Data_Science/stock_prediction/CAPM_FamaFrench.ipynb

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      "source": [
        "Import required libraries"
      ],
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    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import datetime\n",
        "import matplotlib.pyplot as plt\n",
        "%matplotlib inline\n",
        "import yfinance as yf"
      ],
      "metadata": {
        "id": "2sn7kip8ggCE"
      },
      "execution_count": 94,
      "outputs": []
    },
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      "cell_type": "markdown",
      "source": [
        "Define range for analysis"
      ],
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      }
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      "cell_type": "code",
      "source": [
        "start=datetime.datetime(2023,1,1)\n",
        "end=datetime.datetime(2024,1,1)"
      ],
      "metadata": {
        "id": "5Z5bEaMQd3VA"
      },
      "execution_count": 33,
      "outputs": []
    },
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      "cell_type": "markdown",
      "source": [
        "Historical data for NIFTY"
      ],
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        "id": "HGffEKqWxSjr"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_nifty = yf.download(\"^NSEI\",start,end)\n",
        "df_nifty.head()"
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        "outputId": "1d21935e-a268-4f90-8ca9-13c8be5b2847"
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      "execution_count": 97,
      "outputs": [
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          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
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              "                    Open          High           Low         Close  \\\n",
              "Date                                                                 \n",
              "2023-01-02  18131.699219  18215.150391  18086.500000  18197.449219   \n",
              "2023-01-03  18163.199219  18251.949219  18149.800781  18232.550781   \n",
              "2023-01-04  18230.650391  18243.000000  18020.599609  18042.949219   \n",
              "2023-01-05  18101.949219  18120.300781  17892.599609  17992.150391   \n",
              "2023-01-06  18008.050781  18047.400391  17795.550781  17859.449219   \n",
              "\n",
              "               Adj Close  Volume  \n",
              "Date                              \n",
              "2023-01-02  18197.449219  256100  \n",
              "2023-01-03  18232.550781  208700  \n",
              "2023-01-04  18042.949219  235200  \n",
              "2023-01-05  17992.150391  269900  \n",
              "2023-01-06  17859.449219  238200  "
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              "      <th>2023-01-02</th>\n",
              "      <td>18131.699219</td>\n",
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              "      <td>18086.500000</td>\n",
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          },
          "metadata": {},
          "execution_count": 97
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        "df_nifty['Open'].plot(kind='line', figsize=(8, 4), title='Open')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
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      "cell_type": "code",
      "execution_count": 95,
      "outputs": [
        {
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            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
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\n"
          },
          "metadata": {}
        }
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 401
        },
        "id": "dQfm0XL4thoK",
        "outputId": "4bff5378-eee8-428e-c2ef-6b1d9c4d29b3"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Historical data for Mahindra & Mahindra"
      ],
      "metadata": {
        "id": "JvH2mSbZyC4m"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_b = yf.download(\"M&M.NS\",start,end)\n",
        "df_b.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 255
        },
        "id": "t2OUm-zwgrXS",
        "outputId": "cd9fea25-d52e-43a9-b2d4-c1415fc69649"
      },
      "execution_count": 96,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                   Open         High          Low        Close    Adj Close  \\\n",
              "Date                                                                          \n",
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              "2023-01-06  1252.650024  1274.949951  1248.150024  1264.900024  1229.827759   \n",
              "\n",
              "             Volume  \n",
              "Date                 \n",
              "2023-01-02  1718385  \n",
              "2023-01-03  1510751  \n",
              "2023-01-04  1344532  \n",
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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_b",
              "summary": "{\n  \"name\": \"df_b\",\n  \"rows\": 379,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2023-01-02 00:00:00\",\n        \"max\": \"2024-07-19 00:00:00\",\n        \"num_unique_values\": 379,\n        \"samples\": [\n          \"2024-03-04 00:00:00\",\n          \"2024-02-26 00:00:00\",\n          \"2024-05-06 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Open\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 458.1131836672419,\n        \"min\": 1133.949951171875,\n        \"max\": 2975.0,\n        \"num_unique_values\": 360,\n        \"samples\": [\n          1710.0,\n          1278.550048828125,\n          1869.9000244140625\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"High\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 467.588329732544,\n        \"min\": 1149.0,\n        \"max\": 3013.5,\n        \"num_unique_values\": 366,\n        \"samples\": [\n          1575.0,\n          1354.949951171875,\n          1335.0999755859375\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Low\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 450.9393420387718,\n        \"min\": 1123.4000244140625,\n        \"max\": 2956.64990234375,\n        \"num_unique_values\": 363,\n        \"samples\": [\n          1564.0,\n          1311.1500244140625,\n          1306.050048828125\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Close\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 460.1333123195031,\n        \"min\": 1128.300048828125,\n        \"max\": 2961.89990234375,\n        \"num_unique_values\": 373,\n        \"samples\": [\n          2269.89990234375,\n          1341.5,\n          1328.449951171875\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Adj Close\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 465.734336382765,\n        \"min\": 1097.015380859375,\n        \"max\": 2940.370361328125,\n        \"num_unique_values\": 373,\n        \"samples\": [\n          2253.400390625,\n          1304.3038330078125,\n          1291.6156005859375\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Volume\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1804392,\n        \"min\": 905086,\n        \"max\": 18323831,\n        \"num_unique_values\": 378,\n        \"samples\": [\n          3384932,\n          1993202,\n          2724604\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 96
        }
      ]
    },
    {
      "source": [
        "df_b['Open'].plot(kind='line', figsize=(8, 4), title='Open')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
      ],
      "cell_type": "code",
      "execution_count": 98,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 401
        },
        "id": "EwqPlwcwtLsF",
        "outputId": "4cacdac4-35f1-44d5-b78f-d97fc6784534"
      }
    },
    {
      "source": [
        "_df_11['Close'].plot(kind='line', figsize=(8, 4), title='Close')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 443
        },
        "id": "jUGL9Lgls1hS",
        "outputId": "7f368941-004a-487d-95ae-7f2d6a1604de"
      },
      "execution_count": 99,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "source": [
        "_df_10['Low'].plot(kind='line', figsize=(8, 4), title='Low')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 443
        },
        "id": "FgVD5ysXs0f7",
        "outputId": "943a3505-4452-4b47-c3ce-6501918e16f8"
      },
      "execution_count": 100,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "source": [
        "_df_9['High'].plot(kind='line', figsize=(8, 4), title='High')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 443
        },
        "id": "yQFiY8gNszg_",
        "outputId": "2de7a502-af67-458e-f812-6150215c76a4"
      },
      "execution_count": 101,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "source": [
        "_df_8['Open'].plot(kind='line', figsize=(8, 4), title='Open')\n",
        "plt.gca().spines[['top', 'right']].set_visible(False)"
      ],
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 443
        },
        "id": "WuUyR4NDstcI",
        "outputId": "8fb1df42-a86c-4bda-c394-525490bbb0c3"
      },
      "execution_count": 102,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "source": [
        "df_b['Open'].plot(kind='hist', bins=20, title='Open')\n",
        "plt.gca().spines[['top', 'right',]].set_visible(False)"
      ],
      "cell_type": "code",
      "execution_count": 103,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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Nnz5dNWrUUFJSkoqLi9WzZ0/NnDnTmyUDAAAf49Uws2jRogvur1WrlmbMmKEZM2ZUUUUAAMA2PrVmBgAA4FIRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWI0wAwAArEaYAQAAVvPqTfMAb4udsKzSxt4zuW+ljQ0A+D+cmQEAAFYjzAAAAKsRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWI0wAwAArOZRmPnpp58qug4AAACPeBRmmjVrpttvv13vvPOOioqKKromAACAi+ZRmPnmm2/Url07paSkKDo6Wo888oi++uqriq4NAACgXB6FmWuvvVavv/66Dhw4oLlz5yonJ0ddunRRmzZtNG3aNB06dKii6wQAADiny1oA7Ofnp4EDB2rx4sV65ZVXtHPnTo0bN04xMTEaOnSocnJyKqpOAACAc7qsMLNx40Y99thjatCggaZNm6Zx48Zp165dWrlypQ4cOKD+/ftXVJ0AAADn5OfJm6ZNm6b09HRlZWWpT58+WrBggfr06aMaNc5ko7i4OM2bN0+xsbEVWSsAAEAZHoWZWbNm6cEHH9T999+vBg0anLNPZGSk5syZc1nFAQAAlMejMLNjx45y+wQEBGjYsGGeDA8AAHDRPFozk56ersWLF5dpX7x4sebPn3/ZRQEAAFwsj8JMWlqa6tWrV6Y9MjJSL7/88mUXBQAAcLE8CjPZ2dmKi4sr096kSRNlZ2dfdlEAAAAXy6MwExkZqa1bt5Zp//bbbxUREXHZRQEAAFwsj8LMoEGD9Pjjj2vNmjU6ffq0Tp8+rdWrV2v06NG69957K7pGAACA8/LoaqYXXnhBe/bsUffu3eXnd2aI0tJSDR06lDUzAACgSnkUZgICAvTee+/phRde0LfffqugoCC1bdtWTZo0qej6AAAALsijMHNW8+bN1bx584qqBQAA4JJ5FGZOnz6tefPmKSMjQwcPHlRpaanb/tWrV1dIcQAAAOXxKMyMHj1a8+bNU9++fdWmTRs5HI6KrgsAAOCieBRmFi1apPfff199+vSp6HoAAAAuiUeXZgcEBKhZs2YVXQsAAMAl8yjMPPHEE3r99ddljKmwQiZPniyHw6ExY8a42oqKipScnKyIiAiFhIQoKSlJeXl5FfYzAQCA/Tz6mumLL77QmjVrtHz5cl1zzTXy9/d3279kyZJLGu/rr7/Wm2++qXbt2rm1jx07VsuWLdPixYvldDo1cuRIDRw4UP/61788KRsAAFRDHoWZOnXq6M4776yQAo4dO6bBgwfr7bff1osvvuhqLygo0Jw5c7Rw4UJ169ZN0pmndbdq1Urr169X586dzzlecXGxiouLXa8LCwsrpE4AAOCbPAoz6enpFVZAcnKy+vbtq8TERLcws2nTJpWUlCgxMdHV1rJlSzVu3FiZmZnnDTNpaWmaOHFihdUHAAB8m0drZiTp1KlTWrVqld58800dPXpUknTgwAEdO3bsosdYtGiRvvnmG6WlpZXZl5ubq4CAANWpU8etPSoqSrm5uecdMzU1VQUFBa5t3759F10PAACwj0dnZvbu3atevXopOztbxcXF+tOf/qTQ0FC98sorKi4u1uzZs8sdY9++fRo9erRWrlypWrVqeVLGOQUGBiowMLDCxgMAAL7NozMzo0eP1vXXX69ff/1VQUFBrvY777xTGRkZFzXGpk2bdPDgQXXo0EF+fn7y8/PT2rVr9cYbb8jPz09RUVE6efKk8vPz3d6Xl5en6OhoT8oGAADVkEdnZj7//HN9+eWXCggIcGuPjY3Vzz//fFFjdO/eXdu2bXNre+CBB9SyZUuNHz9eMTEx8vf3V0ZGhpKSkiRJWVlZys7OVkJCgidlAwCAasijMFNaWqrTp0+Xad+/f79CQ0MvaozQ0FC1adPGra127dqKiIhwtQ8fPlwpKSkKDw9XWFiYRo0apYSEhPMu/gUAAFcej75m6tGjh1577TXXa4fDoWPHjum5556r0EccTJ8+XX/+85+VlJSkrl27Kjo6+pLvYQMAAKo3h/HgNr779+9Xz549ZYzRjh07dP3112vHjh2qV6+e1q1bp8jIyMqo1SOFhYVyOp0qKChQWFiYt8vxCbETllXKuHsm962UcaXKq7kyVeZ/DwDA//Hoa6ZGjRrp22+/1aJFi7R161YdO3ZMw4cP1+DBg90WBAMAAFQ2j8KMJPn5+WnIkCEVWQsAAMAl8yjMLFiw4IL7hw4d6lExAAAAl8qjMDN69Gi31yUlJTpx4oQCAgIUHBxMmAEAAFXGo6uZfv31V7ft2LFjysrKUpcuXfTuu+9WdI0AAADn5fGzmf4oPj5ekydPLnPWBgAAoDJVWJiRziwKPnDgQEUOCQAAcEEerZn58MMP3V4bY5STk6P/+q//0s0331whhV3pbLyvCgAA3uBRmBkwYIDba4fDofr166tbt2569dVXK6IuAACAi+Lxs5kAAAB8QYWumQEAAKhqHp2ZSUlJuei+06ZN8+RHAAAAXBSPwszmzZu1efNmlZSUqEWLFpKkH3/8UTVr1lSHDh1c/RwOR8VUCQAAcB4ehZk77rhDoaGhmj9/vurWrSvpzI30HnjgAd1yyy164oknKrRIAACA8/Fozcyrr76qtLQ0V5CRpLp16+rFF1/kaiYAAFClPAozhYWFOnToUJn2Q4cO6ejRo5ddFAAAwMXyKMzceeedeuCBB7RkyRLt379f+/fv1//+7/9q+PDhGjhwYEXXCAAAcF4erZmZPXu2xo0bp/vuu08lJSVnBvLz0/DhwzV16tQKLRAAAOBCPAozwcHBmjlzpqZOnapdu3ZJkpo2baratWtXaHEAAADluayb5uXk5CgnJ0fx8fGqXbu2jDEVVRcAAMBF8SjMHD58WN27d1fz5s3Vp08f5eTkSJKGDx/OZdkAAKBKeRRmxo4dK39/f2VnZys4ONjVfs8992jFihUVVhwAAEB5PFoz8+mnn+qTTz5Ro0aN3Nrj4+O1d+/eCikMAADgYnh0Zub48eNuZ2TOOnLkiAIDAy+7KAAAgIvlUZi55ZZbtGDBAtdrh8Oh0tJSTZkyRbfffnuFFQcAAFAej75mmjJlirp3766NGzfq5MmTeuqpp/Tdd9/pyJEj+te//lXRNQIAAJyXR2dm2rRpox9//FFdunRR//79dfz4cQ0cOFCbN29W06ZNK7pGAACA87rkMzMlJSXq1auXZs+erb/85S+VURMAAMBFu+QzM/7+/tq6dWtl1AIAAHDJPPqaaciQIZozZ05F1wIAAHDJPFoAfOrUKc2dO1erVq1Sx44dyzyTadq0aRVSHAAAQHkuKcz89NNPio2N1fbt29WhQwdJ0o8//ujWx+FwVFx1Pi52wjJvlwAAwBXvksJMfHy8cnJytGbNGklnHl/wxhtvKCoqqlKKAwAAKM8lrZn541Oxly9fruPHj1doQQAAAJfCowXAZ/0x3AAAAFS1SwozDoejzJqYK2mNDAAA8D2XtGbGGKP777/f9TDJoqIijRgxoszVTEuWLKm4CgEAAC7gks7MDBs2TJGRkXI6nXI6nRoyZIgaNmzoen12u1izZs1Su3btFBYWprCwMCUkJGj58uWu/UVFRUpOTlZERIRCQkKUlJSkvLy8SykZAABUc5d0ZiY9Pb1Cf3ijRo00efJkxcfHyxij+fPnq3///tq8ebOuueYajR07VsuWLdPixYvldDo1cuRIDRw4kIdZAgAAF49umldR7rjjDrfXL730kmbNmqX169erUaNGmjNnjhYuXKhu3bpJOhOmWrVqpfXr16tz587eKBkAAPiYy7qaqSKdPn1aixYt0vHjx5WQkKBNmzappKREiYmJrj4tW7ZU48aNlZmZed5xiouLVVhY6LYBAIDqy+thZtu2bQoJCVFgYKBGjBihpUuXqnXr1srNzVVAQIDq1Knj1j8qKkq5ubnnHS8tLc1t/U5MTEwlzwAAAHiT18NMixYttGXLFm3YsEGPPvqohg0bpu+//97j8VJTU1VQUODa9u3bV4HVAgAAX+PVNTOSFBAQoGbNmkmSOnbsqK+//lqvv/667rnnHp08eVL5+fluZ2fy8vIUHR193vECAwNdl44DAIDqz+tnZv6otLRUxcXF6tixo/z9/ZWRkeHal5WVpezsbCUkJHixQgAA4Eu8emYmNTVVvXv3VuPGjXX06FEtXLhQn332mT755BM5nU4NHz5cKSkpCg8PV1hYmEaNGqWEhASuZAIAAC5eDTMHDx7U0KFDlZOTI6fTqXbt2umTTz7Rn/70J0nS9OnTVaNGDSUlJam4uFg9e/bUzJkzvVkyAADwMV4NM3PmzLng/lq1amnGjBmaMWNGFVUEAABs43NrZgAAAC4FYQYAAFiNMAMAAKxGmAEAAFYjzAAAAKsRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWI0wAwAArEaYAQAAViPMAAAAqxFmAACA1QgzAADAaoQZAABgNcIMAACwGmEGAABYjTADAACsRpgBAABWI8wAAACrEWYAAIDVCDMAAMBqhBkAAGA1wgwAALAaYQYAAFjNz9sFoPqInbDM2yUAAK5AnJkBAABWI8wAAACrEWYAAIDVCDMAAMBqhBkAAGA1wgwAALAaYQYAAFiNMAMAAKxGmAEAAFYjzAAAAKt5NcykpaXphhtuUGhoqCIjIzVgwABlZWW59SkqKlJycrIiIiIUEhKipKQk5eXlealiAADga7waZtauXavk5GStX79eK1euVElJiXr06KHjx4+7+owdO1YfffSRFi9erLVr1+rAgQMaOHCgF6sGAAC+xGGMMd4u4qxDhw4pMjJSa9euVdeuXVVQUKD69etr4cKF+o//+A9J0g8//KBWrVopMzNTnTt3LnfMwsJCOZ1OFRQUKCwsrELr5cGKuJA9k/t6uwQAuCL41JqZgoICSVJ4eLgkadOmTSopKVFiYqKrT8uWLdW4cWNlZmaec4zi4mIVFha6bQAAoPrymTBTWlqqMWPG6Oabb1abNm0kSbm5uQoICFCdOnXc+kZFRSk3N/ec46SlpcnpdLq2mJiYyi4dAAB4kc+EmeTkZG3fvl2LFi26rHFSU1NVUFDg2vbt21dBFQIAAF/k5+0CJGnkyJH65z//qXXr1qlRo0au9ujoaJ08eVL5+fluZ2fy8vIUHR19zrECAwMVGBhY2SUDAAAf4dUzM8YYjRw5UkuXLtXq1asVFxfntr9jx47y9/dXRkaGqy0rK0vZ2dlKSEio6nIBAIAP8uqZmeTkZC1cuFD/+Mc/FBoa6loH43Q6FRQUJKfTqeHDhyslJUXh4eEKCwvTqFGjlJCQcFFXMgEAgOrPq2Fm1qxZkqTbbrvNrT09PV3333+/JGn69OmqUaOGkpKSVFxcrJ49e2rmzJlVXCkAAPBVPnWfmcrAfWbgLdxnBgCqhs9czQQAAOAJwgwAALCaT1yaDcA3VNZXp3zlBqAycWYGAABYjTADAACsRpgBAABWI8wAAACrEWYAAIDVCDMAAMBqhBkAAGA1wgwAALAaYQYAAFiNMAMAAKxGmAEAAFYjzAAAAKsRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWI0wAwAArEaYAQAAVvPzdgFAdRU7YVmljLtnct9KGRcAbMWZGQAAYDXCDAAAsBphBgAAWI0wAwAArMYCYAAAfERlXTggVe+LBzgzAwAArEaYAQAAViPMAAAAqxFmAACA1QgzAADAaoQZAABgNcIMAACwGmEGAABYjZvmAZapzJtqAYCNvHpmZt26dbrjjjvUsGFDORwOffDBB277jTF69tln1aBBAwUFBSkxMVE7duzwTrEAAMAneTXMHD9+XO3bt9eMGTPOuX/KlCl64403NHv2bG3YsEG1a9dWz549VVRUVMWVAgAAX+XVr5l69+6t3r17n3OfMUavvfaa/vrXv6p///6SpAULFigqKkoffPCB7r333qosFQAA+CifXQC8e/du5ebmKjEx0dXmdDrVqVMnZWZmnvd9xcXFKiwsdNsAAED15bMLgHNzcyVJUVFRbu1RUVGufeeSlpamiRMnVmptAHxHZS2Irs5PGMaVqTp/Vnz2zIynUlNTVVBQ4Nr27dvn7ZIAAEAl8tkwEx0dLUnKy8tza8/Ly3PtO5fAwECFhYW5bQAAoPry2TATFxen6OhoZWRkuNoKCwu1YcMGJSQkeLEyAADgS7y6ZubYsWPauXOn6/Xu3bu1ZcsWhYeHq3HjxhozZoxefPFFxcfHKy4uTs8884waNmyoAQMGeK9oAADgU7waZjZu3Kjbb7/d9TolJUWSNGzYMM2bN09PPfWUjh8/rocfflj5+fnq0qWLVqxYoVq1anmrZAAesPGuxZVZsy8smPQl1XlhKqqGV8PMbbfdJmPMefc7HA5NmjRJkyZNqsKqAACATXx2zQwAAMDFIMwAAACrEWYAAIDVCDMAAMBqhBkAAGA1wgwAALAaYQYAAFiNMAMAAKxGmAEAAFYjzAAAAKsRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWI0wAwAArEaYAQAAVvPzdgEAANgmdsIyb5eA3+HMDAAAsBphBgAAWI0wAwAArEaYAQAAViPMAAAAqxFmAACA1QgzAADAaoQZAABgNcIMAACwGncABgCUy8Y73tpYMzzDmRkAAGA1wgwAALAaYQYAAFiNMAMAAKzGAmAAqGKVuTB1z+S+lTY24Ks4MwMAAKxGmAEAAFYjzAAAAKsRZgAAgNWsCDMzZsxQbGysatWqpU6dOumrr77ydkkAAMBH+HyYee+995SSkqLnnntO33zzjdq3b6+ePXvq4MGD3i4NAAD4AJ8PM9OmTdNDDz2kBx54QK1bt9bs2bMVHBysuXPners0AADgA3z6PjMnT57Upk2blJqa6mqrUaOGEhMTlZmZec73FBcXq7i42PW6oKBAklRYWFjh9ZUWn6jwMQHgclTG33USf9/h/Crrd+6s0NBQORyOC/bx6TDzyy+/6PTp04qKinJrj4qK0g8//HDO96SlpWnixIll2mNiYiqlRgDwJc7XvF0BrjSV/TtXUFCgsLCwC/bx6TDjidTUVKWkpLhel5aW6siRI4qIiCg32fm6wsJCxcTEaN++feUe2OqCOV8Zc5auzHkzZ+ZcXVXknENDQ8vt49Nhpl69eqpZs6by8vLc2vPy8hQdHX3O9wQGBiowMNCtrU6dOpVVoleEhYVdMR+Is5jzleNKnDdzvjIw58rj0wuAAwIC1LFjR2VkZLjaSktLlZGRoYSEBC9WBgAAfIVPn5mRpJSUFA0bNkzXX3+9brzxRr322ms6fvy4HnjgAW+XBgAAfIDPh5l77rlHhw4d0rPPPqvc3Fxde+21WrFiRZlFwVeCwMBAPffcc2W+RqvOmPOV40qcN3O+MjDnyucwxpgq+UkAAACVwKfXzAAAAJSHMAMAAKxGmAEAAFYjzAAAAKsRZgAAgNUIM1Vs3bp1uuOOO9SwYUM5HA598MEHrn0lJSUaP3682rZtq9q1a6thw4YaOnSoDhw44DZGbGysHA6H2zZ58mS3Plu3btUtt9yiWrVqKSYmRlOmTKmK6Z3TheYsSffff3+Z+fTq1cutz5EjRzR48GCFhYWpTp06Gj58uI4dO+bWx6Y5/3G+Z7epU6e6+th2nNPS0nTDDTcoNDRUkZGRGjBggLKystz6FBUVKTk5WREREQoJCVFSUlKZO3xnZ2erb9++Cg4OVmRkpJ588kmdOnXKrc9nn32mDh06KDAwUM2aNdO8efMqe3rnVN6cjxw5olGjRqlFixYKCgpS48aN9fjjj7segHvWuX4XFi1a5NbHV+YsXdyxvu2228rMacSIEW59qtOx3rNnz3k/14sXL3b1s+lYz5o1S+3atXPdxTchIUHLly937fepz7NBlfr444/NX/7yF7NkyRIjySxdutS1Lz8/3yQmJpr33nvP/PDDDyYzM9PceOONpmPHjm5jNGnSxEyaNMnk5OS4tmPHjrn2FxQUmKioKDN48GCzfft28+6775qgoCDz5ptvVtU03VxozsYYM2zYMNOrVy+3+Rw5csStT69evUz79u3N+vXrzeeff26aNWtmBg0a5Npv25x/P9ecnBwzd+5c43A4zK5du1x9bDvOPXv2NOnp6Wb79u1my5Ytpk+fPqZx48ZuNY8YMcLExMSYjIwMs3HjRtO5c2dz0003ufafOnXKtGnTxiQmJprNmzebjz/+2NSrV8+kpqa6+vz0008mODjYpKSkmO+//9787W9/MzVr1jQrVqyo0vkaU/6ct23bZgYOHGg+/PBDs3PnTpORkWHi4+NNUlKS2ziSTHp6utux/u2331z7fWnOxlzcsb711lvNQw895DangoIC1/7qdqxPnTpV5nM9ceJEExISYo4ePeoax6Zj/eGHH5ply5aZH3/80WRlZZmnn37a+Pv7m+3btxtjfOvzTJjxonP9I/dHX331lZFk9u7d62pr0qSJmT59+nnfM3PmTFO3bl1TXFzsahs/frxp0aLF5ZZ82c4XZvr373/e93z//fdGkvn6669dbcuXLzcOh8P8/PPPxhj75vxH/fv3N926dXNrs/k4G2PMwYMHjSSzdu1aY8yZsO7v728WL17s6vPvf//bSDKZmZnGmDMhsEaNGiY3N9fVZ9asWSYsLMw1z6eeespcc801bj/rnnvuMT179qzsKZXrj3M+l/fff98EBASYkpISV1t5vyO+PGdjzj3vW2+91YwePfq877kSjvW1115rHnzwQbc224913bp1zX//93/73OeZr5l8XEFBgRwOR5mHZU6ePFkRERG67rrrNHXqVLfTdpmZmeratasCAgJcbT179lRWVpZ+/fXXqir9knz22WeKjIxUixYt9Oijj+rw4cOufZmZmapTp46uv/56V1tiYqJq1KihDRs2uPrYNuez8vLytGzZMg0fPrzMPpuP89mvUsLDwyVJmzZtUklJiRITE119WrZsqcaNGyszM1PSmTm1bdvW7Q7fPXv2VGFhob777jtXn9+PcbbP2TG86Y9zPl+fsLAw+fm534A9OTlZ9erV04033qi5c+fK/O5+pr48Z+n88/6f//kf1atXT23atFFqaqpOnDjh2lfdj/WmTZu0ZcuWc36ubTzWp0+f1qJFi3T8+HElJCT43OfZ5x9ncCUrKirS+PHjNWjQILenjj7++OPq0KGDwsPD9eWXXyo1NVU5OTmaNm2aJCk3N1dxcXFuY539ZcrNzVXdunWrbhIXoVevXho4cKDi4uK0a9cuPf300+rdu7cyMzNVs2ZN5ebmKjIy0u09fn5+Cg8PV25uriT75vx78+fPV2hoqAYOHOjWbvNxLi0t1ZgxY3TzzTerTZs2rpoCAgLKBPOoqCi34/jHR5X8fk4X6lNYWKjffvtNQUFBlTGlcp1rzn/0yy+/6IUXXtDDDz/s1j5p0iR169ZNwcHB+vTTT/XYY4/p2LFjevzxxyX57pyl88/7vvvuU5MmTdSwYUNt3bpV48ePV1ZWlpYsWSKp+h/rOXPmqFWrVrrpppvc2m071tu2bVNCQoKKiooUEhKipUuXqnXr1tqyZYtPfZ4JMz6qpKREd999t4wxmjVrltu+lJQU15/btWungIAAPfLII0pLS7Py2R/33nuv689t27ZVu3bt1LRpU3322Wfq3r27FyurGnPnztXgwYNVq1Ytt3abj3NycrK2b9+uL774wtulVJny5lxYWKi+ffuqdevWev755932PfPMM64/X3fddTp+/LimTp3q+gfOl51v3r8PbG3btlWDBg3UvXt37dq1S02bNq3qMitUecf6t99+08KFC92O61m2HesWLVpoy5YtKigo0N///ncNGzZMa9eu9XZZZfA1kw86G2T27t2rlStXup2VOZdOnTrp1KlT2rNnjyQpOjq6zIrys6+jo6MrpeaKdPXVV6tevXrauXOnpDM1Hzx40K3PqVOndOTIEdd8bJ3z559/rqysLP2///f/yu1ry3EeOXKk/vnPf2rNmjVq1KiRqz06OlonT55Ufn6+W/+8vLxLOo7n6xMWFua1/1M/35zPOnr0qHr16qXQ0FAtXbpU/v7+FxyvU6dO2r9/v4qLiyX55pyl8uf9e506dZIkt891dTzWkvT3v/9dJ06c0NChQ8sdz9ePdUBAgJo1a6aOHTsqLS1N7du31+uvv+5zn2fCjI85G2R27NihVatWKSIiotz3bNmyRTVq1HB9FZOQkKB169appKTE1WflypVq0aKFT3/dctb+/ft1+PBhNWjQQNKZ+eTn52vTpk2uPqtXr1ZpaanrL0hb5zxnzhx17NhR7du3L7evrx9nY4xGjhyppUuXavXq1WW+AuvYsaP8/f2VkZHhasvKylJ2drYSEhIknZnTtm3b3MLr2UDfunVrV5/fj3G2z9kxqlJ5c5bOnJHp0aOHAgIC9OGHH5Y5A3cuW7ZsUd26dV1n4HxpztLFzfuPtmzZIklun+vqdqzPmjNnjvr166f69euXO66vH+s/Ki0tVXFxse99ni95KTMuy9GjR83mzZvN5s2bjSQzbdo0s3nzZrN3715z8uRJ069fP9OoUSOzZcsWt0v3zq78/vLLL8306dPNli1bzK5du8w777xj6tevb4YOHer6Gfn5+SYqKsr853/+p9m+fbtZtGiRCQ4O9toluxea89GjR824ceNMZmam2b17t1m1apXp0KGDiY+PN0VFRa4xevXqZa677jqzYcMG88UXX5j4+Hi3S7NtmvNZBQUFJjg42MyaNavM+208zo8++qhxOp3ms88+c/vdPXHihKvPiBEjTOPGjc3q1avNxo0bTUJCgklISHDtP3spZ48ePcyWLVvMihUrTP369c95KeeTTz5p/v3vf5sZM2Z47dLV8uZcUFBgOnXqZNq2bWt27tzp1ufUqVPGmDOXv7799ttm27ZtZseOHWbmzJkmODjYPPvssz4554uZ986dO82kSZPMxo0bze7du80//vEPc/XVV5uuXbu6xqhux/qsHTt2GIfDYZYvX15mDNuO9YQJE8zatWvN7t27zdatW82ECROMw+Ewn376qTHGtz7PhJkqtmbNGiOpzDZs2DCze/fuc+6TZNasWWOMMWbTpk2mU6dOxul0mlq1aplWrVqZl19+2e0ffmOM+fbbb02XLl1MYGCgueqqq8zkyZO9MNszLjTnEydOmB49epj69esbf39/06RJE/PQQw+5XcpnjDGHDx82gwYNMiEhISYsLMw88MADbvduMMaeOZ/15ptvmqCgIJOfn1/m/TYe5/P97qanp7v6/Pbbb+axxx4zdevWNcHBwebOO+80OTk5buPs2bPH9O7d2wQFBZl69eqZJ554wu0yZmPO/Pe99tprTUBAgLn66qvdfkZVKm/O5/s9kGR2795tjDlzm4Frr73WhISEmNq1a5v27dub2bNnm9OnT7v9LF+ZszHlzzs7O9t07drVhIeHm8DAQNOsWTPz5JNPut1nxpjqdazPSk1NNTExMWWOnzH2HesHH3zQNGnSxAQEBJj69eub7t27u4KMMb71eXYY87trwgAAACzDmhkAAGA1wgwAALAaYQYAAFiNMAMAAKxGmAEAAFYjzAAAAKsRZgAAgNUIMwAAwGqEGQAAYDXCDAAAsBphBgAAWO3/A/iYlUZfpJy2AAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 452
        },
        "id": "LSzKXx6fsh0S",
        "outputId": "49723a31-c768-45df-f731-85db87a308ca"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_nifty['Close'].plot(label = 'Nifty', figsize=(10,8) )\n",
        "df_b['Close'].plot(label = 'MAHINDRA')\n",
        "plt.legend()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 668
        },
        "id": "JKnLJAruhAqb",
        "outputId": "9ef329e1-17a3-400f-d25c-1bbcaf4cbfc6"
      },
      "execution_count": 104,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7af62f321990>"
            ]
          },
          "metadata": {},
          "execution_count": 104
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_nifty['cum']=df_nifty[\"Close\"]/df_nifty[\"Close\"].iloc[0]\n",
        "df_b['cum']=df_b[\"Close\"]/df_b[\"Close\"].iloc[0]\n"
      ],
      "metadata": {
        "id": "2Wsaz3i7kszA"
      },
      "execution_count": 105,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "NIFTY V/S MAHINDRA"
      ],
      "metadata": {
        "id": "rl10iXkhyKtM"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_nifty['cum'].plot(label = 'Nifty', figsize=(10,8))\n",
        "df_b['cum'].plot(label = 'MAHINDRA')\n",
        "plt.legend()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 668
        },
        "id": "hyr0AFSBnvuV",
        "outputId": "97cc3fff-d493-437a-c03c-1b810bd47eae"
      },
      "execution_count": 106,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.legend.Legend at 0x7af62fb8ad70>"
            ]
          },
          "metadata": {},
          "execution_count": 106
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_nifty['daily_ret'] = df_nifty['Close'].pct_change(1)\n",
        "df_b['daily_ret'] = df_b['Close'].pct_change(1)"
      ],
      "metadata": {
        "id": "gaORkx6An-WL"
      },
      "execution_count": 107,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(df_b['daily_ret'],df_nifty['daily_ret'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 447
        },
        "id": "xoBOw6u5oD8B",
        "outputId": "d8cdea61-4559-48a7-a18d-95e18fc81263"
      },
      "execution_count": 108,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7af62fbc6b00>"
            ]
          },
          "metadata": {},
          "execution_count": 108
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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6ehqJtGLLD5Luw2q76PZ3noKcHtw5sjde2vyDoq1LX1xedFSprhl/CoaDveYVhS4GHKIwpeSEZb7MDSJlCLNUz206gK5REZ2+0bfaBazedkzzXUu+unVo2yR9Soe3NZYTWGM5gYRuUZg6PA3jM81eQ4WnuhV/55gJ9ppXFJoYcIjClBITlvk6N4hSo5FE5+qbO81sq/RjaE1Kjyh8e/ycqi1TNfXNeHfbcby77bjHkUTeCtU5xwwFgzHYB0BEwSF+6PjT0C9A/twgYpeUksFD/NBc9lkZWu2CKo+hFYbLP/+R01/26Kv42Ej8+oZ0x33IUX558sKCy91XInfX2mprxENrS/Dylh+w8fuzuOfafo7jb49zzJBa2IJDFKakLF3gzfy8QV4LPdt3XSR2j8azn7peR8mTyAgDWlo97yUWqu74sVrXNTdigW3TJbv8nQXghkHJGNanp8fRcZ60Xx7BW6E6AKcRXfGxkQDgNIS9fcEwh2eTkhhwiMKYu1Eq3aIiUN/c6nX/AYndPP5eqW4ib+GmPcvRal223Ij+dMdQ/PLqJFiOVsvet/ZiC6a/s9MxS3LPbtH4orQcaywnJO3fcbSTt0L1jsTJB+fnDcKAxG6dlqTgBHukJHZREYW4VrsAy9FqbNhzBpaj1Wi1y2u7mJiVim8WjsX7s0fj5XuGY37eIEnhBvBcxxO8biK9tt202Xm8Ldj408VotTVi7rrvYLvYjJt9CA9igbrcQnVx+oEPdp/CrUPTkHtFL6dJFF11c7nqFiOSgi04RCFMqW+94igVcUI2KVI9FIUGa2h2fGwkTF0jA/yogdYWafzpYmy/VtaXT97ksQDYFTHY+lKo3rEVKNCrhovYHaZ/bMEhClFqfOuV0+XgqShUbteFUmobWvCHzw9Cz59TribCM5t8DxrFJ85h6W2ZALwXHhvgHGz9aUUSW3/kTAKolILScox5oQj5b+/AYx/sQf7bOzDmhSK2FOkMAw5RCJJS3CmOKJJDapfDrOsHeGwhUnKOHV/IPO2Q0TM2EtcOSHDqkhyfaXZ0MT54/QAA8kZIVZ5vlBSUXI12EluRfLncYuuPWquGu+q6bbULeHnLD3iI3WFhgV1URCHI16nvvZHa5ZCXafb4+8Ru0ZIfk6S7a1Qf3PjiVrddkrlX9EJ2eoKswm7xb95+xuAtZVb8c88Z1NS7Hu3U3vhMs6zFPTvOeePvJICuuOq6dTWCqz01u8PcYTeZuhhwiEKQWt96vU3IBrS1Iniqvdl1rAbbj1bJelxy1nEUW6opBpOHuZ61WGx5ECc5FIPKjh+rMfe9EtRedP2B7mpyPbEWK/eKXvjtLZkeP3zFv/W2I1Wywg3g3Aqk9CSA7pb+kHKMaq3F5QpHjamPAYcoBKnxrRf4ucvhocsrOLtyrqEFm8usnd6E9T5zcCC9de8oGI0GR7gY2b8nbnxxq8cuyaf+WYqxg1MQ1cWICKMB11+ZiOenDfG4GrcYNNy1JLj7kPf1b+2qFchTsbTcSQCVKm5Xu4vV0/prHWfkJt8x4BCFIDWnvvfW5eCqGd+f1brdMRr0W0vjSaopBqMvD58WSZnbp7q+GaOXb8Efbx/i+HCUshq33JYEX//WT9+SgQeuT3cZVJRaNVyp4vbkHjGqdR8Fa9RYOGLAIQpBSn7r7WjXsRqPzflyhvn6Qjzi1/JHoGe3KFSeb8TxqgasvLyyuN4zz9O3dP67SW1RqKlv6dQC4Gk1brktCb78rcWw7S7ciJRYNdzflhfxWM/VN2HMC0WqdB+pVT9HnTHgEIUopb71diS3vkfpIeHujv9qc/dO59ozNhLnJNZ/hIrDlRc63Sa3q7FjC4Cr7iZfWhLk/q3lhm1/Vw1XYgHZycNSMXfdd6p1H6lVP0edMeAQhTAlvvV29ONP9ZK2kzvMV4r23RgduwjGZ5odxbNtyxQIyB2YiN3Ha7Cy8LDX+w4V///2Y5g39kqnv2F2egISukWhpr7Z6/5SWwB8aUmQ+7f2N2zLJaVI3p2E2Egsm5KFP35+QNXuI7Xq57RCSyPDGHCIAkTqC1/uG4S/33rb+/z7crxa5D0smOOiZQ/z9aRjN4a7upDJw1Lx6d5yx+2vbT0Kc1y0rGHKWlfb0NIpnEQYDZg6PA3vbjsu+X68hRGpYWXbkSrHc1Dq3/rmrBTcl5se8A83f2Z3rmlowdJPS52GxnekRPeRmvVzwaa1kWEMOEQBIPWFH8w3iILScjyyzv3oqfbys/t1GubrazdVx24Md3Uh5bZG/PdXxzrtX1HXpLu6HFfhY3ymWVbA8RZGpIaV17YewUfFp/Ds5GswPtMsqYXki9IKTBneOyjf3N113XqbBweAx3DTnj+tlmrWz/nLn9YXLY4MMwiCoLf3Bq/q6upgMplgs9kQFxcX7MMhnXP3whffNsQXvtTtfOXpzUtcg0pqSHn5nuG4dWia4/7EImBf3kzaB7jmS3aMXr5F8geNXs276Qpcf2WS42/Uahew42g15q5zP6+NSGwB+GbhWI8fTuLfXE53zqoZIwDA6ygqqcegJlfPdwBe5weS4v3Zo/1uNdVaa4c/x+Pt/UPJ54Ocz2+24BCpSGoh59jBKZK3Kz5xTvY3LFdvXua4GORn98OAxFhUnW+S1QJzvKq+0xtafGwkWi7Zva5E/vi4Qbg2PQFVF5o6jej57T89dxGEi9e2HsVrW4+67JbzRoC0FgBfunMWfbwPxUvG4/G8q7Di8qg2d8cQ7JFA7rpujQaDz+FGye4jNernfOVv64tWR4Yx4BCpSOoL/2+W45K2G7280KnQVMo3LLdvXnWNHj+k3OkZG4kVWzrX6YhN/7cMMWProZ/Q0CHo9IyNxPI7hig6t4reueuW88Z+ed0lbx+e7rpz3KltaMGOo9UYkBgr6Ti0OBLI12NSo/tIyfo5XykxL49WR4Yx4BCpSOoL+kRNg6TtOo6i8fYNq/mSHb/9Z6miwcHbfX1RasUrdw9Hz27RsPxYBaDtTXz0QOfJ68QPYGtdI57buJ/hRkFz132H2KjvOy334CoMiy0JT/x9Dz7Zc9brfVt+rML1VyZJOg4tjgSSekwdR60FekRYoCjR+qLVkWEMOEQqkvqC7p8g7RtxR56+YbV1+exTrMvHAOA34wbhZS9Dsu0CMO+DPZifNwjzx1/t8lsfl3X4WUwXIxov2RW9TwHo1FVY7iEMRxgN6NNT6nPQIKmwPFViV06ghxVLHcX05ZM3+dQdHGqUaH3R6sgwY0AfjSjMiC98d2+LBrR9ENybO8Djdp60/4YlErt8lKxnMcVG4nyj9PtbseUwrn++CAWl5Wi+ZMc7X/+IZzaU4j//vgcPry1huAHw+LgrEd0lcG/DAtrCcKuLNTCkdpXkXl5GYvIwzy0Zk4eleg0EBaXlGPNCEfLf3oHHPtiD/Ld3YMwLbc8ZtYi1RwA6vd7ad0NFdTEi94pemDK8t+Oc9UiJ1hep1zTQ15ABh3Sp1S7AcrQaG/acgeVotcs39ECQ82bqbjupxG9YSi+dILI1tMgapgy01fk8tLYEVy/5As9tOoA1lhP4qORM2HdHxXeNxKoZI5AzMBG2xksBfeyOYVg0emAvx1Bqd3rGRmL0wLblOT7d6zmEfLq33OPrTgzhHYOu2O3qLeT48xoXa4/MJucPbbMpJuwWupT6Jcxb64sWrym7qEh3tDb8UuqSCu62S+gWKaklRvyGpfTSCSKxO8zgwyKY4R5oOjJc/jQJVhHuljJrpxabCKMBz98xxONK8svvGIIIo0HS4p+e6jb8LWxV4jWupVFMwaTkvDxau6acB4fz4OiK2nPJ+MPXmYxH9u+JG1/c6rV/W5xjYsOeM3jsgz1qnw4pYNqI3vhHyZmgPPYqN6+FgtJyPPtpGax17sOD1OfYy/cMx5ThvTvdbjlajfy3d3jd39V8M1p+jYcyrX0xdIfz4FBYUmK4o5qkDgl1tZ2cb1iBGKkw87oBWL39OFtm/BSscAO4fy1I+Rbub92Gr4WtWn+NhzKttb4oISA1OK+//joGDBiAmJgY5OTkYNeuXR63X79+PQYPHoyYmBgMGTIEn3/+udPvBUHAM888g9TUVHTt2hV5eXk4fFg/i+2Rb+QMdww1cvq3vfWpA0D36Agkd/dcb+FJn55dcXNWis/7exK6b6ehxdNrQQzZ7gps5dZtdKyXSewWLekYOwYkPb/GtcDb3z3UqN6C8+GHH2LBggVYtWoVcnJysHLlSkyYMAGHDh1CcnJyp+23b9+O/Px8LF++HLfeeivWrVuHqVOnoqSkBFlZWQCAP/3pT3jllVfw17/+Fenp6Xj66acxYcIElJWVISZGe/MuUGBodbIppUj9hiWlT/2lfx+GHjGRmP4/O306luc2HfBpPynYKhQ4vr4W5NRtuJtFOz42EraGFlnDivX+Gidlqd6C85e//AWzZ8/GzJkzkZmZiVWrViE2Nhbvvvuuy+1ffvllTJw4EU8++SQyMjLw3HPPYcSIEXjttdcAtLXerFy5EkuWLMGUKVMwdOhQrFmzBmfPnsUnn3yi9umQhml1siklSf2GJaXFp+hARSAOmTTMn9eClOeYu5FSFXWNqL0cbuQMKw6H1zgpR9UWnObmZhQXF2Px4sWO24xGI/Ly8mCxWFzuY7FYsGDBAqfbJkyY4Agvx44dg9VqRV5enuP3JpMJOTk5sFgsuOeeezrdZ1NTE5qamhz/rqur8+e0SKO0OtlUsHhq8Wm1C/jnnuDVf5ByesZGQoDnVbI7Uuq14O055q1eJj42EtFdjLDW/fz+7GnGYL7GSQ5VA05VVRVaW1uRkuLcV5+SkoKDBw+63Mdqtbrc3mq1On4v3uZum46WL1+OZcuW+XQOFDqUHO6oN3a7gLKzNljrGmGOi4HdLkgaeh4baURDi7Kz7JL/nr4lA4k9op1Wyd51rAaby6x4d9txj4tnKv1acFc8L6Ve5lxDC977/3JgNBgkFbbyNU5yhMUoqsWLFzu1CtXV1aFv375BPCJSi9Q5Z8KBp+UQ4rtKKzC+Nj0BX/5Q5fexDO9jwp7TNqfbpK5gTc7McdF44Pr0Th/iuVf0Qu4VvZCdnuBxGYxAvRak1sFUXWhyOZTcHS2+xgO93ARJo2rASUxMREREBCoqnPv6KyoqYDabXe5jNps9bi/+t6KiAqmpqU7bDB8+3OV9RkdHIzpaWtU+hT49Dnd0xdObqrfVuWsvSuvOuGFQkiIBp2O4ARhufDUgsZvH53LH539i92hAAKrqmwL6WlCzXkZLr/FQmT8mHKkacKKiojBy5EgUFhZi6tSpAAC73Y7CwkLMmzfP5T65ubkoLCzE448/7rht8+bNyM3NBQCkp6fDbDajsLDQEWjq6uqwc+dOPPzww2qeDoUQqXPOhCpPb6rjM82KLNUgrpH1P98c47pRGvL9aRta7YLHD3MtPP/VrpfRwjm6+yIhLjfBSQeDS/VRVAsWLMDbb7+Nv/71rzhw4AAefvhh1NfXY+bMmQCA++67z6kI+bHHHkNBQQH+/Oc/4+DBg3j22Wfx7bffOgKRwWDA448/jt///vf49NNPsW/fPtx3331IS0tzhCgiLfN3nSxPa/g8tLYE89YV+xVIDJd/Oq6RRdrQ0NwaEvO8aHUBRl91fN02X7J7LKIG3C9sSoGheg3O3XffjZ9++gnPPPMMrFYrhg8fjoKCAkeR8MmTJ2E0/pyzrrvuOqxbtw5LlizBb3/7WwwaNAiffPKJYw4cAPiv//ov1NfXY86cOaitrcWYMWNQUFDAOXBI8/xtzvY2MgUAviiVN/w7vmukU5eV2RSDp2/JhKlrFP5Zcho19c2YmJWCApn3S67FRkWgobnVr/sIlXletFgv4wtXr1tva8S1n3Qw2C1N4YprUXEtKgoQJdbQkbqGjxwdR7Gcq2/Cc5sOsFtKJS/eORR/2fyD264bKVyt0RQIvhbThnIRrrd6Nm/crcdFvuFaVEQao9QaOkp+cxdrIEYP7OVUnDx33XcsAFZR3cUWt0OdvQnmPC/+tD5qoV7GF55et1Jx0sHgCchaVEThqH2f/eptngt1pa6ho/SbZfsaCCXezENRQrdIrJoxAqtmjECqSd71jY2KkP14PWOjHF03KXHyHk8AcPeowE9x4anu6+G1JSgoLQ/4MQWCt7l8POm4HhcFHltwiFTgaQ4aT7y10HgbmSKVq2/e/ryZh6q4mC7YsTgPUV3avuuJQ4+3HanCa1uPeN3/7XtHwfJjFV7belTyY/7+8zLERkdgYlYqekRHYvo78tYDW1l4GKstx/H8HUMCUsMipe7r2U/363IFb19bTEOxiFqP2IJDpDB333al8NZC42lkiifjM5Jx7+h++Mu/D8P7s0fjm4VjO304hkrhqpLuHNnHEW6An7tSfjNuELx9LhkNbRMhXn9lkqzHrKlvcbR6VNU3ed/BhdqGFjwUoJYTKcHXWteE14q8B8JQI7XFNKFblNO/26/HRcHDFhwFhXIhHSnDn26ehG6Rkpqz3Y1M8WTzgUoAwJYDlW6/VYZjrcD4TLPL123xiXPwNrrXLgDFJ8753Kq27LMyvHTnML+OPxAtJ1KD74otP+Bqc3ddfahLncvnyydvQvGJc3zv1xgGHIVwNksC/OvmuX14b8lviu1nct1SZsU7245L2s/TBGTim7mU4zcaAEFQfjbi6C5GNF0KzNpXqaa2EWNjXihyHsIcF41f9IuXdB/bjvyE7PQE2UXDYs0VDPCry9Fa16T6MGQ5wVdKoXwokbr2VVQXY0gWUesdu6gUEK4FeNSZP908eZmuly9xR+xOefq2a7BqxgiY47wvR+JpAjLxzdzbR5MBwOxfpjv+X0kr7hqG1+75BXrEqP/da/KwVMxd913n121dk+S5hF7behRjXigC0DbM3yyzSNlytAqTssx+BUW1uxbF4CuFlEL5UCO2mHb827IbSvvYguMnpYb/kj740s2j3NBfac8vTxOQeev+at8q+Yt+PfHsp2Ww1in3AXu48gI+2H0K5xsvKXafrsRGGvH3b08r0gLVvlXsm4VjLxcp/ySp8Lj9NkYDvHaLuaJ216IYfB9aWyJpez3Wcmlp7SuSjgHHT966JPQ+myXrjpzJrcdQYrSFrxORufsgav9mbrVdRE19MxK6R8Mc5/z3nZiViq5dInD/6t0+HbcrK7YcVuy+PGlosaOhRZmusI5fZHKv6IVz9U2yA4s45eqD1w/AuMEpeGL9Xq/h0RwXHZBhyBOzUjE/b5Ckv49ea7lCdS6fcMaA4yep31b0+K2GdUedeeqzd8XfKev9KWpO7Oa+S0vKm3lBaTke+2CPD4+sP+2/yNguNvs0WaIYlL4oteKpWzLx7GTvrSbPTr4mYF8o5o0dhPd3nXIbuoI5CSGRKww4fpL6baX9dnpo9eAquu656+ZJvbzGU89uUYr97f2au8aPp1xBabnkLotwYq1rxJ8KDvrc9dU+KE3MSsWqGSOw6ON9qG1wXvMoPjYyYPPgiCKMBjw7uS28i8cq4rwvpEUMOH6SOoxQ/Fajh1YP1h15J3bz7PixGpaj1QAE5A5MxOgreil6TfxpGay68PMcLGLottY1ouZCExK6RcFs6uoygLXaBTz76X6fH1fPai40KTJZovh3DdTzSCq9LJ5J4YEBx09ShxFGGA26afUI97ojqTaXWZ0+CF7betRlmPWnRc+fegdxX0+zLrub8dha59sEdWoQv0TcNaoP3v76RzQ0Kz/M3ADA4KGmRjyGjhO++ar93zXCaMD1Vybi+isTFblvf7HglkIFh4krQMowQinTnbsauqtF4Vx3JJXUqQMKSssx5oUi5L+9A499sAf5b+/AmBeKJE8tILYgyv1oMRqAkf17ep11udzFVAda+ru2/xIxf/zV+O8Zo1R7rNm/TG8LOh6OwWzq6tdjhMr6RWKN1pThvZEbpNYkIm/YgqMQb99q9NTq4UvdUTiR2oVntwNz10lv0XPX0uPLytR2Adh9rEZSgbIA5y5HNf6uBgCm2EjYGlpk1a90jTLi1zdcgYstdvzn3/di076zih9br25R+MPtWY6/xdtfH3OMeALaWnZm/zLd8UXGW5e1eJ4A61iI1MSAoyBPI0/01Ooht+4o3EgNs0s2lEquY/JWuyV36QYAWF98SvL27cN3dnoCzHHRXrupukdHIMJggM3LnDbiR/nzdwwBAFlz6zQ021UdWt4jJgKWxeMQ1cWIgtJyvPXVsU5/M7sAvPXVMfyiX09MzEr12mUtnifrWIjUxYATIHpq9ZBTdxSOpIbUmvpmt7/rOOxYSu3WzythS5tk7pM98lo7Ks83OlqRJg1Jxbtelod46d+HdWrVPFffjOc2ef5gH59pxmtFhwM2J44nd43si6guRknD8Z/9dD96xESi6ZIdtw41Y+P3Vqfft2/pAcA6FiKVMeAEiN5aPcJxNIXUYmAlQ6qnYceuWnrEFpZ/lJzxeX0jd45X1Xdat8mdX9/w8wd5+1bNVrsAU2ykxxFBEUYDHsu7CraLLV5DlK8mZaXgcwnLMYjLZ0hplbPWNWH6/+x0u03Hlh5OHEekLgacANFjq0c4jaaQM7xfSpjt2S0SNfUtLn7rzNuwY1e1W77W5XjSMzZSVovKp3vL8V8TM5yeC66u4T9KzrgNxOMzzYoHnJ6xkVh+xxCMHZyCHcsLPbaiAcC5y79Xsus43KdQIAoUjqIKID0u2hYOoynkLqYqBgzA/Yib30/J8jj6SRxNI3XYcccPYHfPNV/4EpI6Lrroy4K02ekJSOgW6cMRu/bUpAx8u2Q8AODGF7d6DTcA8NymtpGNSrXKtQ+kRKQutuAEWDi1euiBr5MaSunCMxoNXlv0TF2lBRxXH8Adn2uHK85Lqs1pL9UUg3uu7YcVW36QtR/wc+jy9RpGGA34/ZQsPLLuO9mP3VGqKQYPjknH5jKrrHW7xDAid40xb0JhMAFRqGPACQL2vYcOf4b3ewuzUkKQlGHHnmq32j/XLEerJQWce0f3w4h+PR0zGW/83reh12Lo8ucaThqahl+frsV/f3XMp2MA2q6R2KLmy7pdlecbFe/2O17V4Oc9EJE3DDhELogFxV9InHDP3Tdyb2HWWwhSsnZLSiuE0QDkDkzEpKE/d5fK7Z7pGLr8nSJh8aRMDOvTE0s2lErqVmpPrLmZmJUKy9Fqn5ZREM/f1+H4rnyw+yTmjb2SLbdEKmLAIerA09IF7vhToyElBLn6YE3oFoXbhqXizLmL+Od3Z2CO89zd2T4suWMX2iYffNP4c02YnO4ZV6FLiSkSJg1NxYSsjkPOm/DcpgMu/07xXSMx8/oBmDd2kOM45HYLuWod6xhIE7tF44n1e1FRJ6/rKlQm9SQKZQw4RO24Wy/MnUAN72//wbqlzIp/7jmD6vpmrN5+wmk7Twu3ttoFmLpG4d+uTsLWQz+5fayOMxdLCUYiV9MEKDVFgqsgOCErVfIioXJCqKfWsY7HIa6wLbfrinU4ROpiwCG6TMpkbu0Fenh/hNEA28VmvLvtuNtjFNeO6jgqT26rVMcWholZqZhzQzre/vqY04KTRgMwaUgqxmemuC2YV3qKBF8XJ5XTEiVnPidfu65CYVJPolDGgEN0mbdi2I4CPamhnADWcZkHOa1SovYtDO6WKRAEYNP35Zh0+Rps/P6sy9AhtaDaW3CRMx9RR1ILhRO6ReLpWzJk/V3bt7BZ6xrx3Mb9buc5CrVJPYlCFQMO0WVSuwzuy+2Pm7NSFRneL6c1QmoAaz8qKTs9waeRQ8DPLQzehnkDwLz3S5xadlyFjk71K92jAQGoqm/Cy1t+wPu7Tjqtb9XxPtwFNXeLk7oipbXlXH0L5q77Dm8aDbJCTvuuq66RRkeXnh4m9SQKRQw4RJdJ7TK4OStVkeLQz78v7zQyyFNrhNyajcrzjbJbpUQJ3SIdLQxS7sPeIXW0Dx2uRoltLrPiP9fv9Xi/He/Dl7l0XJmYlYqxg1MwevkWl60scu/P3WOE21ImRFrDgEN0WSDXC1v+eZnLuV3c1dAA8ms2knvE+FzI+vspWT6PPgJ+DgmLPt7XaXXw+NhI1DZ4X6aifdDoERPp81w6rhSfOOdxqQy59+cKJ/UkCi4u1UB0mZQlFpToWvj8+7MeJ64TRzG1dmgWEQOYN+IyD9npCT4Vss7+ZTp6dovGhj1nYDla3daV5AMBQG1Di1O4weXb5NxHua0R249USdre3zl3fN3OnXBYyoRIq9iCQ9SO2l0LrXYBSzaUet3OVetB+yJZbzU1YhAT13OSsrBnXEwX3H1tX2z8vhxvf/1zADPHRSM+NhK2hhZFVyeXY/X245K2U2LOHV+2IyLtYcAh6kDNroVdx2okhQ3AdeuBtyLZjjU8UtdzSugWid/dloVHP/iuU4ipqGty3KbU6uRy1Te3evy93O7DQHZHElFwMOAQuaDWemFyujzctR44DUm2XURNfTMSuke7ncnY23pOBrTV3Dy36YDHIl5TbCRiukQ4dTkZDZ0LjNWmxFw6Ss/NQ0Taw4BDFEBSuzx6dYvy2HogN4C5W89JbPExdY3yWsRb29CC92aNgNFocFouYe7l1qFA5Zye3aKczsHX7kOOdCLSNwYcogASu0a8Dbt+rt0oJqW4Ws9JbPHZsOeMpPuoqm/ClOG9nW5702hQZAFKqZ6+JQNmU1dFug850olIvxhwiAJISqHwr29Id1rNW+nHd9Xy40/R7c/zyhRKWu1b7BLqOFw8oUPLjDtmU1dFuw87XpNWuwDL0WoGHqIQx4BDFGDuVwePxO+nZGHS0LSAH5O/Rbdt88p4DyfAz11AHVtORvbviRtf3BrUwl9/loIgIm1hwKGQ4utCi1qjta4Rf4tupRZPz7vpCswff7Xjfjq2xASz8FeJpSCISDsYcChkaOHbtZIBS62RWr7yp+hWahfX9VcmebxewSr89bbelr9LNxBR4DHgUEjQwrdrLQQstfnasqTkvDLBaN3ytt6WEks3EFFgcakG0jwpq1m7WtpASWLA6vghKAasgtJy1R470HxZXkDpZS4CvcRBoJZuIKLAYcAhzZPz7VoN/gYscVSOuLaTmkEsmMTuJXOH9bLMphjN169w6QYi/WEXFWlesL9d+9N9Ibdby12NT6gUV2uteFoqLt1ApD8MOKR5wf527WvAkls35C4MTR6Wik/3lodM7Y/Wiqel0NLSDaESZom0jgGHNC/Y3659CVhyR+W4C0PltkaXa0hx6LLytLB0QzgUshMFCgMOaV6wv137ErDkdGtlpye4DUOe9ufQZeV562JTs3VFCyMFifSEAYdCQjC/XfsSsOR0a3kLQ+5w6LI63HWxqdm6wnl4iJTHgEMhI5gFrHIDlpxuLX+Lozl0WX1qt65wHh4i5THgUEgJZgGrnIAlp1vL3+HtHLqsrkC0rgR7pCCRHnEeHCIZpE5AJ2fiOzEMyf1oNKCti4RDl9UViHmYgj1SkEiPGHCIVCJ14jtPYcidQA9dDmeBaF3xFnIZZonkYxcV6Vqw5xSR2q3lrsbH3Tw4gRy6HO4C0boS7JGCRHpkEARBn/PGe1BXVweTyQSbzYa4uLhgHw6pJBTnFAn1mYz1qNUuYMwLRV7rqb5ZONbvv0koPmeJAknO5zcDDgOOLrkb9SJ+/HBOEZJDfD4BrltXlHw+McwSuSfn85s1OKQ7Wlh9nPQlkAuJBnoldSK9Yg0O6Q7nFCE1hOpCokThigGHdIdzipBaQnEhUaJwxS4q0h3OKUJERAw4pDucU4SIiBhwSHfkzCJMRET6pGrAqampwfTp0xEXF4f4+HjMmjULFy5c8LhPY2Mj5s6di169eqF79+6YNm0aKioqHL/fu3cv8vPz0bdvX3Tt2hUZGRl4+eWX1TwNCkGBHPVCRETao2qR8fTp01FeXo7NmzejpaUFM2fOxJw5c7Bu3Tq3+8yfPx+bNm3C+vXrYTKZMG/ePNxxxx3Ytm0bAKC4uBjJyclYu3Yt+vbti+3bt2POnDmIiIjAvHnz1DwdCjEc9UJEFL5Um+jvwIEDyMzMxO7duzFq1CgAQEFBASZNmoTTp08jLS2t0z42mw1JSUlYt24d7rzzTgDAwYMHkZGRAYvFgtGjR7t8rLlz5+LAgQMoKiqSdGyc6I+IiCj0aGKiP4vFgvj4eEe4AYC8vDwYjUbs3LnT5T7FxcVoaWlBXl6e47bBgwejX79+sFgsbh/LZrMhIcF9wWhTUxPq6uqcfojIvVa7AMvRamzYcwaWo9WcFJGIQo5qXVRWqxXJycnOD9alCxISEmC1Wt3uExUVhfj4eKfbU1JS3O6zfft2fPjhh9i0aZPbY1m+fDmWLVsm7wSIwhTXQyIiPZDdgrNo0SIYDAaPPwcPHlTjWDspLS3FlClTsHTpUvzqV79yu93ixYths9kcP6dOnQrI8RGFGnHNpY4zQVttjXh4bQkKSsuDdGRERPLIbsF54okn8MADD3jcZuDAgTCbzaisrHS6/dKlS6ipqYHZbHa5n9lsRnNzM2pra51acSoqKjrtU1ZWhnHjxmHOnDlYsmSJx+OJjo5GdHS0x22Iwp23NbwMaFvDa3ymmYXaRKR5sgNOUlISkpKSvG6Xm5uL2tpaFBcXY+TIkQCAoqIi2O125OTkuNxn5MiRiIyMRGFhIaZNmwYAOHToEE6ePInc3FzHdvv378fYsWNx//334w9/+IPcUyAiF7iGFxHpiWpFxhkZGZg4cSJmz56NXbt2Ydu2bZg3bx7uuecexwiqM2fOYPDgwdi1axcAwGQyYdasWViwYAG2bt2K4uJizJw5E7m5uY4RVKWlpbjpppvwq1/9CgsWLIDVaoXVasVPP/2k1qkQhQWu4UVEeqLqPDjvvfce5s2bh3HjxsFoNGLatGl45ZVXHL9vaWnBoUOH0NDQ4LhtxYoVjm2bmpowYcIEvPHGG47ff/TRR/jpp5+wdu1arF271nF7//79cfz4cTVPh0jXuIYXEemJavPgaBnnwSHqrNUuYMwLRbDaGl3W4RjQNhP0NwvHsgaHiIJCE/PgEFFo4RpeRKQnDDhE5MA1vIhIL1StwSGi0MM1vIhIDxhwiKiTCKOBQ8GJKKSxi4qIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0R9WAU1NTg+nTpyMuLg7x8fGYNWsWLly44HGfxsZGzJ07F7169UL37t0xbdo0VFRUuNy2uroaffr0gcFgQG1trQpnQERERKFI1YAzffp07N+/H5s3b8bGjRvx1VdfYc6cOR73mT9/Pj777DOsX78eX375Jc6ePYs77rjD5bazZs3C0KFD1Th0IiIiCmEGQRAENe74wIEDyMzMxO7duzFq1CgAQEFBASZNmoTTp08jLS2t0z42mw1JSUlYt24d7rzzTgDAwYMHkZGRAYvFgtGjRzu2ffPNN/Hhhx/imWeewbhx43Du3DnEx8dLOra6ujqYTCbYbDbExcX5f7JERESkOjmf36q14FgsFsTHxzvCDQDk5eXBaDRi586dLvcpLi5GS0sL8vLyHLcNHjwY/fr1g8VicdxWVlaG3/3ud1izZg2MRu+n0NTUhLq6OqcfIiIi0i/VAo7VakVycrLTbV26dEFCQgKsVqvbfaKiojq1xKSkpDj2aWpqQn5+Pl588UX069dP0rEsX74cJpPJ8dO3b1/5J0REREQhQ3bAWbRoEQwGg8efgwcPqnGsAIDFixcjIyMDM2bMkLWPzWZz/Jw6dUq14yMiIqLg6yJ3hyeeeAIPPPCAx20GDhwIs9mMyspKp9svXbqEmpoamM1ml/uZzWY0NzejtrbWqRWnoqLCsU9RURH27duHjz76CAAglhAlJibiqaeewrJlyzrdb3R0NKKjo6WeIhEREYU42QEnKSkJSUlJXrfLzc1FbW0tiouLMXLkSABt4cRutyMnJ8flPiNHjkRkZCQKCwsxbdo0AMChQ4dw8uRJ5ObmAgD+8Y9/4OLFi459du/ejQcffBBff/01rrjiCrmnQ0RERDokO+BIlZGRgYkTJ2L27NlYtWoVWlpaMG/ePNxzzz2OEVRnzpzBuHHjsGbNGmRnZ8NkMmHWrFlYsGABEhISEBcXh0cffRS5ubmOEVQdQ0xVVZXj8aSOoiIiIiJ9Uy3gAMB7772HefPmYdy4cTAajZg2bRpeeeUVx+9bWlpw6NAhNDQ0OG5bsWKFY9umpiZMmDABb7zxhpqHSURERDqj2jw4WsZ5cIiIiEKPJubBISIiIgoWBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0p0uwT4AIuqs1S5g17EaVJ5vRHKPGGSnJyDCaAj2YRERhQwGHCKNKSgtx7LPylBua3TclmqKwdLbMjExKzWIR0ZEFDrYRUWkIQWl5Xh4bYlTuAEAq60RD68tQUFpeZCOjIgotDDgEGlEq13Ass/KILj4nXjbss/K0Gp3tQUREbWnWsCpqanB9OnTERcXh/j4eMyaNQsXLlzwuE9jYyPmzp2LXr16oXv37pg2bRoqKio6bbd69WoMHToUMTExSE5Oxty5c9U6DaKA2XWsplPLTXsCgHJbI3YdqwncQRERhSjVAs706dOxf/9+bN68GRs3bsRXX32FOXPmeNxn/vz5+Oyzz7B+/Xp8+eWXOHv2LO644w6nbf7yl7/gqaeewqJFi7B//35s2bIFEyZMUOs0iAKm8rz7cOPLdkRE4cwgCILi7d0HDhxAZmYmdu/ejVGjRgEACgoKMGnSJJw+fRppaWmd9rHZbEhKSsK6detw5513AgAOHjyIjIwMWCwWjB49GufOnUPv3r3x2WefYdy4cT4fX11dHUwmE2w2G+Li4ny+HyIlWY5WI//tHV63e3/2aORe0SsAR0REpC1yPr9VacGxWCyIj493hBsAyMvLg9FoxM6dO13uU1xcjJaWFuTl5TluGzx4MPr16weLxQIA2Lx5M+x2O86cOYOMjAz06dMHd911F06dOuXxeJqamlBXV+f0Q6Q12ekJSDXFwN1gcAPaRlNlpycE8rCIiEKSKgHHarUiOTnZ6bYuXbogISEBVqvV7T5RUVGIj493uj0lJcWxz48//gi73Y4//vGPWLlyJT766CPU1NRg/PjxaG5udns8y5cvh8lkcvz07dvXvxMkUkGE0YClt2UCQKeQI/576W2ZnA+HiEgCWQFn0aJFMBgMHn8OHjyo1rHCbrejpaUFr7zyCiZMmIDRo0fj/fffx+HDh7F161a3+y1evBg2m83x463FhyhYJmal4s0ZI2A2xTjdbjbF4M0ZIzgPDhGRRLIm+nviiSfwwAMPeNxm4MCBMJvNqKysdLr90qVLqKmpgdlsdrmf2WxGc3MzamtrnVpxKioqHPukpra9uWdmZjp+n5SUhMTERJw8edLtMUVHRyM6OtrjcRNpxcSsVIzPNHMmYyIiP8gKOElJSUhKSvK6XW5uLmpra1FcXIyRI0cCAIqKimC325GTk+Nyn5EjRyIyMhKFhYWYNm0aAODQoUM4efIkcnNzAQDXX3+94/Y+ffoAaBuOXlVVhf79+8s5FSJNizAaWEhMROQHVUZRAcDNN9+MiooKrFq1Ci0tLZg5cyZGjRqFdevWAQDOnDmDcePGYc2aNcjOzgYAPPzww/j888+xevVqxMXF4dFHHwUAbN++3XG/U6dOxZEjR/DWW28hLi4Oixcvxo8//og9e/YgMjJS0rFxFBUREVHoCfooKgB47733MHjwYIwbNw6TJk3CmDFj8NZbbzl+39LSgkOHDqGhocFx24oVK3Drrbdi2rRpuOGGG2A2m/Hxxx873e+aNWuQk5ODW265BTfeeCMiIyNRUFAgOdwQERGR/qnWgqNlbMEhIiIKPZpowSEiIiIKFgYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHCIiItIdWTMZ64U4Mp6rihMREYUO8XNbygw3YRlwzp8/DwBcVZyIiCgEnT9/HiaTyeM2YTnRn91ux9mzZ9GjRw8YDNpfwLCurg59+/bFqVOnODEheD1c4TXpjNfEGa9HZ7wmzkLhegiCgPPnzyMtLQ1Go+cqm7BswTEajY7FOkNJXFycZp90wcDr0RmvSWe8Js54PTrjNXGm9evhreVGxCJjIiIi0h0GHCIiItIdBpwQEB0djaVLlyI6OjrYh6IJvB6d8Zp0xmvijNejM14TZ3q7HmFZZExERET6xhYcIiIi0h0GHCIiItIdBhwiIiLSHQYcIiIi0h0GHA2oqanB9OnTERcXh/j4eMyaNQsXLlzwuE9jYyPmzp2LXr16oXv37pg2bRoqKio6bbd69WoMHToUMTExSE5Oxty5c9U6DUWpeU0AoLq6Gn369IHBYEBtba0KZ6AsNa7H3r17kZ+fj759+6Jr167IyMjAyy+/rPap+Oz111/HgAEDEBMTg5ycHOzatcvj9uvXr8fgwYMRExODIUOG4PPPP3f6vSAIeOaZZ5CamoquXbsiLy8Phw8fVvMUFKfkNWlpacHChQsxZMgQdOvWDWlpabjvvvtw9uxZtU9DMUo/R9p76KGHYDAYsHLlSoWPWl1qXJMDBw5g8uTJMJlM6NatG6699lqcPHlSrVPwnUBBN3HiRGHYsGHCjh07hK+//lq48sorhfz8fI/7PPTQQ0Lfvn2FwsJC4dtvvxVGjx4tXHfddU7b/PnPfxbS0tKE9957Tzhy5Iiwd+9eYcOGDWqeimLUuiaiKVOmCDfffLMAQDh37pwKZ6AsNa7HO++8I/zmN78R/u///k84evSo8Le//U3o2rWr8Oqrr6p9OrJ98MEHQlRUlPDuu+8K+/fvF2bPni3Ex8cLFRUVLrfftm2bEBERIfzpT38SysrKhCVLlgiRkZHCvn37HNs8//zzgslkEj755BNh7969wuTJk4X09HTh4sWLgTotvyh9TWpra4W8vDzhww8/FA4ePChYLBYhOztbGDlyZCBPy2dqPEdEH3/8sTBs2DAhLS1NWLFihcpnohw1rsmRI0eEhIQE4cknnxRKSkqEI0eOCBs2bHB7n8HEgBNkZWVlAgBh9+7djtu++OILwWAwCGfOnHG5T21trRAZGSmsX7/ecduBAwcEAILFYhEEQRBqamqErl27Clu2bFH3BFSg1jURvfHGG8KNN94oFBYWhkTAUft6tPfII48IN910k3IHr5Ds7Gxh7ty5jn+3trYKaWlpwvLly11uf9dddwm33HKL0205OTnCr3/9a0EQBMFutwtms1l48cUXHb+vra0VoqOjhffff1+FM1Ce0tfElV27dgkAhBMnTihz0CpS63qcPn1a6N27t1BaWir0798/pAKOGtfk7rvvFmbMmKHOASuMXVRBZrFYEB8fj1GjRjluy8vLg9FoxM6dO13uU1xcjJaWFuTl5TluGzx4MPr16weLxQIA2Lx5M+x2O86cOYOMjAz06dMHd911F06dOqXuCSlArWsCAGVlZfjd736HNWvWeF2oTSvUvB4d2Ww2JCQkKHfwCmhubkZxcbHTuRiNRuTl5bk9F4vF4rQ9AEyYMMGx/bFjx2C1Wp22MZlMyMnJ8Xh9tEKNa+KKzWaDwWBAfHy8IsetFrWuh91ux7333osnn3wS11xzjToHrxI1rondbsemTZtw1VVXYcKECUhOTkZOTg4++eQT1c7DH6HxDq9jVqsVycnJTrd16dIFCQkJsFqtbveJiorq9KaTkpLi2OfHH3+E3W7HH//4R6xcuRIfffQRampqMH78eDQ3N6tyLkpR65o0NTUhPz8fL774Ivr166fKsatBrevR0fbt2/Hhhx9izpw5ihy3UqqqqtDa2oqUlBSn2z2di9Vq9bi9+F8596klalyTjhobG7Fw4ULk5+dreuFFQL3r8cILL6BLly74zW9+o/xBq0yNa1JZWYkLFy7g+eefx8SJE/G///u/uP3223HHHXfgyy+/VOdE/MCAo5JFixbBYDB4/Dl48KBqj2+329HS0oJXXnkFEyZMwOjRo/H+++/j8OHD2Lp1q2qP60mwr8nixYuRkZGBGTNmqPYYcgT7erRXWlqKKVOmYOnSpfjVr34VkMck7WppacFdd90FQRDw5ptvBvtwgqK4uBgvv/wyVq9eDYPBEOzD0QS73Q4AmDJlCubPn4/hw4dj0aJFuPXWW7Fq1aogH11nXYJ9AHr1xBNP4IEHHvC4zcCBA2E2m1FZWel0+6VLl1BTUwOz2exyP7PZjObmZtTW1jp9Q6+oqHDsk5qaCgDIzMx0/D4pKQmJiYlBq3YP9jUpKirCvn378NFHHwFoG0UDAImJiXjqqaewbNkyH8/MN8G+HqKysjKMGzcOc+bMwZIlS3w6FzUlJiYiIiKi04g4V+ciMpvNHrcX/1tRUeF4rYj/Hj58uIJHrw41rolIDDcnTpxAUVGR5ltvAHWux9dff43Kykqn1t7W1lY88cQTWLlyJY4fP67sSShMjWuSmJiILl26OH2uAEBGRga++eYbBY9eIcEuAgp3YgHpt99+67jtX//6l6QC0o8++shx28GDB50KSA8dOiQAcCoyrq6uFoxGo/Cvf/1LpbNRhlrX5MiRI8K+ffscP++++64AQNi+fbsmRwCI1LoegiAIpaWlQnJysvDkk0+qdwIKyM7OFubNm+f4d2trq9C7d2+PxZK33nqr0225ubmdioxfeuklx+9tNlvIFRkreU0EQRCam5uFqVOnCtdcc41QWVmpzoGrROnrUVVV5fR+sW/fPiEtLU1YuHChcPDgQfVOREFqPEdyc3M7FRlPnTrV66jOYGDA0YCJEycKv/jFL4SdO3cK33zzjTBo0CCnJ8vp06eFq6++Wti5c6fjtoceekjo16+fUFRUJHz77bdCbm6ukJub63S/U6ZMEa655hph27Ztwr59+4Rbb71VyMzMFJqbmwN2br5S65q0t3Xr1pAYRSUI6lyPffv2CUlJScKMGTOE8vJyx48WP9g++OADITo6Wli9erVQVlYmzJkzR4iPjxesVqsgCIJw7733CosWLXJsv23bNqFLly7CSy+9JBw4cEBYunSpy2Hi8fHxwoYNG4Tvv/9emDJlSsgNE1fymjQ3NwuTJ08W+vTpI+zZs8fpOdHU1BSUc5RDjedIR6E2ikqNa/Lxxx8LkZGRwltvvSUcPnxYePXVV4WIiAjh66+/Dvj5ecOAowHV1dVCfn6+0L17dyEuLk6YOXOmcP78ecfvjx07JgAQtm7d6rjt4sWLwiOPPCL07NlTiI2NFW6//XahvLzc6X5tNpvw4IMPCvHx8UJCQoJw++23CydPngzUaflFrWvSXigFHDWux9KlSwUAnX769+8fwDOT7tVXXxX69esnREVFCdnZ2cKOHTscv7vxxhuF+++/32n7v//978JVV10lREVFCddcc42wadMmp9/b7Xbh6aefFlJSUoTo6Ghh3LhxwqFDhwJxKopR8pqIzyFXP+2fV1qm9HOko1ALOIKgzjV55513hCuvvFKIiYkRhg0bJnzyySdqn4ZPDIJwuRCBiIiISCc4ioqIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHSHAYeIiIh0hwGHiIiIdIcBh4iIiHTn/wEkd5BcBZRL/QAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "LR = stats.linregress(df_b['daily_ret'].iloc[1:],df_nifty['daily_ret'].iloc[1:])\n",
        "LR"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "EoSXdUlKoGEV",
        "outputId": "110b0545-2118-4fe9-e693-f3e5f88811f6"
      },
      "execution_count": 109,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinregressResult(slope=0.21896649164308965, intercept=0.00033582346291186754, rvalue=0.4980773195053707, pvalue=4.300336235331123e-25, stderr=0.019659501269126935, intercept_stderr=0.00033783127655546394)"
            ]
          },
          "metadata": {},
          "execution_count": 109
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "beta,alpha,r_val,p_val,std_err = LR"
      ],
      "metadata": {
        "id": "mD66iIxpoIv_"
      },
      "execution_count": 110,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "beta"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wn-vEmRLoKrh",
        "outputId": "eb5c7459-c6dc-4740-d210-71515dc1ebfd"
      },
      "execution_count": 112,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.21896649164308965"
            ]
          },
          "metadata": {},
          "execution_count": 112
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "alpha"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HWytdJufoM4T",
        "outputId": "59db8d1d-c316-4e1f-e057-45a13a25fc9a"
      },
      "execution_count": 113,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.00033582346291186754"
            ]
          },
          "metadata": {},
          "execution_count": 113
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "date=datetime.datetime(2024,7,19)\n",
        "end=datetime.datetime(2024,7,22)"
      ],
      "metadata": {
        "id": "npYb0wGUoNn5"
      },
      "execution_count": 114,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "rm = (df_nifty['Close'].iloc[-1]-df_nifty['Close'].iloc[0])/df_nifty['Close'].iloc[0]\n",
        "rm"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "iW0iNhLsoQAc",
        "outputId": "4b002b7f-58b5-474a-bfb7-10cf3c30d5e9"
      },
      "execution_count": 49,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.1942003590389879"
            ]
          },
          "metadata": {},
          "execution_count": 49
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "rf=0.055 #fd return of sbi taken as risk free return\n",
        "rf"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PPYejPd6oUcB",
        "outputId": "f8be2d77-33e0-4220-f070-97d1b73eea80"
      },
      "execution_count": 50,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.055"
            ]
          },
          "metadata": {},
          "execution_count": 50
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "r_val"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "j6k_rhWXoWhI",
        "outputId": "2a95a5fe-9f27-48ab-d47c-9e51e9f5b84e"
      },
      "execution_count": 51,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.4745940639973785"
            ]
          },
          "metadata": {},
          "execution_count": 51
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "p_val"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tBAEkDp-oXR2",
        "outputId": "2db4e032-b173-4ab5-a313-0a6ac7baf914"
      },
      "execution_count": 52,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "4.1362012515264255e-15"
            ]
          },
          "metadata": {},
          "execution_count": 52
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "smb=0.15"
      ],
      "metadata": {
        "id": "WYLZCFzsoYCc"
      },
      "execution_count": 53,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "hml=0.17"
      ],
      "metadata": {
        "id": "TWOGW_J3oaVi"
      },
      "execution_count": 54,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "expected_return_capm= 1+beta*(rm-rf)\n",
        "expected_return_capm"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "b14ufkw0ocSN",
        "outputId": "dbf7325f-9f79-4a83-d24a-c2dfd47ffe3b"
      },
      "execution_count": 115,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.0304802142542255"
            ]
          },
          "metadata": {},
          "execution_count": 115
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_mah=yf.download(\"M&M.NS\",date,end)\n",
        "df_mah"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 129
        },
        "id": "ANMvCwBUoeD0",
        "outputId": "2c6a2110-f1c2-4ad9-d3b3-4bca36b00db1"
      },
      "execution_count": 116,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                   Open         High     Low        Close    Adj Close  \\\n",
              "Date                                                                     \n",
              "2024-07-19  2819.949951  2819.949951  2743.0  2749.300049  2749.300049   \n",
              "\n",
              "             Volume  \n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_mah",
              "summary": "{\n  \"name\": \"df_mah\",\n  \"rows\": 1,\n  \"fields\": [\n    {\n      \"column\": \"Date\",\n      \"properties\": {\n        \"dtype\": \"date\",\n        \"min\": \"2024-07-19 00:00:00\",\n        \"max\": \"2024-07-19 00:00:00\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"2024-07-19 00:00:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Open\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2819.949951171875,\n        \"max\": 2819.949951171875,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2819.949951171875\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"High\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2819.949951171875,\n        \"max\": 2819.949951171875,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2819.949951171875\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Low\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2743.0,\n        \"max\": 2743.0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2743.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Close\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2749.300048828125,\n        \"max\": 2749.300048828125,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2749.300048828125\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Adj Close\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2749.300048828125,\n        \"max\": 2749.300048828125,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2749.300048828125\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Volume\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": null,\n        \"min\": 2042568,\n        \"max\": 2042568,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          2042568\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 116
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "actual_return=df_mah['Close'].iloc[0]/df_b['Close'].iloc[0]\n",
        "actual_return"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1SyR2sjTof_I",
        "outputId": "e4522bd7-a11c-4f25-b2d7-ad74153f0da8"
      },
      "execution_count": 117,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2.17705990575207"
            ]
          },
          "metadata": {},
          "execution_count": 117
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "err_capm=(actual_return-expected_return_capm)/actual_return\n",
        "err_capm"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "aHB86N38pgVf",
        "outputId": "5acfd810-ced4-4267-a84d-3bc5e701a9bc"
      },
      "execution_count": 118,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.5266642817078366"
            ]
          },
          "metadata": {},
          "execution_count": 118
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "expected_return_fama=1+beta*(rm-rf)+r_val*smb+p_val*hml+alpha\n",
        "expected_return_fama"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "udjojqIkp7rP",
        "outputId": "ba909d0c-f02c-449b-cbaf-38196b94923e"
      },
      "execution_count": 119,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.1055276356429429"
            ]
          },
          "metadata": {},
          "execution_count": 119
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "err_fama=(expected_return_fama-actual_return)/actual_return\n",
        "err_fama"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_QINLC1dp9ey",
        "outputId": "8c4ff05a-1120-4d32-af11-27e25a652256"
      },
      "execution_count": 120,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "-0.4921923679169334"
            ]
          },
          "metadata": {},
          "execution_count": 120
        }
      ]
    }
  ]
}