331lcL2p0+fUqNGDZKTk1UUmaCORENb+GDbt29nyZIljBw5kqpVq6Ktra3wvDosI5STj48Pvr6+NGvWDH19ffmavULRMWvWLCwsLJgzZ46qQylUXl5enD9/Xv5ITU2lWbNmtGjRgilTpqg6vI/24MEDhb9lMhlhYWGsXLmSjIwMLl26pKLIlGfbtm3MmzePCxcuyBtjq1evZsmSJRw7doymTZuqOMKPd/fuXfbu3cv+/fuJioqiQ4cODBkyhK5du6pVz2i/fv1o1qwZkyZNIjk5merVqxMQEIBMJmP//v1Femj1K02bNmXcuHEMHTqU8PBwvvrqK6pUqYK3tzfOzs64uLioOsQPYmFhgZeXF1ZWVm+9ua5OCd/UWf369alfvz4bNmxQ2O7s7MzNmze5du2aiiIT1JFoaAsfrKChtxKJRG16zqKjo+nXrx/nzp1DIpHg7e1N6dKlGTVqFObm5qxevVrVISrN77//zpYtW/D39+fq1as4ODiwbt06nJyc6N69u6rD+2iZmZl06dKF5OTkPG8OrVmzRkWRKU+JEiVITk6mRYsWtGjRgubNm1OtWjW1uimkoaGhsKb9Kw0aNGDHjh1q00u4atUqNmzYwKVLl/jzzz9Zvnw5J06cUEjApA5kMhnnz59n7969HDp0CKlUSq9evdixY4eqQ1MKOzs7Tp8+TfXq1dm7dy+LFi3i/v377Nq1i61bt6rFyhXm5uZcu3aN8uXLs2HDBv7880+sMCKHAAAiSUlEQVQuX76Mq6sr48ePx8/PT9UhfpCcQ+J37dpVYNnhw4d/oqiUr1atWpw9exZzc/N8E8C9UtSTvrm7u9O5c2fs7e1p2LAhkDWC79mzZ5w4cUItbmIKnw+RDE34YG9mbFZXU6dORVtbm6CgICpWrCjf3r9/f6ZNm6Y2De2ff/4ZFxcXvv32W5YtWya/UWJmZsa6devUoqG9YsUKTp8+Tfny5QFyJUNTB9bW1jx58oTw8HDCw8OJiIggOTlZbRIWpqen06JFC7Zs2SLv9dTQ0MDa2lrtsq3PmjWL6Oho6tSpQ2ZmJqdPn6ZBgwaqDkvpJBIJLVu2pGXLlnzzzTeMHj2aXbt2qU1D++XLl1hYWABw6tQpevfujYGBAZ07d2bmzJkqjk450tPT5dfjmTNn5CPaKlSoQFhYmCpD+yivGs8ZGRlIJBLat2+vdktcAXTv3l1+/tQ9AZyTkxNeXl5s3ryZJ0+eAFlTISdMmEBGRoaKoxPUjejRFpRCnZcUytkbYWxszP379yldujR+fn5Uq1ZNLeaDAlSqVInly5fTo0cPhXo+evSIFi1a8Pz5c1WH+NHMzc1Zu3YtI0aMUHUohSo2NpYLFy7g7u6Ou7s7Hh4e1KhRg5YtW6pFRlVra2uuXr1K2bJlVR2KUr05lPGVH3/8kWbNmlGvXj35NnXIkP9KcHAwe/fuZe/evTx69IiGDRsyePBgxo8fr+rQlOKrr75i6dKldO7cGScnJ/bv30+rVq24f/8+rVu3VovP1vr169OyZUs6d+5Mu3btuHbtGtWrV+fatWv06dNHvl5xUWZgYICnpycODg6qDqXQZGZmcvnyZapVq4aZmZmqwykUmpqahIWFYWNjo7A9OjoaGxsbtRmNKXweRI+28MEyMzNZvnw5W7ZsISIiAi8vL0qXLs3ChQtxdHRk9OjRqg5RKRITE/PsDYyJiVGreYT+/v7UrFkz13ZdXV0SExNVEJHy6erqqt2w27yYmZnRrVs3GjduTKNGjTh69Cj79u3j+vXratHQHjJkCNu2bVOLTPg5rV27Ns/tmpqaXL58Wb5+trosRffLL7+wd+9eLl26RMWKFRk8eDBHjx5Vu4bMt99+y+DBgzEyMsLBwUG+DvyFCxeoWrWqaoNTkh9++IGePXvyv//9j+HDh1O9enUA/vnnH4UbREVZvXr1uHv3rtq9P3PS1NSkXbt2eHp6qm1DO7/+xYSEBLXtMBJURzS0hQ+2bNkydu3axapVqxg7dqx8e5UqVVi3bp3aNLSbNm3K7t27+f7774GsH7lSqZRVq1blu/xOUeTk5MS9e/dy/Yg4deqUwpD5omzKlCls3Lgx355DdXD48GF5EjQPDw8sLCxo0qQJq1evpnnz5qoOTykyMjLYsWOHPCu3oaGhwvNFda69v7+/qkP4pJYuXcrAgQPZsGGDvGGmjiZMmED9+vUJCgqibdu28vwmpUuXZunSpSqOTjlejXqKi4tTyB4/btw4tZm2MmHCBKZPn05wcHCenzvVqlVTUWTKVaVKFfz8/HByclJ1KEo1bdo0IOs3nIuLi8L7MjMzk+vXr1OjRg0VRSeoKzF0XPhgZcuW5ZdffqF169YKQ42fPHlCw4YNefHihapDVIpHjx7RunVratWqhZubG926dePx48fExMRw+fJltVkqatu2bSxevJjVq1czevRotm3bhq+vLytWrGDbtm0MGDBA1SF+tJ49e+Lm5oalpSWVK1fOlQzt8OHDKopMeWxsbOQZxps3b642PWY5FXSDSyKR4Obm9gmjET6UTCbj5cuXbN++HU9PTyBrCsvo0aMxNTVVcXSCoCivBLCvkjKqUwLYU6dOMXfuXL7//vs8bygU1fXgX31vuLu707BhQ3R0dOTP6ejo4OjoyIwZMyhXrpyqQhTUkGhoCx9MX1+fJ0+e4ODgoNDQ9vDwoF69emozdxmyktls2rSJ+/fvk5CQQK1atZg4cSLFihVTdWhKtWfPHhYvXoyvry8AxYsX57vvvlOb0QkjR44s8PnffvvtE0UiCAXr3bs39erVY/bs2QrbV61axc2bNzlw4ICKIlOe27dv0759e/T09OTDi2/evElycjKurq7UqlVLxREqT3BwMP/88w9BQUGkpaUpPFdUR2C86eDBg/z111951rGoZ6oGCAwMLPB5dRlSnvOGQs4koepyQ2HkyJGsX7++yN4wEIoW0dAWPljt2rWZOnUqQ4YMUWhoL1myhP/++4+LFy+qOkSlCAoKolSpUnlmpQ4KCsLe3l4FURWupKQkEhISciULEYqGzMxMjhw5otBL2L17dzQ1NVUcmfCurK2tcXNzyzUi4eHDh7Rp04aIiAgVRaY8TZs2pWzZsvz6669oaWXNZMvIyGDMmDH4+flx4cIFFUeoHGfPnqVbt27yEV9VqlSRr6P9aqRUUbdhwwbmz5/PiBEj2Lp1KyNHjsTX15ebN28yceJEtcgNceHCBRo1aiR/r76SkZHBlStXaNasmYoiUy53d/cCn1eXKUiC8EnIBOEDHTlyRGZqaipbuXKlzMDAQPa///1PNmbMGJmOjo7M1dVV1eEpjYaGhiwiIiLX9ufPn8s0NDRUEFHhaNmypezFixe5tr98+VLWsmXLTx9QIUhKSpIlJibK/w4ICJCtXbtWdvr0aRVGpVze3t6ycuXKyQwMDGQ1a9aU1axZU2ZgYCArX768zMfHR9XhCe9IT09P9uTJk1zbPT09ZXp6eiqISPn09PRknp6eubY/fvxYpq+vr4KICkfdunVlLi4uMplMJjMyMpL5+vrK4uPjZd26dZP99NNPKo5OOcqXLy/bu3evTCZ7XUeZTCZbuHChbOLEiaoMTWm+lN8CgYGBMqlUmmu7VCqVBQYGqiAiQSi6ck84EYR31L17d/7991/OnDmDoaEhLi4ueHp68u+//9K2bVtVh6c0suzhUm9StwyV58+fzzXcD7KWblOX0Qndu3dn9+7dQNYSWPXq1WP16tV0796dn3/+WcXRKcfkyZMpU6YMz549486dO9y5c4egoCCcnJzUIlP1l6Jq1ar8+eefubbv37+fSpUqqSAi5TMxMSEoKCjX9mfPnmFsbKyCiAqHp6cnw4YNA0BLS4vk5GSMjIxYsmQJP/zwg4qjU46goCAaNWoEZE0ri4+PB2Do0KHs27dPlaEpTX6/BaKjo3PNYy7KnJyciIqKyrU9JiZG7RKkCUJhE1nHhQ82ZswYhgwZwn///afqUApFzgyVCxcuVNsMlQ8ePJD/v4eHB+Hh4fK/MzMzOXXqFCVKlFBFaEp3584d+RJKBw8exM7Ojrt373Lo0CFcXFz45ptvVBzhx3N3d+fatWtYWFjIt1laWrJy5covYmkzdbFw4UJ69eqFr68vrVq1ArKGIO/bt08t5mcD9O/fn9GjR/Pjjz/KG2mXL19m5syZDBw4UMXRKY+hoaH8JmaxYsXw9fWlcuXKAGqxhjaAnZ0dMTExODg4YG9vL19H29/fP9/llIqKXr16AVm/BUaMGKGwrGdmZiYPHjyQv3/VwZfSuSAIn4JoaAsfLCoqig4dOmBtbc3AgQMZPHiwWi3RcvfuXSDrS+fhw4e5MlRWr16dGTNmqCo8palRowYSiQSJRCL/QZ+Tvr4+GzduVEFkypeUlCTvKXN1daVXr15oaGjQoEGDtya6KSp0dXXlvUk5JSQkKLyHhc9b165dOXLkCMuXL+fgwYPo6+tTrVo1zpw5ozZzJH/88UckEgnDhg0jIyMDAG1tbb755hu1WiO9QYMG8rXCO3XqxPTp03n48CGHDx+mQYMGqg5PKVq1asU///xDzZo1GTlyJFOnTuXgwYPcunVL3lAtql5lwJfJZBgbG6Ovry9/TkdHhwYNGigscVpUfSmdC4LwKYlkaMJHefHiBQcOHGDv3r1cvHiRChUqMHjwYAYNGoSjo6Oqw1OKd81QGRwcTPHixfNcAuRzFhgYiEwmo3Tp0ty4cQNra2v5czo6OtjY2KhNEq1q1aoxZswYevbsSZUqVTh16hQNGzbk9u3bdO7cWaE3v6gaNmwYd+7cYfv27fJMztevX2fs2LHUrl2bnTt3qjZAQXhDUlKSfKWDMmXKqM26y6/4+fmRkJBAtWrVSExMZPr06Vy5coVy5cqxZs0atchWLZVKkUql8kRh+/fvl9fx66+/VoubfLNmzWLx4sXy92dAQABHjhyhYsWKtG/fXsXRfTyx/JUgKJ9oaAtKExwczL59+9ixYwfe3t7yHoovhYmJCffu3aN06dKqDqVQde7cmW3bthXJpc0OHjzIoEGDyMzMpHXr1ri6ugKwYsUKLly4wMmTJ1Uc4ceLjY1l+PDh/Pvvv/J1wtPT0+nevTs7d+4U6xMLgiB8gLZt29K7d2/Gjx9PbGwsFSpUQFtbm+fPn7NmzRq1mHoEYvkrQVAm0dAWlCI9PZ3jx4/zxx9/cPz4cSwsLAgJCVF1WJ9UziXO1FlRr2d4eDhhYWFUr15dPvrgxo0bmJqaUr58eRVHpzw+Pj54eHgAWct7lS1bVsURCW9jYWGBl5cXVlZWmJub5zlP8pWYmJhPGJkg5JYzv8fbVKtWrRAj+TSsrKxwd3encuXKbNu2jY0bNyrk+Hi1nKK6iYuLw83NjQoVKlChQgVVhyMIRYqYoy18lHPnzrF3714OHTqEVCqlV69eHDt2LM+5voKgaqNGjWL9+vXUrFlTYXvlypVxdnZmx44dKopMubZv387atWvx9vYGoFy5cnz77beMGTNGxZEJBVm7dq08h8C6detUG4zwUd52oySnonrT5FV+j7f110gkEjIzMz9RVIXnS8jxAdCvXz+aNWvGpEmTSE5Opk6dOvJ13/fv30/v3r1VHaIgFBmioS18sBIlShATE0OHDh3YunUrXbt2VcjGKQifm127drFy5cpcSwclJyeze/dutWhou7i4sGbNGpydnWnYsCEAV69eZerUqQQFBbFkyRIVRyjkZ/jw4fL/P3v2LC1atKB58+aUKVNGhVEJH+JLuFHi7++v6hA+qbJly3LkyBF69uzJ6dOnmTp1KgCRkZFqNcz6woULzJ8/H4C///4bmUxGbGwsu3btYunSpaKhLQjvQQwdFz7Yr7/+St++fTEzM1N1KJ+Foj6k+l0VxXrGxcUhk8kwNzfH29tbIeFbZmYm//77L3PmzCE0NFSFUSqHtbU1GzZsyLU80r59+3B2dlab5YTU3dixY3F3d8fX15fixYvTvHlzecNbJCNSTytXrmT8+PFq/Z0qcnx8/vT19fHy8qJUqVIMGzaM4sWLs3LlSoKCgqhUqRIJCQmqDlEQigzRoy18MHVYzkKZ3nWYoPDpmZmZyZcw++qrr3I9L5FI+O6771QQmfKlp6dTp06dXNtr1679xSUoLMp+/fVXAEJCQrhw4QLu7u6sXr2ar7/+mmLFihEcHKziCAVlW758Of369VPrhvaFCxdITk5WdRgfpE+fPjRp0kSe4+OV1q1b07NnTxVGplylSpXi6tWrWFhYcOrUKfbv3w9krTIj1tEWhPcjGtqCoCRicMjn69y5c8hkMlq1asWhQ4ewsLCQP6ejo4ODgwPFixdXYYTKM3ToUH7++WfWrFmjsH3r1q0MHjxYRVEJH8rc3BxLS0vMzc0xMzNDS0tLYUSGoD7Ed8jnz87ODjs7O4Vtr5ZRVBfffvstgwcPxsjICHt7e1q0aAFk3SSpWrWqaoMThCJGNLQF4S1eJdB6c15vYmKiQgItDw8PtWmsFWTevHkKDdWioHnz5kDWnMJSpUoVubXO32batGny/5dIJGzbtg1XV1caNGgAZK2jHRQUxLBhw1QVovCe5s2bx/nz57l79y4VK1akefPmzJkzh2bNmmFubq7q8ARBUFMTJkygfv36BAUF0bZtW/n3ZenSpVm6dKmKoxOEokXM0RaEt9DU1CQsLAwbGxuF7c+fP8fOzq5ID8f9559/3rlst27dCjGSTyspKYmgoCDS0tIUthfVJWhatmz5TuUkEglubm6FHI2gDBoaGlhbWzN16lR69eqV55QHQb0UxfwX7+tLqKM6uXz5MnXq1BGJbgXhA4kebUHIx6sEWjKZjPj4eIW5SZmZmZw4cSJX47uo6dGjxzuVU5flWaKiohg5cmS+SWuKah3PnTun6hAEJbt79y7u7u6cP3+e1atXo6OjI0+I1qJFC9HwFgSh0HXs2JF79+6JGyOC8IFEQ1sQ8vElJNCSSqWqDuGT+vbbb4mNjeX69eu0aNGCv//+m4iICJYuXcrq1atVHZ4gyFWvXp3q1aszefJkAO7fv8/atWuZOHEiUqm0yN4UEgSh6BCDXgXh44iGtiDk40tKoAWQkpKi9hlF3dzcOHr0KHXq1EFDQwMHBwfatm2LiYkJK1asoHPnzqoOURCArB+4d+/e5fz585w/f55Lly4RFxdHtWrV5DkHBPXStGlT9PX1VR1GoSqKOT4EQRA+lJijLQhvERgYqJYJtN6kp6dHvXr15MNTGzVqpHY/+kxMTHjw4AGOjo44ODiwd+9eGjdujL+/P5UrVyYpKUnVIQoCkJVtPCEhgerVq8uvyaZNm6r10k/q6s6dO2hra8szNh89epTffvuNSpUqsXjxYnR0dFQc4cfbtWsXVlZW8puVs2bNYuvWrVSqVIl9+/bh4OCg4giFD7F37166d++OoaGhqkMRhCJJvVsOgqAEDg4OaGhokJSUxJMnT3jw4IHCQ12cOXOGDh06cP36dbp37465uTlNmjRh/vz5/Pfff6oOTynKly/P06dPgayhub/88gshISFs2bKFYsWKqTg6QXjtjz/+IDo6mlu3brF69Wq6du0qGtlF1Ndff42XlxcAfn5+DBgwAAMDAw4cOMCsWbNUHJ1yLF++XH5j9urVq2zevJlVq1ZhZWXF1KlTVRyd8KEGDRokGtmC8BFEj7YgvIW6JtAqSEZGBjdv3uSXX35hz549ajMn9I8//iAjI4MRI0Zw+/ZtOnToQHR0NDo6OuzatYv+/furOkRBENSMqakpd+7coUyZMvzwww+4ublx+vRpLl++zIABA3j27JmqQ/xoBgYGPHnyBHt7e2bPnk1YWBi7d+/m8ePHtGjRgqioKFWHKLyjxMREVq5cydmzZ4mMjMyVy8XPz09FkQlC0SPmaAvCW3xJCbS8vLzkc0LPnz9PamoqXbp0oUWLFqoOTSmGDBki//9atWoRGBgo/3FoZWWlwsgEQVBXMplM3lg5c+YMXbp0AaBUqVI8f/5claEpjZGREdHR0djb2+Pq6sq0adOArClJycnJKo5OeB9jxozB3d2doUOHUqxYMSQSiapDEoQiSzS0BeEtvpQEWiVKlCA5OVm+fNDs2bOpVq2a2n3Jbt++nbVr1+Lt7Q1AuXLl+PbbbxkzZoyKIxMEQR3VqVOHpUuX0qZNG9zd3fn5558B8Pf3x9bWVsXRKUfbtm0ZM2YMNWvWxMvLi06dOgHw+PFjHB0dVRuc8F5OnjzJ8ePHady4sapDEYQiT8zRFoS3SExMlK+XbW5uLh8CV7VqVe7cuaPK0JTK2tqapKQkwsPDCQ8PJyIiQu16IlxcXJgyZQpdu3blwIEDHDhwgK5duzJ16lRcXFxUHZ4gCGpo3bp13Llzh0mTJjF//nzKli0LwMGDB2nUqJGKo1OOzZs307BhQ6Kiojh06BCWlpYA3L59m4EDB6o4OuF9mJubi8zwgqAkYo62ILxF3bp1Wbp0Ke3bt6dbt26YmZmxYsUKNmzYwMGDB/H19VV1iEoTGxvLhQsXcHd3x93dHQ8PD2rUqEHLli1ZtmyZqsP7aNbW1mzYsCHXD799+/bh7OysNsM4BUH4/KWkpKCpqYm2traqQ/loQUFBlCxZMtfqHDKZjGfPnmFvb6+iyIT39ccff3D06FF27dqFgYGBqsMRhCJNNLQF4S2+xARa0dHRnD9/nqNHj7Jv3z61SYZmZmbGzZs3KVeunMJ2Ly8v6tWrR2xsrGoCEwRB7aWlpeWZXEodGqGampqEhYXJR3+9Eh0djY2NjVp8f3wpatasia+vLzKZDEdHx1w3gtRpJJ8gFDYxR1sQ3uJLSaB1+PBheRI0Dw8PLCwsaNKkCatXr6Z58+aqDk8phg4dys8//8yaNWsUtm/dupXBgwerKCpBENSZl5cXo0eP5sqVKwrbZTIZEolELRqh+fXZJCQkoKen94mjET5Gjx49VB2CIKgN0aMtCO/gS0igZWNjQ7NmzWjRogXNmzenatWqqg5JKV5lv4WsZct27tyJvb09DRo0AOD69esEBQUxbNgwNm7cqKowBUFQU40bN0ZLS4s5c+bkmcW5evXqKors4736fF2/fj1jx45VGGqcmZnJ9evX0dTU5PLly6oKURAEQWVEj7YgvIWLiwtr1qzB2dmZhg0bAnD16lWmTp1KUFAQS5YsUXGEyhEZGanqEArF3bt3Ff6uXbs2gHxuvZWVFVZWVjx+/PiTxyYIgvq7d+8et2/fpkKFCqoORelefb7KZDIePnyIjo6O/DkdHR2qV6/OjBkzVBWe8BFu376Np6cnAJUrV6ZmzZoqjkgQih7Roy0Ib/ElJdDKzMzkyJEj8i/XSpUq0b17dzQ1NVUcmSAIQtFUt25d1q5dS5MmTVQdSqEZOXIk69evx8TERNWhCB8pMjKSAQMGcP78eczMzICsRKktW7Zk//79WFtbqzZAQShCxPJegvAW6enp1KlTJ9f22rVrk5GRoYKICoePjw8VK1Zk2LBhHD58mMOHDzN06FAqV66sVpnVBUEQPqUffviBWbNmcf78eaKjo4mLi1N4qIPffvsNExMTfHx8OH36tHxpSNGXU/Q4OzsTHx/P48ePiYmJISYmhkePHhEXF8fkyZNVHZ4gFCmiR1sQ3sLZ2Rltbe1cCbRmzJhBcnIymzdvVlFkytWpUydkMhl79uyRr6EZHR3NkCFD0NDQ4Pjx4yqOUBAEoeh5teTVm3Oz1SkZWkxMDH379uXcuXNIJBK8vb0pXbo0o0aNwtzcnNWrV6s6ROEdmZqacubMGerWrauw/caNG7Rr106sziEI70HM0RaEPORMoCWRSNi2bRuurq55JtBSF+7u7ly7dk3eyAawtLRk5cqVNG7cWIWRCYIgFF3nzp1TdQiF7ttvv0VbW5ugoCAqVqwo396/f3+mTZsmGtpFiFQqzXNtd21t7VxL0wmCUDDR0BaEPHyJCbR0dXWJj4/PtT0hIUEhwY0gCILw7tRlecSCuLq6cvr0aUqWLKmwvVy5cgQGBqooKuFDtGrViilTprBv3z6KFy8OQEhICFOnTqV169Yqjk4QihbR0BaEPHwJPRBv6tKlC+PGjWP79u3Uq1cPyOq5Hz9+PN26dVNxdIIgCEXThQsXCny+WbNmnyiSwpOYmKiwtNcrMTEx6OrqqiAi4UNt2rSJbt264ejoSKlSpQAICgqiatWq/PHHHyqOThCKFjFHWxAEICur6PDhw/n333/lw8bS09Pp3r07O3fuxNTUVMURCoIgFD2v5mjnlHO+tjrM0e7UqRO1a9fm+++/x9jYmAcPHuDg4MCAAQOQSqUcPHhQ1SEK70Emk3H27Fn5CiQVK1akTZs2Ko5KEIoe0dAWBEGBj48PHh4eQNbyXmXLllVxRIIgCEXXy5cvFf5OT0/n7t27LFy4kGXLlqnFcNxHjx7x//buJ6TpP47j+GvDP0UUfrMddogISSpwiY4wQrfKS5cORocoPe0mi+ahQ7CiHWRZuRKjEOsQlEmHTgsKtzZbBEHY9BJKHaKIooTGDkGav4M0fmr9+LmmH2fPx0k/2+F50zef7+fzPXDggOrq6hSPx3Xo0KHcrdVPnz5VVVWV6UQsQiwWUywW06dPnxacy75586ahKqD4MGgDyLlx44YikYgmJiYkzZ6vO3nypHw+n+EyAFhdksmkOjo69OLFC9MpBfH161f19vYqnU4rm82qrq5O7e3tcjqdptOwCOfOnVMoFJLb7ZbT6VxwW/79+/cNlQHFh0EbgCTpzJkz6u7ult/v1549eyRJz549U29vrwKBgEKhkOFCAFg9Xr16JbfbrWw2azrljz1+/Fj79u375WdXr15Ve3v7MhchX06nU11dXWptbTWdAhQ9Bm0AkiSHw6Genh4dPXp0zvrAwID8fr8+f/5sqAwAitfo6Oic32dmZvThwweFw2FNTU0plUoZKiscy7I0NDSUe0PHT1euXFEwGFQmkzFUhsWqrKzU8+fPedwfKABuHQcgafbcoNvtXrBeX1+vqakpA0UAUPxqa2tls9k0f1+joaFh1Zx3vXDhgg4ePKjh4WFt375dknTp0iWFQiFFo1HDdVgMn8+nO3fuKBgMmk4Bih6DNgBJUmtrq65du6bu7u456319fTp27JihKgAoXt+/f5fX69X169dzr7my2+1yOBxas2aN4brC8fl8mpycVHNzs1KplAYHB9XZ2akHDx5o7969pvOwCN++fVNfX5+GhobkcrlybyH5af7/CAB+j0Eb+It1dHTkfrbZbOrv79ejR4/U0NAgafY92m/fvlVbW5upRAAoWqWlpRobG5PdbteWLVtM5yypU6dO6cuXL3K73ZqentbDhw9zf0tQPEZHR1VbWytp9jb5f5t/MRqA/8YZbeAv9rvLa+az2WyKx+NLXAMAq08gEFB5ebnC4bDplILq6en55frFixfV1NSk3bt359ZOnDixXFkAsGIwaAMAACwRv9+vW7duadu2baqvr9e6devmfF6sj+Ju3br1f33PZrPpzZs3S1wDACsPgzYAAMAS+a8nh3haCABWLwZtAAAAAAAKyG46AAAAAMXr8OHDOn/+/IL1rq4uHTlyxEARAJjHjjYAAADy5nA4FI/HVVNTM2d9bGxMzc3N+vjxo6EyADCHHW0AAADkLZvNqqysbMF6aWmpMpmMgSIAMI9BGwAAAHmrqanR4ODggvW7d+9q586dBooAwLwS0wEAAAAoXsFgUC0tLXr9+rX2798vSYrFYhoYGNC9e/cM1wGAGZzRBgAAwB+JRqPq7OzUy5cvtXbtWrlcLp09e1Yej8d0GgAYwaANAAAAAEABcUYbAAAAAIAC4ow2AAAAFmXjxo0aHx/Xpk2bZFmWbDbbb787OTm5jGUAsDIwaAMAAGBRIpGI1q9fL0m6fPmy2RgAWIE4ow0AAIC8tbW1yev1yuPxqKqqynQOAKwInNEGAABA3srLyxUOh1VdXa3Nmzfr+PHj6u/v18TEhOk0ADCGHW0AAAD8sffv32t4eFjJZFLJZFLj4+NyOp169+6d6TQAWHbsaAMAAOCPWZalyspKWZaliooKlZSUyOFwmM4CACPY0QYAAEDeTp8+rUQioZGREe3YsUMej0der1dNTU2yLMt0HgAYwaANAACAvNntdjkcDgUCAbW0tKi6utp0EgAYx6ANAACAvKXTaSWTSSUSCT158kRlZWW5XW2v18vgDeCvxKANAACAgkmn04pEIrp9+7Z+/Pih6elp00kAsOxKTAcAAACgeM3MzGhkZESJREKJREKpVEqZTEYul0sej8d0HgAYwY42AAAA8mZZlrLZrHbt2pV7ZLyxsVEVFRWm0wDAGAZtAAAA5C0ajaqxsVEbNmwwnQIAKwaDNgAAAAAABWQ3HQAAAAAAwGrCoA0AAAAAQAExaAMAAAAAUEAM2gAAAAAAFBCDNgAAAAAABcSgDQAAAABAATFoAwAAAABQQP8AFUd5fVbvfeAAAAAASUVORK5CYII=\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Train test Split\n",
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3, random_state=42)"
      ],
      "metadata": {
        "id": "rRNf41ECzGGY"
      },
      "execution_count": 146,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import MinMaxScaler\n",
        "\n",
        "scaler = MinMaxScaler()\n",
        "\n",
        "# Fit the scaler on the training data and transform both training and testing data\n",
        "X_train_scaled = scaler.fit_transform(X_train)\n",
        "X_test_scaled = scaler.transform(X_test)"
      ],
      "metadata": {
        "id": "W_6N-gwrzI0C"
      },
      "execution_count": 147,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Define the neural network model\n",
        "model = keras.Sequential([\n",
        "    keras.layers.Input( shape=(X_train_scaled.shape[1],)),  # Input layer\n",
        "    keras.layers.Dense(512, activation='relu'),  # Hidden layer with 512 units and ReLU activation\n",
        "    keras.layers.Dense(216, activation='relu'),  # Hidden layer with 216 units and ReLU activation\n",
        "    keras.layers.Dense(1, activation='linear')  # Output layer with linear activation for regression\n",
        "])\n",
        "\n",
        "# Compile the model with Huber loss\n",
        "huber_loss = tf.keras.losses.Huber(delta=1.0)  # You can adjust the 'delta' parameter as needed\n",
        "model.compile(optimizer='adam', loss=huber_loss)  # Use Huber loss for regression"
      ],
      "metadata": {
        "id": "fn2Tt7srzLWo"
      },
      "execution_count": 148,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Train the model\n",
        "model.fit(X_train_scaled, y_train, epochs=10, batch_size=64, validation_data=(X_test_scaled, y_test))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "FZE4kXyqzOIZ",
        "outputId": "03ee2095-9417-42bc-b2ae-96c37b7498c5"
      },
      "execution_count": 149,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m7s\u001b[0m 6ms/step - loss: 51.4816 - val_loss: 15.0211\n",
            "Epoch 2/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m11s\u001b[0m 7ms/step - loss: 15.0461 - val_loss: 14.4501\n",
            "Epoch 3/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 7ms/step - loss: 14.7434 - val_loss: 14.3870\n",
            "Epoch 4/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - loss: 14.6037 - val_loss: 14.2240\n",
            "Epoch 5/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m6s\u001b[0m 8ms/step - loss: 14.5072 - val_loss: 14.2682\n",
            "Epoch 6/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 6ms/step - loss: 14.6650 - val_loss: 14.1590\n",
            "Epoch 7/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 6ms/step - loss: 14.5917 - val_loss: 14.3195\n",
            "Epoch 8/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 6ms/step - loss: 14.4940 - val_loss: 14.1577\n",
            "Epoch 9/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m11s\u001b[0m 8ms/step - loss: 14.3694 - val_loss: 13.9030\n",
            "Epoch 10/10\n",
            "\u001b[1m832/832\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m5s\u001b[0m 6ms/step - loss: 14.2814 - val_loss: 13.9206\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.src.callbacks.history.History at 0x792123d44d50>"
            ]
          },
          "metadata": {},
          "execution_count": 149
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_losses = pd.DataFrame(model.history.history)\n",
        "model_losses.plot()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "3-gqjQwlzUer",
        "outputId": "83366962-c260-4493-cfa6-706cced05fe0"
      },
      "execution_count": 150,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 150
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Make predictions\n",
        "predictions = model.predict(X_test_scaled)\n",
        "\n",
        "from sklearn.metrics import mean_absolute_error\n",
        "mean_absolute_error(y_test,predictions)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sf3YNPs5zWpK",
        "outputId": "19973023-d202-42aa-ed11-077f8322eca5"
      },
      "execution_count": 158,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[1m713/713\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "14.4113130569458"
            ]
          },
          "metadata": {},
          "execution_count": 158
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import ipywidgets as widgets\n",
        "from IPython.display import display, clear_output\n",
        "\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "\n",
        "# Dropdowns for categorical features with label encoders applied\n",
        "venue = widgets.Dropdown(options=list(label_encoders['venue'].classes_), description='Select Venue:')\n",
        "venue.style = {'description_width': 'initial'}\n",
        "\n",
        "batting_team = widgets.Dropdown(options=list(label_encoders['bat_team'].classes_), description='Select Batting Team:')\n",
        "batting_team.style = {'description_width': 'initial'}\n",
        "\n",
        "bowling_team = widgets.Dropdown(options=list(label_encoders['bowl_team'].classes_), description='Select Bowling Team:')\n",
        "bowling_team.style = {'description_width': 'initial'}\n",
        "\n",
        "striker = widgets.Dropdown(options=list(label_encoders['batsman'].classes_), description='Select Striker:')\n",
        "striker.style = {'description_width': 'initial'}\n",
        "\n",
        "bowler = widgets.Dropdown(options=list(label_encoders['bowler'].classes_), description='Select Bowler:')\n",
        "bowler.style = {'description_width': 'initial'}\n",
        "\n",
        "# Numeric inputs for other features\n",
        "runs = widgets.IntText(value=0, description='Runs:', style={'description_width': 'initial'})\n",
        "wickets = widgets.IntText(value=0, description='Wickets:', style={'description_width': 'initial'})\n",
        "overs = widgets.FloatText(value=0.0, description='Overs:', style={'description_width': 'initial'})\n",
        "striker_ind = widgets.IntText(value=0, description='Striker:', style={'description_width': 'initial'})  # Assuming 0 or 1\n",
        "predict_button = widgets.Button(description=\"Predict Score\")\n",
        "\n",
        "output = widgets.Output()\n",
        "\n",
        "def predict_score(b):\n",
        "    with output:\n",
        "        clear_output()  # Clear previous output\n",
        "\n",
        "        # Encode categorical inputs\n",
        "        encoded_venue = label_encoders['venue'].transform([venue.value])[0]\n",
        "        encoded_batting_team = label_encoders['bat_team'].transform([batting_team.value])[0]\n",
        "        encoded_bowling_team = label_encoders['bowl_team'].transform([bowling_team.value])[0]\n",
        "        encoded_striker = label_encoders['batsman'].transform([striker.value])[0]\n",
        "        encoded_bowler = label_encoders['bowler'].transform([bowler.value])[0]\n",
        "\n",
        "        # Gather numeric inputs\n",
        "        input_features = [\n",
        "            encoded_batting_team,\n",
        "            encoded_bowling_team,\n",
        "            encoded_venue,\n",
        "            runs.value,\n",
        "            wickets.value,\n",
        "            overs.value,\n",
        "            striker_ind.value,\n",
        "            encoded_striker,\n",
        "            encoded_bowler\n",
        "        ]\n",
        "\n",
        "        # Convert to numpy array and reshape for model\n",
        "        input_array = np.array(input_features).reshape(1, -1)\n",
        "        input_array = scaler.transform(input_array)\n",
        "\n",
        "        # Predict using your trained model\n",
        "        predicted_score = model.predict(input_array)\n",
        "\n",
        "        # Assuming prediction is a single value regression output\n",
        "        print(f\"Predicted Total Runs: {int(predicted_score[0])}\")\n",
        "\n",
        "predict_button.on_click(predict_score)\n",
        "\n",
        "# Display all widgets\n",
        "display(venue, batting_team, bowling_team, striker, bowler,\n",
        "        runs, wickets, overs,\n",
        "        striker_ind,\n",
        "        predict_button, output)\n"
      ],
      "metadata": {
        "id": "fbWno3WvzbIQ",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 373,
          "referenced_widgets": [
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          ]
        },
        "outputId": "8c22e890-206a-4d13-da2c-b96913fd0753"
      },
      "execution_count": 159,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Select Venue:', options=('Barabati Stadium', 'Brabourne Stadium', 'Buffalo Park', 'De Be…"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "41a6fd6878fc4dd580a6e86c6320c534"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Select Batting Team:', options=('Chennai Super Kings', 'Deccan Chargers', 'Delhi Daredev…"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "f6dbc750734c4e37924d7689d6d2f957"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Select Bowling Team:', options=('Chennai Super Kings', 'Deccan Chargers', 'Delhi Daredev…"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "17c70382cdf240a6a2b48a75e7af5397"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Select Striker:', options=('A Ashish Reddy', 'A Chandila', 'A Chopra', 'A Choudhary', 'A…"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "121e07a0a7aa407e83beb1722def9b49"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Select Bowler:', options=('A Ashish Reddy', 'A Chandila', 'A Choudhary', 'A Flintoff', '…"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "c37011bcc22043b2bce683775bd9cfc3"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "IntText(value=0, description='Runs:', style=DescriptionStyle(description_width='initial'))"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "9f1368077f4e4df797d00d097cc88f8e"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "IntText(value=0, description='Wickets:', style=DescriptionStyle(description_width='initial'))"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "822ed166d5fe4d66bbd67ecc8fac392b"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "FloatText(value=0.0, description='Overs:', style=DescriptionStyle(description_width='initial'))"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "f32ce63351954c69ab665b113d4d82bd"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "IntText(value=0, description='Striker:', style=DescriptionStyle(description_width='initial'))"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "1205d4b122274bb2a4139a2218c7a0aa"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Button(description='Predict Score', style=ButtonStyle())"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "2339b726d5c94fa4a23b24708518f3cc"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Output()"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "6ca8f2e81a4c4ffab09eb7319be530bd"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "iWIHEU-M1B2T"
      },
      "execution_count": 153,
      "outputs": []
    }
  ]
}