Data_Visualization.ipynb

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    {
      "cell_type": "markdown",
      "source": [
        "# **DATA VISUALIZATION**"
      ],
      "metadata": {
        "id": "Jpm8ylPJyV9r"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Import library"
      ],
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      "metadata": {
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      "source": [
        "# import pandas and matplotlib\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Import Data\n",
        "\n",
        "\n",
        "\n"
      ],
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        "id": "wWKi0vFEvhOy"
      }
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    {
      "cell_type": "code",
      "source": [
        "# create 2D array of table given above\n",
        "data = [['E001', 'M', 34, 123, 'Normal', 350],\n",
        "['E002', 'F', 40, 114, 'Overweight', 450],\n",
        "['E003', 'F', 37, 135, 'Obesity', 169],\n",
        "['E004', 'M', 30, 139, 'Underweight', 189],\n",
        "['E005', 'F', 44, 117, 'Underweight', 183],\n",
        "['E006', 'M', 36, 121, 'Normal', 80],\n",
        "['E007', 'M', 32, 133, 'Obesity', 166],\n",
        "['E008', 'F', 26, 140, 'Normal', 120],\n",
        "['E009', 'M', 32, 133, 'Normal', 75],\n",
        "['E010', 'M', 36, 133, 'Underweight', 40] ]"
      ],
      "metadata": {
        "id": "R7_lBWn9vDQy"
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      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Create Data Frame"
      ],
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        "id": "sPqK2YjGvYs6"
      }
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    {
      "cell_type": "code",
      "source": [
        "# dataframe created with the above data array\n",
        "df = pd.DataFrame(data, columns = ['EMPID', 'Gender','Age', 'Sales','BMI', 'Income'] )\n",
        "df.head()"
      ],
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      "execution_count": 7,
      "outputs": [
        {
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          "data": {
            "text/plain": [
              "  EMPID Gender  Age  Sales          BMI  Income\n",
              "0  E001      M   34    123       Normal     350\n",
              "1  E002      F   40    114   Overweight     450\n",
              "2  E003      F   37    135      Obesity     169\n",
              "3  E004      M   30    139  Underweight     189\n",
              "4  E005      F   44    117  Underweight     183"
            ],
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              "      <th></th>\n",
              "      <th>EMPID</th>\n",
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              "      <th>Income</th>\n",
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              "      <th>0</th>\n",
              "      <td>E001</td>\n",
              "      <td>M</td>\n",
              "      <td>34</td>\n",
              "      <td>123</td>\n",
              "      <td>Normal</td>\n",
              "      <td>350</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>E002</td>\n",
              "      <td>F</td>\n",
              "      <td>40</td>\n",
              "      <td>114</td>\n",
              "      <td>Overweight</td>\n",
              "      <td>450</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>E003</td>\n",
              "      <td>F</td>\n",
              "      <td>37</td>\n",
              "      <td>135</td>\n",
              "      <td>Obesity</td>\n",
              "      <td>169</td>\n",
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              "      <th>3</th>\n",
              "      <td>E004</td>\n",
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              "      <td>E005</td>\n",
              "      <td>F</td>\n",
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              "      <td>117</td>\n",
              "      <td>Underweight</td>\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 10,\n  \"fields\": [\n    {\n      \"column\": \"EMPID\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 10,\n        \"samples\": [\n          \"E009\",\n          \"E002\",\n          \"E006\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Gender\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"F\",\n          \"M\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Age\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5,\n        \"min\": 26,\n        \"max\": 44,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          40,\n          36\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Sales\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9,\n        \"min\": 114,\n        \"max\": 140,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          114,\n          121\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"BMI\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"Overweight\",\n          \"Underweight\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Income\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 127,\n        \"min\": 40,\n        \"max\": 450,\n        \"num_unique_values\": 10,\n        \"samples\": [\n          75,\n          450\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **Histogram**"
      ],
      "metadata": {
        "id": "s0K0qCLnwEki"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# create histogram for numeric data\n",
        "df.hist()\n",
        "# show plot\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "A9ScM9EYwEP6",
        "outputId": "901c55c0-d0af-4b96-ebf8-8bf1163c8691"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# spesik untuk satu kolom\n",
        "\n",
        "# create histogram for numeric data\n",
        "df.hist(\"Age\")\n",
        "# show plot\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "RWZBHPgrwOrq",
        "outputId": "c607227d-4a7b-4046-d25c-444a745b4c86"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **Bar Chart**"
      ],
      "metadata": {
        "id": "jKHFloOTwYCp"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Dataframe of previous code is used here\n",
        "# Plot the bar chart for numeric values\n",
        "# a comparison will be shown between\n",
        "# all 3 age, income, sales\n",
        "df.plot.bar()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "id": "oaRjzHmiwaaB",
        "outputId": "33ff15ae-9a79-4ac2-e8a0-abfc46d784e5"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 16
        },
        {
          "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": [
        "# plot between 2 attributes\n",
        "plt.bar(df['Age'], df['Sales'])\n",
        "plt.xlabel(\"Age\")\n",
        "plt.ylabel(\"Sales\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 449
        },
        "id": "ygOS3E2HwhY5",
        "outputId": "4ab03e26-2a4d-435c-e16b-3b425e7813e4"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **Plot Box**"
      ],
      "metadata": {
        "id": "y0aEb4S6wjxx"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# For each numeric attribute of dataframe\n",
        "df.plot.box()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "vBtbpioxwnhB",
        "outputId": "950f4bba-9451-451a-fa2c-34b2b8b363e9"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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7ioqK9P7772vr1q3q6OjQlClT1NLS4h5zxx13aPPmzdqwYYO2b9+u6upqzZgxw73e6XQqNzdX7e3teu+997R27VqVlJRo0aJFvfeqAABAQAuyLMvq6YOPHj2q2NhYbd++XVdeeaUaGho0dOhQrVu3TgUFBZKkTz75RKNHj5bD4dCECRP02muvaerUqaqurlZcXJwkadWqVVqwYIGOHj2qsLCwf7vdxsZG2e12NTQ0yGaz9XT6AADgLPLm8/uMjkFpaGiQJMXExEiS9uzZo46ODk2ePNk95sILL1RycrIcDockyeFwKCMjwx0nkpSTk6PGxkZ99NFHZzIdAADQR4T29IEul0vz5s3T5ZdfrvT0dElSbW2twsLCNHjwYI+xcXFxqq2tdY/5dpx0ru9c15W2tja1tbW57zc2NvZ02gAAIAD0eA9KUVGRKioq9MILL/TmfLq0ZMkS2e129y0pKcnn2wQAAP7To0CZM2eOysrK9NZbb2n48OHu5fHx8Wpvb9fx48c9xtfV1Sk+Pt495tSzejrvd445VXFxsRoaGty3I0eO9GTaAAAgQHgVKJZlac6cOXr55Zf15ptvKiUlxWP9uHHjNGDAAG3bts29rLKyUocPH1ZWVpYkKSsrS/v27VN9fb17zNatW2Wz2ZSWltbldsPDw2Wz2TxuAACg7/LqGJSioiKtW7dOf/vb3zRo0CD3MSN2u12RkZGy2+2aPXu27rzzTsXExMhms2nu3LnKysrShAkTJElTpkxRWlqabrrpJi1dulS1tbVauHChioqKFB4e3vuvEAAABByvTjMOCgrqcvmaNWt08803S/rmQm3z58/X888/r7a2NuXk5GjlypUeX9989tlnKiws1Ntvv62oqCjNmjVLjz76qEJDu9dLnGYMAEDg8ebz+4yug+IvBAoAAIHnrF0HBQAAwBd6fB0UAAAC0Yl2pw4dbe72+NYOpz7/6oSGnxOpiAEhXm1r1NBoRYZ59xh8g0ABAAS8qn+2qKWtez86e7C+WfPW7/XthP7liZljlBob3a2xUeGhSjk3ysczChwECgAgoFX9s0XZj7/t72l0ydsQeuuuSUTKvxAoAICA1rnnxJu9Fd44k694uqtzr0539wL1BwQKAKBPSI2NVvowu0+e++KRPnlanAZn8QAAAOMQKAAAwDgECgAAMA6BAgAAjEOgAAAA4xAoAADAOAQKAAAwDoECAACMQ6AAAADjECgAAMA4BAoAADAOgQIAAIzDjwUCAAJam7NVwRFfqKqxUsERvf9rxmdDVWOzgiO+UJuzVZJvfvAw0BAoAICAVt3ymaJSnta9H/h7JmcmKkWqbhmjcYrz91SMQKAAAAJaYtQItVTN1ZMzx2hUbGDuQTlU36zb1+9VYvYIf0/FGAQKACCghYdEyNU6TCm2C5Q2JDC/HnG1NsjVelThIRH+nooxOEgWAAAYh0ABAADGIVAAAIBxCBQAAGAcAgUAABiHQAEAAMYhUAAAgHEIFAAAYBwCBQAAGIdAAQAAxiFQAACAcQgUAABgHAIFAAAYh0ABAADGIVAAAIBxCBQAAGAcAgUAABiHQAEAAMYJ9fcEAPRtJ9qdOnS0udvjWzuc+vyrExp+TqQiBoR0+3GjhkYrMqz74wGYjUAB4FOHjjZr6tPv+nw7ZXOvUPowu8+3A+DsIFAA+NSoodEqm3tFt8cfrG/WvPV79cTMMUqNjfZqOwD6DgIFgE9FhoX0aM9Gamw0e0SAfoxAAeCVqn+2qKXtpM+e/2B9s8d/+kpUeKhSzo3y6TYA9ByBAqDbqv7ZouzH3z4r25q3fq/Pt/HWXZOIFMBQBAqAbjv2dbOCI77QXVefr6SYgT7ZRttJl+obWxVri1B4qG+uhHDk2Nd6fOt+Hfu6WSkiUAATESgAuq265TNFpTytZw/6eyZnLipFqm4Zo3GK8/dUAHSBQAHQbYlRI9RSNVdPzhyjUV6cYWOaQ/XNun39XiVmj/D3VAB8DwIFQLeFh0TI1TpMKbYLlDYkcM+wcbU2yNV6VOEhEf6eCoDvwaXuAQCAcQgUAABgHAIFAAAYh0ABAADGIVAAAIBxOIsHQLed6HBKkiq+aPDZNlo7nPr8qxMafk6kIgaE+GQbvr6MPoAzR6AA6LZD//pg/+/SfX6eSe+ICuctEDAV/3QC6LYpF8VLkkbFRivSh3s35q3fqydmjlGqDy8Gx48FAmYjUAB0W0xUmK6/JPmsbCs1NlrpwwL3YnAAzgwHyQIAAOMQKAAAwDh8xQPAp060O3XoaPfPmuk8w8bbM21GDY1WZJhvjosBcPYRKAB86tDRZk19+l2vHzdv/V6vxpfNvYJjVoA+hEAB4FOjhkarbO4V3R7f0+ugjBrquzN+AJx9BAoAn4oMC/F6z8bFI30zFwCBg4NkAQCAcQgUAABgHAIFAAAYh0ABAADG8TpQ3nnnHU2bNk2JiYkKCgrSpk2bPNZblqVFixYpISFBkZGRmjx5sg4cOOAx5tixY7rxxhtls9k0ePBgzZ49W83N/LooAAD4hteB0tLSoh/+8If6/e9/3+X6pUuX6qmnntKqVau0c+dORUVFKScnR62tre4xN954oz766CNt3bpVZWVleuedd3Trrbf2/FUAAIA+xevTjK+99lpde+21Xa6zLEtPPPGEFi5cqOnTp0uS/vznPysuLk6bNm3S9ddfr3/84x/6+9//rl27duniiy+WJD399NP66U9/qscff1yJiYln8HIAAEBf0KvHoFRVVam2tlaTJ092L7Pb7br00kvlcDgkSQ6HQ4MHD3bHiSRNnjxZwcHB2rlzZ5fP29bWpsbGRo8bAADou3o1UGprayVJcXFxHsvj4uLc62praxUbG+uxPjQ0VDExMe4xp1qyZInsdrv7lpSU1JvTBgAAhgmIs3iKi4vV0NDgvh05csTfUwIAAD7Uq4ESHx8vSaqrq/NYXldX514XHx+v+vp6j/UnT57UsWPH3GNOFR4eLpvN5nEDAAB9V68GSkpKiuLj47Vt2zb3ssbGRu3cuVNZWVmSpKysLB0/flx79uxxj3nzzTflcrl06aWX9uZ0AABAgPL6LJ7m5mYdPHjQfb+qqkp79+5VTEyMkpOTNW/ePD388MP6wQ9+oJSUFN13331KTExUXl6eJGn06NG65pprdMstt2jVqlXq6OjQnDlzdP3113MGDwAAkNSDQNm9e7eys7Pd9++8805J0qxZs1RSUqJ77rlHLS0tuvXWW3X8+HFdccUV+vvf/66IiAj3Y5577jnNmTNHV111lYKDg5Wfn6+nnnqqF14OAADoC7wOlEmTJsmyrO9dHxQUpMWLF2vx4sXfOyYmJkbr1q3zdtMAAKCf8DpQAAAwyYkOpySp4osGnzx/a4dTn391QsPPiVTEgBCfbONgPT/3cioCBQAQ0A7968P9v0v3+XkmZy4qnI/lTvwvAQAIaFMu+uYSFaNioxXpgz0cB+ubNW/9Xj0xc4xSY6N7/fk7RYWHKuXcKJ89f6AhUAAAAS0mKkzXX5Ls8+2kxkYrfZjd59vBNwLiSrIAAKB/IVAAAIBxCBQAAGAcAgUAABiHQAEAAMYhUAAAgHEIFAAAYBwCBQAAGIdAAQAAxiFQAACAcQgUAABgHAIFAAAYh0ABAADGIVAAAIBxCBQAAGAcAgUAABiHQAEAAMYhUAAAgHEIFAAAYBwCBQAAGIdAAQAAxiFQAACAcQgUAABgHAIFAAAYh0ABAADGIVAAAIBxCBQAAGAcAgUAABgn1N8TgP84nU6Vl5erpqZGCQkJmjhxokJCQvw9LQAA2IPSX5WWlio1NVXZ2dm64YYblJ2drdTUVJWWlvp7agAAECj9UWlpqQoKCpSRkSGHw6GmpiY5HA5lZGSooKCASAEA+F2QZVmWvyfhrcbGRtntdjU0NMhms/l7OgHF6XQqNTVVGRkZ2rRpk4KD/79RXS6X8vLyVFFRoQMHDvB1DwBIqviiQVOffldlc69Q+jC7v6cT0Lz5/GYPSj9TXl6uTz/9VPfee69HnEhScHCwiouLVVVVpfLycj/NEAAAAqXfqampkSSlp6d3ub5zeec4AAD8gUDpZxISEiRJFRUVXa7vXN45DgAAf+A04z7kRLtTh442n3bMOedlalhSsooXPagnV69Tu9PS51+d0PBzIhUWEqR771+sYckjdM55mar4ouF7n2fU0GhFhnGMCoDA0533ym87WN/s8Z/e4L2y5zhItg/pPJDr3/m68j0d3bREkanjZZ9wnQacO0Id//xMDe9v0ImDuzQ0r1gDL7jstM/BwWIAAlV33yt7A++Vnrz5/CZQ+hBv/q3gjVdf0eMPLdQXRw67lw1LHqG7Fj6kyT/92b99PP9WACBQebsHpbXD6d7THDHAu/c93is9ESh9SNU/W9TSdtInz+10OrX59W16cvMu3T5tvKblXOWzU4ujwkOVcm6UT54bABAYCJQ+4pO6L/XTZ1/y9zR6zauF+bowboi/pwEA8BNvPr85SNZgB44dUlTK0/6eRq85cGwMgQIA6BYCxWCJUSPUUjVXT84co1Gx0f6eTo8dqm/W7ev3KjF7hL+nAgAIEASKwVyuAXK1DlNLU7xcNt8cBX4mB391l7O1Wa7WowoPifDJ8wMA+h4CxWCH/nXO/X+X7vPzTHpHVDh/bgCA7uETw2BTLoqXJI2KjVakj/ZuHKxv1rz1e/XEzDFK9eHXSJzFAwDwBoFisJioMF1/SfJZ2VZqbDQXEwIAGINA6UO8vfiQ1PNLOHPxIQCALxEofciho809vnzzvPV7vRrP5ZsBAL5EoPQho4ZGq2zuFV49pqdn8YwaGrinPQMAzEeg9CGRYSE92qtx8cjenwsAAGci2N8TAAAAOBWBAgAAjEOgAAAA4xAoAADAOAQKAAAwDoECAACMQ6AAAADjECgAAMA4BAoAADAOgQIAAIxDoAAAAOMQKAAAwDgECgAAME5A/pqxZVmSpMbGRj/PBAAAdFfn53bn5/jpBGSgNDU1SZKSkpL8PBMAAOCtpqYm2e32044JsrqTMYZxuVyqrq7WoEGDFBQU5O/pBLTGxkYlJSXpyJEjstls/p4OwN8kjMPfZO+xLEtNTU1KTExUcPDpjzIJyD0owcHBGj58uL+n0afYbDb+wYNR+JuEafib7B3/bs9JJw6SBQAAxiFQAACAcQiUfi48PFz333+/wsPD/T0VQBJ/kzAPf5P+EZAHyQIAgL6NPSgAAMA4BAoAADAOgQIAAIxDoAAwTklJiQYPHuzvaQDwIwKlj3I4HAoJCVFubq6/p4J+6OjRoyosLFRycrLCw8MVHx+vnJwc7dixw99TQx918803Ky8vz9/TQC8KyCvJ4t9bvXq15s6dq9WrV6u6ulqJiYn+nhL6kfz8fLW3t2vt2rU677zzVFdXp23btunLL7/099QABAj2oPRBzc3NWr9+vQoLC5Wbm6uSkhKP9a+88op+8IMfKCIiQtnZ2Vq7dq2CgoJ0/Phx95h3331XEydOVGRkpJKSknTbbbeppaXl7L4QBKTjx4+rvLxcv/vd75Sdna0RI0bokksuUXFxsX72s59JkpYvX66MjAxFRUUpKSlJv/71r9Xc3Hza5/3b3/6msWPHKiIiQuedd54efPBBnTx5UtI3v+/xwAMPuPfYJCYm6rbbbvP5a4WZJk2apNtuu0333HOPYmJiFB8frwceeMBjzPHjx/WrX/1KcXFxioiIUHp6usrKytzrX3rpJV100UUKDw/XyJEjtWzZMo/Hjxw5Ug8//LB+8YtfKDo6WiNGjNArr7yio0ePavr06YqOjlZmZqZ2797t8TjeW71goc9ZvXq1dfHFF1uWZVmbN2+2Ro0aZblcLsuyLOt///d/rQEDBlh33XWX9cknn1jPP/+8NWzYMEuS9dVXX1mWZVkHDx60oqKirBUrVlj79++3duzYYf3oRz+ybr75Zn+9JASQjo4OKzo62po3b57V2tra5ZgVK1ZYb775plVVVWVt27bNuuCCC6zCwkL3+jVr1lh2u919/5133rFsNptVUlJiHTp0yNqyZYs1cuRI64EHHrAsy7I2bNhg2Ww269VXX7U+++wza+fOndYf//hHn75OmGXWrFnW9OnTLcuyrB//+MeWzWazHnjgAWv//v3W2rVrraCgIGvLli2WZVmW0+m0JkyYYF100UXWli1brEOHDlmbN2+2Xn31VcuyLGv37t1WcHCwtXjxYquystJas2aNFRkZaa1Zs8a9vREjRlgxMTHWqlWrrP3791uFhYWWzWazrrnmGuvFF1+0Kisrrby8PGv06NHu91/eW71DoPRBl112mfXEE09YlvXNh8W5555rvfXWW5ZlWdaCBQus9PR0j/G/+c1vPAJl9uzZ1q233uoxpry83AoODrZOnDjh8/kj8G3cuNE655xzrIiICOuyyy6ziouLrQ8//PB7x2/YsMEaMmSI+/6pgXLVVVdZjzzyiMdj/vKXv1gJCQmWZVnWsmXLrPPPP99qb2/v3ReCgHFqoFxxxRUe68ePH28tWLDAsizLev31163g4GCrsrKyy+e64YYbrKuvvtpj2d13322lpaW5748YMcL6j//4D/f9mpoaS5J13333uZc5HA5LklVTU2NZFu+t3uIrnj6msrJSH3zwgX7+859LkkJDQzVz5kytXr3avX78+PEej7nkkks87n/44YcqKSlRdHS0+5aTkyOXy6Wqqqqz80IQ0PLz81VdXa1XXnlF11xzjd5++22NHTvW/XXjG2+8oauuukrDhg3ToEGDdNNNN+nLL7/U119/3eXzffjhh1q8eLHH3+Qtt9yimpoaff3117ruuut04sQJnXfeebrlllv08ssvu7/+Qf+UmZnpcT8hIUH19fWSpL1792r48OE6//zzu3zsP/7xD11++eUeyy6//HIdOHBATqezy23ExcVJkjIyMr6zrHO7vLd6h4Nk+5jVq1fr5MmTHgfFWpal8PBwPfPMM916jubmZv3qV7/q8jv85OTkXpsr+raIiAhdffXVuvrqq3Xffffpl7/8pe6//35NmjRJU6dOVWFhoX77298qJiZG7777rmbPnq329nYNHDjwO8/V3NysBx98UDNmzOhyO0lJSaqsrNQbb7yhrVu36te//rUee+wxbd++XQMGDDgbLxeGOfX/96CgILlcLklSZGRkr28jKCjoe5d1bpf3Vu8QKH3IyZMn9ec//1nLli3TlClTPNbl5eXp+eef1wUXXKBXX33VY92uXbs87o8dO1Yff/yxUlNTfT5n9B9paWnatGmT9uzZI5fLpWXLlik4+JuduC+++OJpHzt27FhVVlae9m8yMjJS06ZN07Rp01RUVKQLL7xQ+/bt09ixY3v1dSDwZWZm6vPPP9f+/fu73IsyevTo75wSv2PHDp1//vkKCQnp8XZ5b/UOgdKHlJWV6auvvtLs2bNlt9s91uXn52v16tV68cUXtXz5ci1YsECzZ8/W3r173bvdO2t/wYIFmjBhgubMmaNf/vKXioqK0scff6ytW7d2ey8M+q8vv/xS1113nf7zP/9TmZmZGjRokHbv3q2lS5dq+vTpSk1NVUdHh55++mlNmzZNO3bs0KpVq077nIsWLdLUqVOVnJysgoICBQcH68MPP1RFRYUefvhhlZSUyOl06tJLL9XAgQP117/+VZGRkRoxYsRZetUIJD/+8Y915ZVXKj8/X8uXL1dqaqo++eQTBQUF6ZprrtH8+fM1fvx4PfTQQ5o5c6YcDoeeeeYZrVy58oy2y3urdzgGpQ9ZvXq1Jk+e/J04kb4JlN27d6upqUkbN25UaWmpMjMz9eyzz+o3v/mNJLl/SjwzM1Pbt2/X/v37NXHiRP3oRz/SokWLuJYKuiU6OlqXXnqpVqxYoSuvvFLp6em67777dMstt+iZZ57RD3/4Qy1fvly/+93vlJ6erueee05Lliw57XPm5OSorKxMW7Zs0fjx4zVhwgStWLHCHSCDBw/Wn/70J11++eXKzMzUG2+8oc2bN2vIkCFn4yUjAL300ksaP368fv7znystLU333HOP+/iSsWPH6sUXX9QLL7yg9PR0LVq0SIsXL9bNN998RtvkvdU7QZZlWf6eBPzrt7/9rVatWqUjR474eyoAAEjiK55+aeXKlRo/fryGDBmiHTt26LHHHtOcOXP8PS0AANwIlH7owIEDevjhh3Xs2DElJydr/vz5Ki4u9ve0AABw4yseAABgHA6SBQAAxiFQAACAcQgUAABgHAIFAAAYh0ABAADGIVAAAIBxCBQAAGAcAgUAABiHQAEAAMb5P4RhrM+aifblAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# individual attribute box plot\n",
        "plt.boxplot(df['Age'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 430
        },
        "id": "xoHOJJBFwqWy",
        "outputId": "3c1354f2-2df7-4d91-988f-6f6eb1f1b7fd"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **Pie Chart**"
      ],
      "metadata": {
        "id": "cA3Akx0KwyhV"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.pie(df['Age'], labels = {\"A\", \"B\", \"C\", \"D\", \"E\", \"F\",\"G\", \"H\", \"I\", \"J\"},\n",
        "autopct ='% 1.1f %%', shadow = True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        },
        "id": "mK-V315hw0jJ",
        "outputId": "e5002717-1ce0-45c6-c126-febe4b3b141e"
      },
      "execution_count": 10,
      "outputs": [
        {
          "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": [
        "plt.pie(df['Income'], labels = {\"A\", \"B\", \"C\",\"D\", \"E\", \"F\",\"G\", \"H\", \"I\", \"J\"},\n",
        "autopct ='% 1.1f %%', shadow = True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        },
        "id": "f3St9nK0w3yp",
        "outputId": "eecd4028-cc0a-4d1a-cad5-c2e8019d9fe1"
      },
      "execution_count": 11,
      "outputs": [
        {
          "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": [
        "plt.pie(df['Sales'], labels = {\"A\", \"B\", \"C\",\"D\", \"E\", \"F\",\"G\", \"H\", \"I\", \"J\"},\n",
        "autopct ='% 1.1f %%', shadow = True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        },
        "id": "G7EyeH9Zw59J",
        "outputId": "642536bb-ab1f-4558-ab19-2063ddd3cf0e"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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s5CqnmHnTwdbn4ZOHox1FXBBJ4STY6+t5+6mnGPO/L0gZpPspDxRdKMy0KlEH6Sy3HhOism6n/vcYFL0T7ShUTxSs7yOX08nb//wnmZ9+RnZLnJQsjnHTyvVsGNr9cXJA5vCzh/GWefEf9pMwJYGhd3d8oqvIRc2/a/BX+dGn6slYkUHKwpQuzxuoD7D///Z3eHzEAyOwFFo6fU7IFaLqb1W497oxZBnIuyEP81Bz288PP3cYQ4aB9LPSu31dOkXLTXaxMr5rCrxxK6R/Ahmjox2Maomk0Ad+r5f3nnuO0OpPGNXQEO1wBo3R5T3sS1dAY9CQdloazZuaOz0kUB+g7HdlpC5JJf+WfNx73FQ9XYUuWUfCpBO3SIbdNwxjrrHte52t67dR/dv1hH1hRv5kJE2fNFH1dBWFPy4EwFPswVPiIeeanB69rFN8NrLDcVz8LhICLfDy1XDTJ2AULcu+EN1HvRQKBvnwpZeoWL2a2VViBshAyunhuILGqCH3ulxSF6eiS+r8A7vp0yYMGQZyrszBlGsi7bQ0kmYm0fhBY7fn11q16JP1bV+SruuY/NV+kuckY8w2krI4Bf/h1nEnJaRw+NnD5F2Xh6TpwViJAjfbxaYzPdKwv7XFIKaF94lICr2gKAqfvfEG2z74gCXlFWjF1NMBpQuFmXY4Mnd/nmIPtvG2do/ZJtnwHOx+bKj8D+UU3VVEycMlNG/tvCVylKnAhKvIhRJWcO10YSowAVD/Xj3WsVbMw80nfP5RY4OJTPF3n7CEI/a+A1/8JtpRqJJICr2wfc0avnrvPRbW1GAWA8tRMa0sMvsrhJyhDq0IXaIO2SsjBzofyNWYNGRfkU3BHQUMvWcollEWyv9YfsLEkHFOBpJWYv99+2ne0kzeN/Pw1/hxrHGQcX4GVc9Use//9lH+l3LCnq5vMr7hFONWvfbpw1D8cbSjUB0xptBDlcXFrH7lFWymqRwYvxyr5y/YWsR4wkAbFcX1CroEHenLjw0IW0ZYCDlCNLzfQOK0zldcay1aCm4taPfYoV8eIvvybJxrnQTqA4x+dDRVT1dR91YdOVd2HF/IDFk5zyX24ug1RYbXboSbP4OUYdGORjVES6EHWux2Vv3rX3idOoxMJKBksnHWD6gaPjvaoQ06uYeb0Uag106XpCPkDLV7LNQcQmPWoDH0/G1hHmEmUNvzRGX/wo7WoiVxeiLuvW4Spyci6SSSZiXh3uvu9DkXucQU1D7z2uHlayAk1hD1lEgK3QgFg3z08suU7S0hxXYaR39limxk39Br2THrWjFrfADpgqGIjCtYCi24ilztHnPtdmEZ2fnU0q74yn3oknvW4A41h1pbA0dmGymyghJuHQxVwgqd/SGZZT3XOcRitZNSsxM+/km0o1ANkRS68dYLL/Pp+x+TnX4WhE1f+6lEg3UOaxc/gMeSHI3wBqXpPRhX8FX58JZ5CbvDyF4Zb5kXb9mx6ZypS1IJ1AWoebkG/2E/jasbcW5wknZmWtsxjR83cuiXx9YF2L+041jnwH/Yj/+wn7q367B/YSfttDR6ovrFatKXp6NPaa3jZBllwfGVA99hH02fN2EZ1TEhne4xYVNCHR4Xemnd41DyWbSjUAUxpnAC+/Yc4LP/bSYULoRgZpfH+clhw9wHGHPgBXIqtg1cgIPU6PLuPyTLfltGsPHYuoaDD7XebU98ZiIAhgwDQ+8ZSs1LNTR+1IguRUfe9Xnt1iiEWkIE6tp3DdX/t55AQwBJK2HMMVJwewFJs5K6jadlZwuBugD5N+e3PZa2LA3vIS8lPy3BPMJM5gXt/8Y0isTNdrFJU2Qo8MZtcPtXYO56gaIAkqKIybydsTc5+OcTL1Bf7SAvNAsNPanSKZPZsoaJm//d7/ENZkG9jmvvgbA22pH0rzm+JP5evTPaYcQV77QbMJ//22iHEdNE91EnQqEQ7771IeVlleQbJvcwIQBoqEtYyFeLv4/PJFZT9hd9hMYVYt2N9rpohxBXSvIvZMmWhby7ozraocQ0kRQ68dX/1rNl43aGpY9D8ti6f8LX+Mhn3SkPUpc3oR+iEwCmlRm7P0jFRgQTmOurjXYYcUG2ZPCnrJ+xtPhSavwGHnxrF40uMRupKyIpfE1FeRWrP/gfidZkDM7cPp9Hli3sGnUrRVMvjmB0wlGjK+J7T4GrmkWNo0jYb53Fab5f8puykW2PNboD/OitXVGMKraJpHCcYCDIqrc/prm5hQxGR6DTWkN18lLWnfp/BAy9m+oonFjuYWdE1ivEopSwmYubRTXUk+GXTDzsu4wzGu+hxPP1WYPw3s4a0Y3UBZEUjrP+q80U7drH0PQx0BK5PmuPZhhfLXiIhuzYKOfrl2V+UH2Y8w8dYtK+vdxZVdnpcRs8bi4uPcSU/fs4s+Qgbzgd3Z77S7eLK8pKmbl/P/OLD3B3VSVVwa4XdwVkmfurDzPrwH7OKjnIV+72C7j+0dTIz2trOjxPHwgxtTo+920+36VBh5j/0VcHNCM5w/0T/sYFJzzuwbd24fTGd4uzL0RSOKLmcC2ffPg5CbYk9PaelTLuDVm2sWPcneyfdG7Ez91bYcAoabgmJYV5Fmunx1QGAtxWWclsi4XXhw7j2pRUHqyp4Uu3q9Pjjz7nzqoq5lisvD5sGH/LL8AeDvOtE1STfcXpYLfPx4tDhnJpcjL3VR/m6IS4ykCAVx0Ovp2e0elzI1UHKZYYFR03OEqiHYYqBdHzePhCTvf8jDJNQbfHN7oD/P7jjvtjDHYiKdA622jVOx/T1GgnUzMGQv20fEPRUpl2FhsW3kNA37FJO1AsGg0PZWdzaXIy6brOu8hedjrI0+u5PzOLkUYjV6ekcEZCAs812bs8726/D1lRuDs9nSEGA+NNJq5PTWWv30+wi5nPJYEAS202RhmNXJWcQlM4jP1I9dmf1tby3YxMbNrOYxzT0/0VVGSRx0KyLAZBe6tcU8AKz4P8Knhpr573/NoyiutEscHjiaQAbN6wjZ3b9lCQNRKc/T/V0aUtZO3Ch2jKGNHv1+qrbV4v86ztWxHzrVa2+boeAJ1gNCFJEm84nYQVhZZwmP82NzPPYkEvdb5nwBijkS1eLz5Z5ku3mwytjhStlrebnRg0EqcldP3vkXvYiSaOxhUkBW5xdN6VJ3QujJYX5LNY5H6YvZqR3T/ha0Kywk/e3tMPkanXoE8KDXWNfLzqc8xmE6aWXGBgNocPy4lsm3g3xePPHJDr9VZDKESatn2LKU2rwyXL+OTOqz3lGwz8Pb+A3zfUM3X/PuYUH6A2GOK3uXldXueipGTGGI2sKD3EU02N/DY3F6cs8+eGBn6YmcUf6us5s+QgN1VUUBts3zLQB0JMqYmf9QpTAkmMDjiiHYZq1GqyuMzzPR4IfANF6nvr/osDDXy8R0z/PWpQJ4VwOMwH731CfW0D2YkjwNuzDU8iRtFRnnkeG+ffRUir/v7x+lCIB2uqOT8xiZeHDuO5giHoJfj24Sq6WjivlyR+lJXNRyNG8srQYcywWPhVXR3XpKRQ5Pex2tXCG8OGM9ls4pG6jm/c6aXq/70ddZ2jKdohqIKMxFvKYha4f8FmTWTWAj38XhGBkChtCYM8KWzfsoutm3aQl5eD1Nizomb9oUU/lq8WPYQjtfvBsYGSrtPRGG5fY6gxHMKm0WDSdP5n85LDToJWy72ZmYw3mZhpsfDLnFzWeTzs8Pl6dN31HjcHA36uSk5ho8fDqVYbFo2G5QmJbOhkY6MxFfFRLC4vZOM0z4m3d/2gOMTcv7tJeLSZjMdauPgVD6WOE3+QbakOc/rzbpJ/0Uzar1q4+W0vrsCJZzb9+is/mY+1kPlYC7/5qv34xvrKEDOechGSozM7qkmTxvW+73C3/2aCUuQWMB5qcPP0GjENGAZxUvC4PXz64RfodFosoWwIRPeOMyQns2XKdzk0ZklU4zhqqtnMOnf7D+G1bg9TTV23pryy3KHzTXtkLEHuwRRLvyzzs9paHsrKRitJhBUIHXleSFE6LVGeW9UcF+MKlzefeND8kF3m/H97WDpcy7ZbbHxwjYUGj8JFL3e9A+DhFpnTnnNTmKJh/Y1WVl1tYXe9zMo3ux4X2lEb5sFP/fz7EjMvXWzmgU/97Kxt/QWHZIVb3/Xx5DlmdD3ZVzqCFOBj5jHf9Qs+Z0a/XONPnxRT3yIG+QdtUlj/1WYqyqvIzcmFxhipmqjoOZRzCZtPuY2Q1L/V3or9fop8PpxhGVdYpsjno+i4u/nLk5KpDAb4dV0dJX4/L9ntrGpp5trUY7+rf9ntXF9xrIrnIquNXT4fjzc0UBoIsMfn44fV1eTqdIwzdj/b6onGRk612hhvaj12mtnMRy0t7PP5eNFhZ5q5Y0IyBIJMVvm4QoJs5ErnifdM2FwdJqzAz5caGZmqYXqOlnvnGdhWIxMMd55w39kfQq+V+Ms5Jsaka5mVp+XJc0y8VhSiuKnzFsbeBpnJWVqWDtexbISOyVka9ja0HvvYmgCnDtExK29gKxE2S0nc5buDG3134dV0PoU6Elz+EL9atbffzq8WgzIpNDY08eXn60hMSkDrTIu5cptOw0TWLv4xzUmRXy9x1K2VFVxcVsqnbhcbvB4uLivl4rLStp/nGww8kZ/PVx43F5aV8oy9iZ9mZ7PAeqwWlD0coiJwbGHaXKuVx3JyWe1q4eLSQ9xcWYFeI/FUfkGXXU5HHfD7WdXSzJ3px7a7PDMhgUU2G9+oKGe/38/3M7M6fe4MlddBOtttwNTNVk0zcrRoJHh6a5CwrOD0KTy/I8hpI7TotZ3ftftDYNCC5riZX2Z96/9/2UX58UmZGvY3hil3ypQ5ZPY3ykzM1HCwSebpbUF+vnRgf9drpemc6n6Ud5g/INd7dUslOyodA3KtWDUoS2f/97X3WP3B/xg1YjRS2RBQYjM3SlKAERWvMbT4y2iHEtNKh6dx3xXOaIfRJzpFy/sVNWSHu6919HlpiMte9dLoUQgrMC9fy3tXW0g2dZ4UdteFmfpXN48sNXL3XAPuANz0tpfXikI8stTI9xd2/gH/5KYAv1vXmuzvmWvg1pkGTnvOzZ2zDYRk+PFnfvRa+MNyE6cO7Z81PR7Jys/8l/OSfFq/nP9ETh2dwXPfHLxb7Q66TXYqyqvYuG4rGZlpSE1pMZsQABTFwMH8K2hKH8uU9f9Eo4jZEZ3JrWpGI4Mcu/+UXZrvs/UoIdS4ZG5628d1U/RcOVFPS0DhwU/9XPKKh4++YUHqZB3IhEwtz15g5jsf+Pj+aj9aDXxrtoEsq8SJhgRundmaCI56dluABKPEvHwtY/7sYuNNViqbFa541cuhu20YdZEdX9ghjecm183Uarve2Ko//W9/PTsqHUzOT47K9aNNhW+jvlMUhc9Xr6Gl2UWKNQOae18We+BJ2E3T+Grxg7gSo/MmiXWGQJBJNWr4t/waBW6yH+7RoX/ZECDJBL863cS0HC2nDtXxwkVmVh8Ks76q65H2qybpqbk3garv2Gi8L4EfLzZS71EYkdKzt36DR+Ynn/v501km1leFGZ2mYVSaliXDdQRl2N8YuRsVv2TiF8GrOM/7QNQSwlF/+qQ4qtePpkGVFPYXFbNz225y87LAnsJALVSLhICSwcaZ36Ny+OBt1p7I9FL1jSuMCyYyxd/Yo2M9QTrc3R8dSujJ7NAsmwabQeLl3UFMOjh9ZM86Ce75wM89c43kJ2oIyxA8LgeE5NZurEg4oBnJ6e6f8WQ4+rXBAD4uqmVfzeAsfzFokkIwGOLTj78kFApjNSWppJXQniIb2T/0WnbMvrabYcnBZ2yF+ualfsPZ3ONjzxmtY2OVzE8/93OgMcyW6jDXv+VlaJLEtOzWiRIbqsKM/bOLquZjfx1/3hBgS3WY/Y1h/rIhwJ3v+Xh0mbHLcYjjfXQwxP7GMHfMbt15cFaelr0NMu8fCPLU5gBaSWJM2sl9hBxfxK5c0/XK94GmKPDnTwdna2HQjCns2LqLA3uLySvIBXsSamoltCfRYJnD2sVDmbbxL1jcYhUsQF6VU1XjCpkhKytcRT0+fulwHS9ebOZXa/z8ao0fi15iXoGWVddY2mYUeYIK+xrldnfzG6rCPPSZH1dAYWy6hr+ea+IbU7pfk+MNKtz5vo+XLzG3zV7KT9Twp7NMXP+WD6MOnr3A1HbtvijXFHCz6+Y+1SwaCO/uOMw9p41iRIb6biBPRkzNPlq5ciXPPvts2/epqanMmjWLX/3qV0yePLnP5w34Azz++39QfbiGIQVD4WDszjjqDUnjY0zxv8gt3xLtUGLCz69LZkdu16W9Y8ltDjO32/dFO4yoCKPlRfkMHvRfeVI1iwbCJTPy+fWlU6IdxoCKuU/G5cuXU11dTXV1NatXr0an03HuuSfXz7hn1z4qyirJyckCR2JcJAQARTaxd8T17JpxVbRDiQlqWa9gkQ1c5zjxYrV4dbSI3Y9OsojdQHlzaxWV9q5XjcejmPt0NBqNZGdnk52dzdSpU/ne975HRUUF9fX1fTpfOBxm3ZqNaDQa9Hrjka6jeKKhLmE+Xy3+AT5zfO5E1lNjVDKucLrHhFWJj5pNPSWj4U1lSUSL2A2EkKzw5OeDK4HHXFI4nsvl4oUXXqCwsJC0tL4VrNtfVMzB/YfIzsls3SshxlYvR4qPPNbN+xG1eROjHUrU5FW2rleIZVpFw8320miHMaCOFrH7tv+miBaxGyivbKqkrrlnBR3jQcwlhXfeeQebzYbNZiMhIYH//ve/vPzyy2i6KZPQGUVRWP/VJsKyjMlsjsNWQnuybGH3qFvYM+2SaIcSFUZ/gAm1sT0oOMufwJCQOsY9Tlb7InbTox1OnwVCMv9aX979gXEi5pLCkiVL2LZtG9u2bWPDhg2ceeaZnHXWWZSVlfX6XKUl5ewrKiY7OwNarBDU90PEsUZDTdIS1p56H35TbH9A9ocZZdHb5rQnbrDXRTuEATFQRewGyqubK5GjVC58oMVcUrBarRQWFlJYWMisWbP4+9//jtvt5m9/+1uvz7Vh7WZ8Xj+2BFvrAPMg4tUMZe0pD1KfMzbaoQyosV0UeosFI4IJzPXF/w5fA13EbiBUObx8fqBv45pqE3NJ4eskSUKj0eD1dl8f5njVVTXs2l5EemYaSkA/8LuqxQBZtrJz7O3sm3xetEMZMHmVzUgxekd3lbN3f8Nq45asfD/wTa703otDkxztcCLu3xsGRxdSzCUFv99PTU0NNTU1FBUVcdddd+FyuVixYkWvzrNp/VaanS0kJyeCQ9319k+KoqUq9UzWL/wOAUNsd61EQuu4Quz9e6eEzVzcEr87e23XjGeJ65GoVDUdKJ/srRsUm/DEXFJYtWoVOTk55OTkMGfOHDZu3Mh//vMfFi9e3ONzNDXa2bxxO2npR+obqbCkRaS5tSNZu+DHNGXG5urRSJpRHnszXM53adD1YPc5tfFLJh4NXsX5ngeo02ZEO5x+FQwrvLq5Mtph9LuYSgrPPPMMiqK0fTU3N7NhwwYuvvjiXp1nz859OJocpKalgMsK4dhfJDMQwnIC2yZ8iwMTlkc7lH41tiy21isYFR03OEqiHUbEHS1i99cYKWI3EF7eWE4ki0CsXLmSCy64oMPjn332GZIk4XA4InatnoqppBAJoVCIzRu2YTabW6exOkUroR1FR0XGCjYu+BYhbXT3pe4v+VXNPSsdOkAWeywky/HT7RCrRewGQmmjh7UlPatsq1ZxlxRKisuoqjhMRmYaSkgDbku0Q4pJLboxfLXoxzhSh0Q7lIgz+gJMqIuNcQVJkbjFHj9dDuWaAlZ4HuRXwUujHUrUvLyxItoh9Ku4Swo7t+0mGAphMpugxYZ6q6H2v5CcxJYp36Vk7LJohxJxsVIHaWogkVFBR7TDOGlhtDwvn8Ui98MxW9V0oLy/qwaHJ9D9gSoVV53tDruTXduLSE1Jbn3AGRt3izFN0VGafRH21DFMWf8UunDszvPvjbHlYZgT7SjgOof6uxpqNNnc4bqhtWaRuMciEJJ5e0c135g7NCLnO1rF4XjhcPTGxeKqpbC/qBiH3UlyajKKXw/+2LhbVAOnYQJrT32I5uScaIcSEQWV0R9XyA/ZWObp2XabsehoEbuF7kdVVcRuIKzaVR2xcx1fxeHo19///veInb+34qaloCgK27fuQqfXodVqUBzqX1o/0IJKKpun3c/wytcZduB/0Q7npBh9AcbXJ7Enyx21GC5vVm8XQ5MmjXs817fWLBKtgw7WlzRhdwdIsZ78ZI2jVRyOV1kZvXGouGkpVFfVUFpSTnp6ausDLjHA3BeKoqck7zK2zr0JWVL3n0c06yAlykaucKpvGmq8FLHrbyFZ4aM98VmyRN3v+uPsKyrG1eLGlmBtnXXkE11HfSdhN01lzeKHcCVmRjuYPhsXxfUKZ7v1mFS2k3a8FbHrb+9HsAsplsRFUgiFQmzbvBOrzYIkSUemoYo278kKKulsnPF9KkbMjXYofZJf1RKVcQW9ouUmu7pKWsRjEbv+tqa4kRZfMNphRFxcjClUV9VQV1NPWlvXkbjLiRRFMXBgyDU0pY9l0sbn0Cjqufs1ef2Mq0+iaIDHFU7x2cgMq6P4nVuy8nPfFbykLIuTW8SBEwjLfHmggbMm9X1yxjPPPNPp44sXL47oyuneiIs/g0Ml5Xi8PswWE4oMuAdfRdT+JdFomcXaxQ/gtqVGO5hemTnQ4woK3GxXx4yjtiJ2SvytUxkoq/fG3/4Yqk8KiqKwd/d+TEZDa9eR1wyK6l9WTPIrWWyY/UOqhs6Idig9NrZ8YMcVxgcTmeyP7bUJg6mIXX/7bF9d1O7o+4vqPz0bG+xUlh8mOeXIVpti1lG/UmQT+4avZOfMq1UxjFpQ2TKg1/uGs3lAr9dbg7GIXX9qcAXYVuGIdhgRpfqkUHaonJZmFwmJR1YEiqQwADTU205h3eIf4jXH9r7XJq+fsbUD8zeRFbJyris2N2IZzEXs+tuncdaFpPqkULyvBEnTujub4tdDaDDswxwbfOSyft6PqMmfFO1QTmhm2cCMMV3sis22kyhi17/WlTRFO4SIUvXsI4/Hy4F9B1t3VwPwqG+AecvBz/hg64vUOSuxmZJYNOECTpt6+Qmfs2rLv9hdvo7KxoPoNDoeu/6/3V7n4+2v8PG2lwE4ferlLJtyWdvPSmuLePnLP3DvhX9Bq9H2Kn5ZNrOn8GYaM79gwpZXevXcgTK2QobZ/XsNi2zgWsfB/r1IL4XR8qJ8Bg96r0TRqPqtHtO2VzoIhmX0WtXfYwMqTwplJeU47E4Khh5pDnvVtWBtd/l6nvnkES6dfxfj8mdQYy/nxf/9Fr3OyKKJF3T5vHA4yLQRixieNZ61e9/v9jpVjQd5d9Mz3Lr8YVAUnlz1Q8bmzyQvbQRhOcy/v/g9V556T68TwjEaahMX0bxoONPW/wWTz9XH8/SPIZX9389/hseIVYmdYoKiiN3A8YdkdlU5mTYkJdqhRISqU9uhknJC4TB6/ZEuI5+69iDecOBjpgybz8LxK0hPzGXi0LmcMe1KPtr27xPOaDhn1kqWTr6E3NThPbpOraOCvNQRjMmbxpj86eSmjaDW0VoT/uPtL1OYM4mhmWNP+vV4pSGsO+VB6nLGnfS5Isnk8TOmrv/WrmgVDTfby/rt/L0hithFx+Yye7RDiBjVJoVwOEzRzn3YbK1vdiWkhaC6xhNC4SC6r+1+ZtAacLjraXJFrq5Kbupw6pyVNLXU0tRSS52jktzUYdQ7D7Nu3yrOnfXNiF1Llq3sGnMbe6dcELFzRkJ/rleY7U+gIBT91lGTJo3rfd/h2/6bCErqajWr3abS+EkKqu0+qq9rpKnJTtLR8QSVdR0BjMufyetrn2Bf5RZG5U2l3lnF6h2vAuB0N5KWkB2R62SnDGXF7Bv487v3AXDenBvJThnKn975Py6YczNFlRt5b9NzaDU6LjnlDgpzJ5/kFbUcTjkd56mFTFv3OIaA5+RfxEkaVy7DrP459zft0Z19ogCrmcddrm+KmkVRsrlcJIWoq62uw+PxkpOb1fqAV11dRwDzx51DQ/Nhnlz1Q8JyCJPByuKJF/He5mfRRLhC6cLxK1g4fkXb9+v2fYBRb2Z41nh+9vJK/u+ix3G46vnn6p/zk6teQB+B/ZvdmuGsXfAgE3f/g7TaAyd9vpNR0E/jCiODCcz1RW8aarOUxPe91/Au81Xc7le/+hY/5Y0ehqSpf0q8apNCzeFaUECjOfJOUNl4AoAkSVww92bOm30Dzd4mbKZk9lVtASAtsf82u3F5nby/+Xm+fd7vKK3bS2ZSftuXLIeoc1SSlzYiItcKywlsH38XBRmrGLXrvYicsy/MHj9j6pLYlxnZOkhXOaPXClorTedW9404Ncn9dg130Rc4171CqOkwGksiCdPPJWnOxSd8TuUT3yTc3L71lLzoOpLmdj0ltmn133DvWo2kN5G86DpsE5Yci2Hvl7h3rSbzkodO7sX0s83lTSIpRFNJcSkmU2uXkaIAvpO/s40WjUZLsrW13MDm4k8ZnjWeBHNyv13vtbWPs2TyxaTYMiiv30dYPlYKIiyHUSJd9E7RUpF+DvYFo5i27kn0IX9kz99DM8pNEU0KqWEzF7Xsj9j5emqgith5D26i4Z1fk3raLZiGTyfYWEHTqj8h6QwkzlhxwucmLbiahCnL276XDF1PF/cUr8dd9DmZl/2MkP0wje//AfPw6WgtSch+N47/PUfWFT+P2OvqL5tK7Vw4LT/aYZw0VTY4W5pd1NbWY0s40n/qM6qy3pHL6+SLPW9TYy+nsqGYV9f8ma0ln3PxKXe0HVNat5efvbwSh7u+7bGmlloqG4qxu+qQFZnKhmIqG4rxB7uvzFlUuYk6ZyWnTjgfgCEZY6h1lLO7fD1f7nkHjUZDZnJB5F8s4NKNZu2pD2FPH9Yv5+/OuPLIJrvzXRI6BrbuzUAWsXPt/hTLqLkkTDsbfXI2lpGzSJx7Kc3rX+u23o/GYEFrS2n70hi6bskHGyswFUzCmDMK6/hFSAYLIWfrRAv7p0+TMO1sdCrY1yNeZiCpsqVQW1OHq8VNQUFu6wMqHGQ+av2+D3hj7ZMADM8az90rfsuw46aHBkI+ah0V7e7m3930DOv3f9j2/S9euwWAb634DaNzp3Z5rUDIz3++/BPfPO1HbWMWKbYMLp1/Jy989hg6rZ5vLL4fg67/fp8hOYmtk+5haM07jCz6qN+u05khFZGrg2RUdNxgH7id1fySid8GLmqtWdTX5SS9FQ4i6dv/LUg6A+GWBsLNdeiSsrp8qnP9f3B+9W+0iRlYxy8icdYFSF2sgzFkDMe17QPCPhchRw1KyI8uJRdf5W4CtQdJPeO2iL6s/rK/tgWXP4TNqMqP1TaSosISf19+to5X//0Wo8eMBECpzoDmhChHJfRWYnAPU9c9hS48cBuV/ODGRIozTn4cYLk7kcfqdkUgou4d0IzkBtetA16zqGXbKuyf/I2Mi36EaehkQvZq6l77GaGmSrKveQxjXufrUZo3vIEheyQaUwL+qiIcnz+LddJppC67qctrOb78F+7dnyHpDCQvvBrzyFlUP/Nt0s65B39VES1b3kFrTiT1zDsxZAztr5d80t66Yz5TCpKjHcZJUWVKqyirRKc97q4joK71CUKrZv14vlr0EFO2PkGSvWpArjmrzHzSSUFSJG62V0Qooq4F0fNUaAWPhS6JSkevbcqZhBzV1L/2U5RwCI3RQsKM83CueRFOMDsucfaFbf9vyByOpNXR+MFfSFm0EknX+Xs1ecHVJC+4uu17x5cvYho2FUmjxbn2ZXK/+Re8xRtofPe35Kz8Q+ReZISVNLhEUhhowWCI0kMVWG3HzccWSUG1QnIKW6b+H8Or3mDY/s/7/XrjymWYeXLnmBpIZFSwf1cwl2sKuNl1M3s1I/v1OiciSRIpi68n+dRrCbvtaC1J+Eq3A6BL7vkaGkPOGJDDhJy16NO6H4gNNlbg3vMpOSv/iGvHR5jyJ6K1JGEZu5DG9/+A7PegMcbmLJ+S+oHd5a8/qG50tqGugZbmlrZBZiWkAXmgOlmF/qAoekpyL2XLvJsJSf37bzkkAvsrXO/ov010wmh5Xj6LRe6Ho5oQjidptOgS0pG0etxFn2PMHYvW0vOS6YG6EpA0aKzJ3R6rKEprq2LpjWgMZlBkFPlITamj/43hLWFFUoiChvomvF4fFsuRKW4qK20hdEXCYZzC2sUP0pLY9QDmybK4fRQ29P0usyBkY4mnf7bbrNFkc5nne/wo8A0UKfqN+LDHScvW9wg2VhCoLaHp47/i2beGlOPGBvyH91H1t1sJtTS0fl9VRPPGtwjUlRB01ODa/Sn2T/6OdcJitCZbt9d0bf8ArTkRS+EcAIx54/CV7cBftZfmjW+hTxuCpgfniZaSBvUnhej/5fWSw+5EorVpC4iuozgTVNLZNON7FJb/h4KDX/XLNWaWmSlO79u4wuXNgQhH01rE7r/KIv7PfS1BTWzNpHPtWo39038CCsbcsWRd+SjG3DFtP1dCfkJNlXB0dpxWj7vofzjWvAjhILqkLBJnnk/irAs7v8Bxwm47zrWvkH3NY22PGXPHkDj7Qupe/QkaSxLp59wT6ZcYUaUNbhRFOfb5pEKqm3301qvv8fnqLykc3briVqlPgab4KFkrHE8h1buFyRueQRPh7oK9YzN48MLezylPlI18WnYQQwQ3Im3SpHGP53o+Z3rEzilE15rvLSUvWX17uxyluu6j6sO1GI3H3U0F1LuSWTgRiSbzDL5a/CPctvSInrmv6xXOcekjlhAU4GNO4RTXL0RCiDOHVD6uoKqkEAqFaGpowmQ+PimI7qN4FlAy2TD7B1QNO8kpQ8exuH2MaOjdnZxe0XKj41BErt8sJXGn7w5u9N2JT1Q1jTslDdEvo34yVJUUnI5mvF4fJlPrknlFAYKqGxYRekmRjewbtpKdM6+JWMfN7LLeDTbP99rIDHdfRqQ7a6XpLHQ/2lrVVIhLap+BpLqk4PP6jrUUQlpV1jwS+kKi3jaPtYsfwGNJPumzjavoRXpR4OaTXFznlqx8338DV3rv7deqpkL0HVL5DCRVfaLamxyEQmF0uiOtg5BoJQw2fnLYMPcBagqmnNR5hlT0vIk/PpjIpEBTn681kEXshOhrcEWnCnCkqCopOOxO4LjpqGGxaG0wkmUze0beyO4Zl/f5HFaXlxGNPRtXuNbZtw16/JKJR4NXcb7nAeq0GX06h6A+Ds/A1fLqD6pKCg31jWi1x4UcEklh8NJQm3Aqaxd9D18fFzPN6sG4QlbIyjmu3u+sdkAzktPdP2utaioMKnZP5NeyDCRVJYXamvq2jXUA0VIQ8EoFrDvlIepyJ/T6uT3ZX+ESV7jbY44XRM9fQhdxuudnA17VVIgNnkAYf6h3fzexRDWd8uFwmBZnC3rDsSmocrAeNHbAgqRYQbYi9XPtHCH2yLKFXaNvISfzM8Zte73HzxtaeeJxBYts4BuOnu+ZEAtF7ITYYHcHyU5S52eRapKCz+sjGAxhOC4phFu2E26sbH+gVo+kM4LWiKQ1ImnMoDEhSWaQLEiYkbCAYkFSbKCYkU5QBlhQCy3VyctwnjqC6esexxDovoyFtcXL8MYEDqV1PtX0TI8RqxLq9jxhtLwon8GD3itRNKp5Swn9yO4JkJ2kvn3jQUVJwePxEgyGsFiPDQ4qnW3OEg4eedzVw40SJdAZkHQG0JqQNEYkjQk0ZiSp9QssrYkEK5JsRUK9S9jjnUcznLULHmLCnr+TXnOg2+NnlVs6TQpaRcNN9u7LY9dosrnDdQObNRNAveVuhAhT87iCapKC1+MjFAyi1x9rKSihSPziFQj5UUJ+oKVniUTStCaSI62R1mRiAuloIrEAZiSsrd1aihUJUY5joIRlGzvG3UV+xoeM3vnOCY8dXy7DtI6Pz/YlUBAq7fJ5MhreUhZxXwwWsROiT80zkFSTFOpqaji4fzv7i8LodQZ0ej0TTB5M0bg7U2QI+lCCvp5v267RgtaApDMiaU2gae3akjRmkEytLRHJgiQfGR9RbEgxUD5ZtRQtlWln4VhYyNR1T2II+jo9rKv1Cjc4ars8dbsidqJ1IHSiyS1aCv1Oo5Wx2rRIGAgEAoRCXjSKBGopUSuHQfaiBL09TyRaXWtLRHekS+tIi6R1fKR1bKS1K8t63EC7GB85nks7irULH2LSzr+RWt9x0NjW4mVYUwKlqce6kAqDiczxdZyGqgCrmcedrm+KmkXCCTlE91H/C/gDpKQkM2rs2LbHfJu+PFbHPR6FQyjhEATcvUgkR8dHWlskx4+PtCaS1m4tFCuSYhkUA+1hOZFtE+8mo+QVJpWt6fDzWWXmdknhamfHMgXNUhLf917TWrMovn9dQgSI7qMBEPD7Otm4QlVbQQyMcAAlHKDHA+2S1Nathba1RSJpjx8fOTrQfqRFItuQUOGsCkVH/fCrWGXOZ9mB19CHj80qGnUw0DaukBY2c0HL/nZPXStN51b3jaJmkdBjgXDsbhnaHdUkBb/fj8r2A1IH5fiB9h6m2U4H2o+MjWiOJpDWGVuxNtBuyD6Vj9NHM2fv06Q2tE5nHlLezNHb//NdErojvwW3ZOXnvitaaxaJ1oHQC2FZvZ9VqkkKXq+3Y0tBvb93devrQLvOeCyRaExHBtpNgOW4FsmRbi3Z1m8LEY26bLZOvpeC2jcZvfszUv0yBbU66jI1fNPeOu6wXTOem1puETWLhD6RVXwDq5qk4O8sKYisoB5yGAIeFDy9GB/RtxsfaU0kXx9ot3JsRbulx+MjkqynMuNSyqbnsmTrv1lYmUCTTcGEhkeDV7XWLFLnglQhBoTC6v1sUk1SUFDUM9NIiIy2hYi9GGg/0q2laPR4PCFCIQ0mow1bQhqSxkowqMPr02BOyEJLMtrE+aw+ZQjDnG8y1dHE6W5Rs0g4eWHRUuh/iqyIKeFC90KBtkWNFgnQA7KDgPNYORQjINtBBvyKgs2aiS93Ir9OT6JiRD5avRGD0YRYhCD0hKzIhMMyGWkp6LStzUtzct8q98YC9SQFRRHvUSGiFHQMT5nJjORTeDr4PjenvM6b2hv5LHkxbtEqFXrJFQrDkeqo01X856OepNBZB4KKm2hC9CiKQop+NLOzl5KiT2aX7wCaZCu+wGhuzPkzk71F/M1wIx5dbMyYEtRHJ5LCAFBAEk0F4SSZNUOYlrqYgoSctsfWGSoAqK5JJT8HZptXU+Dbxa9cP6AuOT9aoQoqplVxS1M1s687bSkIQg/ptalMTbuI84Ze2S4hVIWaCJtam/yelmwCwda3RI6pll8l3MP4ig9Ei1ToNTUnBdW0FDodU9BoQFbvykGh/xkMNiblnMkIzQg0ndwDfazsQKtpfVyDHrdvCAZ9KQB6jcwP85/iS38lT+uvxafVd3i+IHRGq96coJ6k0GlDQasDWb2Fp4T+o5G0jM5bwjj9ZAx0/mHuk/34rH60x70N7I48UhJK2x23wPgeI0N7+G3ohxw2pvZn2EKcMGlU0wnTgWoiVxSlw5iCpBN3bkJHBZkzOWv47UzRz+gyIQB8GtyE9ms7pTXUpnd6bI6ulIf1t3OKd3tEYxXiU5pePffbX6feyAF06g5fiKzUpBFMTVtGhpLao8XuZUYHuq8V9/N7EmnxWkgwd9zO0yAFucP0U8Z7L+A5w5UEtOLvT+hcmkG9fxuqiVyr0yIr7ccPJK1ODD8LmM1pTM0+kwIlH0npWWfuXsNhdJrOq72WVyYyYVTXezwvMb1JYXAXvwv/gFpDUp9iFuKbmlsKquk+stoSkL9WjlZ0Hw1uOq2JyUPO5ezs6xlCQSe1sbq2Q9/1/sth//Bun1+gL+ZR7W3M9u7p8TWFwSNVJIX+ZzabO7YKRPfRoDUyZyFnD7mVcdoJ6HpZua5O20xzuOuWgLt5CLLcfYIxavzcbfoR3/D+B308b/Yk9FqaXr3VFFXzqWoymTrMSJVEUhh0slMnMCX5VJKVxD6fY6PxYGvhoy6EQgZ83kws1q73aT7ectO/GR3cwR+4jwZDQp/jEuKHmscUVNNSMJpMHTfZEd1Hg0aiNY9TR6xkUdK5J5UQvFKAGsXe7XEOZ+8qpY7Q7+EX2tuY6j3Q19CEOGHWSFi1oqXQ70ym1u4jRVHa+o4lFc7+2FZxmE+KDlLf4sJqNDK/cChLxo7s0XND4TB/XP0Vhx3N3HP6AvJSuh7k/O+2PWwsrcSg1XLO5LFMH3rsQ257RTWbSiu5YeGsk349/c1gsDE5dznDpeFolJO/h9loKunRDn4NDdnk5vbu3GaNl/8zfY+3vdfyqvFcQhr1fjAIfafm8QRQUVIwmkxoJAlZltEezcIqaykUVdfx4rptXDBtAmOyM6htbuHVTTvRa7UsGDWs2+e/s2MviSYjh7s5bvfhWraWH+bmU2fT4HLz8sYdjMnOwGo04A0EeX/nPm5ZNCcir6m/aCQtY/KWMlY/6YRrDXpDRqZEqu3RdFWnI5VQyIxO5+31dVaYnmN0YAd/0nwHu97ah0gFNVNz1xGoqPvIZDKh0+kIh45tuC4ZjFGMqPe2lFUxMS+LUwqHkmazMD43i6XjRvLp3oPd3r0WVdexv6aec6eM6/Y6dc0uRmakUpCazLQheZh0OhrdrQOr7+7Yyykjh5BiNUfkNfWHo4vPJuunRywhAOwyVhGSQ90fCIBES0svmwrHGWPYxi81dzDBW9rncwjqpObpqKCipGA0mdDp9ISOTwrGzueZx6pQWG7bhOMovVaL0+vD7un6jrTF5+fVTTu5cs5UDLruuyRykxOpsDvxBIJUNjkJhmXSbVYO1TdRaXeyYFT3Uy6jITVpJMtG3MQp1mXYFEvEz79bV9Gr4+1NOd0fdAJWTQs/MH2Xiz2r0IoaXYOG2pOCaqI3mUxodbr2SUGjQTKaUPy+KEbWc2OyM3hr2x4ODGtgZGYajS43n+9r3Si+2esn1drxg1BRFP69YTvzRg6hIDWZJnfXUymPv870IXn84eMv0Wu1XDF7Cgatlte27OKKWVP46mAZa4pLsRoMXDJzEtlJ0Z0x05fFZ71VpWvCHe5dV1B9fQ7DR0hI0sktkbzI/DfGBLbzF823cOpjt4UmREauUV3d2l+nmqRgNJvQ6dsnBQDJZFZNUpgzooAGl5t/fLkRWVYw6nUsHDWMD3cf6HL76S8PlOIPhVg6trBX1zpz4mjOnDi67fsPd+9nVGY6Go3E6qJivnvGQvZU1/HShm3cc/rCk3lZfabTmpiQdzqF2jGtaw36sbLkJkPJCaehdiYQMOHzpWI2N5709ScYNvBo+Fv8wfcQ+0xij4Z4Nsqqrh6Mr1NNUjCZzJjNZtwuV7vHJaMZ6H6KYSyQJIlzp4zj7EljafH5sRoNHKhrACCtk1YCQHFdI2WNdr732vvtHv/Dx2uYNiSXK+dM7fa6dc0utpRVcc/pC9lwqILh6anYTEamFOTwysYd+IIhTAPc5C3MWch40wzM9P+4kEvy0SA7+/TcZmdeRJICQJK2iQe1d/OS5w7eMy9GllTTeyv0wmiRFAaGJElkZGbRWF/f/nGT+prjGo1EkqX1D2db+WGGpiVjM3X+4XjBtAksnzSm7ftmr4+//W8D18ybxpDU5G6vpSgKr27eyYqp4zHqdSiK0lZDSpaVtmMGSnbaBKYkLSJZGbguqw3mgyh97NJvaMwhK3tHROO50vwXxgW286T2Nlp06v4AEdqTgFEWdf+bqupWJTM7m0Cg/f4JakoKbn+Ar4rLqGt2UWV38ubW3WyvrOb8qRPajilvdPDL9z/D6WntEkuxmslJSmj7ykhoneKYZrWQbOn+ta8vqcBqNDAhNwuAYempba2P/+0/RFaiDbOh//tAE215LBpxPYsSzx3QhBBCpkyp6/PzmxrTCYcjv1fzVMOXPMq3Gemrjvi5hejJNxmwaFX1sdqBaloKAClpaR2mmEumyM9S6U+byyp5Z0cRigLD0pK5bfFchqQlt/08EA5T3+Im3Ndb2+O0+PysLirmzmWntD02JC2ZU0eP4B9fbMRmNHDF7KknfZ0TMRgSmJx7ZsQWn/XWdlPZSf4uNbhcOSQldV1Ar69StPX8WHMnL3ju4UPzfJQobuGoBPw0/+5hQvuLCJUdwjhvIck/+12H4wLbNtHy+G8IlR1Em5GN9ZobMS8/r8vzhspLaf79w4TLSpBdLrTpGZiWnoX1upu7LGgpNztx/uJBgts2os0fQuL//Rj9qLFtP2/+w6Noc/KwXnbtyb/wCBut8lYCqCwpJCUnIwGyLKM5srORZDSBJKliH12r0cBdy+af8JjCzDR+fdk5Xf481Wo54c+Pl2Ay8sNzl3Z4/IwJozhjwqgenaOv+mPxWV/s1VT1eoD56xz23H5JCgAaCa41/45x/u08pbsJjy7yrZIeCctIBiPmC6/E/8Xqzg+prsL+g7uwrLiEpB8+TGDLBpp//VM0aekYZ53S6XPQ6TCffi660WPRWBMIHtxPy29/hqLIJNx4V6dPcf/r7yheN6l/fQnvf/9D829+StqTLwIQ2LODYNFOEu68LyIvO9JGWdW1dqozqkoKySkpGE0m/H4fZnNrC0GSJCSDCcXf+5WnQv8YkjmTSbZ5/bLWoDcO6evxyv6TPk99fQ5Dh518PCcyy/gJw0JF/M7/EGXGjP69WCcks5nEe34IQHD3NhRXS4djPG+/ijY7j4TbvguAbugIAru24nn1X10mBV1uPrrcY7OttNm5BLdvIrhza5exhMoOYVpyJrqCoZjPvQjPu68BoISCtPzuYRLvfRApRmsLqX2QGVQ2ppCUfCQp+NpPQVXTuEI8Szuy+GxePy0+662t+kMROY/Xa8XvT47IuU4kQ1fNz/R3sMSzISZbvsHd2zFOb18exTjzFIJ7ej4QH6oqx7/xKwyTZ3R5jG7kaAJbN6KEQ/g3rkU/orVV6/73sximzEQ/ZkKXz422MXHQfaSqpGBLSMBqteHzfi0pWG1RikiA1sVn84ZfxbKUi0lXYmNje4fGTZPc8W63r5qdfS950RtaKcyN5l9yu//vmMPBAblmT8n2RjSp7f99NSmpKG5Xt2uFmu68jtoz59D4jfMxTJqO9frbujzWeuX1SFotDVevwP/lJyTe+xChyjJ8H76N9Rs30fy7n9Nw9bk4fnIfcictmmiKh5aCqrqPJEkiMzuLhvr2s0k01gTEFicDbyAXn/XWetOJ90zorcbGXDIyB26XtfnGVYwI7eH3oQeoNKYN2HX7S9KDv0TxuAke3I/rr79H+8pzWK9Y2emxGlsCSQ882u6xpu/cjO2Wb+Nb/R7hw1WkPfsGzb/5Ge7nn2rrzoq2HKOehB6UoYl1qmopAGTl5BL82rRUjVVsbDKQJCQKc07l7CG3MlY7vtc7n/W3ACGqlMgsODuqoSETWR7Ye6gcXTk/19/OAs+2Ab1uVzQpachNTe0ek+1NSFZbt3XItJnZ6IaNxLzsLGw3fQvXs39FCffsVs77/ltobAmY5i8hsG0zxgVLkHR6TItOJ7Btc59fT6TFw8wjiJGksHLlSi644IIeHZucktLhMclgBH2UZm0MMtlpEzlzxG3MMM0bkNXIfbHFVNq2QC9SFEWL250V0XP2hF4KcZv5Z9zsfQ5juKcVXvsplglTCGzd0O6xwOZ16MdP7t2JFBlCIXqyolB2NOF6/ikS7rr/yAPh1ucCSijU+n2MmJoY/XG0SIiJpNAbaekZaDQaQsH2/a0am2gt9Kdji8/OIWkAF5/1xQFNdztO9I3T0bvd2CJpkektfhL+IdkBR79dI1R6kGDxPuRmJ7LbRbB4H8HifW0/t6y4hFB1JS1//T2h8kN43noF32cfYbnk6rZjPG/8G/t3b2n73vvxe/g++5BQWQmhw5X4PvsQ19/+hGnJGV2uUzhey19+jfXSb6DNyARAP3Eq3o/eIVRWgved19BPnBq5X8BJOiU5PsY2VTWmAJCVnY3VloDb7SYpObntcY0tEdke2S4DAYyGRCblnhG1xWe9td9QjV/unwHa+vps8gv65dQ9UqAv5lHlNp70PsB6c+Rn4Ni/fxdy7bEV1k03XwFA1iet00e1OXmkPPInWh7/NZ7XX0SbnkXivQ+2m44qOx2EDh8rUS5ptbhfeoZwZRkoCpqsHCwXXo7lkmu6jce/8StCVRUkfv/nbY9ZLric4L49NN1xLfqxE7Bde8sJzjBw9JLEzKT4aClIykAWvunCypUrcTgcvPnmm90eqygKv3v0YRrr68nNPzb/WW5xEija1n9BDjIaSXdk8dnEqC4+663/WNfhDLv77fxz576B3uDq/sB+9qHvMl40XkxQo7r7urg0M9HCOzNGd3+gCsT+rd/XSJLEsBEj8Xjav/ElawJd1p8WemVI1mzOGn4bk/XTVJUQ6rUt/ZoQAJpPYje2SDrD9AoPhX5MRqA52qEIwLw46ToCFSYFgNy8fBS5fQNH0mhaE4PQZ62Lz25mnmVJTCw+660NxoP9fo2mxthICgDD9UU8qr2dad790Q5l0IuX8QRQaVLIzMlGr9fj97cvYaBJSIpSROpmMadzyvCrjyw+6zi7Sw18UoAapan7A09SQ0M2SgyNrZg1Xu41fZ8rvW+ii6GZOIOJToLZSdZohxExsfPX3QvZubnYEhJxNbdvOmsSkqMTkErptCamDFnBWdkrKSAfScXdbxtNhwZkX4hQSI/HM/C1ibpzrul5Hgj9nNRg9Mc7BpvJCRascbBo7ShVJgWLxUr+kCG0tLRf4q5JTAaNKl/SgIr1xWd9USLVDNi1nM7oTU09kVH6HfxCcyeTvJGp+ST0TDyNJ4BKkwLA8FGjOm64o9GgSVRn98dAyVHB4rPe2mWsICgP3MKuhvqcAbtWb1k1LXzPdC+XeN9DK0d2AZ/QuXgaT4AYWafwzDPP9Po5Obl5aDUaQqEQOt2xl6FJSUN2iPUKX5dky2Nq5hlkK5l02KlI5XbpKhjI4ldOZwqhkBmdLnbLtV9o+gdjAtv5s+ZunHr1TRpQC60Ec+JoPAFU3FLIycvDlpBAy9fGFbRJ6i8eFklGQyKzhl3KGRlXtSaEOHNYZ8cVHugPZ4mWGJmaeiLjDZv4hXQXY70V3R8s9MmUBAu2OBpPABUnheSUFIYOH4HTbm/3uGQwiKmptC4+G59/Bmfn3cQIaQQa9f5Tn9AmQ0lUrmtviv2kAJCodfAj07c5z7saTYTrQQlwZlr8zXhU9SfFmAkTCAQCHWadaJMHd2thSNZszh5+O5P00zDERg9hv3BJfuplZ1SuXV+fjaKoZ7bW5abH+T//70gInXjfA6F3zskUSSGmDBsxArPFgsfdfhWrJjk2NnoZaGlJIzntyOIzqxL/u9FtNB1EidIASSBgwudT183HZONXPMrdjPRVd3+w0K1RFiOFcVIu+3iqTgo5eflkZmfj+FoXksaaAIb4mFnTE8cvPktT6eKz3pKRKaWu+wP7kXOAdmOLpBRtAz823MlyzxdI0S97pmrnZiRHO4R+oeqkoNVqmTBpCm5XxwU72kHQWtBpzUwdcl5cLD7rrW2mcsJKdFfwNjaoLykAaCT4hvn3fNv/Z6whf/dPEDp1dkb8dR2BypMCwLCRI9HpdB3WLGjieFzh6OKzc4bcwhjtuLhYfNZbRdrKaIdAU1Ma4bB6N3eaafyMR5TvMMwX3RaXGg01GZiU0PepvitXrkSSpA5fy5cvj2CUfaP6Ucihw4eTkpqKw24nM+vYzliaxBTQ6SEUW5ufn6yc9ElMSTyVJCW+Fsz0Rqm+AW84Fu5wNbhcOSQllUU7kD5L19XwU+0dPOO5l0/Ns1EGUWvzZFyYdfLdtMuXL+fpp59u95jRGP1ub9UnBZPZzJjxE/jqf5+3SwqSRoM2LZNwbVUUo4ucpIR8pmWcQZaSEXeLz3prq+HQgC5WOxG7PVfVSQFAK8ncYP4V431n8A/D9Xi16m39DJSLIpAUjEYj2dnZEYgmslTffQQwcswYFEUh/LWNwLUZsVuOoKfaFp+lX9maEAY5p8ZNYzh29hBoqFfnuEJn5pk+5OfyfeT7RUWAE5lgMzHaGn+zjo6Ki6QwbMQIEhKTaHa2n7OusVhVu5CtdfHZmXG/+Ky31puis1itK16vBb8/OdphREy2roKf62/nVM8WELOTOnVRVmQmsbzzzjvYbLZ2X4888khEzn0yVN99BJCSmkbh6NFs37qFlNT2/2Da9GxC7pYunhmbhmbNZpJ17qBYa9AbIUJUKg3RDqODZmcuGZmOaIcRMXopxC3mhxnrO49nDVfh16pn973+JgEXZCZH5FxLlizhiSeeaPdYamr0Z03GRVKQJIkpM2aydfMmQsEgOv2xP2JtWiahioOggoqRaUmFTEtbRpqSPOjHDTqz2VSKHIOlGhobc8nI3BPtMCJukem/jAzu4vfhH1BtGBzrX7qzODWBPFNkxlysViuFhYUROVckxU2fxOjx40jPyKCxof2dpKTToUlJj1JUPWM1Z3DK8Gs4LfXi1oQgdGq/JjZX4jY0ZCLLcXF/1UG+voRHdLcz17Mz2qHEhBvz439cL26SgsViZerMWTgd9g4/06bH3gg/gE5nZuqQ8zkr+zoKiM2NW2LFAX0NfjnQ/YFRoCha3O7Y/BuLBIMU4C7zj7ne+xKGAdy3ItaMNBtZmhq5MUq/309NTU27r4aG6HePxtXtzYRJk/nf6o/xuN1YrMdqnGsSk1vLXgRiYW77kcVnuacy3jgdE2L6X09sM5TFzDTUzjjsuSQkRH9BXX86zfQqhcFd/J77qTckRjucAXd9fnpEqwasWrWKnJz2MyTHjBnD3r17I3aNvpCUgdjYdoDIsszjv/0N5aWHGDp8eLufhapKCVVFfz65WHzWew3aFt7Ub4h2GCdkszUzbfpb0Q5jQHhlM48HfsQW85hohzJgbFoN206ZEHd7J3QmbrqPADQaDdNnz8bn8yF/bWBZm5EDUVytmZRQwOIR3+TUhLNFQuiljcaD0Q6hWy5XIoGAOqc/95ZZ4+W7ph9wlfd19HIMN98i6PLs1EGRECDOkgLA2AkTSE5JwdHU1O5xyWBEm57VxbP6T+vis8s4I/0KsfisD3xSkMNKU/cHxoCW5vhZyNYT55j+xQOhn5Ea7FiQMp5IwA2DYID5qLhLCqlp6UyYNJmmxo6rMrU5BQMWh0ajZ3z+mZyTdxMjpOFi8VkfbTYd6rCJUqxqUslubJFUqN/JLzV3MNkb+625vlqSmsAIS/RrEg2UuBpoPmrStGmsX/MlAb8fw3EFpjQmC5qUdGR7/47wD82awyTrnAFdfOYL+fn+B79hZ80+ihvLWVY4j39c1HF15Nryrfz0kz+zv6GUnIRMvnXKtVw26awuz3uwsZzvf/gbDjSU0uJ3k2VL4/zxp3HP/OvRazv/87F7m/nOu4/wVflWhqfk8+uz72di1ui2n//ww98yJDmXW2Zf0e3rKpaqVbNmo74+i8JRGiQp9tZS9CeLxsX9pvt40/NNXjedRVgTXzdAg2Ea6vHi61/viMLRY8gbMoTamo7z2nW5Q/rtuunJozhtxC3MtSwe8NXIsixj0hn55oxLWDBsRqfHlDsOc92r9zNvyDRWrfwHN868hPve/xWflXQ9iKvT6rh4wpn86/Lf8NlNL/DQsrt4afs7/ObLf3b5nD+tfQ5XwMP7K//O3CFTuW/VY20/21K1m63VRdw489JuX9NuYyVBFU2BDIf1eDyZ0Q4jai4w/5PvB39BctAT7VAiptBiZEkEp6GqQVy2FAxGI6csXMS/n3+GUCiETnfsZWqsCWgSk5GbHRG7ntWcwdTsM8knL2p3tRaDmUfP/C4AG6t20uzv2M/7wra3KEjK4cGldwIwKn0YGyp38vdNr7B4xOxOzzs0OZehyce6RfKTsllbvo0NlTu6jKW4sYzzxi1jRGoBV09ZwYvb3wYgGA7x/Q9/w6+W34dW0/2g3S5dRUxPQ+2Mw5GL1VoT7TCiZpxhM7+Q7+IPvocoMvXfDdhAuT4vstNQ1SAuWwoAk6dPJycnj7qajm9QbU5k/lh1OjNTh7YuPstXweKzzVW7WTi0fSti0fDZbKna3eNzHLJX8vmh9cwtmNLlMeMzC/mqbAshOcTnhzYwLmMkAE+sf5F5BVOZkjO22+tUax20hNV3x9nYoP7KvCcrQePgAeM9XOD5CE0MliXpqUyDjitz4nezrq7EbVKw2mzMWbiQlubmjiW1k1JOqnqqhMSo3MWcU3ArYzRj0apk57N6dxPp1vYFtzKsKbQE3HiDJ17Yd8Hzt1H469M49amrmJ0/mXsX3tDlsbfPvRqtRsuCv17JqgNf8NhZ93OoqYJXd63i7vnX8f0Pfs38Jy/ntjcf6rRFA7DJpM6BS6czlVBIFDIEuNT8JP/n/y2JIW+0Q+mTe4ZlY9HG7Udkl+L6FU+bOYv0zEwa6us7/EzXx5lIuelTWD7idqYb5wyq1ciPn/9j3lv5d/604kFWH1zHXzf8u8tjE402/nzeg6y77T+8etWfGJ0+jO998Gt+uOQ23tj9EWWOw3x2078w6Y38fs0zHZ7vlvzUhZ0dT6wSLS2DbxZSVyYb1/Io32KU73C0Q+mVoSYD1wzCVgLEeVJITklh9inzcTQ1dZjWqElJRzL1/I7u6OKzhQnLSVTp4rMMayoN7vZz/uvddhIMVsz6E0+5y03MYnT6MC4YfxrfX3wLv/3yacI9XLj08o73SDTZOHPUQtZWbOXMUQvRa3WcO3YJ68q3dTh+o6kERS1TjjoxGKemnkiytokHDXdxtudzNCqZXnzf8Gz0msE1lnBUXA40H2/G7Dl89flnNDU0kJZxbGqZJEno8oYRPFh0wucbjUlMyTmTodJQNIq6c+iMvAl8cnBdu8e+KN3E9LwJvTqPrMiE5BCyonTbcdbocfCHr57htav/AkBYbn0utA48h7/W5ywjUyrVqmYaamca6nMYMUJCkk78IgIBmd//roH9B/yUlwWZO9fCT3/WsbDetm1ennyikbKyABkZOq6+OoUzl3fd/VlREeD3v2ugrCyI2y2Tlq5l6VIb116bgk7X+Qddc3OYX/2ynm3bvOTl67n33gxGjTp2o/DHPzSQk6Pj0suSe/ZL+BqNBFeb/8hY/3b+qrsFty525/2Pt5oisgezWqn7U64HMrKymD57Dg0N9R1bC6kZXY4taDR6JuSfyTm5NzJcJYvP9jeUsrv2AA5fMy1+N7trD7C79kDbz6+Zej7lzmoe/vQJihvLeHbLG7yz91NunHlZ2zHPbH6NK/797bbv39j9IW8XfcKBhlLKHId5u+gTfvH5U6wYu7TLdQrH+/HqP3LzrMvJSWhNyLPyJ/Ha7g850FDKi9v/y8y8ie2O32GqIKTy0gmBgBGfr/uuh3AYDEaJCy9MYvqMzlut1dVBHvhhDVOnmnnyr/lcdHESv/lNPRs3dj0Ir9VKnH5GAr/8VTbPPJvP7ben8d67LTz7TMcKwke9+C8HHq/Mk0/mMWWKid/99liX6549Pvbu9XHRxUndvqbuzDB+zqPcw3Bf7Umfq798b0QOmkE24+h4cd9SAJg1bx4b136F0+EgOeXYHYAkSegLRhDYu73d8UOz5jLJOlt1O59d95/7qGw+Nttq+TOtg8EV9/8PgCHJuTx7yS/5yeo/88/Nr5KdkMGvzrqv3XTUJq+TMvux/l+tRssT61+kxF6BokB+YhYrp1/EjbO6X2fwWckGSu1V/OHcB9oeWzn9InZU7+O8529las447pl/fbvn7NFUgnonrLRxOvMwm0+8SNJs1vDtb7cmy927fLhcHV/4O283k52t49bbWpPM0KEGdu308dprTmbNsnR63txcPbm5xzaaysrSs32bj507fV3GUl4eYMkSG/kFBs45J5H33m3drTAUUvjD7xv4zncz0Goj80GZpq3lJ5o7ec7zHVab56LE0Afw7CQrZ6SffPJTs0GRFHLzC5g0dRrrvviCpOTkdvOONYnJaJJTkR1NpCePYmrqUtXufLb2tle6PWbekGmsuv4fXf78Owu+yXcWfLPt+/PGLeO8ccv6FM/iEbM7rH8w6008ccFPOj2+XNeAR+76g0tNGhtyyc7e3v2B3dizx8/06e1vTmbOsvD44z1flV9VFWTjRg8LFlq7PGbESCNbt3o5++wENm3yMnx46ySKl192MGWKiTFjItvdo5Vkrjf/mnG+0/mH4Zt4tLExaeMHI8SU4tjvE4kASZKYu2AhZqsFp8PR4ee6/BGcMvxqlqVcJHY+i6LNxkPRDiFimppSCYdP/oOuqSlMckr7kZuUFC0et4Lff+Im1bfuquKs5Ye47toKJk0ysXJl1/3kV1yRjFYL37imgjVfurn33gwqK4N8+IGLq69J4fe/q+eaa8r56U9rO23R9NVc00c8LN9LgT/6m8ssTU1gbrI6J5FE0qBICgBDR4xgxpy51NZUdxhbcAdlDtvVUYkzXjVrvDSGm6MdRgRpcLmiOwvpgR9l8eSTefzgh5msX+/hP690Pc3XZtPwwx9m8eJLQ/jt73IZOszA739Xz823pPLJahfV1SGeeaYAk1Hihee7Hpvoi0xdFQ/rb2eRZzNEaXaShGglHDVokoIkSSxcspTklFQa6usA8Pv87N68k61fbOHD8q/wKbG53eNgsEGli9VOxN508h8yqalaHPb2A+92exiLVcJoPPHbNzNTx9BhBpYutXHjjak895ydcLhnH7qrVrVgs2mYP9/K9u1eTplvQaeTOHWRje3bI78YTSuFudn8CLf4nsEUDkb8/N25MCuFiQmdj9EMNoMmKQBk5eRwyqmLaKxv4OCeA2z4ZD3O2haGDhvBrGULKEuO7B2Q0DMhwpQrHRcYql1Dw8m3FMaPN7Jla/sP4c2bPYwfb+rVeWSlddC4JzfiDkeYF563c+ed6QCEZQgfqUsYDinI/TgR4FTTO/ws/D1y/AP3XkzSafhJoVhbctSgSgoAcxcsRIeR6pJaMtKzWbB0MROnTcFgMFBlceLSxcY+zoPJFlMpsopr5HTF67Xg9yef8Jiy0gDFxX5aWmTcbpniYj/Fxcf+Bs9dkUhNdYin/tpIeXmAt95y8vlnbi4+bnrom286+b97j80YW/1xC5995qKsLMDhw0E++8zFP/7exOLFti7XKRzv8ccbueTSJNIzWuehTJxg4uOPWygrC/Duu81MmNC7hNRbufpSHtHfxjxP10UXI+mhkXlkGPTdHzhIxNUezT31ybsf8vEbHzBibCEGQ/vBwGS/memNA7cZjwDPW77AL8dn193YsVvIyOy64ODVV5VTW9uxPPjHq0e0/f+2bV6eeKKR8rIA6ek6rrmm/eK1Z59t4sMPXPzrxdZCj59+6uKVlx1UVgZRFMjK0rHsNBuXXJKEwXDi+8CNGz08+4ydP/4pF82RFb0+n8yvflXPpo0exow18YMfZJKSMjD1vj7xXcTzhssJ9GBNTF/MS7LyxvRR/XJutRqUSSHg9/PSE89TcaicISOHdvj5WEcWuZ7BPVd5oBTra/lMuyvaYfSbjIwaxo77KNphqFpZcDS/53vUGSL7njQAn80ZN6h2VeuJQdd9BEf2Wzh9IRqNBndLxyqdBxLr8WkHfrBrMNpmKI12CP2qoSEDWR4Uy4H6zVD9fh7R3sFM74lL0vTWd4dni4TQiUGZFABGjhvFuGkTqD1c22GKalgjU5QUu8vw40WjpgVHOL43fVcULW53x3pGQu+YNV7uMT3ANZ5X0UegDMook547hmRFILL4M2iTgkajYf5pC0lISqCpvrHDz+0mD1UWx8AHNohsMJVEO4QB4bCLmS2Rcpb5JX4U+ilpgb7fTEgo/GHCMHSDtApqdwZtUgDIzM1m9qJ5OO1OAoGOA53FifV4tfE5ABptfoJUKx2TcTyqrxeLoiJppH4Xv9DezhRvcZ+e/83cdKYndl3yY7AblAPNx/P7/Lzyt39xaN9Bho4a3mE/1mS/mWmN+UiIu4pIWmPeT5FSccJjQqEQ77zzDtXV1dTX1zN69GiuuOKKDseVlpbywQcfUF9fT2JiIqeeeipTp0494bl3797NF198QWNjI1arlVmzZjF//vwTxvL222+zd+9ebDYb55xzDiNGHJshtGbNGpxOJ2effXanz58z900MhpYTxiT03lve63jddA6hHuz5DZCt07DmlAlYterYLTEaBnVLAcBoMrJkxelYE2yddiM5jF4qrY6BDyzOHZSquz1GlmV0Oh2zZ89u9wF8PLvdzosvvsiwYcO45ZZbmDt3Lv/9738pLu76LvLAgQO8/vrrzJw5k9tvv52zzz6bdevWsWHDhi6fs3nzZg4fPswNN9zAjBkzeO2119rGoux2O1u2bGHZsq4LB7Y0iy6k/nC++Vl+EHyUlKC7R8f/ZvwwkRC6MeiTAkD+sALmLVtAs91JwN9x8drBhAY8ohspYvYYqgjIHefmf53BYODcc89lxowZ2GydFyrbtGkTycnJnHnmmWRkZDB79mzGjx/PunXrOj0eYMeOHYwdO5aZM2eSkpLC6NGjWbBgAWvWrOkw6eCohoYGxowZQ2ZmJrNmzcLj8eDxtO5p8O6773LaaadhNHY9k6VR7MbWb8YYtvKo5k7Ge8tOeNzK7BSWpSUOUFTqJZLCETMXzqZwwhiqSqs6fDDIGoWi5BpVbxEZS3bqyyN2rsrKyg6tiJEjR1JZWdnlc8LhMDpd+2mier2e5uZmnM7Oi8ZlZWVRXl5OMBjk4MGD2Gw2LBYLO3bsQKfTMW7cuBPG2VCfhaLynftiWYKmmR+avsMFng/RdLI6fpRew0/HiEWpPSH+So8wGI0sPfc0EpISaKztWMbXafRRbhW1kU5WjdZJS7jrXcN6y+VyYbW2HzS02Wz4/X6Cwc7XmowcOZKioiJKSkpQFIXGxkbWrl0LQEtL5/3+06ZNIysri8cff5wvvviCSy+9FJ/Px2effcZZZ53FJ598wh//+EdeeOEFmps7VnsNh/V4PJkn+WqF7lxq/iv3+39NYuhYvSijIvPMtNEYNOLjrifEqprj5AzJ45TTFvLB6++SkJyI0dS+O6AksYGkoInkgKim2FcbTQchyrttTp8+naamJl566SXC4TBGo5E5c+bw+eefd5hocJRWq+Wcc85p99hbb73F7NmzqampYe/evdx6662sWbOGVatWcdlll3U4h8ORh9Va0+FxIbImGtfzi/ABftH8A8oTh/PzEdmMtPZvvaZ4IpLC18xYMJtD+0vYv6uIYaNGtPuQUCTYmVLNrPohmGRRQKu3PJKfOtkR0XPabDbc7vaDjC6XC6PRiF7f+b+RJEmcfvrpLFu2rK2lUVLSumYiJaVnG7YfOnSIuro6VqxYwUcffcSoUaMwGAxMmDCBZ555ptPnNDbkkJfX89cm9F2StolHE+6lyPIo3xg2NdrhqIpoT32N3qBnybmnkZicRENNx3LOQW2YnanVhONhI+EBttFU0uVAbl/l5+dz6FD7HdtKSkrIz8/v9rkajYbExES0Wi27du0iPz+/Q1dUZ0KhEO+99x7nnnsuGo0GWZYJh1ubP7IsI3dRW9rpTCEUEq3MgRJSCrh1xnnRDkN1RFLoRHZ+DgvOWITb5cLr6bihSIvBx/7kuihEpl4yMoek3pcOqa+vp6amBq/Xi9/vp6amhpqaY10wM2fOxG6389FHH9HQ0MDGjRvZvXs3c+fObTtmw4YNPPfcc23fezweNm3aRENDAzU1Nbz//vvs2bOH5cuX9yimzz//nFGjRpGT07oobciQIezdu5fa2lo2bNjAkCFDunyumJo6MEJhM3Nm/gOdTnQb9ZboPurCtHkzKS8pY+eGbQwpHNZhtkq1pZmEgIl8T3J0AlSZncYKQn2oWfOvf/2r3Yygv/71rwA89NBDQGt3z1VXXcUHH3zA+vXrSUxM5LzzzqOwsLDtOR6Ph6am9tutbt++nQ8//BBobW1cd9115PWgb6euro49e/Zwyy23tD02fvx4SktLefrpp0lLS+Piiy/u8vlN9hxSUvu2ElfoGUWBoSMeJjlpZLRDUaVBv6L5RJodzbz6j5eoLK1gaOGwDoOQkgLTGvPFwHMPvGhZg0f2RTuMqDMY/Mye8x8kSbzt+ovWfDmL5z0S7TBUS3QfnUBiciJnXnIOiSmJ1FR2XIF7dODZpxFltk+kQtcoEsIRgYARnzc92mHErUBwLAtn/zTaYaiaSArdyBuaz2nnnUk4HMbZ5Ojw86A2zC4x8HxCm42Huj9oEHE6xbhCf/D7c1h86oto+2mXtsFCJIUemDBjMvOWLqCpvhGft+PAc7PBx/4kMfDcmRbJS0O481XCg1Vjo0gKkebzJTJzxtOYzWLHxJMlkkIPSJLEgjMWMXHmZA6XVREOdazbU21tpszW1MmzB7cN5oPRDiHmNDWlEQ6LHb8ixe83MnLEb8jMFHstR4JICj2kN+g5/cKzKRgxlMpDFZ3Otz+Y2ECl2JinTYgw5UrHtR6ChMsl9liIhGBQS4Ltu4wduzTaocQNkRR6ITE5keWXnktCSiK1VZ2XK9ifVEeNuWPtm8Fom6mMcCfFyQSwi6qpJy0clkBZyfz510c7lLgikkIv5Q3NZ9mKMwiFQp0OPCNBUXIN9ab43nu4J/ZqqqIdQsyqqxMthZOhKODznseyZfeiEYXuIkr8Nvtg4swpzFu2AHtjE67mjlU1FQl2pVTTZIhcNVC1KdHX4ZPFHhRd8fst+Hw9q7MkdNTcvJDTT/8Zer0h2qHEHZEU+kCSJE49czGzF82jvroOj6vjrk+KpLAztQqnvuNspcFgq6E02iHEvGZR8qJPHI6JnLbsd5jNYp/l/iCSQh9pdTqWnXcm0+fPoqayptMaSWGNwva0Klp0HXdzi2d2jRt7WOxH3B0xNbX3mpoKOXXhEyQmilZWfxFJ4SToDXrOuOhspsyZxuHyKvy+jh/+IY3MtrTKQbWd53qTqO3TE40NGciyWGjVU7W1hcyb+wQZGSKZ9ieRFE6S0WRk+aXnMmHaRCpLKwgEOn74B7VhtqZV4tPGfzmMACEOK2K9Rk8oiha3mJraIxUVhcye9Wvy80d0f7BwUkRSiACzxcw5V5zPmIljqSgp73QbSL8uxJa0irhvMWw2lyCLaag9ZneIu97ulJQUMm3ajyksnBTtUAYFkRQixJpg49wrL2Dk2EIqDpZ3uurZpwuxOb2CFn38Foc7IIntJnujXkxN7ZKiwL59o5g48btMnjS3+ycIESGSQgQlpiSx4qoLKRgxhPKDZW27cR0vqA2zJa0SRxxOV91rOExAjv8uskjyeBIIBBKiHUbMkWWJffvGMX3ad5k75/Qu984WIk8khQhLSU/lvKsvImdIHhUHy5DDHbtSwhqZbWlVNBjja4HbDn1ZtENQJbEbW3uyrGHfvknMm3sfc+acJhLCABNJoR9k5GSy4qoLyc7Poaz4UKddSbKksDP1MIct8VFBtFbrpDkcf62fgdDY1P2Ob4NFOKxh795pnHrq/UyffqpICFEgkkI/ySnI5cLrLqNg5FDKiksJBjp2qygS7E2upSShIQoRRtZGY0m0Q1CthvpMZFkb7TCiLhDQs3//bE5b9j0xhhBFIin0o4ycTC687jJGjhtFRUlZp+sYAEoTmtiTXIOMOrdo9EoBahV7tMNQrXBYj9eTGe0woqqlxcrevady5hn3M27c9GiHM6iJpNDPUtJSuPC6Sxk3dQKVpRWdrnwGqLE0sz21ipDU+83to22j6WCnpcSFnnMM4qmpNTXpHCpZxoUXfIdRoyZHO5xBTySFAWBLTOC8qy9i6pzp1FQcpsXZeQkIu8nDxoxyXCoqiyEjUyKJXedOVkPD4JuaqigS+/cPoaF+MZdceifDho2NdkgCIikMGLPVwjlXnH9kW88GmuobOz3OqwuyKb2carM6BqB3GSsJyR0H0oXeaW5OIRS0RDuMARMOGdiyZTTh0ClcdtntFOSPjHZIwhEiKfRRTU0Nd999N4WFhZhMJrKyspg/fz5PPPEEHk/ns3AMRgPLLjiTpSvOwOv2UFtV02m3i6xRKEqpZW9SLWFie3Xwbl1FtEOIGy0tg2MWktebyFdrx5CZuYQrr7yLnJyh0Q5JOI6oxtUHJSUlzJ8/n+TkZB555BEmTZqE0Whk586dPPXUU+Tl5XHeeed1+lytVssppy3ElpjAx2+uoqq0gtyh+Z1uFHLY6qTZ4GNSUw7mcOzVja/SNeEOx+/q7IHW1JRDSuqBaIfRr5qasti5cxgzZ57JGadfisk0eFpHaiEpYoSw15YvX87u3bvZu3cvVmvHmu6KovRofnXxnv18+Mb71FXVkDesAKOp883ctbKG8Y5sMny2k449kt6ybKJeVkc3lxro9H7mzv0PkhR/b0lFgdLSIdRUj2LZaZcwe9YytFoxDTcWiZZCLzU2NvLhhx/yyCOPdJoQgB4vuCkcP5qU9FQ+fP199u0oIi0rnaSUpA7HhTUyO1MPU+BKYWRzOhqiv6DHJfloEAkhokJBI15vOhZLfbRDiahg0ML27UMwGiZw2WVXM3r0lGiHJJyAGFPopeLiYhRFYcyYMe0eT09Px2azYbPZuP/++3t8vrTMdC6+/jIWLl9Mi7OZ6vKqLqd3VtjsbE2rwK+J/sDuBvNBla6qiG1OZ3xNTXXYC/jiizFkZCzkqqu/LRKCCoikECEbNmxg27ZtTJgwAb+/d1NKDUYjS1ecznlXX4TFZqV0f0mnK6ABnEYfGzLKqDU1RyLsPgkhU6aIaaj9obEhPpJCOGzgYPFUNm/JZ+bMs7ji8jvJFJvjqILoPuqlwsJCJEli37597R4fMaJ18w+z2dyn80qSxMQZk8nIzuTD19+juOgAWblZ2BI7VtAMasPsTq2hxtfCGEcmJlnfp2v21XZTGWGxZ0K/sNvTCIeNaLXqWavydR5PDjt3FBAK2zhr+QWccspyMX6gIqKl0EtpaWmcfvrp/PnPf8btdkf8/Fl52VzyzSuYu/gUmuobqTvc+bRVgEaTm/WZZVRaHCgD2JmzV1M1YNcafCRcLeq8o5ZlPVVVM/nyy3wslgIuveQ2Fi48RyQElRFJoQ8ef/xxQqEQM2fO5OWXX6aoqIh9+/bxwgsvsHfv3pN+E5itFs685BzOueICNFot5cWlhIKdjyOENTL7k+vYklaJW9f/u7od0tfjldV7F6sGdrv6Vjd7PHls3TKXffsMzJh+Ktdee6+oYaRSYkpqH1VXV/PII4/w7rvvUllZidFoZPz48Vx66aXcfvvtWCyRmX9dWVrBh6+/R3lxKSnpqSSnpXQ5u0lSJIa3pDLEldpvM5Ret2ygSe68TIcQGUajl1mzX0UNVaPDYSN1tVPZtRtSktNZsvQCpk87FZ1O9EyrlUgKKuB1e1j/2Vo2/m8dPo+XnCF5GIxdL2azBQ2MdWSTGDRFNA67xs1rhnURPafQuVmz38Vkaop2GF1SFA3NzrEUH8zFbm9m9OipLD/zCrE6OQ6IpKAi5QfL+Py91ZTsLSYhKZG0rPSu10QoUOBOYXhLKjolMn26H1h2UCHH1xz6WDVmzFYys3ZFO4xOedwFVNdMofRQA7aEJBbMP5s5c07DaIzsTYgQHSIpqEzA72fzmo2sXf0lLY5mcobkYTJ3/WbUhzUMdaWR705CcxJDSAFCvGD+AlnMOhoQ6Rm1jBv3YbTDaCfgT6GxcTYVFRLNLXbGjJ7KaaddQn7+iGiHJkSQSAoqVVNZzefvf8K+HUWYLWYycjI7rZ90lCmkY3hLGtneRKQ+jDesMxWzC7EH80CRJJlT5r+MJgYWKoZDJuz26dTW5lJdU05iQioLF57D7NnLMBg6L83SUytXrsThcPDmm29GJljhpInRIJXKzs/h4pWXs2PjNtZ8+Dml+0vIzs/BYuu89IZPF6IopZZym52Rzemk+3tXR2m/5jAxXrA1riiKBrcrh4TE6FWhlWUtzc3jqa8fR1XlYSSplkmT5rF40Xnk5g6LWlxC/xJJQcV0eh3TT5nJsFHD+d/7n7J7yw6a6pvIystGb+h8QZtbH2BH2mGS/CZGtmSQHOh+sd0+QzUBufMV1kL/sTtyo5IUFEXC7R5GY8M0qqqceLxlDBs2hoULzmXs2GknbJEK6ieSQhxIzUjjvGsuYvSksaz7dA2Vh8oxGo1k5GZ1OTXQafSxxVhBms/KyOZ0bKGuuwG268tAfbuEql59XQ5Dhgzc9WRZi8tViMMxgfq6AE1NFWRm5nPGGZcxdeoCMZA8SIikECc0Gg3jp02kcPwodm/ZxYbPvqLiYBnWBBvpWRlotJ3f3TWa3DQa3WR5ExjiSiEh1P6NX69tpjkc+ZXbQvc8ngQCgUQMhv6tcxUOG2hpHktz83iam0NU15STkJDMkiUXMnfe6SQlpvbr9YXYIpJCnDEYjUybN4Oxk8exY8M2Nv5vHaUHSkhKTSY1I63zKawS1FpaqLW0kOK3kFAJheZ8ADYYS8RYQhQ1N+eSnt4/SSEUstDsnEBz8xj8fpnD1WVoNFqmT1vIggVni3GDQUokhThltlqYs+QUxk2byNavNrLlq02U7DtIemY6iSlJXa5vqAw38P6eVUwZOYEzcuZRq9gHOHLheE2NuaSn743oOQOBJJzOSbhaRuL3B6irKycYCjBi+HgWLjybUaOmiHGDQUwkhTiXmJzIorOXMXHmFDZ/sYEdG7dyaH8DGdlZ2BJtHZLDgQP7CUsKiSMz2GaqJElOwu/34/P5kGXRZBhoDQ1ZFI7SotGc/KCOz5uF0zkBj2coHo+buvri1kWOBSOZNWsJEyfOOekppoL6iaQwSKRlpnPGxWczafZUNny+lr3b91BfXUdKRirJqclIkkQoFKK0qpy0jDRMptaxBY1Gg9lsxmQyEQwG8fl8BINiJtJACYd1eDyZ2GzVfXp+MGjD5SrE1VJIMJiAy+WkvmEvOp2ewsJJzJq5mNGjp6DXx94e4EJ0iKQwyOQU5HLe1RcxY8Fsdm3czp6tuyjZd5DEpETszQ58IT9TRxV2eJ4kSRgMBgwGA+FwGL/fTyAQIBwW05L6m9OR16ukIMt63K5huFyF+HzZKAo4nY00Nu7GbLYxefJcZs5YxPDh46Ne1lqWZVE8L8aIf41BSJIk8ocVkD+sgNmL57F78062r99C2Z4yDGYjZuuJK7xqtVosFgsWi4VQKEQgEBAJoh/VN2STl3/iYxRFwufNocU1Co97KIqiQ5ZlmppqcTjqSUhMYd68M5k2bQH5+SN7vI94f6urq6OwsONNiBA9osyFAIC7xc1nqz9l997dVNfWEA6HSU9PJzk5uccfIEcThN/vF+MPETZ33mvo9Z4OjwcCybhaCnG5RhIOt65m93rdNDXV4fW6SUnJYNq0BUydOp/MzLyBDrtLdrudNWvWcMkll/Dvf/+bCy64INohCUeIpCC0EwwGKS4uZsuWLezevZvm5mYSEhJIT0/HYOh5v7NIEJE1YeI6UlMPoCgafN5sPJ4CPJ4CQqFEAILBAHZ7PS0tdgwGEzk5Q5k8eS7jx88kOTk9ytF3dOGFF7Jx40auu+46fv7zn8dMy0UQSUE4gdraWnbs2MHGjRupq6sjHA6TmJhIampqrxNEMBgkGAwSCoW63F5U6JxWC5mZdhISPHi9eShKawkTWZZpbm7C7qhHUSAtLYuJE2YzZswUCgpGRX28QFAnkRSEbvn9fg4dOsTevXvZuXMnjY2NhMNhkpKSSElJ6VWCUBSFcDjcliCCwaBIEl8TCgUAH+npKZhMEjrdsbtoRVHweFw0NdXiD/hITExl1KhJjB83g5EjJ2AyRWbHP2HwEklB6BWfz8ehQ4fYt28fO3fupKGhAVmW+5QgjjqaJI4misHU3SRJElqtFp1O1/bf9evfx2QOsWD+MuBoImjB6WzC42nBbLGRnzeCSZPmUFg4idTUzCi/CiGeiKQg9JnP56OkpISioiJ2795NY2NjW4JISkrCaDT2qa84HA4TCoUIh8NtX7Isq75FIUkSOp2uXQLQaDQdfkd79myktm43c+bMx9XiIBgKYrHYyMjIZeyYaRSOmkRe7nCx6ljoFyIpCBHh9Xo5ePAge/fuZc+ePTidTvx+PzqdjoSEBBISEjCZTCc1oCjLcrtEcXzCiBWSJKHRaNq+tFptuwTQFVmWcblcNDc3Y7fX4XDuZ8KECYwePYmRIycwpGAUmZl5IhEI/U4kBSHifD4fhw8f5vDhw5SWlnLo0CGcTic+nw+tVovNZiMxMRGz2RyRWSdHxykURUGW5bZWxdH/fv3/T/Qnf3w8nf3/8R/4X08And31dyUUCuHxeHC73bhcLhRFwWazkZGRwZgxY8jISGHcuPEkJCT37ZciCH0kkoLQ7wKBADU1NVRVVVFWVsbBgwdxOp14vV4kScJms2G1WjGZTOj1+gGZnnj8n31/Xk9RFILBIG63G4/Hg9frRZZlNBoNFouFxMRERo8ezbBhwygoKCAjI0NMzxSiSiQFYcAFg0Fqa2s5fPgw5eXlFBcX09zc3K6uklarbau5dPQr1rtOFEXB5/O1tQB8Ph8Aer0ei8VCcnIyQ4cOJTs7m4yMDDIyMkhOThZTR4WYIpKCEHXhcBin04ndbsdut+NwOKirq6O6urqtReH3+4HWD16j0djWqtDpdG3/1el0/XKXrShK2/TZoyU9jv5/KBRqOwbAaDRitVrJzMxkyJAhZGZmkp6eTkZGBgkJCaIVIMQ8kRSEmKUoCl6vty1R2O12Ghsbqa6upqGhoe3DORQKtX0d/dA9/s/66GCvJEntxhWOH1/4+mD18edRFAW9Xo9er28rCpiYmEhKSgopKSlt3V9Hx0rS09Mxm7vf+1oQYpFICoIqHe2q8Xq9Hb6O3s0fLbPh8Xja9oPobEbQ0e+1Wm2HgWOr1drhy2KxiC4fIW6JpCAIgiC0ie2RO0EQBGFAiaQgCIIgtBFJQRAEQWgjkoKgSitXrkSSJCRJQq/Xk5WVxemnn84///nPmCp7IQhqI5KCoFrLly+nurqa0tJS3n//fZYsWcLdd9/Nueee27Z+QBCE3hF7NAuqZTQayc7OBiAvL4/p06czd+5cli1bxjPPPMONN94Y5QgFQX1ES0GIK0uXLmXKlCm8/vrr0Q5FEFRJJAUh7owdO5bS0tJohyEIqiSSghB3FEURNYYEoY9EUhDiTlFREcOHD492GIKgSiIpCHHlk08+YefOnVx88cXRDkUQVEnMPhJUy+/3U1NTQzgcpra2llWrVvHoo49y7rnncu2110Y7PEFQJZEUBNVatWoVOTk56HQ6UlJSmDJlCn/84x+57rrrYn5DHkGIVaJKqiAIgtBG3E4JgiAIbURSEARBENqIpCAIgiC0EUlBEARBaCOSgiAIgtBGJAVBEAShjUgKgiAIQhuRFARBEIQ2IikIgiAIbURSEARBENqIpCAIgiC0EUlBEARBaCOSgiAIgtBGJAVBEAShjUgKgiAIQhuRFARBEIQ2IikIgiAIbURSEARBENqIpCAIgiC0EUlBEARBaCOSgiAIgtBGJAVBEAShjUgKgiAIQhuRFARBEIQ2IikIgiAIbURSEARBENqIpCAIgiC0+X+QL/7aQqTuvAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **Scatter Plot**"
      ],
      "metadata": {
        "id": "ch-kY9Utw_MB"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# scatter plot between income and age\n",
        "plt.scatter(df['Income'], df['Age'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 430
        },
        "id": "kkubp7YxxBm5",
        "outputId": "a42022c8-8f30-4883-c4c4-a84c6a6c460b"
      },
      "execution_count": 13,
      "outputs": [
        {
          "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": [
        "# scatter plot between income and sales\n",
        "plt.scatter(df['Income'], df['Sales'])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 430
        },
        "id": "geQ-Wfc-xEK5",
        "outputId": "b1111b64-288b-490f-930d-c3e16ad321e5"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}