quant.ipynb

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        "1. This is the india vix daily tumeframe data\n",
        "2. Convert the timezone from unix format to normal date time format \n",
        "3. Explore the data \n",
        "4. Segregate the data on basis on each weekdays\n",
        "5. See if there is any visible and repetitive pattern in the whole data set \n",
        "which can lead us to any pattern where the india_vix is increasing again n again. \n",
        "6. Use whatever statistical methods or ML techniques you would like to work with."
      ]
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      "metadata": {
        "id": "l3S5JuMxcLe6"
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      "source": [
        "import pandas as pd\n",
        "\n",
        "data = pd.read_csv(\"NSE_INDIAVIX, 1D.csv\")"
      ]
    },
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              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "         time       open       high        low      close\n",
              "0  1279856700  18.900000  19.719999  17.139999  19.240000\n",
              "1  1280115900  19.240000  20.049999  18.620001  19.969999\n",
              "2  1280202300  19.969999  20.160000  18.959999  19.219999\n",
              "3  1280288700  19.219999  19.809999  17.959999  19.520000\n",
              "4  1280375100  19.520000  19.650000  18.330000  18.330000"
            ]
          },
          "execution_count": 5,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "data.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "dNh6lAdBdPdR"
      },
      "outputs": [],
      "source": [
        "to_datetime = lambda x: pd.to_datetime(x, unit='s')\n",
        "data['time'] = data['time'].apply(to_datetime)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "Fd-0EvAJd22g",
        "outputId": "19d36307-6406-434a-b9be-d92a768efc38"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-6010bfa2-d339-4f62-aec5-376e54ba8c35\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
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              "    .dataframe thead th {\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>time</th>\n",
              "      <th>open</th>\n",
              "      <th>high</th>\n",
              "      <th>low</th>\n",
              "      <th>close</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2010-07-23 03:45:00</td>\n",
              "      <td>18.900000</td>\n",
              "      <td>19.719999</td>\n",
              "      <td>17.139999</td>\n",
              "      <td>19.240000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2010-07-26 03:45:00</td>\n",
              "      <td>19.240000</td>\n",
              "      <td>20.049999</td>\n",
              "      <td>18.620001</td>\n",
              "      <td>19.969999</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2010-07-27 03:45:00</td>\n",
              "      <td>19.969999</td>\n",
              "      <td>20.160000</td>\n",
              "      <td>18.959999</td>\n",
              "      <td>19.219999</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2010-07-28 03:45:00</td>\n",
              "      <td>19.219999</td>\n",
              "      <td>19.809999</td>\n",
              "      <td>17.959999</td>\n",
              "      <td>19.520000</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2010-07-29 03:45:00</td>\n",
              "      <td>19.520000</td>\n",
              "      <td>19.650000</td>\n",
              "      <td>18.330000</td>\n",
              "      <td>18.330000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-6010bfa2-d339-4f62-aec5-376e54ba8c35')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
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              "      height: 32px;\n",
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              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-6010bfa2-d339-4f62-aec5-376e54ba8c35 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-6010bfa2-d339-4f62-aec5-376e54ba8c35');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                 time       open       high        low      close\n",
              "0 2010-07-23 03:45:00  18.900000  19.719999  17.139999  19.240000\n",
              "1 2010-07-26 03:45:00  19.240000  20.049999  18.620001  19.969999\n",
              "2 2010-07-27 03:45:00  19.969999  20.160000  18.959999  19.219999\n",
              "3 2010-07-28 03:45:00  19.219999  19.809999  17.959999  19.520000\n",
              "4 2010-07-29 03:45:00  19.520000  19.650000  18.330000  18.330000"
            ]
          },
          "execution_count": 7,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "data.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "whktujCLd5KM",
        "outputId": "a6317627-4a3a-48a5-ce9d-df379e7a8003"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "23"
            ]
          },
          "execution_count": 12,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "\n",
        "int(data[\"time\"].iloc[0].strftime(\"%d\"))\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "4mNhWkkogoFi",
        "outputId": "25651efa-005c-4674-f849-63ae338359f5"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f36bf345fa0>]"
            ]
          },
          "execution_count": 16,
          "metadata": {},
          "output_type": "execute_result"
        },
        {
          "data": {
            "image/png": 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wQURElrmDDzHzweCDfGPwQURElon1pvHisAszH2QAgw8iIrJMPezC4IOMYPBBRESWibNdxGEXNhkjIxh8EBGRZWJ79egoBwBgz/GSUG4ORQgGH0REZJnYXv23Q0UAgO9/OxrKzaEIweCDiIgsUzcZIzKCwQcREVmmbq9OZASDDyIiskzMfNzYrbF0G4tOyRcGH0REZJlY83FBcrx028JtBaHaHIoQDD6IiMgycdAl2uGQbuNQDPnC4IOIiPwmDzhio3lqIe9MvUOeffZZOBwOxb927dpJ95eWlmL06NFIS0tDUlIShg4dioICpt+IiM5X4rBLaYW7ziMuxqH3cCIAFjIfHTt2xNGjR6V/v/76q3Tf2LFjMW/ePMydOxfLli3DkSNHMGTIEFs3mIiIws+5iqpQbwJFkBjTPxATg8zMTI/bi4qKMH36dMyePRt9+vQBAMyYMQPt27fH6tWr0aNHD/+3loiIwoo42FIqCz4424V8MZ352LVrFxo2bIgWLVrgtttuQ15eHgAgNzcXFRUVyMnJkR7brl07ZGVlYdWqVbrPV1ZWhuLiYsU/IiKKLOfKZcFHFQtOyTtTwUf37t0xc+ZMzJ8/H++++y727duHK6+8EqdPn0Z+fj7i4uJQp04dxc9kZGQgPz9f9zknTZqE1NRU6V+TJk0svRAiIgo+sc5UvpptBTMf5IOpYZcBAwZIX3fp0gXdu3dH06ZN8fnnn6NWrVqWNmD8+PEYN26c9H1xcTEDECKiCDOyZ3Ms2n4MAFDpZPBB3vk1H6pOnTpo06YNdu/ejczMTJSXl6OwsFDxmIKCAs0aEVF8fDxSUlIU/4iIKDKIs13SUxLQp1169W2h3CKKBH4FH2fOnMGePXvQoEEDdOvWDbGxsVi0aJF0/44dO5CXl4fs7Gy/N5SIiMKXwwFEVTca42Jz5IupYZdHH30UgwYNQtOmTXHkyBE888wziI6OxrBhw5CamoqRI0di3LhxqFevHlJSUvDQQw8hOzubM12IiM5T8jgjyiHexuiDvDMVfBw6dAjDhg3DiRMnUL9+ffTs2ROrV69G/fr1AQCvvfYaoqKiMHToUJSVlaF///545513ArLhREQUPhxwZT8AZj7IN1PBx5w5c7zen5CQgKlTp2Lq1Kl+bRQREUWI6kDD4XBIwy4s+iBf2ICfiIgsk4cZzHyQUQw+iIjIb65hF1f0ITDzQT4w+CAiIsvkgYa4nBwzH+QLgw8iIvKbfKotYw/yhcEHERFZplXzwWEX8oXBBxER+c0B92wXxh7kC4MPIiKyTB5ouGs+GH2Qdww+iIjIbw6HbLZLiLeFwh+DDyIiskzeSt3d54PhB3nH4IOIiGwRxQanZBCDDyIiskyQ2qu7ik5dtzH6IO8YfBARkS2iqs8ojD3IFwYfRERkmRhnuIpNXZkPdjglXxh8EBGRLcSaj/KqqtBuCIU9Bh9ERGSdWPMB4FyFK+iYumRP6LaHIgKDDyIiskw+1XbbkeIQbglFEgYfRETkN7HHB5ERDD6IiMgy+cyWKEYgZBCDDyIi8psDDkX2g70+yBsGH0REZJk8xJAHH5xuS94w+CAiIr/JO5wCwOnSihBuDYU7Bh9ERGSZOLzigDLz0fW5hdh3vCQ0G0Vhj8EHERHZQl1u+snqAyHZDgp/DD6IiMgyqbTDAZRWOLXvI1Jh8EFERLZQ13lwwgvpYfBBRESWCVJ7dQdOl1Yq72Pug3Qw+CAiIluk1IpVfM/MB+lh8EFERH5zOIBpt3cL9WZQhGDwQURElqi7mHZunIqYKIfu/UQiBh9EROQ3MeSIiuL6LuQbgw8iIrJEnthwVHcYk8cezHuQHgYfRERkm2iHfNglhBtCYY3BBxERWaJYVK76f/mwC6fakh4GH0REZJsoWeZjztqDOFlSHsKtoXDF4IOIiCyRz2YRY45oWeaj0ingrpnrgr1ZFAH8Cj4mT54Mh8OBMWPGSLeVlpZi9OjRSEtLQ1JSEoYOHYqCggJ/t5OIiCKAPPMBAJsOFoZmQyisWQ4+1q1bh/feew9dunRR3D527FjMmzcPc+fOxbJly3DkyBEMGTLE7w0lIqLwoqz58JztQqTHUvBx5swZ3Hbbbfjggw9Qt25d6faioiJMnz4dU6ZMQZ8+fdCtWzfMmDEDK1euxOrVq23baCIiCk/RjD7IAEvBx+jRozFw4EDk5OQobs/NzUVFRYXi9nbt2iErKwurVq3SfK6ysjIUFxcr/hERUfgTNKa7qIddiLTEmP2BOXPmYMOGDVi3zrOIKD8/H3FxcahTp47i9oyMDOTn52s+36RJkzBx4kSzm0FEREQRylTm4+DBg3jkkUfwySefICEhwZYNGD9+PIqKiqR/Bw8etOV5iYgosOR9PJjwIDNMBR+5ubk4duwYLr74YsTExCAmJgbLli3Dm2++iZiYGGRkZKC8vByFhYWKnysoKEBmZqbmc8bHxyMlJUXxj4iIIosYezAIISNMDbtcc8012LJli+K2ESNGoF27dvjHP/6BJk2aIDY2FosWLcLQoUMBADt27EBeXh6ys7Pt22oiIgo5tk8nq0wFH8nJyejUqZPitsTERKSlpUm3jxw5EuPGjUO9evWQkpKChx56CNnZ2ejRo4d9W01ERGFFXFguPoa9K8k30wWnvrz22muIiorC0KFDUVZWhv79++Odd96x+9cQEVEYSoq3/bRC5yG/3yVLly5VfJ+QkICpU6di6tSp/j41ERGFMfmwi1jqkcjggwxgfoyIiGzDzAcZweCDiIgs0Zpqy8wHGcHgg2q8/KJSPDJnI3IPnAz1phBFPHV79XaZySHaEgpnDD6oxnv++234ZtMRDH1XewkAItKmrPlwVP+vlJIQG7wNoojB4CMMnSuvwpIdx1BWWRXqTakRjp8uC/UmEJ23qtgMhDQw+AhDYz/bhBEz1uG5edtCvSk1QkaKPUsFENU0inXldDqbOhl8kAYGH2Fo/u+uRfg+WZMX4i2pGZITWCBHFChOxh6kgcEH1XjyY+OqPSdCth1EkUbQyGqoMyBORh+kgcEH1Xjy4+emg4Uh2w6iSCYGHQ5VySmHXUgLgw8iGa7ISWSckbCCiQ/SwuCDSIaxB5FxWlNtPR/D6IM8MfggkmHmg8heVUx9kAYGH0TyFtHMfRAZJ898OJT/i1jzQVoYfISZbzYdDvUm1Dg8NhLZRx188PNFWhh8hJnnv/sj1JtQo3HYhcg4xcJyOo9hh1PSwuAjxN5ctAuvzN8ufX/qbHkIt6Zm4rGRKHA47EJa2NoxhEorqjBl4U4AwPDLmyEjJQFRDoAruoSOg6kPIsMUs110PjtOZ5A2hiIKMx8hJL8iKK90fUJ58guu7347gt8OF4V6M4ginkPjK4BTbUkbMx9hJoqxR9BsPliIB2dvVNzG3U9knJGwgjUfpIWZjzDDqZ7Bs/vYmVBvAtF5Q39V2+BuB0UGBh9hhpmP4GEhHJF/tIdUBAOPoZqOwUeYYc0HEUUi8dh11xXNUSs2Gle3rQ+AmQ/SxuAjhOQXBBvyTuFMWSX7TAQRj4lE/tH6DLXOSMbmZ/phwsAOAFzt1bceLsIDn+Ri758c6iQXFpyGiUfmbELbjGRWfASTxpGTAQmR/+JioqQhZKcgYNDbv0IQgF0FZ7Bw3FWh3TgKC8x8hJD6RLej4DRTlEFUyZ1N5Bdv5RzR1dGHILgfd+DE2SBsFUUCBh8hpFWIdaasMgRbUjNVsfsRkV/E9upaw8VR1TfKV7WNj+Eph1z4TgghXncbs3BbAa6fugLbjhTb+rzMfBAFjkM27CKKY/BB1fhOCCHOQPPtZEk57pm1HpsOFuLGaSttfe4qBh9E/qn+CGnVqonDLvLPGYMPEvGdEEo89/kkbwRWUm7vqjdawUdiXLStv4OoJtBqEZBaKxaAMsNYU4ZdTpWU44vcQzhbzmF0PZztEkICo4+QmrZsj8dtFyTFh2BLiCKTtyNY7bgYJMXHKOrY4mNqRnB/x3/WYsvhIqzddxIv/61LqDcnLNWMMDRMcdjFt0D2PTl1tsLjNqaFiczT+5jWT1YG8/GxNePztaV6scrvfjsS4i0JXzXjnRCmGHv4xr4nROFLLCbVu0hQBx9x0TXrlMNjvL6a9U4g8oEHCyLjSqqHVBLjtUfwPYIPZhapGt8JIcQFl3xju3mi8FVc6go+knSCj6Q45e01peCUfOM7IYSMhB7O6krxQ6fO4n+5h1BRxcZYRBQezlQHH8kJsZr3R6mW6a5pmQ9eX+oz9U5499130aVLF6SkpCAlJQXZ2dn48ccfpftLS0sxevRopKWlISkpCUOHDkVBQYHtG32+MPLGrKjuwnnNv5fh0bmb8daiXeg7ZRnGfb4psBtXQzEbRWRcWaXr+KSX0diYd0rx/eaDRQHfJooMpoKPxo0bY/LkycjNzcX69evRp08fDB48GL///jsAYOzYsZg3bx7mzp2LZcuW4ciRIxgyZEhANvx8YGSqbUWV6zHih/zNxbux69gZfLnhcEC3LXwEbtylpl2FEdlN7JUTHaX9OT1+pkzxfX5xacC3iSKDqaPvoEGDcO2116J169Zo06YNXnzxRSQlJWH16tUoKirC9OnTMWXKFPTp0wfdunXDjBkzsHLlSqxevTpQ2x/ZDFxkL9l+TPc+Zw3o0Bmomg9BEFBeHdCtn5CDTo1SXLcH5tcRnZfE2S7ROh/UkjLPxoDsLEyAHzUfVVVVmDNnDkpKSpCdnY3c3FxUVFQgJydHeky7du2QlZWFVatW6T5PWVkZiouLFf9qCiMfwRidKwoAqOIQgWViJgkAEmKj4eCkXiLTxEAiSudMclFWHY/bKmvQgo5sJKnPdPCxZcsWJCUlIT4+Hvfddx+++uordOjQAfn5+YiLi0OdOnUUj8/IyEB+fr7u802aNAmpqanSvyZNmph+EZHKSOyQkZqge19NuIJQhwSr9pyw5XnlwYdivPr836VEtpEyHzoXSf++6UKP2w6cOBvQbaLIYDr4aNu2LTZt2oQ1a9bg/vvvx/Dhw7Ft2zbLGzB+/HgUFRVJ/w4ePGj5uSKNkajYW4DhrIGZj+m/7rPlecoqXengKIcru8QpvUTmSZkPnQ9Qg9RaHrd9svpAQLcpnJRWOGvERaIVptd2iYuLQ6tWrQAA3bp1w7p16/DGG2/g5ptvRnl5OQoLCxXZj4KCAmRmZuo+X3x8POLjuZ6Gnsoq/TduTXhTq19hWmKcLc9bViFW6UcrFsVimpTIOF8Fp1pqxdWsJcVenr8dT17bPtSbEXb8Lvd3Op0oKytDt27dEBsbi0WLFkn37dixA3l5ecjOzvb315yXjCQuvGU3tGKPkyXlWLy94LwJTD78Za/i+7p2BR/Vwy7ijBcmPojME49PepkPLVoLOp7P3l++1/eDaiBTIej48eMxYMAAZGVl4fTp05g9ezaWLl2KBQsWIDU1FSNHjsS4ceNQr149pKSk4KGHHkJ2djZ69OgRqO2PaEbCg0pvwy4a9w2e+isOnjyH5wd3xN+zm1nfuDDxwxZlvdDHqw/giQHt/H5esegtNjqyw468E2ex8eApDOrS0KOhE9U8x06X4oLE+KC9F8Seh2aCDyLAZPBx7Ngx3HHHHTh69ChSU1PRpUsXLFiwAH379gUAvPbaa4iKisLQoUNRVlaG/v3745133gnIhp8PjEyVrfJSGa412+XgyXMAgJ+2FZwXwYeafHluf4jDWTGqMv1IK6Pp9a8lAIDySiduvKTmFGuTp9V7T+CW91fj2s6ZeOe2bkH5ne6C06D8OjqPmAo+pk+f7vX+hIQETJ06FVOnTvVroyJJRZWzumDRfORvZGjEW82Ht+Cldly06e2pScQ29TFi5iPCr9zW7DvJ4KOG+/AXVzG2OlsYSL5muwDAh3dcgi83HkLXJnXw0g/b0To9KVibR2GM8aofSsoqcckLP+PWD9ZY+nlvQyoibwGKtz4ftWtYUZdZ4r5X91GJpMzH9vya0xOHfEupFfzPvK/ZLgCQ0yED79zWDV0a1wEQuFl603/dhwc+yUUl17+KCAw+/LByzwkUnavAqr3Wek8YyXxUCYLueiPefr4WMx9eScMu0ZFbcHrTNHfzvkgKmigwknVWlg0kM7NdxPoqIxddVjz/3Tb8sCUf3285GpDnJ3sx+PCDvzVdRjr9VTkF3Q+r+sflEX/ieRp8xNk0uCzue4/Mhy3PHhzicuYAF8QjKIZ+xT42gearvbqcWF/lbSjZDkXnKgL6/GZ1bJgS6k0ISww+/OBvRbnRmg95N065Xv9agpMl5dL38q9Ta2kvcR3pyquctqxp4858uP6GEV7yQSTVMQHAW4t2B+V3ir/SSM2b+FmrCPCwSEWAgxuz6tnUHuB8w+DDD/JxTit9NYzWfJRV6F/FyFOMH8s6B+p9vs+VV+FsuT0zRkLFjkOLVHCqtyhFhAmvwy2Fwidr8qSvl+38Myi/08xsFynzEeAeRIEObswKt+0JF+fHkTdE5IkPK28wb+nH9g1cqboqQT/zAQD1k9xR9SxF8OH5M06ngC4TF6DD0wukFV0j0dGic34/hxgsqvt8ROrwRU1stU/6gtXyxUzNh5j5CHRBaLgVnAZ6mClSMfjww/EzZdLXVqJ5rZqPv3ZpgB8evhLN0mpLz7v+wCnd54iPcdd2FJ51j3WePFuOJTuOKT6I5yqqpJTkDxFclNXz5SX4dG2e7wd6UaE6aHLUhSJdSoK74NTK1H8rzHQ4jQ1a5iO8TvbrD5yK2IuaQGLw4Yc3ZeOq109dgTkmT4haQzXN0hLRoWGKdFKsqnJi9hr9hZj0Psgfr87DiBnr8J6sta/8+DDms02mtjXcjP9yi18/X1EpdjhVNRnz61lDh8c2Sk5w13kFq4bJaSHzcba8Cnf8Z23AloAwUsgfbAt+Lwj1JoQdBh9+yKpXW/p697EzeMLkCVErcBA/oOKHeUNeIS7Kqqv7HDt89Hr4YsMh6Wv1CaomR+PiMFm8uLZLhFecfrv5SKg3gULoTFklDhe6hyODtbRTlYnMR4xsiHP5zj+x2mKLAl/CcZhjwe/Ba/wWKRh8+GFg5wZ+/XyVxodEvBIXg49vNx9Bkmr+/oWNU6WvX/1pp/dfIvsV6rqA1XtPmtnc80p5lU7mI/yOW0Q+7So4rfg+WBcW4qiuocyHqrj7dGlgpsSG27ALwNl0Whh8+MHf5de1Mh9iHwv5vHl1fYO8zqNRnVoA9Futy29VP+SdpcGZjhco/hSWlXNVWwDA1CW78cicjbZMX6bwEawCZHfNh+/HxqiKuwNVFxqOs0u48J4nBh9+0HqPy3tt+KI1NplQ3RwsV1ZkeuiUcnZHVBRwa/csAEDdRNc4b6lOUyH5FZD6auiXXccjeujl2Oky3w/SIV4dqTMfNc2/FuzAN5uOYOWewKTAKTjUFzLB+lhL7dWNdDhVL+IYoAqrcKz50GrCdqy4FHv+PBOCrQkPNfvI6yettVXMTAPVKriqHesKPk6e1Q9ioqMcOHCiBACw9bCr5uNcuU7wIfta6+I2UgqhRvZs7nHbOS/9T3wp1yk4jaSSUzsvpuxaLZhCo1T1WQhUMaeaNNXWwJtRrK8S2RkgyV/vp2sP2vfENlFnfQDgspcW4Zp/L8Ox4tIQbFHoMfiw6M/TZfhktecslKKzxscxtQqjxNVouzapo/tzUQ4H0hLjFbfpnYgFLzUfAMI68pYPq9x/dUuP+/3J2ngWnFp+qpCxM5UbyRkwAkorlFf7wfpzillZIzUf6uzIqbPlinYFWn47VIhDp87q3j9/61H0fHkx/rVgh4GtDZ3mFyTq3rflcFEQtyR8MPiwaPh/1mJ7/mmP24+bGHbRujoRF4Qb3buV7s9FRzlw71UtFLepr3xE8tSmVvARzicdeXO12hpr1fgztOsuOI3cVW3V/PlbelshmcKf+vMfqCENtZ//cGVOiy2sp/L0N7/jkhd+1j127T52Gte9vQI9X16i+xz3fbwBh06dw7RlexS3h9txLdHLon/+ZHAjGYMPi7Yd1Z7iWmGic6g4TtuvQ4Z0W+0415tUnaKUi4lyoG5tV2fT2GgHDp06i5wpy33+Pq3PYzjXGcqDj4QYz+BDHUzpHcS0eBacRmDqQ2Xdfv1mdL4EK01PgaHughyMP6e8SFk+zdcsvezH0h3WW8Sf1RmGDpU/vdSnhVmcFDQMPnQ4nQJGzFiLJ774zdTPmbmClM+RFzOS7Roku36/l6dJiI2W0pwVVQJe/P4P3ceWydKxWpmPcG7LLQYTcdFRmgVt8m1/dcEOtHtqPnIPGJs+XKE31dbqxoaBOeusd30N5/cBebfveAkenbtZcVsw/p7ygMdon5y592Ubfv78Iuu1EKe81MyFwpSFOxVTi81cKJ2vGHwAOFte6THV8I/8YizZ8SfmrPMsXvKW0jOT7hMfGxUFbH6mH3In5CClukuht4NH7bhoxXj/70f0G40VytKhWgFNOF/wigc3vSyQvKj97SWuacMveAnE5NSZj/Mg8YEzpdaLRsOxMRMZc9fMdR63BSOWLJPNsDO6lsylzep53KbXl0NvBp9oh8awtyjcMh+AK0gUtXtqvvR1Tf3k1fjg49jpUnR4egFun75Gcbu3NPSfXoqkzNQhiAcIBxxITohFWlK87D5vwUeMosAr76R+QZZ8ATmtpmbhnPMTrw7iYz2HXADtAM1oDCFmPuLOoyZj/owdB3q9DQoc+UlNFOzMhz+/Tm+RS/lzah0P+7+uP9QczsOI4diHJBRqfPDx4xZX21tvfQ7Ub3xvHfTMfOgFd/Sh8Tz6P5cYH+31w9WxYYrm7Vonp5RasRqPDA/qzMeYnNaK+/0pkhQLTsXMhzhVMJILLxvXrWX5Z8uYBj6vBCP4kA8dmAlexcaIIt3gQ/a12eA41MFHk3qen0XxT7LpYGFwNyZM1fjgo5ZsFsXWw0UYPHUFVu45rpqi6vq/ssqJm99bhTFzNuo+n6ngo/p/rat1ram2qdWBQt8OmUippV09fUWrNI927KIdBZ5pylB/SL0pkzIfrrepup291tWQ0bHn8kplk7FgLfdtJ/XfTj3d0oxn521D3gn9DBpFlmD02ZJnPsxczX96Tw/F9+VVvgNfs8OC8kNDWWUVFv1RENReNlr7XwygzoMRXlvU+OBDXjtx54y12HywELd+sEYRdYsnuT1/lmDNvpNeZxWYaVMtJT40Tpix0VFSF1PR0kevxvcP90TXJnUULdblVuw+oduz4uFPPYOmcE4BlkqZD9drbZ2RjOWP9UZmSgIA7eyQ2WEXMfgQ/4/k2ocyH2Pkvrz6U3j3SiDjgpHRlBezmzmOZKXVVnwvXggAwK+7juOrja7FMOUBRLnq+X0dZ+UZzL5TlmPkR+sxNsQreYufT3XxfLhNCw6WGh98yP/wx89oV0g7pSDB9/OZOXeJD9Ur1opR3VE3MQ4dG6b6fF4z00bLw/hkW+UU6zLcrycrrbaUATploqeKmrrgVNzXFWHYmtkos1ksz+HEyH3tpDSgU2bAf4c82DUbtH9012XS1/LC0tunr8HYzzZjz59nFO9PeUayosrp83Mqfha25xdLNXELtwWvm7NWBlwM1tTH9ZqqxgcfRohvpJW7j/t+rKnMh/c0nDwr8/zgjh73/7WL9qq68iBJ7KwnPzEN7tpQ+jqcTzji8UWdGRKHj0b9N9fjZ4w2/XQXnLp+4HzIfJj9U6qPj3pj7xR5jHQc9Zd82KVJvdpeHunpqjb1cUnTugCAUo2ZKQXFpYraumnL9uDx/21G7oFTaDvhR4ya5fnZlxOP2cv86BXiD62ptMXVU23Vfxv1ar81Rc181TJGTjXiQfrZedt8PtZcwanrf706BfnN3Vukedyf3dLzNgBSAzLX17GocgqYvcbdCl4QIHVIDecaBzMrZpqlLjgVaz7CORjzxWyRofrR6tQ2Ra5gpPLlRaATBrY3/fNivV1JeRV+2HJUUXNUdLYCX2w4JH3/wS/78Pn6Qxj67ko4BWDZTu9BhdMpYMaKfZj043bT22VVcWkFfvo9HzNW7MMpjWU2xEytOkO57WgRpizcWeN6f+j3fK0pdD6j8g/vnHV5uOmSJoaezsxsCbEFst659Wihu8mOVqpOr5tq1yZ18P2WowCADXmFuPLlxagtK0KtUztWmmLqbeZOKBWdrZAyG2bWMDE65KReWE68+ojkKadmh13UwUokB16kFIwyAvEY2bFhiqJNgFHikglf5B7Cqr3K2YZTl+72a9vu/mg9TqsKTAOdDLp75nqs3a/f5PBkdUCiPuZOXeJqDV98rgLPXueZ4T5fMfOhE33Ib504bxs6PrPA2PMJwMerD+A91VoDeo8FoBt9zP89X/paa+n3rTrNxeJUTbmOFJVi9zH3AnJx0VHSyTZcr3Y/WrVf+lpdoDWubxsAQLfqtK0V5ao+H7ERONtFzWzmQ/14DrtEHnXAKX72gxFCS4cviyd1cb0TdeABAKdKzK8VI6cOPAD30hWBohV4yGceFlZ3XdWbdfPdb0cCs2FhqsYHH3Zf6X654RAmfL0Vk37cjqNFyvUOdh87g8Xb3UVP7tjDwHLUsZ5/KvmaMHK+xnsFALEx1cMMYXrCkZ8Y1S8nM9U12yUlQeNgYvBAKBZ/iQ3M3MMuNSfzoY5VIvm111TqVH2CGHwEMfqwui5S50b6xfOBGDZqmZ5k+3P68u2DV0hfi8F9kc4ifHoTHuTCuTWCWQw+NA649RLjNB7pac6oHmhZX7lU8p4/3d0GS8qUB4acKctw18z12JjnmqrrrvnQfv6r29aXvk7Q6PKpt52+qqlvvrSJbNglPIMP+WtQD7tIWYrqD6L8QGX0MCgWyyXEqoddArs/dhacxpNfbfFr3Qo9Zg9M6qwXMx+RR91GXAymg7GqrTRsbDHzkeWlSPVIAD4foXh/t6ifhCcGtAPgDu6LvKw74y3omrv+IFr/8wes3ON74kMkYPChccDOTEkwdOWQEBuNz+7Nxhu3dMUtl3rWhOQeOImlO4553P7HUddsDV8FlVe1cQcftTSCD3VTqfrJ8Zh112VeMx857TPQJiNZGsapCNNIOlpWAa4OPsRAQQyc5CdRowdCcZqg2EPEPewS2P0x+O0VmL0mD2M+029UZ1SaKvgsq3SaumJUH4zDNRAlferMR3wQMx9eGjQboh4eDrRyP/vgWBWrutB76pvfdR/7zlL94frH/vcbnAJw6wdrdB8TSRh8aBxwtx0txtB3V/r82YTYKFyQFI/BXRtpZib+8cUW3DljnZTpEKlPkHppS/mVrFbNh/rAs/bJa9CrTX1pCEGLeMISn+/7346GZZ2DPPOh3l/qQMHbctVaSiuqcLp6EbZ4abZLcGpgxBb3q/eexNuLd/n1XB2q2+j3rs6QbTpY6LFGkTfqYEO9LDuFP3Xmo0ldVzYhKKMufhZ9aB3TAilU7293ptb37//XgprT6K/GBx/+fEgTZF1Gvc3IuOEd7UBG6vOh86O+Cgh7yTIjrudxPVG0l3nj0dUfBHmA8vWm8Ct0km+f57CL6/WtP3AKR4vO4TnZFGgj489zc91T+MTgIzYqOJkPuVd/2unXz4tvj6QEdzfLFbtPGO50WlGpfK0MPoKrvNKJF7/fhhUG+gfpkS/T/uINndA6o7quIQipDx/18j7ZlflocUGi7wchdMOK4vGqvFIIywu9UKnxwYeZN2SsKqMgz3b4msYlv8oUH+ur5sNXMazeh9dbzYe4gJp8NdeCYvvHV80qKavEc/O2YU115bv8Najn9MfItj170mL8JOtcaKTu4aSssMtdcBqcmg87iWPu6r+30cJRdZbH3/bsZM6sVfvxwS/7cNuH1tPo87e6ZsR1aZyK27o3lQKB4GQ+/Kv5UK8obUVMlANzRvVA+wbai2nK2RlcT12yG//8aouhYU7x81npdJrKTJ7vGHyYeEO2zUxWfC+vw/DV32PGin3S15VOAXknzsoOENqfXjPdUpNlMz+8BR+/7HKdyOUpz8Q47XVigumLDYfwnxX7cPP7qwEAZ8r0T4SxXl6fkWETeTvneI8mY8GtgfGnql+Mk9Q1Pr6urgRBwLjPN+HJL7cobmfBaXDtPV7i+0E+fPir67jy26EiAO7sZ1BqPqr/t5r5sGPYZdhlWUhPScCPj1yJ/ZMHen1seaUTP28rwH4/97sgCPjXgh34ZE2e5mKdauJFYmWVgNV79fuAiLSO++fj+i+m/vqTJk3CpZdeiuTkZKSnp+P666/Hjh3KMarS0lKMHj0aaWlpSEpKwtChQ1FQELye+maJJ6sEjamsalsPK/tqyKe/nvAxTeqlH9yd9v751Vb0+tcS6Ype78qhVXqy9h0yH95xCbLq1cbMEZdKt/VqUx8ZKdpNf/ZrrFyqVa8SbJsPFim+lwdrajFeDlpGiibltTLSwnLibJcgp0W1rsaOFZfiuXnbsPuY9wObmPlQZ+R8ZcxOlpTjyw2HPfoS1AqDILQmqbIx0L3hokaK74My28VHh2Zf7GgB//Wmw4Yfe66iCnfPWo+rX13q1+/ckFdo6vFmeyqJa9HInY9DoqaCj2XLlmH06NFYvXo1Fi5ciIqKCvTr1w8lJe5IcuzYsZg3bx7mzp2LZcuW4ciRIxgyZIjtG24X8WpP3pLcqHjZsMex0+aHLnIPuApR9T6D/Ttm4LnBHfH16Cu0HwAgp0MGlj/eG92a1pNuS4iNxsonrvH6u8/JTsBvL/Gvm6Ad1B9Mb6tyqk+2ckaCj/rJnoGZlPkI8uyfsgrP7f2/uZvxnxX7MGWh95oQcVM9Mx/WXkOD1FqWfo7MO3TqLD5bf1D6fnt+MYrOVuD3I0X4ZtNhRS2HN03quf5mwy5zrYDtUA3pBpb3Ds2+1LYh2G2qWiHXyPCLvw6ccJ/vjAwdicerEp3mYmonSjwL6NU/u3af7wxKuDPV8m3+/PmK72fOnIn09HTk5uaiV69eKCoqwvTp0zF79mz06dMHADBjxgy0b98eq1evRo8ePezbcpu4+z2Y/yDII35/OvLpFUk6HA7ckd3M0nP6uqqQn6QPnTrn5ZHBoW521vyCREVXVjlv6Vojwybpya4mZamyAEeq+Qhg5kMc8pJz1VnEqh7nKkD8YUu+x+MVql+qemEqXwGY3hBhoNeWEAQBFVVC0KdYhqMXvvtD8f1tH6xBSXmlNH0+p306Phx+qdaPKojZEzFzKx5LgjnbxWrNR2ZKgt/b8OwgZTvy6cMvweWTF/v9vN7IPz7ySQEdG6bgd1nX6Zz2riaQF1Rf7BhdhVsry6G+OLvpvVU+h5nCnV9HgaIiV6q8Xj3XVXdubi4qKiqQk5MjPaZdu3bIysrCqlWr/PlVtig6W+GRynav8eFfCtCfpditfnitEIdjwq1TnvzDtfVwkdcgwNtUYiN1C+JjLm3mzhYFY7bLpB88F7nyJ50qHvjUNT6+/rY/6gQ15zRWF7XTHf9Zi24vLDR8VR9K5ZVOzFmbh4MaKXA7yJdOAIATJeWKvj0//+HZH0iLmMEU68+Cmfkw06FZi3rZBCuaqWa6JMYHfrky+a5dvN39d1J/7v7WzTUUJmZHfNUFig0rtS6gwu14bQfLwYfT6cSYMWNwxRVXoFOnTgCA/Px8xMXFoU6dOorHZmRkID9f+4BXVlaG4uJixb9A6fnKYuRMWY5dsiIhscK/TYbv+gpRndqxGJvTRnGbP28OrQZigfL6zRcBUKYLh17cOGi/X4/8av2vb/2KHfn69Q7eOiMaGVctlxqMufeBmPlYtP1YwDIA2456vrf9+V3iO05dA+Nrxo668Z34/gv0TJ9fdh3H6dJKLA3RMudm/GfFPjzx5Rb0+teSUG+KV2LwIWZu3bNdglfzYXncxYeW9RMxvro7qJ4kVbChteTCw31a2bpd8uJPeS2futZKbHkgZqHV5wh1Y0pxyrz8AurAiRI0e+J79Hw5vN+HVlgOPkaPHo2tW7dizpw5fm3ApEmTkJqaKv1r0sTY6rFWiI2lVu89geU7/8SjczfjVHWr2+yWaXh5aGd8Nsr30ND04ZfgkZzWittu7OY+gd9scAVcUaAKPj+5u7vHbQ2q10W5rmtD6TZf7diDQb3Ykrf2yrXjYjBRZ/VHIzUf0qJysuBDnvma/qt+satdxLoTdebD6Lgw4D4Iqv9+2/NPo+hcBRb9UaCZQVIv9y0Wmkbyir52W1c9ph7OkwycTkHKloh/Q4c7+gg4X6tyGzHlpgt177sjuxkGd22kez/geex0OByYPvwSxbpXjeraW8uk955Qf9bEz6XYp0i9dssTqsAqXuoH4kR5pRPTf92Hq/611IYtDk+WclQPPvggvvvuOyxfvhyNG7tPupmZmSgvL0dhYaEi+1FQUIDMzEzN5xo/fjzGjRsnfV9cXByQAEQeTS7fdRwLVS1uY6IcuPnSLEPPpVXdfd9VLdG5cR3X8tKJcYpislC5otUFGHRhQ8zb7G4iJn4QEmKj8Y+/tMPL87eH/KRz339zsdFkBfmwy7LwzLeebYqNLJQnvhfk2R953YRYA7Nu/0n8b/0hjL+2HepYKEj2Riy2U/fW0KoL0SP+2dTDUA/O3ojmFyRi3/ESJCfEYMuz/RX3F6rWlhAXIwtkalex/k7oY12ftBZyDDfywNU97BI5NR+AcuhTLS0pTpGdNOqa9hm4pn0GVu89gZW7j2PoxY3RLC1RmsbvL72skmfmQ2z6qP08dWrH4eKsOtLsGfFiqLyqCv9euAPvLdtry/aGK1N/WUEQ8OCDD+Krr77C4sWL0bx5c8X93bp1Q2xsLBYtWiTdtmPHDuTl5SE7O1vzOePj45GSkqL4FwinZAfchds8p/4u32W8y6BWN9OY6Chc1aY+LkiKh8PhwKy7LsPkIZ0NPV8g091tM5QrOcprE8XI3OxS7HZTj38boVejozVeKgiC4sQqBR86mY+YKAc+W5eHG6etwmfrD+J5VXGgv4Zc1Ehq9ia/WHI6BazY7bm8uB5p2EUjc7WvupeBmO2TK1bdllAdCAUy+JAfmNVrEoWjQLb+tqtng3zGmsewS1A7nFqPPuQzz1qlJ+HvPZpK31/arJ7XGo6592mfU0Q9WqRhXL+2iImO8ujR5A+9Xav+/IjBh7epyPKfkYKPSud5H3gAJoOP0aNH4+OPP8bs2bORnJyM/Px85Ofn49w515ViamoqRo4ciXHjxmHJkiXIzc3FiBEjkJ2dHfKZLvL1PzpoTMcy02DJyChFrzb1cctlWXhr2EU+HxvIIse7r2yh+F5+whU/HPtPaDfdEQQBn68/6LX+IlT0PtDlVcrF1YpLK9B8/A9o+eQPsoXoXPcrgw/5QnaudXlEWrUaVrStrisafFEj6WpRHvh9vekw/rv6gOJnDp06q1v0KA27mDhRniuvwklV1b141axeJ8RO8qv0R+duDtjvscvRQvewn901QGYzjSfOlGHlnuMQBAEFxaVYX92fRQw+4mKi3LPbgllw6meHU0A5bHKk8Bw6NnQfm1MSYnVnRvVuW99r1kQt1cvUfW+cTsFjKFe9a8VhWvWFj5T50NhBN13iGjG4uGld6TbxAqimNPszFXy8++67KCoqwtVXX40GDRpI/z777DPpMa+99hr++te/YujQoejVqxcyMzPx5Zdf2r7hZrWTRb5aJ5M6Jt6c3tZxUTMyrTCQXTUTYqNxUVYd6fvace4riQubpAIANuYVotkT3yvmrwPAxoOFePx/v6H/68sD0no7v6jUZy8LK8SDuyAIuH7qCul28fW5ZzjJC07df9P1B5QLAdo1NVR820Q7HNJ7SB58fLnBs2FSz5eX4MpXlmjuf/FHzdTsvLvMc9VM+X7YZ6D7oyAIpmfGlAV4Gq/d5FPV7Z4FZHaG04A3fsGtH6zB/K356P7SIvxt2iqs338S26uPY/KTVTCn2kq/06ZhtLiYKEUALE4ffkijYNRs9sxqI7Sh01ai75RligBEnSl+/rttOH6mDFVO7zUfco//xVXv8X/92mJc3zb4eVwvxMWIQ7EMPjwIgqD5784775Qek5CQgKlTp+LkyZMoKSnBl19+qVvvEUy+rg4f6uMuIB1ysfciJzPvYyMnhsGy4s9AkC+AJ59Z06q+MhWpLm6SX/2ZXTnWiLtmrsObi3yv7KrVFEzt8pZp0tfigeKHLfnY+6f7ZCoGJeVV7itGkbzmQz5XH4ClcWe1P0+XYXt1Bik6yh18yI9jjb0UxmmdAPWm2nqz50/P3in5suJedVZEy8iP1qPny4uxV+O5RFVOARvzTklBU6QdUOXBx1mbAyezV7bHqj97X210B6crdp/AE6r2+ECQp9qKNR82TXcpq3DibLl7SFAMGP6vX1v88nhvxWOtdEf11qxRc3sqq7AxrxD7T5xV9BzS2rdllU6PjJb4t9Ba51PM+CTFx+Dha1qjVXqyNN1/msEhl0hvuR7+VVVBkpHqPsG9eH1nzLjzUqwa3wdpiXFoVEd5UjDzxjcyl/3CJnUMP58V8vnl8m1P0piWJl9XQD7zIhDZGSPDGX3apeOL+y73+pjnr++EmSMuk74XMwjygzXg7iYqHvzjdWo+1OwIPl6e756SFx3l0Bx28fa+0krViz8aHe05lKZHKwWcL1tY8O6P1nn9ecDV2+BESTmmaWRRRG8t3oUb3lmJcZ+5hlgiLZUs/7ucKzc+A8kII1lEcVaanHwBxUqnU/OCIJhTbcXhqKJz9vRtKa9y6g79qWtwntWZ7eaN+jjuyxlZbdRXGw/jreoLJa0964D+8LnWZ1LrgkG8ODl+Rv9C76sH3MdCrQuJSFKjgg+9K2iHQznzoVZcNHq3S0eD1FpY8+Q1eOOWrsrHm4j0tQ72wabXsEvrQyFvllYsawZld+dPI1fYAPBgn1bIStPu6zHkokZoXLcWbriokSJ4mPD11uqvlAcDKfOhNdvFS2bM39U3Z67Yh//lHpK+j46CbNjF/ThvpwutKcTiCTJZVpTnK1DydeJTT8NVkwcR3koXPljuunr7fsvR6t+r3P5ANzTzR+HZcqzc4y78tbsWxkgg1irdVSi+7Yh2gF5e5UT/jhketxvNfJwsKcfHqw8oPuNmTa4OqLccLvLxSO/uudI1cWH8gHYYdKErC9y5UariMfLP9ytDu0j7xwz58c5I1kBerP3+8r3498Kd+O1QoeYQYtG5Co+JA+Kv0Fq6Q+uYcu9VLTxuU0tOcJcH/GJikkQ4qlHBh96c8oSYaN0xwZjoKI+rfjM1AOoT/D/+0k5xgqhT21ohlBlmCtzk0bv8w2d0USSjvF01y3lrKDbl5q5Y/lhvJMXHaP795EMugOsEfrjwnNRTRP539HYwSvBzDYpn521TfF87LkZKxRqdaVRe6cTBk2dxQuOqqH5yPP7eoymy6tXGZc09i/A25J3CufIqbMg7pbkAYov6yi6RBcWl+HLDIc2T5MFT7uJXb5uuzvipg572TyuXaggnd85QZn/sDj6MDEGJJ6dr3/xF9zHisUXe88bXhZHTKWDRHwW4+PmFmPD1VjzxxW8QBAHfbj5i+kq60EegatST17bHsseuxsiezdG+QQpWje+DL+5XZjvlhalaGVsj5G9JI4dErZliE+dtwwvfe85+G/DGL7rZYa0+TloZcV89TQBl4ayV9cjCSeB70YYRvT+Wr9U81e2gjayAK1IXG91/dUuM6tUCwz5YjbX7TmLa7d0MP5dVnRql4rdDRZpXC1e0SlNM75RfYZ8J4LCLVjOtxLhotMpIxuaDhdJtFyR5r/fwNqylXrL82W9/l1KbgPEgsrbNTeDaZSbLaj6M7dcZK/Zj5sr9ACCt6SAGLg64hp4A4PH/ec4kGTFjHbo0TtW9Unrtpq4YLCvM7f6Sa6r8oVPn8PA1ymZ6i2Vtv1Nq6R8+1EF3JNV8bJK9/wD7szRGMh/iBUOztNqaK1ED7uEO+QnJnfnQfl898+3vihlVP2zJx0OfbsR3v7kyVKFYL8ThcKBpmjsA1lrgMDE+BuMHtMOeP8/g6rb1Lf8ekVMQEO0jUDtd5hlc5aqK0e2WkhDjMRVeLi4mCle3rY+lO/70eUG4cvdxTJy3DS8N6aRYeDRc1KjMR7JOxJzg4ySkXj9AXsDpi9YbJDrKgY9Hdscvj/dGjxZpGj9lrwkD22N075YeizABwId3KBevkgcZ8j4CRjqHqp04U6a7LPzmQ4Uety36v6vx9QOXI91AgakR16sKeberpgzLU5/tMvX7y9jd/sLhcEgHQnmm1luDNDHwAFzFnOv2n8TOgjPS84m0AqqicxVeU7SN6tbSzDAt+qMA05btwfgvt0i1QC/+4L7q8xZQqIcbtU64kVIwZ3fmY66qAeFfOmaic6NUfHH/5XjtZld2Vgws9QJkBxzawUf1/3p7Vj2VG4AUeADAsWL9zsKivBNnsavgNK7t7JpIYNfn1Zd7r2qJV/52oWLGnhnyeNhIMPyiRobDCLFeR77C7ks3uHs+qbM6cvE+LnTiY6KkGWmTf/RcK0ru1g/XYEfBaYz9LDyntteo4EO9DoDIV3tz9bovvjIlcsdlRWGXyOZ0x8VEoYmXIQU71Y6LwWP926Fn6ws87qsVF60Y+qmocuJYcSmyJy3C7DV50u1fbjhkut9Btxd+Rs6U5Zp9KrYe9hzLrpsYC4fDYblUTpxSLNb2ZPpYIl5+YK8VF63bFj8QTeDEA6F82MVoduBMWSVunOZeqFF+no83ERiL6tWOw7PXdfC4PSE2GpN/3I5P1+bhl92ewUuZl+mOvoZdAKD4nL2FnIFy1saC08oqJz5apQwABnZpgHkP9US3pnWl9UDE5lP1EvVT6+L+S5G3CdCYReWNOnEoDy61HCsuRa9/LUHf15ZLwbt6jZJwJZ/R9q/53k/cgOesN6OWPdYbv0/sr2iQNuyyJlg4thd2vjAA3WTnAc9t9MzGNJPVvMVFR+FAdSbsZEm5oeLlUDeR1FOzgg+dzIevaBNwNQ2THm+i5uOSZu43mpEpo6Eg77JXUeXE+gOncFS1tsqnaw/i7cW7LT2nmMbOLyrFrFX7ddcvEU+cVrIsAPD8YNfQg/jxVdd0qa8i1d/XS1Ie6J8d5DohW20/X3i23KNB28ieruI6rYJTozNC1OvgyA9XRoeS5H1voqIcaJ3u2QFyTfX6JgAw/D9r8Z6qTsdb2ld9ENWaCXDstO+r7FC4RHVyMLPeji/qfTbiimYY2LmB9L2YMRLfc2mJ2seMs+WVyKsO6lNlw19mZ7tERzkU74W1sr+5ltd+dvflOVD9++3qgxNo8otGdQBop7iYKI/OrA6HA60zkn3uK/Vx96o29fHh8Euw9slrkDshB1FRDkwY2F6638gFS0pC4OsKrYiMd41N9K4Kaxmo4ZAfgMw0rJGPZQaymZg/5NNrf9yarzt17u0l7uDD14njf7nu1HJxaQV2HzuNHpMW4elvfsc/v/LsTyBntZBNDArFA7w64Heqggj1gUA9nCbOgKmy+Hfr/tIi9H99ueK2EVc0AwBZe3V55sN1FXPdhQ291rqcUY0Jy4Nqoxc55ZVOzB9zJdb9MwcA0NDANMRJqjSvt8Zh8myiIAgY9d9cj8cck2UFD5wowU3vrcKSHcaWkg8k9cf72XnbbGs9r84WPTOooyJLJAbMVU4BL8/fLs0WUpslO3nWkg1DmO3zUVElKIYjjxaVeg225AXLFRoLNJJ/2qnawH9012VolZ6M9JQEpFUfE4Zf3ky631v2URSeZ50aFnwAwBf3e64HYGRV2TydFtdmtFTNKggX8uPq5B+348NfvDe5+c+v+3DZi4vQYvz3GDlzncdJHYBiquI/v9qKnCnuk/DXm454PN4O4kGw8GwF/j59DQqKlTND1BmMRNXYsbqQWLx6NzLsolW/oHVVIvYrEBcuk9fViI/P6ZCBt2/Vb8uvLoCWXx1rzYbRsvd4CdplpkjZuOgoB+6/uqXPn5M3qfN21SV/nN56Nbd9uAYPfboRTqeAB2dvxNp9JzFihu8+I4GmdXFhV5M9+T7TyqCKwy65B07h3aXGZoTJs0zeOpwu2W4ssOv4zAIU6NR+yC8MxGEff6eiB5O4zwd2aeDjkaHRLM33OSI2OkoKMm94Z4X3ByN8a6si511jE62qXyPBx+Dq+efZFgpEv3zgctzds7nHzIFwUaV6c+75U7vFtnhyf+4719RRpwAs2n5Mc2y0xQXm5uEPz3YvKPXpPa51gKYPv8TUc8ivwH7ZdRxfbDjk5dGeszXkzbaioxxS5sPXsMsTX/yGni8v0T1gy4mnCXFVW3nwIe8/0r15PVypUaMDAPfMWq/4Xl4X4K1BkS9GZvXIx5jF7S2rrPKoB6otS3GfOqvf02Xe5iNYtfcE/rBp/Rwrft5WgJwpy7C1ul+FVl5T/Nuu3nsCby7aZTkTIt9/6tWGAf0VUL2pL8uSiSel2WvyPE46I2YaD+y6v7QIv2oUKa/d7x6WETOkcRbqjELlnuq1rur7mEVn9YTtb1Azeai7MFXv8w+4M1viCtzeiDUfguCaZn3olP8X0naoccEHADwxoJ3i+1oGDrrj+rXBG7d0xbS/m58ae3FWXUz4awevKzSG0ri+bQw9Tu8KRx28AMqxYSPkxbfZLdOwf/JAXNPes4mSle3TGyVTX2W0qO8OmEb3buXOfPgYdpmz7iAOF57Dp2vzvD5OTqzYl3fPLK0+McXHRsHhcOC/I7tjxRN9PH5W3QhMHnQZrSsam+P5N2+d4Vn3oSY/55ZVVsHpFNDjpUXo9vxCRa2OfHy9UV3vHYIrnYLluho73D1rPXYfO4P7PnYNDWm9XwZPXYFvNx/BLe+vxpSFO/Glj8BWj5j5qJcYpzlcYWbdKOlnZPszM8XdGdXIOj3eTF3ivcbLHXxEzmlE3Fe+gkerQ+Sv39zV0s+J6tSOw+an+2HSkM54e9jFpn62tKIKD3ySizmq45D4UtfuO1m9NMISv7bRLpHzrrHRvb1aKJZj3lHge9XW2nExGNy1keXVEcPZvb1aeDSa0nKmrFJzxosdPVxTbNiveoXDWvUTnRqleGS8buzWWPraAfdJ0uhsFyNXw6nVM4vEk/Nh2ZWL2NQoRVbDYTal/Wj/ttLX73kJlBvW8Wzf3b9jBsbktFbshxu7Ncbzg7VbWW/IK0SLJ3/AqbMVKCmvUtRwyAN6dfCm3k9G1vcJBnFKrd6f8eFPN0pfWz2xi2P0ekXrMVoLgXghdgcVydsCfLZOOaXXbMF7swuMzcaLpOCjqDoLt1DWql6LlaaKf+mY6dEG3orU2rEYdlmWdKzwRVwwc8n2Y/hhSz6e+HKLoiO1mPlYtdc9/Km3UnYwRc67xkYOh0MxfbbQS1q4JnA4HJh9dw/d+58f3FHKApzQaIuuvlgz04p94nUd0a9DBq430N3Pl0SdKdDq8fo7L2+GL+/3XGRKHow4HO6Wzr4yHyJfU9r6d8yQip7Fk/NHqw7gaJErACmuvpKUV6f7Cj4eUNVppCcnYN+ka/H7xP5ep/RpnTAcDgfG5LTBpCGdcVmzeshukYbnr++Ev2c387oNInlCQz7sMmed94yQvHFTbT+7yfpDDDaNzCCwmqgRh130gg+TsQceUg3lyuvK/rNin+K+QV3cfW+MLE/16Vpl8KI1DANEVs2HOMsl38cQqZW1iF7V6aAdaHd/5BqGjZfVrMlnzTidAgrPlisyk+r3RihEzrvGZvKry34dQ7/qbqhlpibodjds1yBFaiSkVXinTpmbmcY2/PJmeP+OS2y5enI4HBh6cWOfj7sgSTvlrXguOKSOuDsLThsKqHydkMRltAHlSfaKyYshCILU2VCeBfK1nX07aK3v4UBifAwuSIrH/+kMqXk7YcRER+Hz+7Lx6agemvVQev1y5EGafAaGuNCfEUaGQANFnIFUaqCpmNWagDJpUUPt12lmLahLmtb1mEaZJsvyqYcOxNWcAWDvJOVnXVxTRc+6/Sdx+/Q1mvfFm+j4HGry4UZv69poBR/qzqqrxvdB77b10S4zGbkTcnQ/F4Hw/cM9pa93Va+4u3afO4i/+T13H6D9J86i63MLMXWJu4D5t0P+rcdjh8h519hMXtFuYXXm89Ybt3TFY/3bokk95Th9avWJ+LvNnjNV5B/UssoqvGGw3uPSZvpX5lYlxnse1P95bXvF90amSrfJSJIyB8WllZi5cr9iWW0tWrN+5OQnFvlJ3Sm4DgbicIT8hOJttV1Av2uv6KFrWmteZfuTHj5TVomMFM8UvhiEfr7uINbt1+4X4Wt77QhCT5aUY+We46YDBDHzUWqgcZOVgtMTZ8pw24euE7jeCdtIzyHRLp33o7jgXJ3asZi9Jk+6YBCHlcarat4AVxMsrSFl8Wp5/X79tuLxEZT5uFs2TNXl2Z8wUycDIGaoasdF4/nBHfHWsIsUK2cDrs6yM0ZchvljeimCvmDo2DBVWqW3a/Wq6PL1so4Uec/sBLpNvBGR864JIHUH05pscNdGGN27laLwrVtWXSRVn9Q//NXzw3qmtBL7j5fA6RRw739zva5NIHeHwXS+Gerus+nJ8bi8lXKG0m8ard1F8x7siWcGdUC/jpmKlW5f+P4P5ExZ5vF4+UnI17CLt1U1xbVVYqMdiim/3lbbBYCMFM/aDbVfHu+Nv6qq8GNNnuTVC9Y1v8CzRqiiyol9x0vw+Be/6QZq88f08vp7rBRcql339q+49YM1+GFLvs/Hyse+xb+PkbVczpns9gtAMXVWb9hF6+r5tu5Z+OL+bNx/dUtc2Ni92qteP55HrnFd3ReercCTX23BTdVXwWfL3CdUtR7N0/CcRm3P/uraFm/v7Uiq+VC/dvWij4BrKnvf6tYAcTFR+Ht2M83MkJVuwnYSp8ZvOljo0XjQCLMdq+0WOe+aAPhm9BV4tF8bDLssK9SbEnam3uqutI6KcnidqXP3rPW4+tWlePKrLVi640/Dv8PIFGez5E13tk7sjzVPXuOxbom3SvbOjVMx4ormHjMyROorXvk4ammFEx/+sld3PRv5eVVvdkdKQqypJnbJBroXpqckoLtqirivjIrazBHKNYDkM4NE/V5b7rV+amTP5mhUpxZu76H/edMqhDVLnH44evYGn2P38mnLUvBh4KBsJW0tXyVV78QlnzZdt3YsZt/THc8Pdi0M9o+/tMNXD7hrlcQ1RNTUWZV9x0tQ5RRk9Sbaq6wO7toIuRNyFLc/X72+ibc6mEgKPox8tr7IPSQVnKqHJx/u00r6Wu8YESzy3//cvN9xb68Wpn7e7gUTzYqcd00AXNikDh7s09qWCuXzTadGqfj0nh74aazrStXINOE5qup6X8y0qTdKXpOSFB8Dh8PhcYI2syqx2sY8ZbpSHnz8d/WB6gzJcs2Uv/xgoVfEqjXrZ82T12DSkM5+TeNT1xKY3fe142LQuZHrqnvCwPboqzMN+pX5O3SfQzyxai1wKLJ7yu2C371nP9SLDQLGrgi3HDYffMiHc/RO2HVlMxwyUhJwecsLFFNpo6IcuLV7FuJionQb0Wkt9JZ38qwUdHsLFtKS4rHtOXf/keU7/8QPW47i/eX6Dc8iKfgwokB2DFG/tjuqu4v6cwyxi7yv0OfrD5lecE+rRUIwhX4PUtjKbpkmDUklWVxJ0ptABB/39GqBKAe8Xl2b+cyJa7GI7lR14Hz2W8+0LaBdTS8PACp0pu/W1Zhel5GSgGGXZeEvnTIxJsc9u0Ec6zVC3VjISsD97YNXYNX4PhjZszmublsfzwzqgA/uUDaCk0/nUxMDspjoKGkRQDWxbmbpjmOY9MMfpmZOafF2dadelKvKKaCiymm4x0NBcSluem8VWv/zB3yzyXdRrXxb9IIX+ZW5VmAEuFZI3fJsP91l0rWyYfuOn3E3sfPxuasdF4N3bnNnPh/4xHsGKZJmu6hpdZ2WD4+psxsXJMVjxRN9sGZ8jvrHgu6YqvjfbDBh15IBVkXuu4aCqrZGIae/AjHs0rVJHayf0BfPXddJ9zFmVnl86q/K1V7VY6t6XVSzJy32uE1+YpH30pDzVvOQEBuNMTltMPue7nhiQDt89YD+0txq81UZACvBh8PhQIPUWnA4HHA4HBhxRXPN2TZ6NsuGKl67qSuu79oQb9zS1eMxD326EXfOWIf3lu/FN3624tcr7Fy55zg6Pr1AcVuVU8DrPoqlnxnkfj9c8+9lWLvvJCqqBDwyZ5PPbZEP5xhp197WSy2ar3oD9YjA6dJKlOkMJWhRr6Z7bWf9zp2RnPlQD8mqaWUoG9WpZbgHRyBd0y5d8f0eHwXxagw+KCJYmUbm68RkZDEzK+olxnks6S7n8LMt2jebDluaaik/SLdKT/YYXweAKTd19fk8l7e8APdd1dJUbcgzqqEOOwM/dYCmR740eLMLEvH6LRdhcNdGmDHiUsVKnfNkM6p89WPwRaxVOFp0TrFg2ogZ6zSHeOTTEdWGZzfFzbLl49WB6Ma8Uzh48iwm/fCH1LvFimWPXY07spviQ5PLC8ipX9qx4jKPzIfYDbV7c88MinpWkrcW+ZEcfKhji0k//KH4/nCh9b9joPVpl47ru7oLYcVFCNMS4wxllRl8UERQ13yIXUMnD+ms9XAAypPNY/3bYnDXhtIy9a7niNP6sYAzm8URax1Ej8zZhC2Hi0wHIOqpjGlJ8YpZJFEOICvNWFdJs65qo+xRoNeQzQpvzczkHuytvbZR77bp6NAgRfM+K0NzabKr9vJKJw6ePIvsSYvR82V3NkqrgPKkqoHenbLVQwFg4uBOqB0Xo7vvbnhnJXq/uhTvLd+L2z9cgx+2HJXWvTl48ix+kTXpurazfm+hpmmJeG5wJ8WSA/568Yc/pGEmMes1+57uGNmzOd7SqB1Jjle+V71lWuKjI2dtFwCYe1+2NJwiDvPNWrUf/V5bhveWe19UM5w4HA7NGjGHA7jEQBuDUC5pADD4IIPUaeIFY67Ef0deprgSlLuwSR00rus+eF7YuA7euOUi3JHdDLf3yMJLN3Q2deXur50vDECPFvWQnhyPx/t79jnw5jWNQs+PVh7AaQPT2y5IikdcdJTuglPyFLh6OmsgpRuYomtUcy8rcY4f0A6N69bCP69t7zVVrZepsjKjQF6f8Nx327Bit+ukL66Jo671EMmHRfp3zMCz13VEjkZh7fPX6w/piQf0PX+W4IFPNuC5edsw+O0VuPIV5Xoab5lct8OsRhpZxb3VC0aKmYoW9ZPw1F87ID3Z872gDoLl+0w9VBZpmY9Lm9XDlOpupL/uPo5Rs9bj6W9+x84Cc8MW4WDEFc09bjtdWmmoHqzK4LIRgRJZ7xoKGflF/qP92iAtKR5Xtq4Ph8PhcYXYvkEKZt/dXXEArFN94omKcuCF6zvj1u7Bnd4cFxOFOaOysfafOcjUmaKop1V6Et69TXmy+GLDIXR59iefP9upUQpyn8rB28O0ZybID9xv3KL9GLu8cUtX9O+Yga0TPVdT9Udq7Vis1FgADwBuvKQJfv1HH9zjYxqg3tTfsxamA8rX5SivdGLTwULF/VsMTJOddrtrXZwpN1+I+69uiZ/HufuTmDnZfrImz2PtqM1P9wv4NM0ZIy7FtZ0zFZ2cRep6DiNW7HYVEj/arw2uU/W8UPfWiQTy/f+Tl3VeHgnTlchFWkHmk9e2x11XNEfHhtrZRJGVz5adGHyQIfLCvQf7KD+Q8vF6APjxkSuRGB+DprKrp0hfkM9MYaVcXHQUkr307pBnPow0DPPH4K6N8N7fLwlIG2i9+h2ja7XoFcCabZ4kCILHomBmp4AD7uLglIRY/OMv7dAq3V386c/U/PiYqKAUK7bJSMY7t3VTLDQn0jphaemn8Z6Pj4mGw+HAg71bIT4mCj8+cqXf2xoKrdP1i3lFP4+7CmMNrvgdKlqB8LDLspCWFI/vH/b+tyk+Z74xmZ0YfJAhbTI8m0qJYqKj8GX1zIv/jnS3IJaPWdcJg+pwf8RER+FhA1dB6noAX1fJD1Y3LdKb/RJJ1FfZLw/tbLiwVd4x9fWbu0rZtDMGu+WKqpyC16nUgiD4vOIb6GVmB6BsFmZWsD8HV7dN97jNaObmrVsvQm/Veibizz7avy1+e7Yf2uvU6oS7tpneg49HrmmNVun6x7xwkjshB/de5c4syrOI3hJs3ta2CQYGH2TI4Asb4bH+bfHZKO3Vby/Oqov9kwfiytbug1VCbDTmjOqB2fd0N9SJM9yN69sGyx/r7XH75S3d3UN/fETZPtzXgb5To1Rsndgfr/ytiz0bGUILx10lfT0mpzVuvtT40FpyQiw2PNUXv0/sj+svaiR1Oi0xkPmQF/76Wgq9rNIpHXQvaVoXbTKSkNNeeYKecrP31Unlf2+z6tQKbpG1etVjM+JjonFd14aq26IU95+v5P10wl1aUjxuusRVe5eeHK/IstZL1F9z5oFPNiiaJAYbgw8yJCrKgdG9W3m06falR4s0XN7yggBtVfBlpdXGiCuaKW57/45L8NFdl2HR/12FrLTaitkfO3QaRcmJnVgjXUZKAl66oTPaZiRLB0Mz6iXGSbOqxP+/3HgYF078CRvzTmGNRgOzssoq9H99OUZ/sgEAUFHpvYL/naV78ODsjQBcWYifxl7lUUDq66TqzxTxkvLgproTYqP9yk6oVxk+n7pBt9BoMAa4Lhgi7fPYsn4SvnuoJ74efYXi9vf+7lnYLF8fKJR/z/PnnUQUJOpUdkJMFK5qUx8tq9c7uUe2cubvR4qDum2hdmv3LCwY28vvHi7yWYBF5ypwwzsrcfP7q7HveAmOFp3Dy/O340jhOazYfRw7C85IPQ7KqrwPqby5aJf09frqlT3VJ1izljx6NW66xNiwmbjuTDD5c3WrbnoXY3JNoHCm1/12QCf9adDhrFOjVI/PXbem9bB/8kDFMem1m7vitu5ZIa/Xsb/yjOg816u1MpOjXnm2e3N3dqhx3cA0UjvfXaQzVfDOGWtx4ISrVfyS7cfwQG/3Ql9Op4BTJa4hlegoh88mSmLth7+zNZpfkIhX/nYhPl+v3e0WADo0SMG2o8V49UbvQzqBYKUhnkgdfJxPmY+jGsvOD89uaqi2K9I0lU2Hb1E/CS/eoN+fKVjOn3cSUZA4HA6vTaKSZIWXs+66TPdxpC89RXusWgw8ANfaJ6dkjcHKKp0Y+u5KAMa6N15SPTwmH2bR6vbpTQtZoWy2bEhy/+SB0n1piXGYe182Fo7thb+FoLB4T3V/D8A1BdeMq1UFp6FeydVO/9YIBCcO7oS0JP06iUg1uGtDPHltO/z6D8+atVBh5oPIAm+9EmKjozDlpgtRWSVoLj1Pvl3gpVBObm6uexrttGV7TE3NfW6wZ7OwpgY7zP5f3zb48Nd9+EGWup59T3ccOHFW6jo576GeOH6mTLrqbO1lrZZAErMugKubrBkx0VHo2eoC/FrdqE2rM2ykGtqtMf48U4bJP24HcH7MONOTnBCLUb2sFx8HAjMfRBbccFEjAPpr3gy5uDFu0un+Sr5FRTmwf/JA3OyjcHXrYXdNzRuyeg7AsxOnmnwqpdhC/7buTQ1t30PXtMbmZ/opphI7HA40uyBRCkxdvW70u78Gi3waphXyGS6nSvTXeIlEd17eDNe0S0dO+3Q8e11H3z9AtmHmg8iCbk3r4bNRPdCINR0BddOljfHZevNNwm7vkYXBXRuhY8NU5ExZ5nG/OuX+6ageyC86p2gmdr4Y1KUhkhNi0Em1RpFR8uniQy5uZNdmhYWE2GhMv9PcUBTZg5kPIou6t0hTrF9D9uvWtB6e+msHDFb1m/Dl+eohlVbpSdg/eSDe+3s36b7W6UkYqkqxJ8XHnJeBB+DKIvVpl6G5hosR8iLTQHTHpZrJdPCxfPlyDBo0CA0bNoTD4cDXX3+tuF8QBDz99NNo0KABatWqhZycHOzatUv7yYiIfBjZs7mpdW/UjZYAoG/7DKnfxdz7sm3dvvNdqWzBvUjrf0Hhy3TwUVJSggsvvBBTp07VvP+VV17Bm2++iWnTpmHNmjVITExE//79UVrqOa2JiMiotzWWfhf9pWMmnv5rB8y481JFp1VRVJQDPz5yJfZPHog6tYPbZTTSFZ0LbRtuOj+ZzqENGDAAAwYM0LxPEAS8/vrrmDBhAgYPHgwAmDVrFjIyMvD111/jlltu8W9riajG+muXhkhPTsBN762Sbnvjlq7YWXAaY3PaePRbIXs82r8tbpy2CndpLN9OZJWtA3j79u1Dfn4+cnJypNtSU1PRvXt3rFq1isEHEfnlsub1sOvFAfh8/UFc3vICxYJ0FBiXNquHTU/3jfiVqSm82Bp85OfnAwAyMpRLMWdkZEj3qZWVlaGsrEz6vri4ZrWjJiJzYqOjDE+JJXtwqIrsFvI85aRJk5Camir9a9KEvRGIiIjOZ7YGH5mZrpbTBQUFitsLCgqk+9TGjx+PoqIi6d/Bg+bn9BMREVHksDX4aN68OTIzM7Fo0SLptuLiYqxZswbZ2drT2+Lj45GSkqL4R0REROcv0zUfZ86cwe7du6Xv9+3bh02bNqFevXrIysrCmDFj8MILL6B169Zo3rw5nnrqKTRs2BDXX3+9ndtNREREEcp08LF+/Xr07u1eGW/cuHEAgOHDh2PmzJl4/PHHUVJSglGjRqGwsBA9e/bE/PnzkZBgrbseERERnV8cgiD4Xns6iIqLi5GamoqioiIOwRAREUUIM+fvkM92ISIiopqFwQcREREFFYMPIiIiCioGH0RERBRUDD6IiIgoqBh8EBERUVAx+CAiIqKgsnVVWzuIbUe4ui0REVHkEM/bRtqHhV3wcfr0aQDg6rZEREQR6PTp00hNTfX6mLDrcOp0OnHkyBEkJyfj9OnTaNKkCQ4ePMhupyrFxcXcNzq4b/Rx3+jjvtHHfaOP+8ZNEAScPn0aDRs2RFSU96qOsMt8REVFoXHjxgAAh8MBAFzt1gvuG33cN/q4b/Rx3+jjvtHHfePiK+MhYsEpERERBRWDDyIiIgqqsA4+4uPj8cwzzyA+Pj7UmxJ2uG/0cd/o477Rx32jj/tGH/eNNWFXcEpERETnt7DOfBAREdH5h8EHERERBRWDDyIiIgoqBh9EREQUVAEPPiZNmoRLL70UycnJSE9Px/XXX48dO3YoHlNaWorRo0cjLS0NSUlJGDp0KAoKChSPefjhh9GtWzfEx8eja9eumr/rt99+w5VXXomEhAQ0adIEr7zySqBeli2CtW+WLl2KwYMHo0GDBkhMTETXrl3xySefBPKl+S2Y7xvR7t27kZycjDp16tj8auwTzP0iCAJeffVVtGnTBvHx8WjUqBFefPHFQL00WwRz/yxYsAA9evRAcnIy6tevj6FDh2L//v0BemX+s2PfbN68GcOGDUOTJk1Qq1YttG/fHm+88YbH71q6dCkuvvhixMfHo1WrVpg5c2agX55fgrVvvvzyS/Tt2xf169dHSkoKsrOzsWDBgqC8xnAT8OBj2bJlGD16NFavXo2FCxeioqIC/fr1Q0lJifSYsWPHYt68eZg7dy6WLVuGI0eOYMiQIR7Pddddd+Hmm2/W/D3FxcXo168fmjZtitzcXPzrX//Cs88+i/fffz9gr81fwdo3K1euRJcuXfDFF1/gt99+w4gRI3DHHXfgu+++C9hr81ew9o2ooqICw4YNw5VXXmn7a7FTMPfLI488gg8//BCvvvoqtm/fjm+//RaXXXZZQF6XXYK1f/bt24fBgwejT58+2LRpExYsWIDjx49rPk+4sGPf5ObmIj09HR9//DF+//13/POf/8T48ePx9ttvS4/Zt28fBg4ciN69e2PTpk0YM2YM7r777rA+yQZr3yxfvhx9+/bFDz/8gNzcXPTu3RuDBg3Cxo0bg/p6w4IQZMeOHRMACMuWLRMEQRAKCwuF2NhYYe7cudJj/vjjDwGAsGrVKo+ff+aZZ4QLL7zQ4/Z33nlHqFu3rlBWVibd9o9//ENo27at/S8iQAK1b7Rce+21wogRI2zZ7mAI9L55/PHHhdtvv12YMWOGkJqaavfmB0yg9su2bduEmJgYYfv27QHb9mAI1P6ZO3euEBMTI1R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            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "\n",
        "plt.plot(data[\"time\"],data[\"close\"])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "gTdubNhkznWH"
      },
      "outputs": [],
      "source": [
        "data = pd.read_csv(\"NSE_INDIAVIX, 1D.csv\", parse_dates=True)\n",
        "data = data[['time', 'open', 'close']]   \n",
        "data[\"spread\"] = data[\"close\"] - data[\"open\"]\n",
        "#data = data.drop([\"close\",\"open\"],axis=1)\n",
        "to_datetime = lambda x: pd.to_datetime(x, unit='s')\n",
        "data['time'] = data['time'].apply(to_datetime)\n",
        "data['year'] = pd.DatetimeIndex(data['time']).year\n",
        "data['month'] = pd.DatetimeIndex(data['time']).month\n",
        "data['day'] = pd.DatetimeIndex(data['time']).day\n",
        "data[\"weekday\"] = pd.DatetimeIndex(data['time']).day % 7 + 1"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "M_1yIBDw7dcl",
        "outputId": "ce5ea657-7fb5-4d3e-99ed-bb335583746f"
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
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              "      <th></th>\n",
              "      <th>time</th>\n",
              "      <th>open</th>\n",
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              "      <td>2010-07-23 03:45:00</td>\n",
              "      <td>18.900000</td>\n",
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              "      <td>0.340000</td>\n",
              "      <td>2010</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2010-07-26 03:45:00</td>\n",
              "      <td>19.240000</td>\n",
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              "      <td>0.729999</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
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              "      <td>19.969999</td>\n",
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              "      <td>0.300001</td>\n",
              "      <td>2010</td>\n",
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              "      <td>19.520000</td>\n",
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              "      <td>-1.190000</td>\n",
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              "      <td>7</td>\n",
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              "\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-59521511-84d1-4b47-87f5-0a7a2fc5caba 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-59521511-84d1-4b47-87f5-0a7a2fc5caba');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                 time       open      close    spread  year  month  day  \\\n",
              "0 2010-07-23 03:45:00  18.900000  19.240000  0.340000  2010      7   23   \n",
              "1 2010-07-26 03:45:00  19.240000  19.969999  0.729999  2010      7   26   \n",
              "2 2010-07-27 03:45:00  19.969999  19.219999 -0.750000  2010      7   27   \n",
              "3 2010-07-28 03:45:00  19.219999  19.520000  0.300001  2010      7   28   \n",
              "4 2010-07-29 03:45:00  19.520000  18.330000 -1.190000  2010      7   29   \n",
              "\n",
              "   weekday  \n",
              "0        3  \n",
              "1        6  \n",
              "2        7  \n",
              "3        1  \n",
              "4        2  "
            ]
          },
          "execution_count": 28,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "data.to_csv('my_data.csv', index=False)\n",
        "data.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 906
        },
        "id": "AQ0j4mKz7fc4",
        "outputId": "01c422a0-d46f-4977-eb00-9db53dc8bd17"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 4000x3000 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "fig = plt.figure(figsize=(40,30))\n",
        "\n",
        "ax3 = sns.lineplot(x = 'year', y = 'spread', data = data, lw = 6, err_style=None, estimator='mean')\n",
        "plt.plot([2010, 2022], [0, 0], color = '#839192', lw = 5)\n",
        "plt.title('Spread of difference between open and close', fontsize = 25)\n",
        "plt.xlabel('Year', fontsize = 20)\n",
        "plt.ylabel('Spread', fontsize = 20)\n",
        "ax3.set_xlim(2010, 2022)\n",
        "plt.xticks(fontsize = 20)\n",
        "plt.yticks(fontsize = 15)\n",
        "plt.show() "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "MWOZHwYm-d6v"
      },
      "outputs": [],
      "source": [
        "!pip install pyod"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "InPNnfIQ8Gev",
        "outputId": "e98185fc-3e27-4c92-a7b9-33b7ba4ba12a"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "No. of neighbour\n",
            "4\n",
            "Number of outliers\n",
            "100\n"
          ]
        }
      ],
      "source": [
        "from pyod.models.knn import KNN\n",
        "from pyod.models.lof import LOF\n",
        "import scipy as sp\n",
        "\n",
        "\n",
        "data_1 = pd.read_csv(\"my_data.csv\", index_col='time', parse_dates=True)\n",
        "   \n",
        "\n",
        "data_1 = data_1.drop(['open',\t'spread',\t'year',\t'month',\t'day',\t'weekday'], axis=1)\n",
        "k=4\n",
        "knn = KNN(algorithm='auto', contamination=0.05, leaf_size=30, method='mean',\n",
        "\n",
        "    metric='minkowski', metric_params=None, n_jobs=1, n_neighbors=k, p=2,\n",
        "\n",
        "    radius=1.0)\n",
        "knn.fit(data_1)\n",
        "\n",
        "\n",
        "predicted = pd.Series(knn.predict(data_1),index=data_1.index)\n",
        "\n",
        "print(\"No. of neighbour\")\n",
        "print(k)\n",
        "  \n",
        "print(\"Number of outliers\")\n",
        "print(predicted.sum())\n",
        "\n",
        "outliers = predicted[predicted == 1]\n",
        "outliers = data_1.loc[outliers.index]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "k5kHjdBl-cG7",
        "outputId": "467e8ade-02b3-44bf-ab23-4c18afd69494"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                         close\n",
            "time                          \n",
            "2011-08-09 03:45:00  34.880001\n",
            "2011-08-10 03:45:00  28.950001\n",
            "2011-08-26 03:45:00  33.259998\n",
            "2011-09-12 03:45:00  32.750000\n",
            "2011-09-13 03:45:00  32.770000\n",
            "...                        ...\n",
            "2020-06-16 03:45:00  32.965000\n",
            "2020-06-17 03:45:00  33.355000\n",
            "2020-06-18 03:45:00  31.455000\n",
            "2020-06-19 03:45:00  29.965000\n",
            "2020-06-22 03:45:00  30.459999\n",
            "\n",
            "[100 rows x 1 columns]\n"
          ]
        }
      ],
      "source": [
        "print(outliers)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 807
        },
        "id": "lLho8uJnAPqn",
        "outputId": "04a993ac-3ba4-4cfe-ddae-df272e96cc99"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1000x800 with 4 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "from statsmodels.tsa.seasonal import seasonal_decompose\n",
        "\n",
        "df = pd.read_csv('my_data.csv', index_col='time', parse_dates=True)\n",
        "\n",
        "decomposition = seasonal_decompose(data_1, model='multiplicative', period=7)\n",
        "\n",
        "fig, ax = plt.subplots(4, 1, figsize=(10, 8))\n",
        "decomposition.observed.plot(ax=ax[0], title='Observed')\n",
        "decomposition.trend.plot(ax=ax[1], title='Trend')\n",
        "decomposition.seasonal.plot(ax=ax[2], title='Seasonal')\n",
        "decomposition.resid.plot(ax=ax[3], title='Residual')\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JzZoBjSFgtQC"
      },
      "source": [
        " Realized volatility is the square root of realized variance, which is the sum of squared return. Realized volatility is used to calculate the performance of the volatility prediction method"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "SsODgVXDhN46"
      },
      "outputs": [],
      "source": [
        "!pip install arch"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "wiRJUZWrBMwq"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "from scipy.stats import norm\n",
        "import scipy.optimize as opt\n",
        "import yfinance as yf\n",
        "import pandas as pd\n",
        "import datetime\n",
        "import time\n",
        "from arch import arch_model\n",
        "import matplotlib.pyplot as plt\n",
        "from numba import jit\n",
        "from sklearn.metrics import mean_squared_error as mse\n",
        "import warnings\n",
        "warnings.filterwarnings('ignore')    "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "uBxoSemhg-lu"
      },
      "outputs": [],
      "source": [
        "\n",
        "        \n",
        "s_p500 = yf.download(stocks, start=start, end = end, interval='1d')\n",
        "    "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "IkMHdJCCg_5l"
      },
      "outputs": [],
      "source": [
        "ret = 100 * (df.pct_change()[1:]['close'])\n",
        "realized_vol = ret.rolling(5).std()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "lpl45-D9hBBr",
        "outputId": "ff0ff012-8d2c-4a62-d403-3ee0fef8268b"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.figure(figsize=(10, 6))\n",
        "plt.plot(realized_vol.index,realized_vol)\n",
        "plt.title('Realized Volatility- S&P-500')\n",
        "plt.ylabel('Volatility')\n",
        "plt.xlabel('Date')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "oWuwff_0hpoM"
      },
      "outputs": [],
      "source": [
        "retv = ret.values "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "QqrBPWW4oo9W",
        "outputId": "a075b58e-8704-4012-b594-356c3d2bf8ce"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.figure(figsize=(10, 6))\n",
        "plt.plot(df.index[1:], ret)\n",
        "plt.title('Volatility clustering')\n",
        "plt.ylabel('Daily returns')\n",
        "plt.xlabel('Date')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3Sn58G9mortw",
        "outputId": "b1e10445-5966-4a34-c6c6-d21c66383b5b"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                        Zero Mean - ARCH Model Results                        \n",
            "==============================================================================\n",
            "Dep. Variable:                  close   R-squared:                       0.000\n",
            "Mean Model:                 Zero Mean   Adj. R-squared:                  0.000\n",
            "Vol Model:                       ARCH   Log-Likelihood:               -9667.01\n",
            "Distribution:                  Normal   AIC:                           19338.0\n",
            "Method:            Maximum Likelihood   BIC:                           19350.1\n",
            "                                        No. Observations:                 3141\n",
            "Date:                Thu, Apr 06 2023   Df Residuals:                     3141\n",
            "Time:                        12:59:47   Df Model:                            0\n",
            "                             Volatility Model                             \n",
            "==========================================================================\n",
            "                 coef    std err          t      P>|t|    95.0% Conf. Int.\n",
            "--------------------------------------------------------------------------\n",
            "omega         25.1942      2.184     11.533  8.968e-31   [ 20.913, 29.476]\n",
            "alpha[1]       0.1077  3.770e-02      2.858  4.269e-03 [3.384e-02,  0.182]\n",
            "==========================================================================\n",
            "\n",
            "Covariance estimator: robust\n"
          ]
        }
      ],
      "source": [
        "arch = arch_model(ret, mean='zero', vol='ARCH', p=1).fit(disp='off')\n",
        "print(arch.summary())"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "qPIkGAzfpr-z",
        "outputId": "3cd27b8e-577a-4a72-ab29-63b3a496cfa7"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                        Zero Mean - ARCH Model Results                        \n",
            "==============================================================================\n",
            "Dep. Variable:                  close   R-squared:                       0.000\n",
            "Mean Model:                 Zero Mean   Adj. R-squared:                  0.000\n",
            "Vol Model:                       ARCH   Log-Likelihood:               -9633.12\n",
            "Distribution:                  Normal   AIC:                           19274.2\n",
            "Method:            Maximum Likelihood   BIC:                           19298.5\n",
            "                                        No. Observations:                 3141\n",
            "Date:                Thu, Apr 06 2023   Df Residuals:                     3141\n",
            "Time:                        13:04:03   Df Model:                            0\n",
            "                              Volatility Model                             \n",
            "===========================================================================\n",
            "                 coef    std err          t      P>|t|     95.0% Conf. Int.\n",
            "---------------------------------------------------------------------------\n",
            "omega         21.6007      2.813      7.680  1.593e-14    [ 16.088, 27.113]\n",
            "alpha[1]       0.0736  3.092e-02      2.380  1.731e-02  [1.299e-02,  0.134]\n",
            "alpha[2]       0.1151  4.612e-02      2.495  1.261e-02  [2.466e-02,  0.205]\n",
            "alpha[3]       0.0536  4.239e-02      1.265      0.206 [-2.946e-02,  0.137]\n",
            "===========================================================================\n",
            "\n",
            "Covariance estimator: robust\n"
          ]
        }
      ],
      "source": [
        "n = 252\n",
        "split_date = ret.iloc[-n:].index\n",
        "bic_arch = []\n",
        "best_param=0\n",
        "for p in range(1, 5): \n",
        "          arch = arch_model(ret, mean='zero', vol='ARCH', p=p).fit(disp='off')\n",
        "          bic_arch.append(arch.bic)\n",
        "          if arch.bic == np.min(bic_arch): \n",
        "              best_param = p\n",
        "arch = arch_model(ret, mean='zero', vol='ARCH', p=best_param).fit(disp='off') \n",
        "print(arch.summary())\n",
        "forecast = arch.forecast(start=split_date[0]) \n",
        "forecast_arch = forecast"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jwVl9U04qE3Q",
        "outputId": "707d79c0-9a3f-467b-990c-03da1206de44"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "The RMSE value of ARCH model is 0.4755\n"
          ]
        }
      ],
      "source": [
        "rmse_arch = np.sqrt(mse(realized_vol[-n:] / 100, np.sqrt(forecast_arch.variance.iloc[-len(split_date):] /100))) \n",
        "print('The RMSE value of ARCH model is {:.4f}'.format(rmse_arch))\n",
        "        "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "background_save": true,
          "base_uri": "https://localhost:8080/",
          "height": 545
        },
        "id": "ffhTbtywrNEA",
        "outputId": "a4b45ead-75a7-452c-bd4f-04ea80939572"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "plt.figure(figsize=(10, 6))\n",
        "plt.plot(realized_vol / 100 - 0.3, label='Realized Volatility')\n",
        "plt.plot(forecast_arch.variance.iloc[-len(split_date):] / 100,\n",
        "label='Volatility Prediction-ARCH')\n",
        "plt.title('Volatility Prediction with ARCH', fontsize=12)\n",
        "plt.legend()\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "sMYHZYoSrUle"
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