Análise_Ações_Magalu.ipynb

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        "<a href=\"https://colab.research.google.com/github/gustavoramos82/analise-e-modelagem-das-a-es-magalu/blob/main/An%C3%A1lise_A%C3%A7%C3%B5es_Magalu.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "# Análise das Ações da Magalu (MGLU3)\n",
        "\n",
        "Neste projeto será feito uma analise dos preços das ações da magalu obtido a partir da blibioteca yahoo finance de 2018 até 20 de janeiro de 2023, no primeiro momento será feito uma análise exploratória, após isso, será feito a modelagem com aplicação de séries temporais."
      ],
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            "Collecting yfinance\n",
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            "Installing collected packages: soupsieve, requests, html5lib, frozendict, cryptography, beautifulsoup4, yfinance\n",
            "  Attempting uninstall: requests\n",
            "    Found existing installation: requests 2.25.1\n",
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            "Successfully installed beautifulsoup4-4.11.1 cryptography-39.0.0 frozendict-2.3.4 html5lib-1.1 requests-2.28.2 soupsieve-2.3.2.post1 yfinance-0.2.4\n"
          ]
        }
      ],
      "source": [
        "# Baixando a blibioteca do yahoo finance\n",
        "!pip install yfinance"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install pymannkendall"
      ],
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            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Collecting pymannkendall\n",
            "  Downloading pymannkendall-1.4.3-py3-none-any.whl (12 kB)\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.8/dist-packages (from pymannkendall) (1.21.6)\n",
            "Requirement already satisfied: scipy in /usr/local/lib/python3.8/dist-packages (from pymannkendall) (1.7.3)\n",
            "Installing collected packages: pymannkendall\n",
            "Successfully installed pymannkendall-1.4.3\n"
          ]
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    },
    {
      "cell_type": "code",
      "source": [
        "import yfinance as yahooFinance\n",
        "import pymannkendall as mk\n",
        "from statsmodels.tsa.seasonal import seasonal_decompose\n",
        "from statsmodels.tsa.stattools import adfuller\n",
        "\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import plotly.express as px\n"
      ],
      "metadata": {
        "id": "c2p7icTIxqGG"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "magalu = yahooFinance.Ticker(\"MGLU3.SA\")"
      ],
      "metadata": {
        "id": "6MKbAZ97x7CW"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "magalu = magalu.history(period=\"5y\")\n",
        "magalu"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 455
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        "id": "cjLv5j_SyNi5",
        "outputId": "32d31e3f-b5ed-4a30-abab-15caeffe5c40"
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      "execution_count": null,
      "outputs": [
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              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-84b03107-448d-42ee-aa48-0341b4a56b38 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-84b03107-448d-42ee-aa48-0341b4a56b38');\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",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Analisando Variação dos Preços"
      ],
      "metadata": {
        "id": "DccmlLih_t3v"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "px.line(magalu,x=magalu.index,y='Close',\n",
        "        title='Valores da Ação de Fechamento da Magalu (MGLU3) de 2018 a 2023',\n",
        "        labels={'Date':'Data','Close':'Preço de Fechamendo do Dia'})"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 542
        },
        "id": "bi592KF7ye8r",
        "outputId": "66219296-35a8-4694-c9a0-4e8500fab1bf"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
              "<html>\n",
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de Fechamendo do Dia\"}},\"legend\":{\"tracegroupgap\":0},\"title\":{\"text\":\"Valores da A\\u00e7\\u00e3o de Fechamento da Magalu (MGLU3) de 2018 a 2023\"}},                        {\"responsive\": true}                    ).then(function(){\n",
              "                            \n",
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            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,6))\n",
        "plt.title('Preco das Acões de Abertura e Fechamento da Magalu (MGLU3) de 2018 a 2023',\n",
        "           fontsize=14)\n",
        "sns.lineplot(x=magalu.index,y='Close',data=magalu,color='blue',label='Preço de Fechamento')\n",
        "sns.lineplot(x=magalu.index,y='Open',data=magalu,color='red',label='Preço de Abertura')\n",
        "plt.xlabel('Data')\n",
        "plt.ylabel('')\n",
        "plt.legend();"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 405
        },
        "id": "s2dQmnXWzr_9",
        "outputId": "9e3fcc5d-6621-4dec-9412-c7fc24503892"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "magalu.reset_index(inplace=True)\n",
        "magalu.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "_0-gdYwe1EMo",
        "outputId": "6aba53ca-8045-46a2-ae02-4fa4932c7e38"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                       Date      Open      High       Low     Close    Volume  \\\n",
              "0 2018-01-22 00:00:00-02:00  2.344183  2.345691  2.285993  2.321571  21116800   \n",
              "1 2018-01-23 00:00:00-02:00  2.313128  2.320967  2.249511  2.254034  30470400   \n",
              "2 2018-01-24 00:00:00-02:00  2.261270  2.442171  2.260667  2.441869  71094400   \n",
              "3 2018-01-25 00:00:00-02:00  2.441869  2.441869  2.441869  2.441869         0   \n",
              "4 2018-01-26 00:00:00-02:00  2.472322  2.547697  2.442171  2.496442  65676800   \n",
              "\n",
              "   Dividends  Stock Splits  \n",
              "0        0.0           0.0  \n",
              "1        0.0           0.0  \n",
              "2        0.0           0.0  \n",
              "3        0.0           0.0  \n",
              "4        0.0           0.0  "
            ],
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              "      <th>Date</th>\n",
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              "      <th>Low</th>\n",
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              "      <td>2018-01-23 00:00:00-02:00</td>\n",
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              "      <td>2.320967</td>\n",
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              "      <th>2</th>\n",
              "      <td>2018-01-24 00:00:00-02:00</td>\n",
              "      <td>2.261270</td>\n",
              "      <td>2.442171</td>\n",
              "      <td>2.260667</td>\n",
              "      <td>2.441869</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-01-25 00:00:00-02:00</td>\n",
              "      <td>2.441869</td>\n",
              "      <td>2.441869</td>\n",
              "      <td>2.441869</td>\n",
              "      <td>2.441869</td>\n",
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              "      <td>0.0</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-01-26 00:00:00-02:00</td>\n",
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              "          const element = document.querySelector('#df-3dbf93db-39d0-40cf-941c-c72859d13c55');\n",
              "          const dataTable =\n",
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              "                                                     [key], {});\n",
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              "\n",
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              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "magalu['Ano'] = magalu['Date'].dt.year"
      ],
      "metadata": {
        "id": "hesNrZdD1Y5l"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "magalu.drop(['Dividends','Stock Splits'],axis=1,inplace=True)\n",
        "magalu.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "rRWm_Eh71gyw",
        "outputId": "ca3eb58f-a253-4f14-c548-ade18d7603da"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                       Date      Open      High       Low     Close    Volume  \\\n",
              "0 2018-01-22 00:00:00-02:00  2.344183  2.345691  2.285993  2.321571  21116800   \n",
              "1 2018-01-23 00:00:00-02:00  2.313128  2.320967  2.249511  2.254034  30470400   \n",
              "2 2018-01-24 00:00:00-02:00  2.261270  2.442171  2.260667  2.441869  71094400   \n",
              "3 2018-01-25 00:00:00-02:00  2.441869  2.441869  2.441869  2.441869         0   \n",
              "4 2018-01-26 00:00:00-02:00  2.472322  2.547697  2.442171  2.496442  65676800   \n",
              "\n",
              "    Ano  \n",
              "0  2018  \n",
              "1  2018  \n",
              "2  2018  \n",
              "3  2018  \n",
              "4  2018  "
            ],
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              "      <td>2018</td>\n",
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              "      <td>2018</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2018-01-25 00:00:00-02:00</td>\n",
              "      <td>2.441869</td>\n",
              "      <td>2.441869</td>\n",
              "      <td>2.441869</td>\n",
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              "      <td>2018</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2018-01-26 00:00:00-02:00</td>\n",
              "      <td>2.472322</td>\n",
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              "      <td>2.442171</td>\n",
              "      <td>2.496442</td>\n",
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              "                                                     [key], {});\n",
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              "\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",
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            ]
          },
          "metadata": {},
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Variação dos Preços da Magalu (MGLU3), no ano de 2018',\n",
        "          fontsize=14)\n",
        "sns.histplot(x='Close',data=magalu[magalu['Ano']==2018],kde=True)\n",
        "plt.xlabel('Preço de Fechamento')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        },
        "id": "RxWMvZBo2Rly",
        "outputId": "f798a959-eefa-44cf-f888-cc7613afc61a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Preço de Fechamento')"
            ]
          },
          "metadata": {},
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Variação dos Preços da Magalu (MGLU3), no ano de 2019',\n",
        "          fontsize=14)\n",
        "sns.histplot(x='Close',data=magalu[magalu['Ano']==2019],kde=True)\n",
        "plt.xlabel('Preço de Fechamento')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        },
        "id": "-Cy1k0jy2k_R",
        "outputId": "48f52153-db33-4cbc-b46e-11c9bad6b8b0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Preço de Fechamento')"
            ]
          },
          "metadata": {},
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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gfl/2028Dnw4hvEASdj5IEnZXpfM3kbSgvj+EsIzkgMuv0ctQb93S986DwGdCCC+RhMz/6cPzuZNkGxxGsq17W/ed6U/4vQ7bGGNsDCG8l2QosVtJWtpfJOnC85p0/Z097nZgCKHn83mOpB/610IIrSTvoUkkfZcfJG1BTg/IO5KkW0IdyZeS/yLZ5+/tXlkaaiew/YFoe2p33t8vkgT7j6ct98eR9BneVV8j2c6Pkjyvs0j6Pb95J/f5Nslnxt9Jju84DziWbffhLwDfDSHUkQwdV0SyjSfEGHvdj0IIbyUJzJ8C7g4hdHczaYsxdq/72+m8zwK/I3lPnkbWAXzpL4uTSX5NAJiZ1rE6xrg6XeY9JPvHWpIv198GvtmjK4vUd/nuVO3FS39cSD6oI+nBR1nTi0lC9CaSf5Q/IvmZc0nWMlfTY/i0dPpdbDvk3IUkrZ0tJH1Jz6THASgkR7j/MZ0eSVpG5qTzDicJos3pet5JMkTUZVn3n0zyT6J7SKobyT0k1YEk/bpbSf7Jvoneh5z7a/rYm8gaci7dRr/klS4jK0lGkxi2k8fsdZtlzb+MpJ94z+lVJP+4lpN8YVgG/Iqktap7mZNIun50b8PbgXHpvOwh51rZfsi595OEkAaSsPw34IQc2+89JF+KmklGyfgY2w45NyWtoTGt+1Mk3SCu3sk6T2UnB/r1nE/f9tPC9LnXpct9I30d/pS1zOnpPtWSXp/Zy76wzUF+vNLftYlk5IeTey6zg+dwLfC1HtNyHUC43XyS9+51JOG/naT1+S8k74/ug92mZu0PPS9zSAL2F0haR5tIvlBdkb39SVrQ70zX35Iu8wN6vL9IWr5v7WV/jjm2xxK2P+jwLrb9DNmd9/c/kXS1aSZ5D1+QPu+p6fyLgC259j+SL/QL023c1yHnPkcSOLeQfEZcxvZDzr2N5D3Xku6X9wJv3ck679rB63hXj+XOIwm8benr+uYe8y/awXqyP0+/QvILTRvJF9NL6eNBwl689HbpPrJWUj9K+0DfRRLY+tJ1QT2EECYCP48xnprvWgarEMLjJAefXpJz4f5/7ENIQujMGOOe9kkfFEIIJSRfPN8WY7wva/o1wNgY45l5K05S3tk9Q+pn6c+7hSRDHh1K//eNHPLSA+VKgKNDCDXxlZ9t91vpQWFnkrSeF5G0qh+WXu91McZnQ3KK6mkkJ8MZCqaQDA+YHZi7zyi3o/HbJe0nbGmW+lkI4TKSnzWfAE6PMe50ZA5tL4TwY5I+l7eTnH1vv/+gSg/2vJbki1gBSb/mf4/JCAGSpAFmaJYkSZJycMg5SZIkKQdDsyRJkpTDPnEgYG1tbZw6dWq+y5AkSdIQ9uijj66PMY7qbd4+EZqnTp3KI488ku8yJEmSNISFEF7e0Ty7Z0iSJEk5GJolSZKkHAzNkiRJUg6GZkmSJCkHQ7MkSZKUg6FZkiRJysHQLEmSJOVgaJYkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlENhvgsYzCZNnsLyZUvzXcagMXHSZJYtfTnfZUiSJO11huadWL5sKd+47fl8lzFoXHrGrHyXIEmSlBd2z5AkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcDM2SJElSDoZmSZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliRJknIwNEuSJEk5GJolSZKkHAzNkiRJUg6GZkmSJCkHQ7MkSZKUg6FZkiRJysHQLEmSJOVgaJYkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcBjQ0hxA+EUJ4NoTwTAjh2hBCaQhhWgjhoRDCwhDCdSGE4oGsQZIkSdpTAxaaQwgTgH8C5sUY5wAZ4K3A/wLfjDHOBDYB7x2oGiRJkqT+MNDdMwqBshBCIVAOrAJOB36Tzr8GOGeAa5AkSZL2yICF5hjjCuDrwFKSsLwZeBSoizF2pIstByYMVA2SJElSfxjI7hkjgLOBacB4oAI4axfu/4EQwiMhhEfWrVs3QFVKkiRJuQ1k94x/ABbHGNfFGNuBG4ATgeq0uwbARGBFb3eOMV4RY5wXY5w3atSoASxTkiRJ2rmBDM1LgeNCCOUhhAC8GpgP3Amcly7zbuCmAaxBkiRJ2mMD2af5IZID/h4Dnk4f6wrgM8ClIYSFwEjgRwNVgyRJktQfCnMvsvtijF8AvtBj8iLgmIF8XEmSJKk/eUZASZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliRJknIwNEuSJEk5GJolSZKkHAzNkiRJUg6GZkmSJCkHQ7MkSZKUg6FZkiRJysHQLEmSJOVgaJYkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcDM2SJElSDoZmSZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliRJknIwNEuSJEk5GJolSZKkHAzNkiRJUg6GZkmSJCkHQ7MkSZKUg6FZkiRJysHQLEmSJOVgaJYkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcDM2SJElSDoZmSZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliRJknIwNEuSJEk5GJolSZKkHAzNkiRJUg6GZkmSJCkHQ7MkSZKUg6FZkiRJymFAQ3MIoTqE8JsQwnMhhAUhhONDCDUhhL+EEF5Mr0cMZA2SJEnSnhroluZvA7fGGGcDhwMLgM8Cf40xHgD8Nb0tSZIkDVoDFppDCMOBVwE/AogxtsUY64CzgWvSxa4BzhmoGiRJkqT+MJAtzdOAdcBPQgiPhxCuCiFUAGNijKvSZVYDY3q7cwjhAyGER0IIj6xbt24Ay5QkSZJ2biBDcyFwJPCDGOMRQCM9umLEGCMQe7tzjPGKGOO8GOO8UaNGDWCZkiRJ0s4NZGheDiyPMT6U3v4NSYheE0IYB5Berx3AGiRJkqQ9NmChOca4GlgWQpiVTno1MB/4PfDudNq7gZsGqgZJkiSpPxQO8PovAX4RQigGFgHvIQnq14cQ3gu8DFwwwDVIkiRJe2RAQ3OM8QlgXi+zXj2QjytJkiT1J88IKEmSJOVgaJYkSZJyMDRLkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcDM2SJElSDoZmSZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliRJknIwNEuSJEk5GJolSZKkHAzNkiRJUg59Cs0hhBP7Mk2SJEkaivra0vzdPk6TJEmShpzCnc0MIRwPnACMCiFcmjVrGJAZyMIkSZKkwWKnoRkoBirT5aqyptcD5w1UUZIkSdJgstPQHGP8G/C3EMLVMcaX91JNkiRJ0qCSq6W5W0kI4QpgavZ9YoynD0RRkiRJ0mDS19D8a+CHwFVA58CVI0mSJA0+fQ3NHTHGHwxoJZIkSdIg1dch524OIXwkhDAuhFDTfRnQyiRJkqRBoq8tze9Or/8la1oEpvdvOZIkSdLg06fQHGOcNtCFSJIkSYNVn0JzCOFdvU2PMf60f8uRJEmSBp++ds84OuvvUuDVwGOAoVmSJElDXl+7Z1ySfTuEUA38akAqkiRJkgaZvo6e0VMjYD9nSZIk7Rf62qf5ZpLRMgAywEHA9QNVlCRJkjSY9LVP89ez/u4AXo4xLh+AeiRJkqRBp0/dM2KMfwOeA6qAEUDbQBYlSZIkDSZ9Cs0hhAuAh4HzgQuAh0II5w1kYZIkSdJg0dfuGf8KHB1jXAsQQhgF3A78ZqAK065r7ehkU2M7DS3tNLd30tLeRVtnFwEIATIhUFacoaw4Q0VxITUVxZQWZfJdtiRJ0qDX19Bc0B2YUxvY/ZE31A86uyLrGlpZUdfMirpm1ja00Njaud1ymYIAESKRrrj9eiqKM4ysLGF8dSkTqssYO6yUwowvrSRJUra+huZbQwh/Bq5Nb18I/HFgStKOdHR1sXRDEwvXbWHRukZaO7oAGFFexOQR5dRUFDOiopjhZUWUFWUoLcokoTnV1RVpbu+kqa2TLa0dbGxsY0NjK+saWnlw0UYgCdmTa8qZMaqC6bWVlBXbEi1JkrTT0BxCmAmMiTH+SwjhzcBJ6awHgF8MdHFKbGpq4+kVm1mwsp6Wji6KCwuYXlvB9NoKxleXUVHSt+8+BQWBipJCKkoKGVVVwrTaiq3zWto7Wbm5mWUbm3lp3RYWr28khLVMG1nBIeOHMXVkxU7WLEmSNLTlSlvfAj4HEGO8AbgBIIRwaDrvjQNa3X5uxaZm/r5kIy9vbKIgwIxRlRw8bhiTasq3aUHuD6VFGabXVjK9tpJXHVDLuoZWXli7hQWr6lm0vpGK4gzDj7+QuqY2qsuL+/WxJUmSBrtcoXlMjPHpnhNjjE+HEKYOSEVi+aYmHly0kRV1zZQXZzh++kgOGT+szy3KeyqEwOhhpYweVsrx00eyZEMjT6/YTOOr3snx/3MHFx49iQ+eMp1xw8v2Sj2SJEn5liuFVe9knompn21qauOeF9ezeH0jFSUZTjlwFHPGD8vrgXmZgsCMUZXMGFXJZ/7xDC75/k384qGX+eXDS3nncVP48KkzqK0syVt9kiRJe0Ou0PxICOH9McYrsyeGEN4HPDpwZe1f2jq6eHDxBp5cVkdhQQEnzhjJ3EnVg24Ui/b1L/P/Ljicj//DAXznry/yk/sWc+3DS/nQKTP4wKumO3ydJEkasnKF5o8DN4YQ3s4rIXkeUAycO5CF7S9e3tDIX59bS0NLB4eMH8bx00futW4Yu2tSTTlfO/9wPnjKDL7+5+f5xl9e4PpHlvGvrzuIs+aMJYT+7W8tSZKUbztNZzHGNcAJIYTTgDnp5D/EGO8Y8MqGuNaOTu5+YT3zV9UzoryI846ayITqfavHy8zRlfzwnUdx/8L1fPHm+Xz4F4/xqgNH8eVz5jCppjzf5UmSJPWbPjVpxhjvBO4c4Fr2G6s3t3Drs6upb25n3pQRHDutZtB1xdgVJ8ys5Q//dBI/e/Blvv7n5znjm3fzyTMO5KITpu7Tz0uSJKmbiWYvijHyyJKN/PrRZXTFyHlHTeTEmbVDIlgWZgp4z4nT+Mulp3DCjJF86Q8LOP/yB1i8vjHfpUmSJO2xfT+t7SNaOzq55alV3PfSBmaMquTtx0xm/D7WHaMvxleXcdW75/Htt85l0bpGXvfte/jZA0uIsZdzeEuSJO0jDM17wcbGNn7192Us2dDIKQeO4rVzxlIyhEeaCCFw9twJ/Pnjr+LoaTX8+03P8t5rHmFTY1u+S5MkSdothuYBtmR9I7/6+1Ja27t48xETmTuper8ZXWLs8FKuec/RXPbGg7nnxXW84bv38vjSTfkuS5IkaZcZmgfQU8vr+P1TK6kuL+Ztx0xiwoih1x0jlxACF504jd986ARCgAsuf4Cf3LfY7hqSJGmfYmgeADFG7n1xPXc+v44pNeWcd+REqkqL8l1WXh0+qZo/XHIypxw4mi/ePJ+P/vIx6lva812WJElSnxia+1lnV+S2+Wt4dOkmDpswnDceNp7iQjczwPDyIq5811F8/nWz+fOza3jTd+9l/sr6fJclSZKU04CnuRBCJoTweAjhlvT2tBDCQyGEhSGE60IIxQNdw97S0dnFH55exXOrGzh+xkhOnTWKgoL9o/9yX4UQ+MCrZnDdB46jpb2Lt/zgfm59ZnW+y5IkSdqpvdEE+s/Agqzb/wt8M8Y4E9gEvHcv1DDg2jq6+N0TK1m8vpHTZo3imKk1+80Bf7tj3tQafn/JicweV8WHfv4o379zof2cJUnSoDWgoTmEMBF4PXBVejsApwO/SRe5BjhnIGvYG1o7OvndEytYtbmZsw4ZyzhRyLQAACAASURBVGETq/Nd0j5hdFUp177/OM6ZO56v/fl5PnHdE7S0d+a7LEmSpO306TTae+BbwKeBqvT2SKAuxtiR3l4OTBjgGgZUa0cnv3t8JWsbWnjtnHHMHF2Z75L2KaVFGb554Vxmjq7k67e9wNKNTVz+znmMqirJd2mSJElbDVhLcwjhDcDaGOOju3n/D4QQHgkhPLJu3bp+rq5/tLZ3cuPjK1jb0MLrDjUw764QAh87/QB+8PYjmb+qnnO+fx8LVnmAoCRJGjwGsnvGicCbQghLgF+RdMv4NlAdQuhu4Z4IrOjtzjHGK2KM82KM80aNGjWAZe6eto4ubnpyJesaWnn9oeOYMcrAvKdee+g4fvOhE+jsipz/wwe4b+H6fJckSZIEDGBojjF+LsY4McY4FXgrcEeM8e3AncB56WLvBm4aqBoGSkdnFzc/tZLV9UmXjOkG5n4zZ8JwfvfRE5k4ooyLfvIwNz3R63cqSZKkvSofAwh/Brg0hLCQpI/zj/JQw27r7Ir84elVLN/UzBkHjbFLxgAYO7yU6z54PEdOHsE//+oJrrx7Ub5LkiRJ+7mBPhAQgBjjXcBd6d+LgGP2xuP2txgjf1mwhiUbmjh99mhmjxuW75KGrOFlRVxz8TF88von+fIfF7C6voV/fd1BjnstSZLyYq+E5qHivpc28PzqBk6YMZJDJwzPdzlDXmlRhu++7QhGVZXwo3sXs6a+hf93weGUFGbyXZokSdrPGJr76IlldTz6cnJq7HlTRuS7nP1GQUHgC288mHHDS/mfPz3Hhi1tXPnueVSWuOtKkqS9Jx99mvc5L65p4G8vrGPGqApOmTXKM/3tZSEEPnjKDL5xweE8vGQjb7/qIeqa2vJdliRJ2o8YmnNYsamZP89fw7jhpZx1yFgKDMx58+YjJ/LDdxzFglX1XHj5g6ytb8l3SZIkaT9haN6JotrJ3PzUSoaVFvLGw8dTmHFz5dtrDh7DTy46mmWbmjj/8gdYtrEp3yVJkqT9gClwB1Ztbmb0+V8kUxA4Z+4Eyoo8+GywOHFmLT9/37FsamzjgssfYOHaLfkuSZIkDXGG5h245v6XKSip4Jy5ExhWVpTvctTDkZNHcN0Hj6e9M3Lh5Q/wzIrN+S5JkiQNYYbmHfiXM2ex+mefZFRVSb5L0Q4cNG4Yv/7Q8ZQWZXjblQ/yyJKN+S5JkiQNUYbmHcgUBNo3LMt3GcphWm0F13/oeEZVlvDOHz3MPS+uy3dJkiRpCDI0a583obqM6z54PFNrK3jv1Y9w6zOr812SJEkaYgzNGhJGVZXwq/cfx5wJw/jILx7lxseX57skSZI0hBiaNWQMLy/iZ+89luOmj+TS65/klw8tzXdJkiRpiDA0a0ipKCnkxxcdzWmzRvP5G5/mqnsW5bskSZI0BBiaNeSUFmX44TuO4nWHjuVLf1jA9+54Md8lSZKkfVxhvguQBkJxYQHfeesRlBY+xddve4Gmtk7+5cxZBE+DLkmSdoOhWUNWYaaAr59/OGXFGf7vrpdoauvkP95wMAUFBmdJkrRrDM0a0goKAl86Zw5lRRmuuncxzW2d/PebDyVjcJYkSbvA0KwhL4TAv77+IMqLM3znjoW0dHTy9fMPpyhjl35JktQ3hmbtF0IIXHrGLMqKC/nfW5+jua2T7/7jEZQUZvJdmiRJ2gfY1Kb9yodPncEX33QIt81fw/t/+ijNbZ35LkmSJO0DDM3a77z7hKl89S2Hcc+L67joJw+zpbUj3yVJkqRBztCs/dIFR0/iWxfO5ZGXN/GOqx5ic1N7vkuSJEmDmKFZ+62z507gB28/kvkr63nblQ+yYUtrvkuSJEmDlKFZ+7UzDhnLle+ex6L1W7jwigdZU9+S75IkSdIgZGjWfu+UA0dxzXuOYVVdM+f/8AGWbWzKd0mSJGmQMTRLwLHTR/Lz9x1LXVMbF17+AIvWbcl3SZI05E2aPIUQgpcQmDR5Sr5fDuXgOM1S6ojJI/jVB47nnT96iAsuf5BfvO9YZo2tyndZkjRkLV+2lG/c9ny+yxgULj1jVr5LUA62NEtZDh4/jOs+eByZAnjrFQ/w1PK6fJckSZIGAUOz1MPM0VVc/8HjqSgp5G1XPMj9C9fnuyRJkpRnds9Q34UCQgj5rmKvyVSOZPQF/8nbftjC+pu/RtML928zf+KkySxb+nKeqpMkSXuToVl9F7v2u75nLe2d/P7JlRSc+3lOnz2aOROGb51n/zNJkvYfds+QdqK0KMO5R0xg8shy/vrcWh5espEYY77LkiRJe5mhWcqhKFPAGw8bz+yxVTzw0gbufnG9wVmSpP2M3TOkPsgUBM44eAylRRmeWFZHc1snZHz7SJK0v/C/vtRHIQRedUAt5cUZ7n9pA2PO/082N7czvKwo36VJkqQBZvcMaReEEDh6ag1nHjKGkokHcf4P72dFXXO+y5IkSQPM0Czthtljh7H2+i+wqq6Fc79/H8+u3JzvkiRJ0gAyNEu7qWXpU/zmwyeQKQhc8MMH+NsL6/JdkiRJGiCGZmkPzBpbxY0fOZFJNeVcfPXfue7vS/NdkiRJGgCGZmkPjR1eyq8/dDwnzBjJZ377NF+6ZT6dXQ5JJwFMmjyFEIKX9DJp8pR8vySSdpOjZ0j9oKq0iJ9cdDT/dct8rrp3MS+t28J33nYEVaWOrKH92/JlS/e7M4nujGcSlfZdtjRL/aQwU8AXz57Dl86Zw90vrufN/3c/Szc05bssSZLUDwzNUj97x3FT+NnFx7C2oZWzv38vDy7akO+SJEnSHjI0SwPghJm13PTRE6mpKOYdVz3ELx/yAEFJkvZlhmZpgEytreCGj5zIiTNr+fyNT/Pp3zxJS3tnvsuSJEm7wdAsDaDhZUX8+KKjueT0mVz/yHLe8gP7OUuStC8yNEsDLFMQ+OQZs/jRu+exbGMTb/juPdz53Np8lyVJknaBoVnaS1590BhuueRkJo4o5z1X/51v3Pa84zlLkrSPMDRLe9HkkeXc8JETOP+oiXznjoVc9JOHWdfQmu+yJElSDoZmaS8rLcrw1fMO43/efCgPL97IWd+6mzueW5PvsiRJ0k4YmqU8CCHwtmMmc8slJzGqqoSLr36Ey37/rKNrSJI0SBmapTw6YEwVv/voiVx84jSuvn8JZ3/vPp5f3ZDvsiRJUg+GZinPSosy/McbD+bq9xzNhsY23vi9e7n6vsV0eZDgPmvS5CmEELyEkO+XQpL6TWG+C5CUOHXWaG79+Mn8y6+f5LKb5/OnZ1bzv285jKm1FfkuTbto+bKlfOO25/NdxqBw6Rmz8l2CJPULQ7M0iNRWlvDji47m+keW8aU/LOCsb9/NJ18zi4tPmkamwFY75V9HVxdtHV20diTXbR1ddMZIV4zEyDbXBSFQNvMYXt7QSKYgUFhQQKYgUFxYQGlRAcWZAlujJe0zDM3SIBNC4MKjJ3PKgaP5t989zZf/uIBbnl7F1847jAPHVOW7PA1RHV1d1Dd3sLm5ncbWDra0dmRdd9LY1kFrR9cujy0++i3/we+eWNnrvBCgtDBDaVEBpUUZyoszVJUUUVlaSGVJIZWlhVSVFFJRUuiXRkl5Z2iWBqmxw0u58l3z+P2TK7ns98/y+u/cw8dOO4APnTqdksJMvsvTPqqxtYP1W1rZ0NhGXVM7m5vbqWtqo6Glg55xuLw4Q0VJIRUlGUYPK6G0MENxUQElmQJKCgvSvzMUFEBBCBSEQAhsve7qinztw+fyT9/9LZ1dkc6uSEdXpK2ji5b2Tlo6Omlu76SlPbm9qamdZRubaevs2qaOEGBYaRHV5UWMKCumujz9u7yYqtJCW6sl7RWGZmkQCyFw9twJnDizlst+/yzfvP0Fbnx8Of/xxoM5ffaYfJenQawrRjY1trG2oZX1W1pZv6WNdQ2tNGcNa1hSWEB1eRFjh5cye1wxI8qKGF5eRGVJIeXF/dO627bmJcZXl+3SfVo7OtnSkrRyN7R2UN/cTl1TcllZt5n2zlfifXGmgJGVxdRWlmy9rq0s9oulpH5naJb2AbWVJXzvH4/kvKPW8p+3zOfiqx/htFmj+Pc3HMz0UZX5Lk+DwJbWDlZvbmFNfQur61tYW9+6tcU2UxAYWVHMtNoKarMCZllRZlC20pYUZiipzDCysmS7eTFGmto6qWtqZ2NjG+sbky8FL6xpoHXFKy3UVaWFWwP06KpSxgwrobLEVmlJu2/AQnMIYRLwU2AMEIErYozfDiHUANcBU4ElwAUxxk0DVYc0lJw6azQnzKjlmvuX8O2/vsiZ37qbi0+axiWnH0Blid+B9xcxRuqa21mxqZkVdcmloaUDgIKQfMmaPbaKscNLGV1VwojyYgqGSJ/gEELaZaSQCSNeacGOMbKltYP1W9rSlvVWNmxpY8mGRmLaMF1enGHMsFLGVJUwZlgpo4eVUF7s+0ZS3wzkp0UH8MkY42MhhCrg0RDCX4CLgL/GGL8SQvgs8FngMwNYhzSkFBcW8P5XTefsI8bz1Vuf5/K/LeKGx1bwz68+gAvmTaK40OHXh5oYIxsa25KAnAblprakm0VZUYYJI8o4YlIpY4eXMqqyhMLM/rcPhBCoKi2iqrSIaVnDNHZ0drFuSytr61tZU9/CmvpWFq9v3Dq/qrRwuyBt1w5JvRmw0BxjXAWsSv9uCCEsACYAZwOnpotdA9yFoVnaZaOrSvn6+Yfz9mMn81+3zOfffvcMl9/9Eh9/9YGcc8QERxvYh3W3JC/b2MTSjU2sqGumpT3pelBZUsikmnImVJcxobqMEeVFdjnYicJMAeOGlzFu+Cut0q0dnaxraGVNfStr61tY09DKwrVbts6vLi/aJkiPqiqhaD/8IiJpW3vld6kQwlTgCOAhYEwaqAFWk3Tf6O0+HwA+ADB58uSBL1LaRx0xeQS//fAJ3PX8Or5+2/N88tdP8n93LeTS18zitXPGDpmf5Ye6prYOlm9qZmkalLu7W1SVFjKttoKJ1eVMGFHGMEeL2GMlhRkmjihn4ojyrdOa2zuTAJ22SK/Y1Lz1lPYBqKksZkzaN3rMsFJGVhZTWGCQlvYnAx6aQwiVwG+Bj8cY67M/7GOMMYTQ66CfMcYrgCsA5s2b5/mEpZ0IIXDa7NGccuAobn12Nd/4ywt89JePcfC4YXzs9JmcechYW54HmY7OLlbUNbMsDcrrGlqBpPvNpBFlzJsygkk15VSX2ZK8N5QVZZgysoIpI1/p2tHY2rG1S8eahhYWr29k/qp64JW+42OGJUF6dFUpIyuGTt9xSdsb0NAcQigiCcy/iDHekE5eE0IYF2NcFUIYB6wdyBqk/UlBQeB1h47jzEPGctMTK/j2X1/kI794jEk1ZVx84jQumDeJCg8YzIsYI+saWpOW5E1NrKxrobMrUhBg3PAyjp8+ksk15YyuKjF4DRIVJYVMH1W5dYSaGCMNLWmQbkhapJ9f3cDTKzYDUFgQthn6bmRFcl1WbB9paSgYyNEzAvAjYEGM8RtZs34PvBv4Snp900DVIO2vMgWBNx85kbPnTuAv81dz5T2L+eLN8/nmX17g7cdN4aITpjJmWGm+yxzy6pvbt3a3WLapaWu/5JEVxRw2YfjWvskevLlvCCEwrKyIYWVFHJCenbO7/3l3i/T6La0sWtfIsyvrt96vvDizNUxXzHk1Ty6rY2ptBcPLivL1VAa9js4uWtq7aG7vpLWjk/bOSHtnF+2dXXR0Rtq7umjvjHR0vnLdmZ7CPUaIvHI69xACBQEyIVBQENIT8ST93YszBRQXvnJdVBgoLUzOTlleXOh7U9sYyCanE4F3Ak+HEJ5Ip32eJCxfH0J4L/AycMEA1iDt1zIFgbPmjOOsOeN49OVNXHXPIi7/20tcdc8izjxkLBfMm8SJM2vtutFPNje188Ci9dSc8RGuvn8Jm5vbAagoyTCttoLJI8qZVFNua/8QEkJgRHkxI8qLmT02mdY9lnT3mRe7h797avlmal//Cc7+/n0A1FQUM3VkOdNqK5lWW86UkRWMry5lfHUZo6tKh8T7srWjc+uJaeqa2tjU1M7m5uS6rqmdmrMu4ZanVtLa3kVzR2dy3d7Z59O1FxYEijIFFGZeCcMhPSNlIDk7ZXd47oyRrq5IV3q7ozNud/bJ3tbffWbM8uIMw8uKGFaafHFK/i7cL0er2V8N5OgZ95Lss7159UA9rqTeHTVlBEdNOYqlG5r4yf2LufHxFdzy1CrGDS/lvKMmct5RE7fpz6ncWto7eXxpHfcuXMe9Czfw9PI6uiJUHHwqNRXFzJ1UzeSacke42M9kjyWd/Z7qipHPvvV0/nDPoyxe38iSDY0sXt/IfQvX89vHWrZZR6YgMHZYKeOGJ0MJdp+opaaiu/tHEtQrSwupKimitKhgQPaxjs4kxDa3d9LQ0sHm5uTU6/Xp9eamduq6/+4xr66pfZszUPZUlAmUzTiaTU3tlBYVMLy0iNKqDKVFBZQWZSgtTP4uKcpQnAbjokwBRel1YUHY4+ccY6Q9Dc9tHV20dSandG9q66SprSO5bk3+3tjYxpINTdsF+oriDDWVxYysSLrkjKwspqbCs1IORTZ3SPuZySPL+cIbD+Gzr53N7fPXcv0jy/j+nQv57h0LOXZaDeccMYF/OGgMo6q2Pxvb/q6xtYNHX97Ew4s38vDijTyxrI62zi4yBYG5k6q55PQDOPmAWo6eMZpP3Do/3+VqkCkIgY5NKznjkLHbzWtq62DpxiZW1bWwcnMzK+uaWVXXwoq6Zp5esZmNW9poaO3YybqTPthVaVjvDpeFPUImsLWltStGurqSv1s7krDY3N5Jc1ty3dLeuc0py3ekuwV2eNp1ZXJN+dbbIyqKk+vyYqrLX5lWXVZEeXGGgoICPnnb87u/UfdQCIHiwpB0w+jDR173rwibm9upb2mnvrmDuuY2Nmxp45kVm+nICtSVJYXJQaJZwxeWFhmk92WGZmk/VVKY4fWHjeP1h41j1eZmbnhsBb9+ZBmfu+FpPh+eZt6UEZxx8FjOOGTMftsCvbmpnb8v2cjDSzby0OKNPLNiM51dkUxBYM6E4Vx04lSOmVrDsdNrqCrN6p/atePWNak35cWFzB47jNljh+1wmZb2TjY1JQFtQ2MbGxtb2dLayZaWDhpbO9iSXhpbO9L+v5GOri7aOyJbOjro6IxJt4XsPr5pP4aq0kJGVyUHLZYVZSgtymz9u6woQ2lxhsqSDNVlxVu7JnRf9qd+v9m/IoynbJt5MUbqWzrY0Jh0x1mfnlTnpXWvnExneFkRY4eVMr66lAnVZdRUFPsr1D7E0CyJccPL+OhpM/nIqTNYsKqB2+av5rZn1/DlPy7gy39cwKwxVZx+0GiOmz6SeVNGDMk+uW0dXTy/uoEnltfx5LLksnDdFmKE4kwBcydV8+FTZnDs9BqOnDw0t4EGt9KizHYnatHgEULY+kVieu0r01vaO1nb0H1GyhaWb2ri+TXJGOBlRRnGV5cycUQ5RaOn0dUVHT1nEPNTX9JWIQQOHj+Mg8cP4+P/cCDLNjZx2/w13Pbsaq68exE/uOulra2sx02v4bhpIzlyyoh9bhSALa0dPL+6gedW1/P86gaeWbGZZ1bW09bxyugWcydV86bDx3PMtBoOn1Ttz6qSdktpUYbJNeVMrklOphNjZHNzOyvqmpPLpmZeWtfI+Pd8l6O/fDsnH1DLKbNGcfIBo6ittJvcYGJolrRDk2rKee9J03jvSdNoakv68z60aCMPLd7Aj+9dzOV/WwTAxBFlHDRuGAeNrUquxw1jck15XltMYoysbWhlyfpGXt7QxJINjby4dgvPra5n2cbmrctVlhRy0Lgq3n38FA6fVM3hE6uZOKLMn0wlDYgQAtXlxVSXF3PI+OEA1Le087XPXcK5//4N7n5hHb97YiUAcyYM45QDR3H67DEcManaVug8MzRL6pPy4kJOPiBp/QBobuvk8aWbeHxZHQtW1bNgVT1/XbCG7uNgSgoLmDCijAnVZUxMr8dXJz8tV5cXUVVayLCyIiqLC/v8jyDG5Cj3ptZOtrR2sKGxjbX1LaxL+w6ubWhlXUMLyzc18/KGpm2O3M8UBKaMLOewidVccNQkZo8bxuyxVQZkSXk3rLSIxmfv5JsXzqWrK/Lsynr+9sJa7n5hPT/82yK+f+dL1FaW8JqDx3DGIWM4YcZIR+fIA0OzpN1SVpzhhJm1nDDzlc57Le2dvLCmgQWr6nlxzRZWbk5+evzLqnrWb2nrdT0hJK29VSWFW088kD3Gavd6t7Qmwz917GD81hCgpryYUVUlTBxRxokza5k6sjw9NXI546vLKHI8VUmDXEFB4NCJwzl04nA+dvoBbG5u567n13Lb/DX8/okVXPvwUiqKM5w6ezRnHTKWVx80mvJi49ze4FaW1G9KizIcNrGawyZWbzevpb2TFXXNrNncsnWopvqWdupbOqhvbqehpYMYI5FkCKzkrF5J63JZ0SsnF6goKaSiOEN5SSEjK5KQPLqqlJGVxYZiSUPO8LIizp47gbPnTqC1o5P7X9rAbc+u4S/z1/CHp1ZRVpTh1QeN5g2HjefUWaM8/mIAGZol7RWlRRlmjKpkxqjKfJciSfukksIMp80azWmzRvOlc+bw9yUbufnJlfzpmdXc8tQqKksKOePgMbxx7nhOnlnr2Qr7maFZkiRpH5MpCBw3fSTHTR/JF990CA8s2sDNT67k1mdWc8PjKxhVVcK5R0zgLUdOZNbYqnyXOyQYmiVJkvZhhZmCrQdq/9c5c7jzuXX89rHl/PjexVxx9yLmTBjGW46cyNlzJ1BTUZzvcvdZhmZJkqQhoqQww1lzxnLWnLFs2NLKTU+s5LePLeeLN8/nv/+4gNNmjeYtR03ktFmj96uzOfYHQ7MkSdIQNLKyhItPmsbFJ03judX1/PbR5dz4+Epum7+GkRXFnHfURN56zGSm1Vbku9R9gqFZkiRpiJs9dhj/+vqD+cxZs7nnxfVc9/dlXHXvYi6/exEnzBjJ246ZzBmHjHH8550wNEuSJO0nCjMFnDZ7NKfNHs3a+hZ+/ehyrn14KZdc+zg1FcWcb+vzDhmaJUmS8i0U5PHspIHSaUfQdPhZ/LDhWC6/exEtLz9JwxO30vTCA9DVsdcrmjhpMsuWvrzXH3dnDM2SJEn5Frv4xm3P57sKGls7eHZlPc+UHkXplMMpL84wZ8JwDp0wnMqSvRcbLz1j1l57rL4yNEuSJAmAipJCjplWw9FTR7BkQxNPLa/j4cUbeWTJRmaMquTwidWMry7NY6t4/hiaJUmStI0QAtNqK5hWW0FdUxtPr9jMsyvreXHtFkZWFnP4xGpmj62iaD8666ChWZIkSTtUXV7MyQeM4rjpI3l+TQNPLdvMHc+t5d6F6zl43DAOmzicEeVD/6QphmZJkiTlVJQpYM744RwybhirNrfw5PI6nlpexxPL6phSU85hk4YzdWQFBUO064ahWdpdeT3SeXAZjEc5S5IGRgiB8dVljK8uo7G1g2dWbubpFZu5+clVDC8r4rCJSbAuKRpaYz4bmqXdNUiOdB4MBuNRzpKkgVdRUsix00Yyb0oNi9Zt4Ynlddzz4noeeGkDB40bxuEThzOysiTfZfYLQ7MkSZL2SKYgcMCYKg4YU8XahhaeXLaZ+avqeXrFZibVlDF3YjVTa/ftrhuGZkmSJPWb0VWlvObgUk6aWcszKzfz1PLN3PzUKoaVFnL4xGoOHj+M0n2w64ahWZIkSf2urDjD0VNrOGryCF7q7rqxcD0PLNrA7HFVzJ1YvU913TA0S5IkacAUZHXdWNfQyhPL6liwqoFnVtQzcUQZcydVM20f6LphaJYkSdJeMaqqhNccPGabrhu3pF03DptYzSGDuOuGoVnSnnP4PUnSLtim68b6LTy5bDP3LlzPg4s2JGcarJ2S7xK3Y2iWtOccfm8bDsEnSX1TUBA4YHQVB4xOum48ubyOBasbqDnrY/kubTv7zwnDJUmSNGiNqirhHw4aw3tPmsbGP30n3+Vsx5ZmSZL2FrsySTmVFWVo37As32Vsx9AsSdLeYlembdiVSfsSu2dIkiRJORiaJUmSpBwMzZIkSVIOhmZJkiQpB0OzJEmSlIOhWZIkScrB0CxJkiTlYGiWJEmScjA0S5IkSTkYmiVJkqQcDM2SJElSDoZmSZIkKQdDsyRJkpSDoVmSJEnKwdAsSZIk5WBoliT9//buPUbK6ozj+PcX1gugEfFWa1UU1GqprAK2XqPRKjRWSUOrRg3aiq3Rqm3iLW1q29Q/jE1a09oqFYQ2XlKMtLS1AiUp0BgVlRUWEO8XLIpWodYbik//eM/UYdnlXeBlzs7k90k2M++Z98x55mHIPnvmzHvMzKyEi2YzMzMzsxIums3MzMzMSrhoNjMzMzMr4aLZzMzMzKyEi2YzMzMzsxIums3MzMzMSrhoNjMzMzMr4aLZzMzMzKyEi2YzMzMzsxJZimZJYyStkPSMpGtzxGBmZmZm1lsNL5ol9QNuAcYChwHnSDqs0XGYmZmZmfVWjpnmo4BnIuK5iFgH3AOcmSEOMzMzM7NeyVE07wO8XHe8MrWZmZmZmfVJiojGDiiNB8ZExEXp+HzgCxFxWZfzLgYuToeHACsaGuiW2R14I3cQLcY5rZ5zum04r9VzTqvnnFbPOa1ezpzuHxF7dPdAW6MjAV4B9q07/kxq20BETAImNSqoKkh6NCJG5Y6jlTin1XNOtw3ntXrOafWc0+o5p9XrqznNsTxjIXCQpAMkbQ+cDczMEIeZmZmZWa80fKY5Ij6SdBkwC+gHTImIpY2Ow8zMzMyst3IszyAi7gfuzzH2NtZUy0mahHNaPed023Beq+ecVs85rZ5zWr0+mdOGfxHQzMzMzKzZeBttMzMzM7MSLporIukFSUskdUh6NHc8rUDSIEn3SnpS0nJJR+eOqZlJhFQ4RAAAB7VJREFUOiS9P2s//5F0Ze64mp2k70paKqlT0t2SdswdU7OTdEXK51K/R7eMpCmSVkvqrGsbLGmOpKfT7a45Y2xGPeT1a+m9+rGkPnfFh76uh5zelH73L5Y0Q9KgnDHWuGiu1kkR0d4XL5PSpG4GHoiIzwIjgOWZ42lqEbEivT/bgZHAu8CMzGE1NUn7AJcDoyJiOMWXm8/OG1VzkzQcmEixe+wI4HRJw/JG1ZSmAmO6tF0LzI2Ig4C56dg2z1Q2zmsn8FVgfsOjaQ1T2Tinc4DhEXE48BRwXaOD6o6LZuuTJO0CnABMBoiIdRGxJm9ULeVk4NmIeDF3IC2gDegvqQ0YAPwrczzN7lDg4Yh4NyI+AuZRFCS2GSJiPvBml+YzgWnp/jRgXEODagHd5TUilkdEM2zA1if1kNPZ6f8/wEMUe3pk56K5OgHMlvRY2s3Qts4BwOvAHZIWSbpd0sDcQbWQs4G7cwfR7CLiFeBnwEvAKmBtRMzOG1XT6wSOl7SbpAHAl9lwQyzbcntFxKp0/1Vgr5zBmPXSN4C/5Q4CXDRX6biIOBIYC1wq6YTcATW5NuBI4DcRcQTwDv4osRJpU6EzgOm5Y2l2aU3omRR/5H0aGCjpvLxRNbeIWA7cCMwGHgA6gPVZg2pBUVw6y5fPsj5N0veBj4A7c8cCLpork2aciIjVFOtEj8obUdNbCayMiIfT8b0URbRtvbHA4xHxWu5AWsApwPMR8XpEfAjcBxyTOaamFxGTI2JkRJwAvEWxptG23muS9gZIt6szx2PWI0kXAKcD50YfuT6yi+YKSBooaefafeBUio8YbQtFxKvAy5IOSU0nA8syhtRKzsFLM6ryEvBFSQMkieJ96i+sbiVJe6bb/SjWM9+VN6KWMROYkO5PAP6UMRazHkkaA1wNnBER7+aOp8abm1RA0oF8chWCNuCuiLghY0gtQVI7cDuwPfAccGFEvJU3quaW/qh7CTgwItbmjqcVSPoxcBbFR4iLgIsi4oO8UTU3SQuA3YAPge9FxNzMITUdSXcDJwK7A68B1wN/BP4A7Ae8CHw9Irp+WdA2oYe8vgn8EtgDWAN0RMRpuWJsNj3k9DpgB+Df6bSHIuLbWQKs46LZzMzMzKyEl2eYmZmZmZVw0WxmZmZmVsJFs5mZmZlZCRfNZmZmZmYlXDSbmZmZmZVw0WxmBkhaL6lDUqek6WkL50bHMETSZl3jvS7u2s+Qzex/oqS/bE6fbUXSOEmH5Y7DzKw7LprNzArvRUR7RAwH1gEbXBNUUluesErV4q79vJA7oK0wDnDRbGZ9kotmM7ONLQCGpVnYBZJmAssk9ZN0k6SFkhZL+latg6Rr0iz1E2nDEySdLGmRpCWSpkjaoetAkkamPk8Al9a19zhWmfSc8yQ9JmlW3dbJwyT9PY33uKShqctOku6V9KSkO9Puhkj6YRq/U9KkuvZ/SPq5pEclLZc0WtJ9kp6W9NO6OM6T9EiaAb9NUr/U/l9JN6Q4HpK0l6RjgDOAm9L5QyW1p8cXS5ohadfe5sDMrGoums3M6qQZ5bHAktR0JHBFRBwMfBNYGxGjgdHAREkHSBoLfAUYHREjgJsl7QhMBc6KiM9T7BZ6STdD3gF8J/Wr1+1Y3fTvX7c0Y4ak7Sh2JxsfESOBKUBth9I7gVvSWMcAq1L7EcCVFLO8BwLHpvZfRcToNPveHzi9btx1ETEKuJViO+ZLgeHABZJ2k3QoxU6Jx0ZEO7AeODf1HUixw9cIYD4wMSIepNjm+ao0Y/4s8Dvgmog4PP17XN/N6zcza4i++nGjmVmj9ZfUke4vACZTFJaPRMTzqf1U4HBJ49PxLsBBwCnA1Ih4DyAi3pQ0Ang+Ip5K506jKCx/URtQ0iBgUETMT02/pyjYNzVWLZaa91JRWnvO4RTF65w0MdwPWCVpZ2CfiJiRYnw/nU96jSvTcQcwBPgncJKkq4EBwGBgKfDnNNTMdLsEWBoRq1L/54B9geOAkcDCNEZ/YHXqsw6oraN+DPhSl9eEpF1SbubV5W961/PMzBrFRbOZWWGD4hP+X1C+U99EMSs8q8t5p22DeLodq5f9lkbE0Rs0FkVzTz6ou78eaEsz5b8GRkXEy5J+BOzYTZ+Pu/T/mOJ3i4BpEXFdN+N9GBFRP96mX5KZWX5enmFm1nuzgEvSEggkHSxpIDAHmCCpf2ofDKwAhkgalvqeD8yrf7KIWAOskXRcajq37uGexiqzAthD0tGp33aSPhcRbwMrJY1L7Tto01cIqRXIb0jaCRi/iXO7MxcYL2nPNN5gSfuX9Hkb2BkgItYCb0k6Pj22Uf7MzBrJRbOZWe/dDiwDHldxabjbgLaIeAD4K/CEpBcoZojfBy4EpktaQjEDe2s3z3khcEtaFqGyscoCjIh1FAXujenLhR0Uy0ygKDwvl7QYeBD41CaeZw3wW6CTooBfWDZ2l/7LgB8As9N4c4C9S7rdA1yVvjw5FJhA8cXAxUA78JPNicHMrEr65BMyMzPbGunqEpMiYmLuWMzMrFqeaTYzq0BawrCI4ktwZmbWYjzTbGZmZmZWwjPNZmZmZmYlXDSbmZmZmZVw0WxmZmZmVsJFs5mZmZlZCRfNZmZmZmYlXDSbmZmZmZX4H0iDxEKmcWqpAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Variação dos Preços da Magalu (MGLU3), no ano de 2020',\n",
        "          fontsize=14)\n",
        "sns.histplot(x='Close',data=magalu[magalu['Ano']==2020],kde=True)\n",
        "plt.xlabel('Preço de Fechamento')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        },
        "id": "OBwes1Mw2sko",
        "outputId": "283d1b3c-5d54-4549-e228-db7a95ea21ba"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Preço de Fechamento')"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Variação dos Preços da Magalu (MGLU3), no ano de 2021',\n",
        "          fontsize=14)\n",
        "sns.histplot(x='Close',data=magalu[magalu['Ano']==2021],kde=True)\n",
        "plt.xlabel('Preço de Fechamento')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        },
        "id": "CtAwoQIi2yTo",
        "outputId": "684c91da-7740-40a0-8d25-0accf43e17ac"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Preço de Fechamento')"
            ]
          },
          "metadata": {},
          "execution_count": 14
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Variação dos Preços da Magalu (MGLU3), no ano de 2022',\n",
        "          fontsize=14)\n",
        "sns.histplot(x='Close',data=magalu[magalu['Ano']==2022],kde=True)\n",
        "plt.xlabel('Preço de Fechamento')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 422
        },
        "id": "ELjjdQ3o21Zf",
        "outputId": "906a7b85-7b28-4849-825d-fc9dbb97a53f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Preço de Fechamento')"
            ]
          },
          "metadata": {},
          "execution_count": 15
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Boxplot do Preço das Ações do Magalu como os Anos',fontsize=14)\n",
        "sns.boxplot(x='Ano',y='Close',data=magalu,color='royalblue')\n",
        "plt.ylabel('Preço de Fechamento');"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 405
        },
        "id": "bej8hpoj7k0x",
        "outputId": "1e104664-0bb1-4f42-8414-560c653b0347"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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XU32I+SXwBeBhda9/B4deDpG5K92fJHUjIi6gOrP8FW3XMkzK1/8XAk/P6U8MnDMi4kxgY2ZOeWKc6kXEuVSt109ruxZJc5N9miUNlIi4L1XrY1C1as5ZEbFnOZkqgWe0Xc+wiIi9o/phmIdHxEMj4vVU+2+6ftKStNvqftFKkvrtt4F/ovpa/NszLzr09uKuS7a9suVahkkCv0vVRWMvqmtHPz8zz221Kklzmt0zJEmSpBp2z5AkSZJqGJolSZKkGkPRp/mAAw7IkZGRtsuQJEnSHHfRRRf9IjN/7Rd+hyI0j4yMsGbNmrbLkCRJ0hwXEeummm73DEmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSaixouwBJmsnY2Bjj4+M9X++GDRsAWLZsWc/XPTIywujoaM/XK0lqj6FZ0ry0ZcuWtkuQJA0RQ7OkgdZUi+2qVasAWLlyZSPrlyTNLfZpliRJkmoYmiVJkqQahmZJkiSphqFZkiRJqmFoliRJkmoYmiVJkqQahmZJkiSphqFZkiRJqmFoliRJkmoYmiVJkqQahmZJkiSpxoK2C5AkzU1jY2OMj483su4NGzYAsGzZsp6ve2RkhNHR0Z6vV9JwMzRLkobOli1b2i5B0jxjaJYkNaLJ1tpVq1YBsHLlysa2IUmd7NMsSZIk1TA0S5IkSTUMzZIkSVINQ7MkSZJUw9AsSZIk1TA0S5IkSTUMzZIkSVINQ7MkSZJUw9AsSZIk1WgsNEfE/SLiKxFxRURcHhGvLNPfGBE/i4hLynBSUzVIkiRJvdDkz2hvB16TmRdHxL7ARRFxfpn3rsx8R4PbliRJknqmsdCcmdcB15XbN0XEWuA+TW1PkiRJakpf+jRHxAhwJPDtMukVEfGDiDg7IvbvRw2SJEnSrmo8NEfEYuDTwKsycxPwXuCBwBFULdHvnOZ+p0fEmohYs3HjxqbLlCRJkqbVaGiOiIVUgfmjmfkZgMzckJm3Z+YdwAeBo6a6b2Z+IDNXZOaKJUuWNFmmJEmSNKMmr54RwFnA2sz8247pB3Ys9nvAZU3VIEmSJPVCk1fPOBZ4AXBpRFxSpr0eODkijgASGAfOaLAGSZIkabc1efWMC4GYYtYXmtqmJEmS1AR/EVCSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqYWiWJEmSahiaJUmSpBqGZkmSJKmGoVmSJEmqsaDtAiQNv7GxMcbHx9suY1bWrVsHwKpVq1quZHZGRkYYHR1tuwxJmncMzZJ22/j4OFdceS0sXNp2Kd3bXn3RdsU1m1suZBa2TbRdgSTNW4ZmSb2xcCm59OS2q5jTYmJ12yVI0rxln2ZJkiSphqFZkiRJqmFoliRJkmrYp1mS5jmvftIfXvlEGm6GZkma57z6SR945RNp6BmaJUle/aRhXvlEGn72aZYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqcaCtguQJLVr/fr1sO0WYmJ126XMXdsmWL9+c9tVSNoNjbU0R8T9IuIrEXFFRFweEa8s038jIs6PiKvK3/2bqkGSJEnqhSZbmrcDr8nMiyNiX+CiiDgfOAX4cma+LSLOBM4E/qzBOiRJM1i+fDm/vHkzufTktkuZs2JiNcuXL267DEm7obGW5sy8LjMvLrdvAtYC9wGeAYyVxcaAZzZVgyRJktQLfTkRMCJGgCOBbwPLMvO6Mms9sGya+5weEWsiYs3GjRv7UaYkSZI0pcZDc0QsBj4NvCozN3XOy8wEcqr7ZeYHMnNFZq5YsmRJ02VKkiRJ02o0NEfEQqrA/NHM/EyZvCEiDizzDwQmmqxBkiRJ2l1NXj0jgLOAtZn5tx2zzgNGy+1R4LNN1SBJkiT1QpNXzzgWeAFwaURcUqa9Hngb8ImIOBVYBzy3wRokSZKk3dZYaM7MC4GYZvaTmtquJEmS1Gv+jLYkSZJUw9AsSZIk1TA0S5IkSTUMzZIkSVKN2tAcEftFxLt2/DpfRLwzIvbrR3GSJEnSIOimpflsYBPVpeGeW27/c5NFSZIkSYOkm0vOPTAzn90xvqrjusuSJEnSnNdNS/OtEXHcjpGIOBa4tbmSJEmSpMHSTUvzS4EPd/RjvoG7fgZbkiRJmvO6Cc2bMvPwiLgHQGZuioj7N1yXJEmSNDC66Z7xaajCcmZuKtM+1VxJkiRJ0mCZtqU5Ig4BHg7sFxHP6ph1D2BR04VJkiRJg2Km7hkPBZ4K3BN4Wsf0m4DTmixKkiRJGiTThubM/Czw2Yh4bGZ+s481SZIkSQOlmxMBr46I1wMjnctn5oubKkqSJEkaJN2E5s8CXwe+BNzebDmSJEnS4OkmNO+dmX/WeCWSJEnSgOrmknOfj4iTGq9EkiRJGlDdhOZXUgXnLRGxKSJuiohNtfeSJEmS5oja7hmZuW8/CpE0vNavXw/bbiEmVrddyty2bYL16ze3XYUkzUu1Lc1ReX5EvKGM3y8ijmq+NEmSJGkwdHMi4D8BdwBPBN4MbAb+EXh0g3VJGiLLly/nlzdvJpee3HYpc1pMrGb58sVtlyFJ81I3ofkxmfmoiPgeQGbeEBF7NlyXJEmSNDC6ORFwW0TsASRARCyhanmWJEmS5oVuQvPfA+cCSyPiLcCFwFsbrUqSJEkaIN1cPeOjEXER8CQggGdm5trGK5MkSZIGRDd9mgE2UP2U9gJgr4h4VGZe3FxZkiRJ0uCoDc0R8WbgFOAaSr/m8veJzZUlSZIkDY5uWpqfCzwwM29ruhhJkiRpEHVzIuBlwD2bLkSSJEkaVN20NP8V8L2IuAzYumNiZj69saokSZKkAdJNaB4D3g5citdnliRJ0jzUTWi+JTP/vvFKJEmSpAHVTWj+ekT8FXAeO3fP8JJzkiRJmhe6Cc1Hlr9Hd0zzknOSJEmaN7r5RcAn9KMQSZIkaVB19YuAEfEU4OHAoh3TMvNNTRUlSZIkDZLa6zRHxPuA5wF/DATw+8DBDdclSZIkDYxuftzkmMx8IXBDZq4CHgs8pNmyJEmSpMHRTWi+tfy9JSLuDWwDDmyuJEmSJGmwdNOn+fMRcU/gb4CLqa6c8aFGq5IkSZIGSDdXz3hzufnpiPg8sCgzb2y2LEmSJGlwdHv1jGOAkR3LRwSZ+eEG65IkSZIGRm1ojoiPAA8ELgFuL5MTMDRLkiRpXuimpXkFcGhmZtPFSJIkSYOom6tnXAYsb7oQSZIkaVBN29IcEZ+j6oaxL3BFRHwH2LpjfmY+vfnyJEmSpPbN1D3jHX2rQpIkSRpg04bmzPwqQETcH7guM7eU8b2AZf0pT5IkSWpfN32aPwnc0TF+e5kmSZIkzQvdhOYFmXnbjpFye8+6O0XE2RExERGXdUx7Y0T8LCIuKcNJu1a2JEmS1D/dhOaNEXHnSX8R8QzgF13c7xzgyVNMf1dmHlGGL3RXpiRJktSebq7T/FLgoxHxj1RX0/gp8MK6O2Xm1yJiZLeqkyRJkgZAbWjOzGuAoyNicRnfvJvbfEVEvBBYA7wmM2+YaqGIOB04HeCggw7azU1KkiRJu662e0ZELIuIs4BPZubmiDg0Ik7dxe29l+onuY8ArgPeOd2CmfmBzFyRmSuWLFmyi5uTJEmSdl83fZrPAf4LuHcZ/xHwql3ZWGZuyMzbM/MO4IPAUbuyHkmSJKmfugnNB2TmJyiXncvM7VSXnZu1iDiwY/T3qH6iW5IkSRpo3ZwIeHNE3IvqJEAi4mjgxro7RcRq4ATggIj4KbASOCEijijrGgfO2LWyJUk9tW2CmFjddhXd215Oh1mwf7t1dGvbBLC47Sok7YZuQvOfAOcBD4yIbwBLgOfU3SkzT55i8lmzK0+S1LSRkZG2S5i1deuuB+Dgg4cliC4eyv0s6S7ThuaIOCgzf5KZF0fE44GHAgH8MDO39a1CSVKjRkdH2y5h1latWgXAypUrW65E0nwxU5/mf+u4/a+ZeXlmXmZgliRJ0nwzU2iOjtsPaLoQSZIkaVDNFJpzmtuSJEnSvDLTiYCHR8Qmqhbnvcptynhm5j0ar06SJEkaANOG5szco5+FSJIkSYOqmx83kSRJkuY1Q7MkSZJUw9AsSZIk1egqNEfEwRHxW+X2XhGxb7NlSZIkSYOjNjRHxGnAp4D3l0n3ZecfPpEkSZLmtG5aml8OHAtsAsjMq4ClTRYlSZIkDZJuQvPWzLxtx0hELMAfO5EkSdI80k1o/mpEvJ7qB05OBD4JfK7ZsiRJkqTBMdMvAu5wJnAqcClwBvAF4ENNFiVpCG2bICZWt11F97bfUP1dsH+7dczGtglgcdtVSNK8VBuaM/MO4INlkKRfMzIy0nYJs7Zu3fUAHHzwMIXQxUO5ryVpLpg2NEfEpczQdzkzH9lIRZKGzujoaNslzNqqVasAWLlyZcuVSJKGwUwtzU8tf19e/n6k/H0+nggoSZKkeWTa0JyZ6wAi4sTMPLJj1p9FxMVUfZ0lSZKkOa+bq2dERBzbMXJMl/eTJEmS5oRurp5xKnB2ROxXxn8FvLi5kiRJkqTB0s3VMy4CDt8RmjPzxsarkiRJkgZINy3NgGFZkiRJ85d9kyVJkqQahmZJkiSpRm33jIhYCLwMOL5M+irwvszc1mRhkiRJ0qDopk/ze4GFwD+V8ReUaS9pqihJkiRpkHQTmh+dmYd3jP93RHy/qYIkSZKkQdNNaL49Ih6YmdcARMQDgNubLUvqnbGxMcbHx3u+3g0bNgCwbNmynq8bYGRkhNHR0UbWLUmSZqeb0Pz/gK9ExLVAAAfjj5tIbNmype0SJElSn3Tz4yZfjogHAw8tk36YmVubLUvqnaZaa1etWgXAypUrG1m/JEkaHLWXnIuIlcBemfmDzPwBsHdEvKH50iRJkqTB0M11mp+Zmb/aMZKZNwAvjoj3R8QXmitNkiRJGgzdhOYFEbHnjpGIWATclplnAAc2VpkkSZI0ILo5EfBfgC9FxDllfBQ4q9w+romiJEmSpEHSzYmAby/XZf6tMumtmflfZd7NTRYnSZIkDYJuWpoB1gLbM/NLEbF3ROybmTc1WZgkSZI0KLq5esZpwKeA95dJ9wH+rcmiJEmSpEHSzYmALweOBTYBZOZVwNImi5IkSZIGSTeheWtm3rZjJCIWANlcSZIkSdJg6SY0fzUiXg/sFREnAp8EPtdsWZIkSdLg6CY0/xmwEbgUOAP4AvAXTRYlSZIkDZIZr54REXsAl2fmIcAH+1OSJEmSNFhmbGnOzNuBH0bEQX2qR5IkSRo43VyneX/g8oj4DnDnj5lk5tMbq0qSJEkaIN2E5jc0XoUkSZI0wKYNzRGxCHgp8CCqkwDPyszt/SpMkiRJGhQz9WkeA1ZQBebfBd7Zl4okSZKkATNT94xDM/MwgIg4C/hOf0qSJEmSBstMLc3bdtzYlW4ZEXF2RExExGUd034jIs6PiKvK3/1nu15JkiSp32YKzYdHxKYy3AQ8csftiNjUxbrPAZ48adqZwJcz88HAl8u4JEmSNNCm7Z6RmXvszooz82sRMTJp8jOAE8rtMeACql8clCRJkgZWNz+j3UvLMvO6cns9sKzP25ckSZJmrd+h+U6ZmUBONz8iTo+INRGxZuPGjX2sTJIkSdpZv0Pzhog4EKD8nZhuwcz8QGauyMwVS5Ys6VuBkiRJ0mT9Ds3nAaPl9ijw2T5vX5IkSZq1xkJzRKwGvgk8NCJ+GhGnAm8DToyIq4DfKuOSJEnSQJvpx012S2aePM2sJzW1TUmSJKkJrZ0IKEmSJA0LQ7MkSZJUw9AsSZIk1TA0S5IkSTUaOxFQmq2xsTHGx8fbLqNr69atA2DVqlUtV22xDUwAAAw3SURBVDI7IyMjjI6O1i8oSZLuZGjWwBgfH+eKK6+FhUvbLqU726svaq64ZnPLhczCtml/T0iSJM3A0KzBsnApuXS6qxVqd8XE6rZLkCRpKNmnWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqGJolSZKkGoZmSZIkqYahWZIkSaphaJYkSZJqLGi7AEmSNHjGxsYYHx/v+Xo3bNgAwLJly3q+7pGREUZHR3u+XgkMzZIkqY+2bNnSdgnSLjE0S5KkX9NUi+2qVasAWLlyZSPrl5pin2ZJkiSphi3NkgZaU/0q161bB9zV6tVL9quUpLnH0CxpXlq0aFHbJUiShoihWdJAs8VWkjQI7NMsSZIk1TA0S5IkSTXsnqGBsX79eth2CzGxuu1S5q5tE6xfv7ntKiRJGjq2NEuSJEk1bGnWwFi+fDm/vHkzufTktkuZs2JiNcuXL267DEmSho4tzZIkSVINQ7MkSZJUw9AsSZIk1TA0S5IkSTUMzZIkSVINr54hSdIQGxsbY3x8vO0yurZu3ToAVq1a1XIlszMyMsLo6GjbZahFhmZJkobY+Pg4V1x5LSxc2nYp3dlefcl9xTVD9ENL2ybarkADwNAsSWpEky2gTbZWDmWL4sKlXuO+Qf5SrcDQLEkaQosWLWq7BEnzjKG5C022lmzYsAGAZcuW9XzdQ9laImnO8P1H0lxiaG7Zli1b2i5BkiRJNQzNXWiytWRHf7yVK1c2to2hsm1iePqObb+h+rtg/3brmI1tE8DitquQJGnoGJo1MEZGRtouYVbWrbsegIMPHqYQunjo9rMkSYOgldAcEePATcDtwPbMXNFGHRosw9b/0W8JJEmaP9psaX5CZv6ixe1LkiRJXfFntCVJkqQabYXmBL4YERdFxOlTLRARp0fEmohYs3Hjxj6XJ0mSJN2lre4Zx2XmzyJiKXB+RFyZmV/rXCAzPwB8AGDFihXZRpGaG5q6znaTv0gGXmdbkqRB0kpLc2b+rPydAM4FjmqjDml3LFq0yF8lkyRpnuh7S3NE7APcLTNvKrd/G3hTv+vQ/GFrrSRJ2l1tdM9YBpwbETu2/7HM/M8W6pAkSZK60vfQnJnXAof3e7uSJEnSrvKSc5IkSVINf0ZbkqQhtn79eth2CzGxuu1S5q5tE6xfv7ntKtSyORWam7q0WJOavmxZE7wUmiRJmm/mVGgeHx/niiuvhYVL2y6le9urHjJXXDMkn2C3TbRdgSSpw/Lly/nlzZvJpSe3XcqcFROrWb58cdtlqGVzKjQDsHCpbxwN8us/SZI0H3kioCRJklTD0CxJkiTVmHvdMyRJkuaxJi+MsGHDBgCWLVvW83UP+oUGDM2SJEnqypYtW9ouoTVzKjR7rco+8FqVkiT1xDBeKrdJ4+PjjVyCt1ct2HMqNEuSJA0LL5XbBz28VO6cCs1eq7J5XqtSkqQe8lK5jepl7wOvniFJkiTVMDRLkiRJNQzNkiRJUo051adZkqR5advE8Fw5avsN1d8F+7dbx2xsmwA8n2e+MzRLkjTERkZG2i5hVtatux6Agw8ephC6uJH97KVy+6CHl8qde6F5mD5tw/B94vbTtiQNlEH+BbWp7LgO78qVK1uuRJqdORWah+3TNgzjJ+5mPm1LkjTfeKnc5vXyUrlzKjQP26dt8BO3JEnSMJhToVmSJGmo2K20WT3sVmpoliRJasEwdnecz91KDc2SJEktaKpb6djYGOPj442su0kjIyMD3dXW0CxJkqSuLFq0qO0SWmNoliRJmkMGubV2mPkz2pIkSVINW5q70GTfoHXr1gF3XXqulwa9b5AkSdKwMDS3bD73DZIkDa6mGoxsLNKwMjR3wRegJEm9YWORhpWhWZIk/RobjKSdeSKgJEmSVMPQLEmSJNUwNEuSJEk1DM2SJElSDUOzJEmSVMPQLEmSJNUwNEuSJEk1DM2SJElSDUOzJEmSVMPQLEmSJNUwNEuSJEk1DM2SJElSDUOzJEmSVCMys+0aakXERmBd23U06ADgF20XoV3isRtuHr/h5vEbXh674TbXj9/Bmblk8sShCM1zXUSsycwVbdeh2fPYDTeP33Dz+A0vj91wm6/Hz+4ZkiRJUg1DsyRJklTD0DwYPtB2AdplHrvh5vEbbh6/4eWxG27z8vjZp1mSJEmqYUuzJEmSVMPQ3ICIuF9EfCUiroiIyyPilWX6b0TE+RFxVfm7f5l+SER8MyK2RsRrJ63r1WUdl0XE6ohY1MZjmi96fOxeWY7b5RHxqjYez3yzC8fvjyLiBxFxaUT8T0Qc3rGuJ0fEDyPi6og4s63HNJ/0+PidHRETEXFZW49nPunVsZtuPWpWD4/fooj4TkR8v6xnVZuPq+cy06HHA3Ag8Khye1/gR8ChwF8DZ5bpZwJvL7eXAo8G3gK8tmM99wF+DOxVxj8BnNL245vLQw+P3SOAy4C9gQXAl4AHtf345vqwC8fvGGD/cvt3gW+X23sA1wAPAPYEvg8c2vbjm+tDr45fGT8eeBRwWduPaz4MPXztTbmeth/fXB96ePwCWFxuLwS+DRzd9uPr1WBLcwMy87rMvLjcvglYSxWAnwGMlcXGgGeWZSYy87vAtilWtwDYKyIWUAWwnzdc/rzWw2P3MKo3kVsyczvwVeBZfXgI89ouHL//ycwbyvRvAfctt48Crs7MazPzNuDjZR1qUA+PH5n5NeCXfSp93uvVsZthPWpQD49fZubmMn1hGebMyXOG5oZFxAhwJNWnrWWZeV2ZtR5YNtN9M/NnwDuAnwDXATdm5hcbK1Y72Z1jR9XK/LiIuFdE7A2cBNyvoVI1hV04fqcC/1Fu3wf43455P8V/3H21m8dPLerVsZu0HvXJ7h6/iNgjIi4BJoDzM3POHL8FbRcwl0XEYuDTwKsyc1NE3DkvMzMiZvz0VfoOPQO4P/Ar4JMR8fzM/JcGyxa7f+wyc21EvB34InAzcAlwe4Mlq8Nsj19EPIHqjf+4vhaqKXn8hlevjt3k9TReuIDeHL/MvB04IiLuCZwbEY/IzDlxboEtzQ2JiIVUT7yPZuZnyuQNEXFgmX8g1aewmfwW8OPM3JiZ24DPUPUjUoN6dOzIzLMy8zcz83jgBqo+YmrYbI9fRDwS+BDwjMy8vkz+GTt/M3DfMk0N69HxUwt6deymWY8a1uvXXmb+CvgK8OSma+8XQ3MDovpodhawNjP/tmPWecBouT0KfLZmVT8Bjo6Ivcs6n0TVz0gN6eGxIyKWlr8HUfVn/lhvq9Vksz1+5dh8BnhBZnZ+qPku8OCIuH9E7An8QVmHGtTD46c+69Wxm2E9alAPj9+S0sJMROwFnAhc2fwj6A9/3KQBEXEc8HXgUuCOMvn1VP2DPgEcBKwDnpuZv4yI5cAa4B5l+c1UZwtvKpdreR6wHfge8JLM3NrPxzOf9PjYfR24F9VJgn+SmV/u64OZh3bh+H0IeHaZBrA9M1eUdZ0EvJvqShpnZ+Zb+vZA5qkeH7/VwAnAAcAGYGVmntWnhzLv9OrYTbeezPxCfx7J/NTD4/dIqhMG96BqmP1EZr6pf4+kWYZmSZIkqYbdMyRJkqQahmZJkiSphqFZkiRJqmFoliRJkmoYmiVJkqQahmZJGlIR8cyIyIg4pO1aJGmuMzRL0vA6Gbiw/JUkNcjQLElDKCIWA8cBp1L9YiERcUJEXBARn4qIKyPio+WXvoiIJ0XE9yLi0og4OyLu3mL5kjR0DM2SNJyeAfxn+Qnb6yPiN8v0I4FXAYcCDwCOjYhFwDnA8zLzMGAB8LL+lyxJw8vQLEnD6WTg4+X2x7mri8Z3MvOnmXkHcAkwAjwU+HEJ2FD9zO3xfaxVkobegrYLkCTNTkT8BvBE4LCISGAPIIF/B7Z2LHo7vs9LUk/Y0ixJw+c5wEcy8+DMHMnM+wE/Bh43zfI/BEYi4kFl/AXAV/tQpyTNGYZmSRo+JwPnTpr2aaa5ikZmbgFeBHwyIi4F7gDe12iFkjTHRGa2XYMkSZI00GxpliRJkmoYmiVJkqQahmZJkiSphqFZkiRJqmFoliRJkmoYmiVJkqQahmZJkiSphqFZkiRJqvH/AUZPM7nOXNKfAAAAAElFTkSuQmCC\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Analisando Tendências"
      ],
      "metadata": {
        "id": "-0-3Pi-q_zER"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "tend_magalu_2018 = mk.original_test(magalu[magalu['Ano']==2018]['Close'])\n",
        "\n",
        "nomes = ['Tendência','Presença de tendência','p-valor','Estatística do teste',\n",
        "         'Tau Kendall','Pontuação Kendall','Variância S','Declive','Intercepto']\n",
        "\n",
        "\n",
        "for i,j in zip(nomes,tend_magalu_2018):\n",
        "  print(i,\":\",j)"
      ],
      "metadata": {
        "id": "RPPTc9cg8Xma",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "b38ade25-e2fc-41c1-d745-5162939ec14c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Tendência : increasing\n",
            "Presença de tendência : True\n",
            "p-valor : 0.0\n",
            "Estatística do teste : 18.59981869482354\n",
            "Tau Kendall : 0.8202716823406478\n",
            "Pontuação Kendall : 21980.0\n",
            "Variância S : 1396363.3333333333\n",
            "Declive : 0.012382171175887614\n",
            "Intercepto : 2.251229845144148\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tend_magalu_2019 = mk.original_test(magalu[magalu['Ano']==2019]['Close'])\n",
        "\n",
        "\n",
        "for i,j in zip(nomes,tend_magalu_2019):\n",
        "  print(i,\":\",j)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eeV-aJyFAJPI",
        "outputId": "128c991c-62ab-4a86-a777-b097265530e5"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Tendência : increasing\n",
            "Presença de tendência : True\n",
            "p-valor : 0.0\n",
            "Estatística do teste : 18.633119257711172\n",
            "Tau Kendall : 0.7944038135039833\n",
            "Pontuação Kendall : 24331.0\n",
            "Variância S : 1704955.6666666667\n",
            "Declive : 0.030956973800789572\n",
            "Intercepto : 2.7663492103797096\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tend_magalu_2020 = mk.original_test(magalu[magalu['Ano']==2020]['Close'])\n",
        "\n",
        "\n",
        "for i,j in zip(nomes,tend_magalu_2020):\n",
        "  print(i,\":\",j)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CQUiOs41ATUH",
        "outputId": "1d439a5e-1447-4176-cfae-7c95caa637b8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Tendência : increasing\n",
            "Presença de tendência : True\n",
            "p-valor : 0.0\n",
            "Estatística do teste : 17.424652973604136\n",
            "Tau Kendall : 0.7428823298942144\n",
            "Pontuação Kendall : 22753.0\n",
            "Variância S : 1704947.0\n",
            "Declive : 0.069223413803069\n",
            "Intercepto : 9.270404550106136\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tend_magalu_2021 = mk.original_test(magalu[magalu['Ano']==2021]['Close'])\n",
        "\n",
        "\n",
        "for i,j in zip(nomes,tend_magalu_2021):\n",
        "  print(i,\":\",j)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Cxr6cx7EAYiv",
        "outputId": "5d59cf1f-7843-497d-e891-b511c72b21d7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Tendência : decreasing\n",
            "Presença de tendência : True\n",
            "p-valor : 0.0\n",
            "Estatística do teste : -17.16978006920547\n",
            "Tau Kendall : -0.7335176590632303\n",
            "Pontuação Kendall : -22285.0\n",
            "Variância S : 1684445.0\n",
            "Declive : -0.06977020353960568\n",
            "Intercepto : 28.837047001313884\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tend_magalu_2022 = mk.original_test(magalu[magalu['Ano']==2022]['Close'])\n",
        "\n",
        "\n",
        "for i,j in zip(nomes,tend_magalu_2022):\n",
        "  print(i,\":\",j)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rUE_xWheAgQ9",
        "outputId": "36a08aee-265b-4927-df6d-04cb7ea46b01"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Tendência : decreasing\n",
            "Presença de tendência : True\n",
            "p-valor : 0.0\n",
            "Estatística do teste : -10.584151052426828\n",
            "Tau Kendall : -0.4494136546184739\n",
            "Pontuação Kendall : -13988.0\n",
            "Variância S : 1746373.3333333333\n",
            "Declive : -0.014319527078662398\n",
            "Intercepto : 6.107781168977184\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "\n",
        "adf_conf = adfuller(magalu['Close'])\n",
        "\n",
        "print('Dickey-Fuller Aumentado')\n",
        "print('Teste Estatístico: {:.4f}'.format(adf_conf[0]))\n",
        "print('Valor-p: {:.4f}'.format(adf_conf[1]))\n",
        "print('Valores Críticos:')\n",
        "for key, value in adf_conf[4].items():\n",
        "\tprint('\\t{}: {:.4f}'.format(key, value))\n",
        "     \n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Br9KT-_6UttJ",
        "outputId": "dc6c4bd1-b69c-47ab-f12b-207d58a4e675"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Dickey-Fuller Aumentado\n",
            "Teste Estatístico: -0.9850\n",
            "Valor-p: 0.7587\n",
            "Valores Críticos:\n",
            "\t1%: -3.4356\n",
            "\t5%: -2.8639\n",
            "\t10%: -2.5680\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "mm = magalu['Close'].rolling(30).mean()"
      ],
      "metadata": {
        "id": "kmVRWG-rWfQk"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "magalu['Tend'] = mm\n",
        "magalu.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "8feaaeniWxXQ",
        "outputId": "d159d9f1-49dc-4678-bc28-93dc881afe1b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                  Date      Open      High       Low     Close    Volume  \\\n",
              "0  2018-01-22 00:00:00  2.344183  2.345691  2.285993  2.321571  21116800   \n",
              "1  2018-01-23 00:00:00  2.313128  2.320967  2.249511  2.254034  30470400   \n",
              "2  2018-01-24 00:00:00  2.261270  2.442171  2.260667  2.441869  71094400   \n",
              "3  2018-01-25 00:00:00  2.441869  2.441869  2.441869  2.441869         0   \n",
              "4  2018-01-26 00:00:00  2.472322  2.547697  2.442171  2.496442  65676800   \n",
              "\n",
              "    Ano  Tend  \n",
              "0  2018   NaN  \n",
              "1  2018   NaN  \n",
              "2  2018   NaN  \n",
              "3  2018   NaN  \n",
              "4  2018   NaN  "
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              "      <th>Date</th>\n",
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "plt.title('Tendência das Ações da Magalu',fontsize=14)\n",
        "plt.plot(magalu['Date'],magalu['Tend'],color='blue',label='série original')\n",
        "plt.plot(magalu['Date'],magalu['Close'],color='red',label='média movel 30 dias')\n",
        "plt.xlabel('Data')\n",
        "plt.ylabel('Preço')\n",
        "plt.legend();"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        },
        "id": "dnzPlgmTXKHP",
        "outputId": "738b3dda-4f8b-4c1c-9fad-5be806504873"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": 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\n"
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          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}