sentiment_analysis_IMDB.ipynb

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        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/amiegirl/Fellowship_AI_NLP_Challenge/blob/main/sentiment_analysis_IMDB.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "0-Ubm5IB5gPe"
      },
      "outputs": [],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "T9hhb1JN5i5m"
      },
      "outputs": [],
      "source": [
        "#!pip install kaggle\n",
        "from google.colab import files\n",
        "files.upload()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "7tujTC7E7NCu"
      },
      "outputs": [],
      "source": [
        "! mkdir ~/.kaggle\n",
        "! cp kaggle.json ~/.kaggle/\n",
        "! chmod 600 ~/.kaggle/kaggle.json\n",
        "! kaggle datasets download lakshmi25npathi/imdb-dataset-of-50k-movie-reviews\n",
        "!unzip -q /content/imdb-dataset-of-50k-movie-reviews -d /content/kaggle_input"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "Ckob-ah_b2em"
      },
      "outputs": [],
      "source": [
        "import zipfile\n",
        "zip_ref = zipfile.ZipFile('imdb-dataset-of-50k-movie-reviews.zip', 'r')\n",
        "zip_ref.extractall('/content')\n",
        "zip_ref.close()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "h7OE8Xk05WEc"
      },
      "outputs": [],
      "source": [
        "# import libraries\n",
        "\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sb\n",
        "import matplotlib.pyplot as plt\n",
        "%matplotlib inline\n",
        "\n",
        "# pandas settings\n",
        "pd.options.display.max_rows = 1_000\n",
        "pd.options.display.max_columns = 1_000\n",
        "pd.options.display.max_colwidth = 1_000\n",
        "import warnings\n",
        "warnings.filterwarnings('ignore')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "WGiI1PhQ5pK9",
        "outputId": "0f00f78e-bd3c-4bc9-9010-896e7b2639f7"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                    review  \\\n",
              "0  One of the other reviewers has mentioned that after watching just 1 Oz episode you'll be hooked. They are right, as this is exactly what happened with me.<br /><br />The first thing that struck me about Oz was its brutality and unflinching scenes of violence, which set in right from the word GO. Trust me, this is not a show for the faint hearted or timid. This show pulls no punches with regards to drugs, sex or violence. Its is hardcore, in the classic use of the word.<br /><br />It is called OZ as that is the nickname given to the Oswald Maximum Security State Penitentary. It focuses mainly on Emerald City, an experimental section of the prison where all the cells have glass fronts and face inwards, so privacy is not high on the agenda. Em City is home to many..Aryans, Muslims, gangstas, Latinos, Christians, Italians, Irish and more....so scuffles, death stares, dodgy dealings and shady agreements are never far away.<br /><br />I would say the main appeal of the show is due to the...   \n",
              "1   A wonderful little production. <br /><br />The filming technique is very unassuming- very old-time-BBC fashion and gives a comforting, and sometimes discomforting, sense of realism to the entire piece. <br /><br />The actors are extremely well chosen- Michael Sheen not only \"has got all the polari\" but he has all the voices down pat too! You can truly see the seamless editing guided by the references to Williams' diary entries, not only is it well worth the watching but it is a terrificly written and performed piece. A masterful production about one of the great master's of comedy and his life. <br /><br />The realism really comes home with the little things: the fantasy of the guard which, rather than use the traditional 'dream' techniques remains solid then disappears. It plays on our knowledge and our senses, particularly with the scenes concerning Orton and Halliwell and the sets (particularly of their flat with Halliwell's murals decorating every surface) are terribly well done.   \n",
              "2                                                                           I thought this was a wonderful way to spend time on a too hot summer weekend, sitting in the air conditioned theater and watching a light-hearted comedy. The plot is simplistic, but the dialogue is witty and the characters are likable (even the well bread suspected serial killer). While some may be disappointed when they realize this is not Match Point 2: Risk Addiction, I thought it was proof that Woody Allen is still fully in control of the style many of us have grown to love.<br /><br />This was the most I'd laughed at one of Woody's comedies in years (dare I say a decade?). While I've never been impressed with Scarlet Johanson, in this she managed to tone down her \"sexy\" image and jumped right into a average, but spirited young woman.<br /><br />This may not be the crown jewel of his career, but it was wittier than \"Devil Wears Prada\" and more interesting than \"Superman\" a great comedy to go see with friends.   \n",
              "3                                                                                                                                                                                                                                                             Basically there's a family where a little boy (Jake) thinks there's a zombie in his closet & his parents are fighting all the time.<br /><br />This movie is slower than a soap opera... and suddenly, Jake decides to become Rambo and kill the zombie.<br /><br />OK, first of all when you're going to make a film you must Decide if its a thriller or a drama! As a drama the movie is watchable. Parents are divorcing & arguing like in real life. And then we have Jake with his closet which totally ruins all the film! I expected to see a BOOGEYMAN similar movie, and instead i watched a drama with some meaningless thriller spots.<br /><br />3 out of 10 just for the well playing parents & descent dialogs. As for the shots with Jake: just ignore them.   \n",
              "4  Petter Mattei's \"Love in the Time of Money\" is a visually stunning film to watch. Mr. Mattei offers us a vivid portrait about human relations. This is a movie that seems to be telling us what money, power and success do to people in the different situations we encounter. <br /><br />This being a variation on the Arthur Schnitzler's play about the same theme, the director transfers the action to the present time New York where all these different characters meet and connect. Each one is connected in one way, or another to the next person, but no one seems to know the previous point of contact. Stylishly, the film has a sophisticated luxurious look. We are taken to see how these people live and the world they live in their own habitat.<br /><br />The only thing one gets out of all these souls in the picture is the different stages of loneliness each one inhabits. A big city is not exactly the best place in which human relations find sincere fulfillment, as one discerns is the case wi...   \n",
              "\n",
              "  sentiment  \n",
              "0  positive  \n",
              "1  positive  \n",
              "2  positive  \n",
              "3  negative  \n",
              "4  positive  "
            ],
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              "      <th></th>\n",
              "      <th>review</th>\n",
              "      <th>sentiment</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>One of the other reviewers has mentioned that after watching just 1 Oz episode you'll be hooked. They are right, as this is exactly what happened with me.&lt;br /&gt;&lt;br /&gt;The first thing that struck me about Oz was its brutality and unflinching scenes of violence, which set in right from the word GO. Trust me, this is not a show for the faint hearted or timid. This show pulls no punches with regards to drugs, sex or violence. Its is hardcore, in the classic use of the word.&lt;br /&gt;&lt;br /&gt;It is called OZ as that is the nickname given to the Oswald Maximum Security State Penitentary. It focuses mainly on Emerald City, an experimental section of the prison where all the cells have glass fronts and face inwards, so privacy is not high on the agenda. Em City is home to many..Aryans, Muslims, gangstas, Latinos, Christians, Italians, Irish and more....so scuffles, death stares, dodgy dealings and shady agreements are never far away.&lt;br /&gt;&lt;br /&gt;I would say the main appeal of the show is due to the...</td>\n",
              "      <td>positive</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>A wonderful little production. &lt;br /&gt;&lt;br /&gt;The filming technique is very unassuming- very old-time-BBC fashion and gives a comforting, and sometimes discomforting, sense of realism to the entire piece. &lt;br /&gt;&lt;br /&gt;The actors are extremely well chosen- Michael Sheen not only \"has got all the polari\" but he has all the voices down pat too! You can truly see the seamless editing guided by the references to Williams' diary entries, not only is it well worth the watching but it is a terrificly written and performed piece. A masterful production about one of the great master's of comedy and his life. &lt;br /&gt;&lt;br /&gt;The realism really comes home with the little things: the fantasy of the guard which, rather than use the traditional 'dream' techniques remains solid then disappears. It plays on our knowledge and our senses, particularly with the scenes concerning Orton and Halliwell and the sets (particularly of their flat with Halliwell's murals decorating every surface) are terribly well done.</td>\n",
              "      <td>positive</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>I thought this was a wonderful way to spend time on a too hot summer weekend, sitting in the air conditioned theater and watching a light-hearted comedy. The plot is simplistic, but the dialogue is witty and the characters are likable (even the well bread suspected serial killer). While some may be disappointed when they realize this is not Match Point 2: Risk Addiction, I thought it was proof that Woody Allen is still fully in control of the style many of us have grown to love.&lt;br /&gt;&lt;br /&gt;This was the most I'd laughed at one of Woody's comedies in years (dare I say a decade?). While I've never been impressed with Scarlet Johanson, in this she managed to tone down her \"sexy\" image and jumped right into a average, but spirited young woman.&lt;br /&gt;&lt;br /&gt;This may not be the crown jewel of his career, but it was wittier than \"Devil Wears Prada\" and more interesting than \"Superman\" a great comedy to go see with friends.</td>\n",
              "      <td>positive</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Basically there's a family where a little boy (Jake) thinks there's a zombie in his closet &amp; his parents are fighting all the time.&lt;br /&gt;&lt;br /&gt;This movie is slower than a soap opera... and suddenly, Jake decides to become Rambo and kill the zombie.&lt;br /&gt;&lt;br /&gt;OK, first of all when you're going to make a film you must Decide if its a thriller or a drama! As a drama the movie is watchable. Parents are divorcing &amp; arguing like in real life. And then we have Jake with his closet which totally ruins all the film! I expected to see a BOOGEYMAN similar movie, and instead i watched a drama with some meaningless thriller spots.&lt;br /&gt;&lt;br /&gt;3 out of 10 just for the well playing parents &amp; descent dialogs. As for the shots with Jake: just ignore them.</td>\n",
              "      <td>negative</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Petter Mattei's \"Love in the Time of Money\" is a visually stunning film to watch. Mr. Mattei offers us a vivid portrait about human relations. This is a movie that seems to be telling us what money, power and success do to people in the different situations we encounter. &lt;br /&gt;&lt;br /&gt;This being a variation on the Arthur Schnitzler's play about the same theme, the director transfers the action to the present time New York where all these different characters meet and connect. Each one is connected in one way, or another to the next person, but no one seems to know the previous point of contact. Stylishly, the film has a sophisticated luxurious look. We are taken to see how these people live and the world they live in their own habitat.&lt;br /&gt;&lt;br /&gt;The only thing one gets out of all these souls in the picture is the different stages of loneliness each one inhabits. A big city is not exactly the best place in which human relations find sincere fulfillment, as one discerns is the case wi...</td>\n",
              "      <td>positive</td>\n",
              "    </tr>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "\n",
        "# import dataset\n",
        "df = pd.read_csv('/content/IMDB Dataset.csv')\n",
        "df.head()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NZwngU4U5WEg"
      },
      "source": [
        "# EDA"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "FlQ46jqb5WEi",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "85f7dd1b-6f37-40ba-b770-0326938bb7ff"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "positive    25000\n",
              "negative    25000\n",
              "Name: sentiment, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "# y value count\n",
        "df['sentiment'].value_counts()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "TQZsgeYy5WEk",
        "outputId": "e452506a-17cb-4a81-d252-e85c219eca2f"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "(50000, 2)"
            ]
          },
          "execution_count": 4,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# check data shape\n",
        "df.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kM8GFyjk5WEl",
        "outputId": "fec0498c-a85c-4259-b444-0dca8145a59e"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 50000 entries, 0 to 49999\n",
            "Data columns (total 2 columns):\n",
            " #   Column     Non-Null Count  Dtype \n",
            "---  ------     --------------  ----- \n",
            " 0   review     50000 non-null  object\n",
            " 1   sentiment  50000 non-null  object\n",
            "dtypes: object(2)\n",
            "memory usage: 781.4+ KB\n"
          ]
        }
      ],
      "source": [
        "# check data info\n",
        "df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "58zNfEW-5WEl",
        "outputId": "3bcabe5e-23c1-4dab-d4b3-37a8c28b1382"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "review       0\n",
              "sentiment    0\n",
              "dtype: int64"
            ]
          },
          "execution_count": 6,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# check null values\n",
        "df.isna().sum()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "qtdMbryqqbv5"
      },
      "outputs": [],
      "source": [
        "# convert review text to lowercase\n",
        "df['review'] = df['review'].str.lower()\n",
        "\n",
        "# replace special characters, numbers with space\n",
        "df['review'] = df['review'].str.replace('[^\\w\\s]|[0-9]+', \"\", regex=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "V-9Xcygyqwxk",
        "outputId": "96b53911-e31e-4d91-974f-5198b2d2ca56"
      },
      "outputs": [
        {
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              "      <td>one of the other reviewers has mentioned that after watching just  oz episode youll be hooked they are right as this is exactly what happened with mebr br the first thing that struck me about oz was its brutality and unflinching scenes of violence which set in right from the word go trust me this is not a show for the faint hearted or timid this show pulls no punches with regards to drugs sex or violence its is hardcore in the classic use of the wordbr br it is called oz as that is the nickname given to the oswald maximum security state penitentary it focuses mainly on emerald city an experimental section of the prison where all the cells have glass fronts and face inwards so privacy is not high on the agenda em city is home to manyaryans muslims gangstas latinos christians italians irish and moreso scuffles death stares dodgy dealings and shady agreements are never far awaybr br i would say the main appeal of the show is due to the fact that it goes where other shows wouldnt dare ...</td>\n",
              "      <td>positive</td>\n",
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              "      <td>a wonderful little production br br the filming technique is very unassuming very oldtimebbc fashion and gives a comforting and sometimes discomforting sense of realism to the entire piece br br the actors are extremely well chosen michael sheen not only has got all the polari but he has all the voices down pat too you can truly see the seamless editing guided by the references to williams diary entries not only is it well worth the watching but it is a terrificly written and performed piece a masterful production about one of the great masters of comedy and his life br br the realism really comes home with the little things the fantasy of the guard which rather than use the traditional dream techniques remains solid then disappears it plays on our knowledge and our senses particularly with the scenes concerning orton and halliwell and the sets particularly of their flat with halliwells murals decorating every surface are terribly well done</td>\n",
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            "text/plain": [
              "                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                    review  \\\n",
              "0  one of the other reviewers has mentioned that after watching just  oz episode youll be hooked they are right as this is exactly what happened with mebr br the first thing that struck me about oz was its brutality and unflinching scenes of violence which set in right from the word go trust me this is not a show for the faint hearted or timid this show pulls no punches with regards to drugs sex or violence its is hardcore in the classic use of the wordbr br it is called oz as that is the nickname given to the oswald maximum security state penitentary it focuses mainly on emerald city an experimental section of the prison where all the cells have glass fronts and face inwards so privacy is not high on the agenda em city is home to manyaryans muslims gangstas latinos christians italians irish and moreso scuffles death stares dodgy dealings and shady agreements are never far awaybr br i would say the main appeal of the show is due to the fact that it goes where other shows wouldnt dare ...   \n",
              "1                                               a wonderful little production br br the filming technique is very unassuming very oldtimebbc fashion and gives a comforting and sometimes discomforting sense of realism to the entire piece br br the actors are extremely well chosen michael sheen not only has got all the polari but he has all the voices down pat too you can truly see the seamless editing guided by the references to williams diary entries not only is it well worth the watching but it is a terrificly written and performed piece a masterful production about one of the great masters of comedy and his life br br the realism really comes home with the little things the fantasy of the guard which rather than use the traditional dream techniques remains solid then disappears it plays on our knowledge and our senses particularly with the scenes concerning orton and halliwell and the sets particularly of their flat with halliwells murals decorating every surface are terribly well done   \n",
              "\n",
              "  sentiment  \n",
              "0  positive  \n",
              "1  positive  "
            ]
          },
          "execution_count": 8,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "df.head(2)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "X-orET5L5WEs"
      },
      "source": [
        "# Sentiment Analysis"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "tN9bjKC25WEs"
      },
      "outputs": [],
      "source": [
        "from sklearn.feature_extraction.text import TfidfVectorizer\n",
        "from sklearn.feature_extraction.text import TfidfTransformer\n",
        "from wordcloud import WordCloud\n",
        "from wordcloud import STOPWORDS\n",
        "from random_word import RandomWords\n",
        "import nltk\n",
        "from nltk.corpus import stopwords\n",
        "from nltk.stem import WordNetLemmatizer\n",
        "from nltk.stem import PorterStemmer\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.tree import DecisionTreeClassifier\n",
        "from sklearn.ensemble import  RandomForestClassifier\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import classification_report\n",
        "from sklearn.metrics import roc_auc_score, confusion_matrix\n",
        "from sklearn.metrics import roc_curve, ConfusionMatrixDisplay"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "FLdMn79YsOL9"
      },
      "source": [
        "# Word cloud of the most positive and negative reviews"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "NRbYjVP0rh_o"
      },
      "outputs": [],
      "source": [
        "#Separate data into positive and negative reviews\n",
        "\n",
        "positive_rev = \" \".join(i for i in df[df['sentiment'] == 'positive']['review'])\n",
        "negative_rev = \" \".join(i for i in df[df['sentiment'] == 'negative']['review'])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 89
        },
        "id": "YYONrFIzvJHG",
        "outputId": "baaed78f-d7c9-4d48-b435-2e254f45c4af"
      },
      "outputs": [
        {
          "data": {
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            "text/plain": [
              "<Figure size 1200x1000 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "#Wordcloud\n",
        "stopwords = set(STOPWORDS)\n",
        "wordcloud_positive = WordCloud(stopwords=stopwords, background_color='white').generate(positive_rev)\n",
        "wordcloud_negative = WordCloud(stopwords=stopwords, background_color='white').generate(negative_rev)\n",
        "\n",
        "fig, (ax1,ax2) = plt.subplots(1,2, figsize=[12,10])\n",
        "ax1.imshow(wordcloud_positive,interpolation='bilinear')\n",
        "ax1.axis(\"off\")\n",
        "ax1.set_title('Positive Review')\n",
        "ax2.imshow(wordcloud_negative,interpolation='bilinear')\n",
        "ax2.axis(\"off\")\n",
        "ax2.set_title('Negative Review');"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KUz5Gsi1x4oR"
      },
      "source": [
        "# Modelling"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zgE0PeJQO8Xb"
      },
      "source": [
        "## Remove Stopwords"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "Q_PeL3vwPfhM"
      },
      "outputs": [],
      "source": [
        "#nltk.download('stopwords')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "lqHxmu0cO6nB"
      },
      "outputs": [],
      "source": [
        "# Remove stop words from review text\n",
        "stopword = set(stopwords.words('english'))\n",
        "def clean_stopwords(text):\n",
        "    text = \" \".join(word for word in text.split() if word not in stopword)\n",
        "    return text\n",
        "\n",
        "df['review'] = df['review'].apply(clean_stopwords)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bi43bwQGQAa8"
      },
      "source": [
        "# Stemming"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "6bLNgQlaP8DX"
      },
      "outputs": [],
      "source": [
        "#stemming\n",
        "ps = PorterStemmer()\n",
        "def stemmatization(text):\n",
        "  text = ' '.join(ps.stem(word) for word in text.split() if word in text)\n",
        "  return text\n",
        "df['review'] = df['review'].apply(stemmatization)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "U9my9ib1QOUn"
      },
      "source": [
        "# Lemmatization"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "nUTSZ7BYQ2xH"
      },
      "outputs": [],
      "source": [
        "#nltk.download('wordnet')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "w4ku2yvNQJgJ"
      },
      "outputs": [],
      "source": [
        "# Lemmatization\n",
        "lem = WordNetLemmatizer()\n",
        "def lemmatization (text):\n",
        "    text = [lem.lemmatize(word) for word in text.split() if word in text]\n",
        "    return \" \".join(text)\n",
        "df['review'] = df['review'].apply(lemmatization)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "4Uj2lI2xQau6",
        "outputId": "d7b33d0a-0e3f-4085-a597-a58f1fb3ad55"
      },
      "outputs": [
        {
          "data": {
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              "      <th>0</th>\n",
              "      <td>one review mention watch oz episod youll hook right exactli happen mebr br first thing struck oz brutal unflinch scene violenc set right word go trust show faint heart timid show pull punch regard drug sex violenc hardcor classic use wordbr br call oz nicknam given oswald maximum secur state penitentari focus mainli emerald citi experiment section prison cell glass front face inward privaci high agenda em citi home manyaryan muslim gangsta latino christian italian irish moreso scuffl death stare dodgi deal shadi agreement never far awaybr br would say main appeal show due fact goe show wouldnt dare forget pretti pictur paint mainstream audienc forget charm forget romanceoz doesnt mess around first episod ever saw struck nasti surreal couldnt say readi watch develop tast oz got accustom high level graphic violenc violenc injustic crook guard wholl sold nickel inmat wholl kill order get away well manner middl class inmat turn prison bitch due lack street skill prison experi watch oz ...</td>\n",
              "      <td>positive</td>\n",
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              "      <th>1</th>\n",
              "      <td>wonder littl product br br film techniqu unassum oldtimebbc fashion give comfort sometim discomfort sen realism entir piec br br actor extrem well chosen michael sheen got polari voic pat truli see seamless edit guid refer william diari entri well worth watch terrificli written perform piec master product one great master comedi life br br realism realli come home littl thing fantasi guard rather use tradit dream techniqu remain solid disappear play knowledg sen particularli scene concern orton halliwel set particularli flat halliwel mural decor everi surfac terribl well done</td>\n",
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              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-5eb28145-0360-4223-8161-036f8fa17c22\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-5eb28145-0360-4223-8161-036f8fa17c22')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-5eb28145-0360-4223-8161-036f8fa17c22 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "text/plain": [
              "                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                    review  \\\n",
              "0  one review mention watch oz episod youll hook right exactli happen mebr br first thing struck oz brutal unflinch scene violenc set right word go trust show faint heart timid show pull punch regard drug sex violenc hardcor classic use wordbr br call oz nicknam given oswald maximum secur state penitentari focus mainli emerald citi experiment section prison cell glass front face inward privaci high agenda em citi home manyaryan muslim gangsta latino christian italian irish moreso scuffl death stare dodgi deal shadi agreement never far awaybr br would say main appeal show due fact goe show wouldnt dare forget pretti pictur paint mainstream audienc forget charm forget romanceoz doesnt mess around first episod ever saw struck nasti surreal couldnt say readi watch develop tast oz got accustom high level graphic violenc violenc injustic crook guard wholl sold nickel inmat wholl kill order get away well manner middl class inmat turn prison bitch due lack street skill prison experi watch oz ...   \n",
              "1                                                                                                                                                                                                                                                                                                                                                                                                                                   wonder littl product br br film techniqu unassum oldtimebbc fashion give comfort sometim discomfort sen realism entir piec br br actor extrem well chosen michael sheen got polari voic pat truli see seamless edit guid refer william diari entri well worth watch terrificli written perform piec master product one great master comedi life br br realism realli come home littl thing fantasi guard rather use tradit dream techniqu remain solid disappear play knowledg sen particularli scene concern orton halliwel set particularli flat halliwel mural decor everi surfac terribl well done   \n",
              "\n",
              "  sentiment  \n",
              "0  positive  \n",
              "1  positive  "
            ]
          },
          "execution_count": 25,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "df.head(2)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vy1A1naUQmqU"
      },
      "source": [
        "# TF-IDF"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jq1Vk4ACQgqj",
        "outputId": "da3fc94f-145b-4c9c-ec3a-e5bfda4a3baa"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "  (0, 136701)\t0.0488957066503809\n",
            "  (0, 135288)\t0.050746736216435655\n",
            "  (0, 135271)\t0.025701175850165063\n",
            "  (0, 134884)\t0.10833125000568675\n",
            "  (0, 134881)\t0.04518853782056653\n",
            "  (0, 133484)\t0.19861117910161716\n",
            "  (0, 132363)\t0.02735348962136844\n",
            "  (0, 131643)\t0.07255067732190802\n",
            "  (0, 130198)\t0.21207224166420116\n",
            "  (0, 129984)\t0.13323047445505\n",
            "  (0, 128556)\t0.03430235302484928\n",
            "  (0, 127237)\t0.10003150852256566\n",
            "  (0, 126675)\t0.0738053933073808\n",
            "  (0, 125346)\t0.036988965484304664\n",
            "  (0, 124997)\t0.0635053469030399\n",
            "  (0, 123613)\t0.04952917192946268\n",
            "  (0, 122494)\t0.0946876685951281\n",
            "  (0, 121190)\t0.02916775425127313\n",
            "  (0, 119276)\t0.05840486015720198\n",
            "  (0, 117704)\t0.06824579986931997\n",
            "  (0, 116063)\t0.14980134303168702\n",
            "  (0, 115812)\t0.05487370098791124\n",
            "  (0, 114523)\t0.05197987596147996\n",
            "  (0, 114337)\t0.07015316257064484\n",
            "  (0, 111944)\t0.0738053933073808\n",
            "  :\t:\n",
            "  (49999, 64833)\t0.18585221171089045\n",
            "  (49999, 59829)\t0.145625051180551\n",
            "  (49999, 58701)\t0.09775904990481614\n",
            "  (49999, 58398)\t0.16727406969805755\n",
            "  (49999, 56570)\t0.08415212254350109\n",
            "  (49999, 54343)\t0.09858372689725953\n",
            "  (49999, 52343)\t0.12898233856363842\n",
            "  (49999, 48982)\t0.1596531963992466\n",
            "  (49999, 48776)\t0.05252056760101692\n",
            "  (49999, 40564)\t0.17602478388221668\n",
            "  (49999, 40354)\t0.1720590955769072\n",
            "  (49999, 39201)\t0.1763717763170215\n",
            "  (49999, 38356)\t0.11067140651539675\n",
            "  (49999, 37596)\t0.1049539577341092\n",
            "  (49999, 26725)\t0.16157911219872628\n",
            "  (49999, 19913)\t0.056266361790838416\n",
            "  (49999, 19820)\t0.1307123103915332\n",
            "  (49999, 19731)\t0.11056974787549945\n",
            "  (49999, 17879)\t0.08098997035243062\n",
            "  (49999, 17123)\t0.14951116974078907\n",
            "  (49999, 14676)\t0.04073650517346873\n",
            "  (49999, 11442)\t0.0704431255812583\n",
            "  (49999, 8043)\t0.11526818993723058\n",
            "  (49999, 6663)\t0.10923629501303231\n",
            "  (49999, 5010)\t0.07829609204648029\n"
          ]
        }
      ],
      "source": [
        "vectorizer = TfidfVectorizer()\n",
        "vectorizer.fit(df['review'])\n",
        "vector = vectorizer.transform(df['review'])\n",
        "print(vector)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "5pJNnogcRpYB"
      },
      "outputs": [],
      "source": [
        "# Relace target variable\n",
        "df['sentiment'] =df['sentiment'].str.replace('negative','0')\n",
        "df['sentiment'] =df['sentiment'].str.replace('positive','1')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "kJQl1gs_R8ab"
      },
      "outputs": [],
      "source": [
        "# Convert sentiment to int data type\n",
        "df['sentiment']= df['sentiment'].astype(int)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "_jO0znvwR-NJ"
      },
      "outputs": [],
      "source": [
        "# Split Data\n",
        "X = df['review']\n",
        "y = df['sentiment']\n",
        "\n",
        "X_train, X_test, y_train, y_test = train_test_split(vector,y,test_size = 0.2,stratify=y,random_state=0)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TQ0Q2FXk5WEw"
      },
      "source": [
        "## Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "DHbUlfTs5WEw"
      },
      "outputs": [],
      "source": [
        "# Initialize model\n",
        "\n",
        "RANDOM_STATE = 0\n",
        "logit = LogisticRegression(max_iter = 1000, random_state=RANDOM_STATE)\n",
        "rf = RandomForestClassifier(random_state=RANDOM_STATE)\n",
        "dt = DecisionTreeClassifier(random_state=RANDOM_STATE)\n",
        "\n",
        "models = {'Logistic_Regression':logit, 'RandomForest_Classifier':rf,\n",
        "        'DecisionTree_Classifier':dt}\n",
        "\n",
        "# Train models\n",
        "\n",
        "classifiers = []\n",
        "for classifier,model in models.items():\n",
        "    model.fit(X_train,y_train)\n",
        "    classifiers.append(classifier)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qyah9SY15WE3"
      },
      "source": [
        "# Evaluation"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "b8cd_3dw5WE3"
      },
      "source": [
        "## Evaluation model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XU2AZDQs5WE3",
        "outputId": "1c519d74-2c30-46ac-c7ca-8f0d9077423a"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Logistic_Regression Test Set Accuracy:0.8933 ROC AUC Score: 0.956069\n",
            "RandomForest_Classifier Test Set Accuracy:0.851 ROC AUC Score: 0.92601522\n",
            "DecisionTree_Classifier Test Set Accuracy:0.7222 ROC AUC Score: 0.7222\n"
          ]
        }
      ],
      "source": [
        "# Evaluating model\n",
        "\n",
        "accuracy_list, auc_list = [], []\n",
        "for classifier,model in models.items():\n",
        "    y_pred = model.predict(X_test)\n",
        "    y_proba = model.predict_proba(X_test)[:, 1]\n",
        "    test_score = model.score(X_test,y_test)\n",
        "    accuracy_list.append(test_score)\n",
        "    auc_score = roc_auc_score(y_test, y_proba)\n",
        "    auc_list.append(auc_score)\n",
        "    print(f\"{classifier} Test Set Accuracy:{test_score} ROC AUC Score: {auc_score}\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "RVj7fZnz13A1",
        "outputId": "3e5c3611-4c1c-486f-d53a-d83a4e2d6f9f"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "LogisticRegression(max_iter=1000, random_state=0) Confusion matrix:\n",
            "[[4397  603]\n",
            " [ 464 4536]]\n",
            "====\n",
            "\n",
            "\n",
            "LogisticRegression(max_iter=1000, random_state=0) Classification report:\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.90      0.88      0.89      5000\n",
            "    Positive       0.88      0.91      0.89      5000\n",
            "\n",
            "    accuracy                           0.89     10000\n",
            "   macro avg       0.89      0.89      0.89     10000\n",
            "weighted avg       0.89      0.89      0.89     10000\n",
            "\n",
            "RandomForestClassifier(random_state=0) Confusion matrix:\n",
            "[[4273  727]\n",
            " [ 763 4237]]\n",
            "====\n",
            "\n",
            "\n",
            "RandomForestClassifier(random_state=0) Classification report:\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.85      0.85      0.85      5000\n",
            "    Positive       0.85      0.85      0.85      5000\n",
            "\n",
            "    accuracy                           0.85     10000\n",
            "   macro avg       0.85      0.85      0.85     10000\n",
            "weighted avg       0.85      0.85      0.85     10000\n",
            "\n",
            "DecisionTreeClassifier(random_state=0) Confusion matrix:\n",
            "[[3578 1422]\n",
            " [1356 3644]]\n",
            "====\n",
            "\n",
            "\n",
            "DecisionTreeClassifier(random_state=0) Classification report:\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.73      0.72      0.72      5000\n",
            "    Positive       0.72      0.73      0.72      5000\n",
            "\n",
            "    accuracy                           0.72     10000\n",
            "   macro avg       0.72      0.72      0.72     10000\n",
            "weighted avg       0.72      0.72      0.72     10000\n",
            "\n"
          ]
        },
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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9pKSkaH1vtG3bFkVFRbhz545G4uTs7KxxxJGjoyPGjx+PX375BdOmTcO6desAPHmdAZT5tS7r3+Szjh07BicnJ3z88cd4/fXX0bx5c1y/fr1EuxYtWiAoKAj79+/H4MGDsXHjxhc+hpfh6emJlJSUEs+Zrknns4YNG4Zz586hVatWpb5uZXmdXV1dNdYDJd+jlRU/vbr4qhqob775BkVFRfif//kf/Pzzz7h06RKSk5OxatUqqYTr7e0Nd3d3+Pr64o8//sCJEyfg5+eHbt266VRuLs0bb7yBH374Ab/99hvOnTsHf39/jS+6sLAwfP/99/jrr79w9epV/PjjjzA1NYWTk1OJviozzqctWrQId+/ehVKpLHV98+bNERMTg2PHjiE5ORnvv/8+bt++rdGmcePGOH78OK5du4Z79+7pVAn55ptvkJCQgE2bNsHX1xeDBg2Cr69vmStFxT788EPs3r0bp06dkuL+4YcfkJycjOPHj8PX11fnw4LHjx+PS5cuYcaMGUhJSUFERATCwsI02kybNg2xsbFYtGgRLl68iE2bNmH16tWYPn26TvvSRfPmzTFw4ECMHTsWR44cwZ9//onhw4ejQYMGGDhw4HO3a9GiBXx9feHn54dffvkFqampOHHiBEJCQhAVFQUAmDJlCqKjo5Gamoo//vgDhw4dgqurKwDAyckJMpkMkZGRuHv3LrKzs18Ya1n+Jkt7fGlpadiyZQuuXLmCVatWSVUaAHj8+DEmTpyIuLg4XL9+HUePHsXJkyelOLU9hpcxd+5cbN68GQsWLEBSUhKSk5OxZcuWcp+zqHbt2khPT3/u+YLK8jpPnjwZ+/btwxdffIFLly5h9erV2LdvX5XET68uJjkGqmnTpvjjjz/Qo0cPTJs2Da1atUKvXr0QGxuLtWvXAngyLPDrr7+idu3a6Nq1K7y9vdG0aVNs3bq13PufPXs2unXrhv79+8PHxweDBg1Cs2bNpPXW1tZYt24dOnXqhNatW+PAgQPYvXt3qcNElRnn0+RyOerVq/fcEwDOmTMHnp6eUCqV6N69O+zs7DBo0CCNNtOnT4eRkRHc3NxQv379Ms/XuXDhAmbMmIE1a9ZIc4/WrFmDe/fu4ZNPPtHpcbi5uaF3796YO3cugCfn/Hn48CE8PT0xYsQITJ48GTY2Njr12ahRI/z888/YuXMnPDw8EBoais8//1yjjaenJ7Zt24YtW7agVatWmDt3LhYuXIiRI0fqtC9dbdy4Ee3atUP//v3h5eUFIQT27Nnz3HOzPL2dn58fpk2bBhcXFwwaNAgnT55Eo0aNADyp0gQGBsLV1RV9+vRBixYtsGbNGgBAgwYNsGDBAsyaNQu2traYOHHiC+Msy9/ks958800EBQVh4sSJaNOmDY4dO6bxfjAyMsL9+/fh5+eHFi1a4N1330Xfvn2xYMGCFz6Gl6FUKhEZGYn9+/fjP//5Dzp06IDly5eX+uNEV9bW1lqHuV70Onfo0AHr1q3DypUr4eHhgf3795dIXiozfno1yUR5ZsQRERERvaJYySEiIiKDxCSHiKic0tLSNA5LfvZWGZcHIaIX43AVEVE5FRYW4tq1a89d37hx4xLnfiGiysckh4iIiAwSh6uIiIjIIDHJISIiIoPEQeJXkFqtxq1bt2Bpafncc7YQEdGrSQiBf/75Bw4ODpV6JuXc3FydTxb6PHK53CAvbcEk5xV069YtjYtREhGR/rlx4wYaNmxYKX3n5ubqfOZybezs7JCammpwiQ6TnFfQ01fSJjJUWVlZ1R0CUaVQqVRwdHSs1M/yiqrgFMvIyEB+fj6THKp8HKKifwOFQlHdIRBVqqr6LC/vfgz5IGsmOURERHpKJpNVSDJlqIkOkxwiIiI9xSRHOx5CTkRERAaJlRwiIiI9VVGVHEPFJIeIiEhPMcnRjsNVREREZJBYySEiItJTrORoxySHiIhITzHJ0Y7DVURERGSQWMkhIiLSU6zkaMckh4iISE8xydGOw1VERERkkFjJISIi0lOs5GjHJIeIiEhPMcnRjkkOERGRnmKSox3n5BAREZFBYiWHiIhIT7GSox2THCIiIj3FJEc7DlcRERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOw5XERER0UtZvHgxZDIZpkyZIi3Lzc1FYGAg6tatCwsLCwwZMgS3b9/W2C4tLQ0+Pj4wMzODjY0NZsyYgcLCQo02cXFx8PT0hImJCZydnREWFqZzfExyiIiI9FRxJae8t5dx8uRJfPvtt2jdurXG8qCgIOzevRs//fQT4uPjcevWLQwePFhaX1RUBB8fH+Tn5+PYsWPYtGkTwsLCMHfuXKlNamoqfHx80KNHDyQmJmLKlCkYM2YMoqOjdXt+hBDipR4dVRqVSgUrK6vqDoOoUvGjhwxV8Wd4VlYWFApFpe6jdu3a5R6uEkLg4cOHOsWbnZ0NT09PrFmzBp9++inatGmDFStWICsrC/Xr10dERATefvttAMCFCxfg6uqKhIQEdOjQAXv37kX//v1x69Yt2NraAgBCQ0MRHByMu3fvQi6XIzg4GFFRUfjrr7+kfb733nvIzMzEvn37yvzYWMkhIiIinQQGBsLHxwfe3t4ay0+fPo2CggKN5S1btkSjRo2QkJAAAEhISIC7u7uU4ACAUqmESqVCUlKS1ObZvpVKpdRHWXHiMRERkR6riEoO8KQ69DQTExOYmJiUaL9lyxb88ccfOHnyZIl1GRkZkMvlsLa21lhua2uLjIwMqc3TCU7x+uJ12tqoVCo8fvwYpqamZXpsrOQQERHpqYqck+Po6AgrKyvpFhISUmJ/N27cwIcffojw8HDUqlWrqh+uzljJISIi0lMVcQh58fY3btzQmJNTWhXn9OnTuHPnDjw9PaVlRUVFOHz4MFavXo3o6Gjk5+cjMzNTo5pz+/Zt2NnZAQDs7Oxw4sQJjX6Lj756us2zR2Tdvn0bCoWizFUcgJUcIiIiAqBQKDRupSU5PXv2xLlz55CYmCjdXn/9dfj6+kr/r1mzJmJjY6VtUlJSkJaWBi8vLwCAl5cXzp07hzt37khtYmJioFAo4ObmJrV5uo/iNsV9lBUrOURERHqqIis5ZWFpaYlWrVppLDM3N0fdunWl5QEBAZg6dSrq1KkDhUKBSZMmwcvLCx06dAAA9O7dG25ubhgxYgSWLl2KjIwMzJkzB4GBgVJiNX78eKxevRozZ87E6NGjcfDgQWzbtg1RUVE6PTYmOURERHqqqpOcsli+fDlq1KiBIUOGIC8vD0qlEmvWrJHWGxkZITIyEhMmTICXlxfMzc3h7++PhQsXSm2aNGmCqKgoBAUFYeXKlWjYsCHWr18PpVKpUyw8T84riOfJoX8DfvSQoarK8+TUr18fNWqUb+aJWq3G3bt3KzXe6sJKDhERkZ56FSs5rxImOURERHqKSY52PLqKiIiIDBIrOURERHqKlRztmOQQERHpKSY52nG4ioiIiAwSKzlERER6ipUc7ZjkEBER6SkmOdoxySEiItJTTHK045wcIiIiMkis5BAREekpVnK0Y5JDRESkp5jkaMfhKiIiIjJIrOQQERHpKVZytGOSQ0REpKeY5GjH4SoiIiIySKzkEBER6SlWcrRjkkNERKSnmORox+EqIiIiMkis5BAREekxQ67ElBeTHCIiIj3F4SrtmOQQERHpKSY52nFODhERERkkVnKIiIj0FCs52jHJISIi0lNMcrTjcBUREREZJFZyiIiI9BQrOdoxySEiItJTTHK043AVERERGSRWcoiIiPQUKznaMckhIiLSU0xytONwFRERERkkVnKIiIj0FCs52jHJISIi0lNMcrRjkkNERKSnmORoxzk5REREZJBYySEiItJTrORoxySHiIhITzHJ0Y7DVURERGSQWMkhIiLSU6zkaMckh4iISE8xydGOw1VERERUJmvXrkXr1q2hUCigUCjg5eWFvXv3Suu7d+8uJV7Ft/Hjx2v0kZaWBh8fH5iZmcHGxgYzZsxAYWGhRpu4uDh4enrCxMQEzs7OCAsLe6l4WckhIiLSU1VdyWnYsCEWL16M5s2bQwiBTZs2YeDAgThz5gxee+01AMDYsWOxcOFCaRszMzPp/0VFRfDx8YGdnR2OHTuG9PR0+Pn5oWbNmvj8888BAKmpqfDx8cH48eMRHh6O2NhYjBkzBvb29lAqlbo9NiGE0GkLqnQqlQpWVlbVHQZRpeJHDxmq4s/wrKwsKBSKSt1Hu3btYGRkVK6+ioqKcPr06ZeOt06dOli2bBkCAgLQvXt3tGnTBitWrCi17d69e9G/f3/cunULtra2AIDQ0FAEBwfj7t27kMvlCA4ORlRUFP766y9pu/feew+ZmZnYt2+fTrFxuIqIiIh0VlRUhC1btiAnJwdeXl7S8vDwcNSrVw+tWrXC7Nmz8ejRI2ldQkIC3N3dpQQHAJRKJVQqFZKSkqQ23t7eGvtSKpVISEjQOUYOVxEREemxipo4rFKpNO6bmJjAxMSkRLtz587By8sLubm5sLCwwI4dO+Dm5gYAGDZsGJycnODg4ICzZ88iODgYKSkp+OWXXwAAGRkZGgkOAOl+RkaG1jYqlQqPHz+GqalpmR8TkxwiIiI9VZFzchwdHTWWz5s3D/Pnzy/R3sXFBYmJicjKysL27dvh7++P+Ph4uLm5Ydy4cVI7d3d32Nvbo2fPnrhy5QqaNWtWrjhfBpMcIiIiPVWRSc6NGzc05uSUVsUBALlcDmdnZwBAu3btcPLkSaxcuRLffvttibbt27cHAFy+fBnNmjWDnZ0dTpw4odHm9u3bAAA7Ozvp3+JlT7dRKBQ6VXEAzskhIiIiQDosvPj2vCTnWWq1Gnl5eaWuS0xMBADY29sDALy8vHDu3DncuXNHahMTEwOFQiENeXl5eSE2Nlajn5iYGI15P2XFSg4REZGequpDyGfPno2+ffuiUaNG+OeffxAREYG4uDhER0fjypUriIiIQL9+/VC3bl2cPXsWQUFB6Nq1K1q3bg0A6N27N9zc3DBixAgsXboUGRkZmDNnDgIDA6Wkavz48Vi9ejVmzpyJ0aNH4+DBg9i2bRuioqJ0fmxMcoiIiPRUVSc5d+7cgZ+fH9LT02FlZYXWrVsjOjoavXr1wo0bN3DgwAGsWLECOTk5cHR0xJAhQzBnzhxpeyMjI0RGRmLChAnw8vKCubk5/P39Nc6r06RJE0RFRSEoKAgrV65Ew4YNsX79ep3PkQPwPDmvJJ4nh/4N+NFDhqoqz5PTvn17GBuXr15RWFiI48ePV2q81YVzcl6gcePGzz2pEb2agoODIYTA8uXLAQC1a9fGqlWrcOHCBTx69AjXr1/HypUrNf6Y/f39IYQo9Va/fn0AQKdOnXDkyBHcu3cPjx49QnJyMqZMmVIdD5EIjRs3LnH6fJlMhsDAQDx48ACTJk2Ci4sLTE1N0ahRI0yePBlZWVnS9mFhYaVuL5PJNOZL0Kvtea+hrjdDVa3DVSNHjsSmTZsQEhKCWbNmSct37tyJt956q0p/6YWFhWHKlCnIzMzUWH7y5EmYm5tXWRxUPq+//jref/99/Pnnn9IyBwcHODg4YPr06Th//jycnJwQGhoKBwcHvPPOOwCArVu3ljiTZlhYGGrVqoW7d+8CAHJycrB69WqcPXsWOTk56Ny5M7799lvk5ORg3bp1VfcgifDks6moqEi6/9dff6FXr1545513cOvWLdy6dQtffPEF3NzccP36dYwfPx63bt3C9u3bAQBDhw5Fnz59NPocOXIkcnNzYWNjU6WPhV4eL9CpXbXPyalVqxaWLFmC999/H7Vr167ucEoo/hVPrz5zc3OEh4dj7NixGmPASUlJePvtt6X7V69exccff4wff/wRRkZGKCoqQm5uLnJzc6U29erVwxtvvIGAgABpWWJionSkAABcv34dgwcPRpcuXZjkUJV79rNp8eLFaNasGbp16waZTIaff/5ZWtesWTN89tlnGD58OAoLC2FsbAxTU1ONw3Hv3r2LgwcP4vvvv6+yx0BU2ap9uMrb2xt2dnYICQl5bpsjR46gS5cuMDU1haOjIyZPnoycnBxpfXp6Onx8fGBqaoomTZogIiKixDDTV199BXd3d5ibm8PR0REffPABsrOzATy52umoUaOQlZUlZcXFJ0B6up9hw4Zh6NChGrEVFBSgXr162Lx5M4Anh9KFhISgSZMmMDU1hYeHh/TLiSrXN998g6ioqBKHHpbGysoKKpVK45fw0/z8/PDo0SOtr12bNm3QsWNHxMfHv3TMRBUhPz8fP/74I0aPHv3cX+XF8y2eN39j8+bNMDMz0/hBQK8+DldpV+1JjpGRET7//HN8/fXXuHnzZon1V65cQZ8+fTBkyBCcPXsWW7duxZEjRzBx4kSpjZ+fH27duoW4uDj8/PPP+O6770qMKdeoUQOrVq1CUlISNm3ahIMHD2LmzJkAgI4dO2LFihVQKBRIT09Heno6pk+fXiIWX19f7N69W0qOACA6OhqPHj3CW2+9BQAICQnB5s2bERoaiqSkJAQFBWH48OH8IqxkQ4cOhaenJ2bPnv3CtnXr1sUnn3yC77777rltAgICEBERoVHdKXbjxg3k5ubi1KlT+Oabb/jLl6rdzp07kZmZiZEjR5a6/t69e1i0aJHG2Wif9f3332PYsGE6n2yNqheTHO2qfbgKAN566y20adMG8+bNK/GFERISAl9fX2mCZ/PmzbFq1Sp069YNa9euxbVr13DgwAGcPHkSr7/+OgBg/fr1aN68uUY/T08Qbdy4MT799FOMHz8ea9asgVwuh5WVFWQymXTGxdIolUqYm5tjx44dGDFiBAAgIiICb775JiwtLZGXl4fPP/8cBw4ckE5a1LRpUxw5cgTffvstunXrVmq/eXl5GidSevb6IaRdw4YNsXLlSvTq1eu5J6QqZmlpiaioKJw/f77U05UDQIcOHaTzOJSmS5cusLCwQIcOHbB48WJcvnwZW7ZsKe/DIHpp33//Pfr27QsHB4cS61QqFXx8fODm5vbc93xCQgKSk5Pxww8/VHKkRFXrlUhyAGDJkiV44403SlRQ/vzzT5w9exbh4eHSMiEE1Go1UlNTcfHiRRgbG8PT01Na7+zsXGJ+z4EDBxASEoILFy5ApVKhsLAQubm5ePToEczMzMoUo7GxMd59912Eh4djxIgRyMnJwa+//ip9wV2+fBmPHj1Cr169NLbLz89H27Ztn9tvSEgIFixYUKYYqKR27drB1tYWf/zxh7TM2NgYXbt2xcSJE2FiYgK1Wg0LCwvs27cP//zzD9566y0UFhaW2t+YMWNw5swZjf6edu3aNQBPJnra2tpi/vz5THKo2ly/fh0HDhyQLoD4tH/++Qd9+vSBpaUlduzYgZo1a5bax/r169GmTRu0a9eussOlCsaJx9q9MklO165doVQqMXv2bI2Sa3Z2Nt5//31Mnjy5xDaNGjXCxYsXX9j3tWvX0L9/f0yYMAGfffYZ6tSpgyNHjiAgIAD5+fllTnKAJ0NW3bp1w507dxATEwNTU1PpCIXiYayoqCg0aNBAYzttp8eePXs2pk6dKt1XqVQlLpRGzxcbG4tWrVppLNu4cSMuXLiAJUuWQK1Ww9LSEtHR0cjLy8Obb7753IqPubk53n333TINewFPhkHLeupzosqwceNG2NjYwMfHR2O5SqWCUqmEiYkJdu3ahVq1apW6fXZ2NrZt26Z1XiS9upjkaPfKJDnAk6MD2rRpAxcXF2mZp6cnzp8/L10M7FkuLi4oLCzEmTNnpF8hly9fxsOHD6U2p0+fhlqtxpdffokaNZ5MQ9q2bZtGP3K5/LmTUJ/WsWNHODo6YuvWrdi7dy/eeecd6deRm5sbTExMkJaW9tyhqdI873L2VDbZ2dlISkrSWJaTk4P79+8jKSkJlpaW2L9/P8zMzDB8+HDpuizAkyNK1Gq1tN3QoUNhbGyMH3/8scR+PvjgA6SlpeHChQsAniTm06dPx6pVqyrx0RE9n1qtxsaNG+Hv768xoVilUqF379549OgRfvzxR6hUKmkYvH79+jAyMpLabt26FYWFhRg+fHiVx0/lxyRHu1cqyXF3d4evr6/Gl0ZwcDA6dOiAiRMnYsyYMTA3N8f58+cRExOD1atXo2XLlvD29sa4ceOwdu1a1KxZE9OmTYOpqan0wjk7O6OgoABff/01BgwYgKNHjyI0NFRj340bN0Z2djZiY2Ph4eEBMzOz51Z4hg0bhtDQUFy8eBGHDh2SlltaWmL69OkICgqCWq1G586dkZWVhaNHj0KhUMDf378SnjV6EU9PT3To0AHAk4nsT2vcuDGuX78u3Q8ICMAvv/yicdK0YjVq1JCOnCssLMSVK1cQHBxc6pV3iarCgQMHkJaWhtGjR2ss/+OPP3D8+HEAKPEDMTU1FY0bN5buf//99xg8eDCsra0rO1yiKletl3UYOXIkMjMzsXPnTmnZtWvX4OLigvz8fOlkgCdPnsTHH3+MhIQECCHQrFkzDB06FB999BGAJ4eQBwQE4ODBg9Lh6FOmTMHChQvx/vvvAwCWL1+OZcuWITMzE127doWvry/8/Pzw8OFD6Y97woQJ+Omnn3D//n3MmzcP8+fPR+PGjTFlyhSNicvJyclwc3ODk5MTUlNTNbJgIQRWrVqFtWvX4urVq7C2toanpyc++ugjdO3atUzPCy/rQP8GvKwDGaqqvKxDt27dKuSyDvHx8QZ5WQeDvHbVzZs34ejoiAMHDqBnz57VHY7OmOTQv4EBfvQQAajaJKd79+4VkuTExcUZZJLzSg1XvayDBw8iOzsb7u7uSE9Px8yZM9G4ceMyV06IiIjI8BhEklNQUICPPvoIV69ehaWlJTp27Ijw8PDnHi5JRERkCDjxWDuDSHKUSiWUSmV1h0FERFSlmORoV+2XdSAiIiKqDAZRySEiIvo3YiVHOyY5REREeopJjnYcriIiIiKDxEoOERGRHjPkSkx5MckhIiLSUxyu0o5JDhERkZ5ikqMd5+QQERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOw5XERERkUFiJYeIiEhPsZKjHZMcIiIiPcUkRzsOVxEREZFBYiWHiIhIT7GSox2THCIiIj3FJEc7DlcRERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOyY5REREeopJjnack0NEREQGiZUcIiIiPcVKjnZMcoiIiPQUkxztOFxFREREBomVHCIiIj3FSo52THKIiIj0FJMc7ThcRURERAaJSQ4REZGeKq7klPdWVmvXrkXr1q2hUCigUCjg5eWFvXv3Sutzc3MRGBiIunXrwsLCAkOGDMHt27c1+khLS4OPjw/MzMxgY2ODGTNmoLCwUKNNXFwcPD09YWJiAmdnZ4SFhb3U88Mkh4iISE9VdZLTsGFDLF68GKdPn8apU6fwxhtvYODAgUhKSgIABAUFYffu3fjpp58QHx+PW7duYfDgwdL2RUVF8PHxQX5+Po4dO4ZNmzYhLCwMc+fOldqkpqbCx8cHPXr0QGJiIqZMmYIxY8YgOjpa9+dHCCF03ooqlUqlgpWVVXWHQVSp+NFDhqr4MzwrKwsKhaJS9/HOO++gZs2a5eqroKAAP/3000vHW6dOHSxbtgxvv/026tevj4iICLz99tsAgAsXLsDV1RUJCQno0KED9u7di/79++PWrVuwtbUFAISGhiI4OBh3796FXC5HcHAwoqKi8Ndff0n7eO+995CZmYl9+/bpFBsrOURERHqqIis5KpVK45aXl6d130VFRdiyZQtycnLg5eWF06dPo6CgAN7e3lKbli1bolGjRkhISAAAJCQkwN3dXUpwAECpVEKlUknVoISEBI0+itsU96ELJjlERER6rKKGqhwdHWFlZSXdQkJCSt3fuXPnYGFhARMTE4wfPx47duyAm5sbMjIyIJfLYW1trdHe1tYWGRkZAICMjAyNBKd4ffE6bW1UKhUeP36s03PDQ8iJiIj0VEUeQn7jxg2N4SoTE5NS27u4uCAxMRFZWVnYvn07/P39ER8fX64YKguTHCIiIpKOmHoRuVwOZ2dnAEC7du1w8uRJrFy5EkOHDkV+fj4yMzM1qjm3b9+GnZ0dAMDOzg4nTpzQ6K/46Kun2zx7RNbt27ehUChgamqq02PicBUREZGequqjq0qjVquRl5eHdu3aoWbNmoiNjZXWpaSkIC0tDV5eXgAALy8vnDt3Dnfu3JHaxMTEQKFQwM3NTWrzdB/FbYr70AUrOURERHqqqs94PHv2bPTt2xeNGjXCP//8g4iICMTFxSE6OhpWVlYICAjA1KlTUadOHSgUCkyaNAleXl7o0KEDAKB3795wc3PDiBEjsHTpUmRkZGDOnDkIDAyUhsfGjx+P1atXY+bMmRg9ejQOHjyIbdu2ISoqSufHxiSHiIiIyuTOnTvw8/NDeno6rKys0Lp1a0RHR6NXr14AgOXLl6NGjRoYMmQI8vLyoFQqsWbNGml7IyMjREZGYsKECfDy8oK5uTn8/f2xcOFCqU2TJk0QFRWFoKAgrFy5Eg0bNsT69euhVCp1jpfnyXkF8Tw59G/Ajx4yVFV5npxhw4ZBLpeXq6/8/HxERERUarzVhZUcIiIiPcULdGrHicdERERkkFjJISIi0lOs5GjHJIeIiEhPMcnRjkkOERGRnmKSox3n5BAREZFBYiWHiIhIT7GSox2THCIiIj3FJEc7DlcRERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOw5XERERkUFiJYeIiEhPsZKjXZmSnF27dpW5wzfffPOlgyEiIqKyY5KjXZmSnEGDBpWpM5lMhqKiovLEQ0RERFQhypTkqNXqyo6DiIiIdMRKjnblmpOTm5uLWrVqVVQsREREpAMmOdrpfHRVUVERFi1ahAYNGsDCwgJXr14FAHzyySf4/vvvKzxAIiIiKl1xklPem6HSOcn57LPPEBYWhqVLl0Iul0vLW7VqhfXr11docEREREQvS+ckZ/Pmzfjuu+/g6+sLIyMjabmHhwcuXLhQocERERGRdqziPJ/Oc3L+/vtvODs7l1iuVqtRUFBQIUERERHRi3FOjnY6V3Lc3Nzw22+/lVi+fft2tG3btkKCIiIiIiovnSs5c+fOhb+/P/7++2+o1Wr88ssvSElJwebNmxEZGVkZMRIREVEpWMnRTudKzsCBA7F7924cOHAA5ubmmDt3LpKTk7F792706tWrMmIkIiKiUvDoKu1e6jw5Xbp0QUxMTEXHQkRERFRhXvpkgKdOnUJycjKAJ/N02rVrV2FBERER0YtxuEo7nZOcmzdv4r///S+OHj0Ka2trAEBmZiY6duyILVu2oGHDhhUdIxEREZWCSY52Os/JGTNmDAoKCpCcnIwHDx7gwYMHSE5OhlqtxpgxYyojRiIiIiKd6VzJiY+Px7Fjx+Di4iItc3Fxwddff40uXbpUaHBERET0fKzkaKdzkuPo6FjqSf+Kiorg4OBQIUERERHRizHJ0U7n4aply5Zh0qRJOHXqlLTs1KlT+PDDD/HFF19UaHBERET0fDyEXLsyVXJq166t8STk5OSgffv2MDZ+snlhYSGMjY0xevRoDBo0qFICJSIiItJFmZKcFStWVHIYREREpCsOV2lXpiTH39+/suMgIiIiHTHJ0e6lTwYIALm5ucjPz9dYplAoyhUQERERUUXQeeJxTk4OJk6cCBsbG5ibm6N27doaNyIiIqoanHisnc5JzsyZM3Hw4EGsXbsWJiYmWL9+PRYsWAAHBwds3ry5MmIkIiKiUjDJ0U7n4ardu3dj8+bN6N69O0aNGoUuXbrA2dkZTk5OCA8Ph6+vb2XESURERKQTnSs5Dx48QNOmTQE8mX/z4MEDAEDnzp1x+PDhio2OiIiInouVHO10TnKaNm2K1NRUAEDLli2xbds2AE8qPMUX7CQiIqLKxyRHO52TnFGjRuHPP/8EAMyaNQvffPMNatWqhaCgIMyYMaPCAyQiIiJ6GTonOUFBQZg8eTIAwNvbGxcuXEBERATOnDmDDz/8sMIDJCIiotJVdSUnJCQE//nPf2BpaQkbGxsMGjQIKSkpGm26d+9eov/x48drtElLS4OPjw/MzMxgY2ODGTNmoLCwUKNNXFwcPD09YWJiAmdnZ4SFhen8/JTrPDkA4OTkBCcnp/J2Q0RERDqq6pMBxsfHIzAwEP/5z39QWFiIjz76CL1798b58+dhbm4utRs7diwWLlwo3TczM5P+X1RUBB8fH9jZ2eHYsWNIT0+Hn58fatasic8//xwAkJqaCh8fH4wfPx7h4eGIjY3FmDFjYG9vD6VSWeZ4y5TkrFq1qswdFld5iIiIqHJVdZKzb98+jfthYWGwsbHB6dOn0bVrV2m5mZkZ7OzsSu1j//79OH/+PA4cOABbW1u0adMGixYtQnBwMObPnw+5XI7Q0FA0adIEX375JQDA1dUVR44cwfLlyys+yVm+fHmZOpPJZExyiIiI9JBKpdK4b2JiAhMTE63bZGVlAQDq1KmjsTw8PBw//vgj7OzsMGDAAHzyySdSNSchIQHu7u6wtbWV2iuVSkyYMAFJSUlo27YtEhIS4O3trdGnUqnElClTdHpMZUpyio+moqr18OFDXiaDDFaNGjpPCSTSC0KIKt1fRR0d5ejoqHF/3rx5mD9//nPbq9VqTJkyBZ06dUKrVq2k5cOGDYOTkxMcHBxw9uxZBAcHIyUlBb/88gsAICMjQyPBASDdz8jI0NpGpVLh8ePHMDU1LdNjKvecHCIiIqoeFTlcdePGDY0f1i+q4gQGBuKvv/7CkSNHNJaPGzdO+r+7uzvs7e3Rs2dPXLlyBc2aNStXrLriTykiIiKCQqHQuGlLciZOnIjIyEgcOnQIDRs21Npv+/btAQCXL18GANjZ2eH27dsabYrvF8/jeV4bhUJR5ioOwCSHiIhIb1X1IeRCCEycOBE7duzAwYMH0aRJkxduk5iYCACwt7cHAHh5eeHcuXO4c+eO1CYmJgYKhQJubm5Sm9jYWI1+YmJi4OXlVeZYASY5REREequqk5zAwED8+OOPiIiIgKWlJTIyMpCRkYHHjx8DAK5cuYJFixbh9OnTuHbtGnbt2gU/Pz907doVrVu3BgD07t0bbm5uGDFiBP78809ER0djzpw5CAwMlKpH48ePx9WrVzFz5kxcuHABa9aswbZt2xAUFKTT88Mkh4iIiMpk7dq1yMrKQvfu3WFvby/dtm7dCgCQy+U4cOAAevfujZYtW2LatGkYMmQIdu/eLfVhZGSEyMhIGBkZwcvLC8OHD4efn5/GeXWaNGmCqKgoxMTEwMPDA19++SXWr1+v0+HjwEtOPP7tt9/w7bff4sqVK9i+fTsaNGiAH374AU2aNEHnzp1fpksiIiLSUVWfJ+dFR445OjoiPj7+hf04OTlhz549Wtt0794dZ86cKXNspdG5kvPzzz9DqVTC1NQUZ86cQV5eHoAnx8oXn6mQiIiIKh8v0KmdzknOp59+itDQUKxbtw41a9aUlnfq1Al//PFHhQZHRERE9LJ0Hq5KSUnROHVzMSsrK2RmZlZETERERFQGVT1cpW90ruTY2dlJx7o/7ciRI2jatGmFBEVEREQvxuEq7XROcsaOHYsPP/wQx48fh0wmw61btxAeHo7p06djwoQJlREjERERlYJJjnY6D1fNmjULarUaPXv2xKNHj9C1a1eYmJhg+vTpmDRpUmXESERERKQznZMcmUyGjz/+GDNmzMDly5eRnZ0NNzc3WFhYVEZ8RERE9Byck6PdS1+gUy6XS6dfJiIioqrHJEc7nZOcHj16aH1CDh48WK6AiIiIiCqCzklOmzZtNO4XFBQgMTERf/31F/z9/SsqLiIiInoBVnK00znJWb58eanL58+fj+zs7HIHRERERGXDJEe7CrtA5/Dhw7Fhw4aK6o6IiIioXF564vGzEhISUKtWrYrqjoiIiF6AlRztdE5yBg8erHFfCIH09HScOnUKn3zySYUFRkRERNoxydFO5yTHyspK436NGjXg4uKChQsXonfv3hUWGBEREVF56JTkFBUVYdSoUXB3d0ft2rUrKyYiIiIqA1ZytNNp4rGRkRF69+7Nq40TERG9AnjtKu10PrqqVatWuHr1amXEQkRERDpgkqOdzknOp59+iunTpyMyMhLp6elQqVQaNyIiIqJXQZnn5CxcuBDTpk1Dv379AABvvvmmRvYnhIBMJkNRUVHFR0lERESlMuRKTHmVOclZsGABxo8fj0OHDlVmPERERFRGnHisXZmTHCEEAKBbt26VFgwRERFRRdHpEHJDzvaIiIj0DSs52umU5LRo0eKFT8aDBw/KFRARERGVDZMc7XRKchYsWFDijMdEREREryKdkpz33nsPNjY2lRULERER6YCVHO3KnOQY8pNARESkj5jkaFfmkwEWH11FREREpA/KXMlRq9WVGQcRERHpiJUc7XSak0NERESvDiY52jHJISIi0lNMcrTT+QKdRERERPqAlRwiIiI9xUqOdkxyiIiI9BSTHO04XEVEREQGiZUcIiIiPcVKjnZMcoiIiPQUkxztOFxFREREBomVHCIiIj3FSo52THKIiIj0FJMc7ThcRURERAaJSQ4REZGeKq7klPdWViEhIfjPf/4DS0tL2NjYYNCgQUhJSdFok5ubi8DAQNStWxcWFhYYMmQIbt++rdEmLS0NPj4+MDMzg42NDWbMmIHCwkKNNnFxcfD09ISJiQmcnZ0RFham8/PDJIeIiEhPVXWSEx8fj8DAQPz++++IiYlBQUEBevfujZycHKlNUFAQdu/ejZ9++gnx8fG4desWBg8eLK0vKiqCj48P8vPzcezYMWzatAlhYWGYO3eu1CY1NRU+Pj7o0aMHEhMTMWXKFIwZMwbR0dG6PT9CCKHTFlTpVCoVrKys8PDhQygUiuoOh6hSGBtzSiAZpuKv1aysrEr7DC/+nvjuu+9gamparr4eP36McePGvVS8d+/ehY2NDeLj49G1a1dkZWWhfv36iIiIwNtvvw0AuHDhAlxdXZGQkIAOHTpg79696N+/P27dugVbW1sAQGhoKIKDg3H37l3I5XIEBwcjKioKf/31l7Sv9957D5mZmdi3b1+Z42Mlh4iIiKBSqTRueXl5L9wmKysLAFCnTh0AwOnTp1FQUABvb2+pTcuWLdGoUSMkJCQAABISEuDu7i4lOACgVCqhUqmQlJQktXm6j+I2xX2UFZMcIiIiPVZRQ1WOjo6wsrKSbiEhIVr3q1arMWXKFHTq1AmtWrUCAGRkZEAul8Pa2lqjra2tLTIyMqQ2Tyc4xeuL12lro1Kp8Pjx4zI/N6wXExER6amKPIT8xo0bGsNVJiYmWrcLDAzEX3/9hSNHjpRr/5WJlRwiIiKCQqHQuGlLciZOnIjIyEgcOnQIDRs2lJbb2dkhPz8fmZmZGu1v374NOzs7qc2zR1sV339RG4VCodMcJCY5REREeqqqj64SQmDixInYsWMHDh48iCZNmmisb9euHWrWrInY2FhpWUpKCtLS0uDl5QUA8PLywrlz53Dnzh2pTUxMDBQKBdzc3KQ2T/dR3Ka4j7LicBUREZGequozHgcGBiIiIgK//vorLC0tpTk0VlZWMDU1hZWVFQICAjB16lTUqVMHCoUCkyZNgpeXFzp06AAA6N27N9zc3DBixAgsXboUGRkZmDNnDgIDA6Xq0fjx47F69WrMnDkTo0ePxsGDB7Ft2zZERUXp9NhYySEiIqIyWbt2LbKystC9e3fY29tLt61bt0ptli9fjv79+2PIkCHo2rUr7Ozs8Msvv0jrjYyMEBkZCSMjI3h5eWH48OHw8/PDwoULpTZNmjRBVFQUYmJi4OHhgS+//BLr16+HUqnUKV6eJ+cVxPPk0L8Bz5NDhqoqz5OzYcMGmJmZlauvR48eYfTo0ZUab3XhpwwREZGe4gU6teNwFRERERkkVnKIiIj0FCs52jHJISIi0lNMcrRjkkNERKSnmORoxzk5REREZJBYySEiItJTrORoxySHiIhITzHJ0Y7DVURERGSQWMkhIiLSU6zkaMckh4iISE8xydGOw1VERERkkFjJISIi0lOs5GjHJIeIiEhPMcnRjsNVREREZJBYySEiItJTrORoxySHiIhITzHJ0Y5JDhERkZ5ikqMd5+QQERGRQWIlh4iISE+xkqMdkxwiIiI9ZshJSnlxuIqIiIgMEis5REREeorDVdoxySEiItJTTHK043AVERERGSRWcoiIiPQUKznaMckhIiLSU0xytONwFRERERmkf22SExcXB5lMhszMTK3tGjdujBUrVlRJTFRxmjZtCiMjoxK3iRMnSm0SEhLg7e0NS0tLWFtbo3v37nj8+LG0fuDAgWjcuDHMzMzQoEED+Pn54datW9XxcIg0BAcHQ61WY/ny5QCA2rVrY9WqVUhOTkZOTg6uXbuGlStXQqFQSNvUqVMHe/bswc2bN/H48WNcv34dX3/9NSwtLaU2GzZsgFqtLnE7d+5clT9GKpviSk55b4bqlU9yRo4cKb0Icrkczs7OWLhwIQoLC8vVb8eOHZGeng4rKysAQFhYGKytrUu0O3nyJMaNG1eufVHVO378OP7++2/pFh0dDQB4++23ATxJcPr164devXrh999/x/Hjx/HBBx+gRo3/+5Po0aMHtmzZguTkZPz000+4evUq3n333Wp5PETFXn/9dYwbNw5//vmntMzBwQH29vaYMWMG3N3dMWrUKCiVSqxfv15qo1arsWvXLgwcOBAuLi4YNWoUevbsibVr10ptpkyZAnt7e+nm6OiI+/fvY/v27VX6GKnsmORopxdzcvr06YONGzciLy8Pe/bsQWBgIGrWrInZs2e/dJ9yuRx2dnYvbFe/fv2X3gdVn2dftyVLlqBZs2bo1q0bAGDatGmYNGkSgoODpTYuLi4a20yZMkX6v5OTE2bOnInBgwejoKAANWvWrLzgiZ7D3NwcP/74I8aNG4ePP/5YWp6UlIR33nlHun/16lXMmTMHP/zwA4yMjFBUVITMzEyEhoZKbdLS0rB27VpMnz5dWqZSqaBSqaT7AwcORO3atbFx48ZKfmT0sjgnR7tXvpIDACYmJrCzs4OTkxMmTJgAb29v7Nq1Cw8fPoSfnx9q164NMzMz9O3bF5cuXZK2u379OgYMGIDatWvD3Nwcr732Gvbs2QNAc7gqLi4Oo0aNQlZWlvSGmT9/PgDN4aphw4Zh6NChGrEVFBSgXr162Lx5M4Anv5ZCQkLQpEkTmJqawsPDg7+Cqll+fj7Cw8MxatQoyGQy3LlzB8ePH4eNjQ06d+4Me3t79OjRA0eOHHluHw8ePEBERAQ6duzIBIeqzerVq7Fnzx7Exsa+sK2VlRVUKhWKiopKXW9vb4+33noL8fHxz+1j9OjROHDgANLS0l46ZqLqpBdJzrNMTU2Rn5+PkSNH4tSpU9i1axcSEhIghEC/fv1QUFAAAAgMDEReXh4OHz6Mc+fOYcmSJbCwsCjRX8eOHbFixQooFAqkp6cjPT1d49dNMV9fX+zevRvZ2dnSsujoaDx69AhvvfUWACAkJASbN29GaGgokpKSEBQUhOHDh2v9IMnLy5N+QT37S4rKb+fOncjMzIS/vz+AJ79yAWDBggUICAjAnj170LZtW/Tq1UsjSQaAWbNmwdLSEvXr18eNGzewY8eOKo+fCACGDh0KT0/PMlWw69atizlz5mDdunUl1oWHhyM7Oxt///03VCoVxo4dW2of9vb26Nu3L77//vtyx06Vh8NV2ulVkiOEwIEDBxAdHY1GjRph165dWL9+Pbp06QIPDw+Eh4fj77//xs6dOwE8Kcd26tQJ7u7uaNq0Kfr374+uXbuW6Fcul8PKygoymQx2dnaws7MrNRlSKpUwNzfX+KKLiIjAm2++CUtLS+Tl5eHzzz/Hhg0boFQq0bRpU4wcORLDhw/Ht99++9zHFRISAisrK+nm6OhY/ieLJBs2bECfPn3g4OAA4Em1DQDGjRuHUaNGoW3btvjqq6/g4uJSoiw/ffp0nD59Gvv27YORkRH8/f0hhKjyx0D/bg0bNsSKFSswfPhw5OXlaW1raWmJyMhInD9/XqpIP23q1Klo164dBg4ciGbNmuGrr74qtR9/f39kZmZKn6f0amKSo51ezMmJjIyEhYUFCgoKoFarMWzYMAwePBiRkZFo37691K5u3bpwcXFBcnIyAGDy5MmYMGEC9u/fD29vbwwZMgStW7d+6TiMjY3x7rvvIjw8HCNGjEBOTg5+/fVXbNmyBQBw+fJlPHr0CL169dLYLj8/H23btn1uv7Nnz8bUqVOl+yqViolOBbl+/TpiY2M1hgzt7e0BAK6urhptW7ZsWaIsX69ePdSrVw8tWrSAq6srnJyc8Pvvv8PLy6vygyf6/9q1awdbW1ucPn1aWmZsbIyuXbsiMDAQtWrVglqthoWFBfbu3Yt//vkHgwcPLvUAjdu3b+P27dtISUnBgwcP8Ntvv2HRokXIyMjQaDdq1Cj8+OOPUmWcSB/pRZLTo0cPrF27FnK5HA4ODjA2NsauXbteuN2YMWOgVCoRFRWF/fv3IyQkBF9++SUmTZr00rH4+vqiW7duuHPnDmJiYmBqaoo+ffoAgDSMFRUVhQYNGmhsZ2Ji8tw+TUxMtK6nlxcWFgYbGxv4+PhIyxo3bgwHBwdcvHhRo+2lS5ek17I0xRWgF/2SJqposbGxcHd311i2YcMGXLhwAUuXLoVarYalpSX27duHvLw8DBw4sEzv0+KjCZ/9/OnWrRuaN2/OoSo9wInH2ulFkmNubg5nZ2eNZa6urigsLMTx48fRsWNHAMD9+/eRkpICNzc3qZ2joyPGjx+P8ePHY/bs2Vi3bl2pSY5cLn/uBL2ndezYEY6Ojti6dSv27t2Ld955R5qI6ubmBhMTE6SlpUlH8VD1UavVCAsLg5+fH4yN/++tLpPJMH36dMyfPx+tW7dGmzZtsHnzZly4cAHbtm0D8OQQ9FOnTqFTp06oXbs2rly5gnnz5qFZs2as4lCVy87ORlJSksaynJwcPHjwAElJSbC0tER0dDTMzMwwYsQIKBQK6Rw5d+/ehVqtRt++fWFra4uTJ08iOzsbr732GpYuXYojR47g+vXrGn2PHj0av//+e4l90quHSY52epHklKZ58+YYOHAgxo4di2+//RaWlpaYNWsWGjRogIEDBwJ4cghw37590aJFCzx8+BCHDh0qMURRrHHjxsjOzkZsbCw8PDxgZmYGMzOzUtsOGzYMoaGhuHjxIg4dOiQtt7S0xPTp0xEUFAS1Wo3OnTsjKysLR48ehUKhkCa+UtUoPipk1KhRJdZ9+OGHyM3NxbRp0/DgwQN4eHggOjoazZo1AwCYmZlhx44dmD9/PnJycmBvbw+lUoktW7aw6kavHE9PT3To0AHAk2HzpzVp0gTXr1/H48ePMWbMGHz11VcwMTGRJtIvXrxYo71CocCQIUM0TqFApK/0NskBgI0bN+LDDz9E//79kZ+fj65du2LPnj1SZaWoqAiBgYG4efMmFAoF+vTpI50h9FkdO3bE+PHjMXToUNy/fx/z5s0rddIe8GTI6rPPPoOTkxM6deqksW7RokWoX78+QkJCcPXqVVhbW8PT0xMfffRRhT52erHevXtrrc4FBwdrnCfnae7u7jhw4EBlhUZUbm+88Yb0//j4eI0TWZYmLi4OnTt3fmG/KpWq1AMv6NXESo52MsFDRV45KpUKVlZWePjwocZp2YkMydNDiESGpPhrNSsrq9I+w4u/J6Kjo2Fubl6uvnJycqBUKis13uqiV4eQExEREZUVkxwiIiI9VR3nyTl8+DAGDBgABwcHyGSyEudSevqak8W3Z49cffDgAXx9faFQKGBtbY2AgACNE+0CwNmzZ9GlSxfUqlULjo6OWLp0qc7PD5McIiIiPVUdSU5OTg48PDzwzTffPLdNnz59pCsIpKen43//93811vv6+iIpKQkxMTGIjIzE4cOHNS6GrVKp0Lt3bzg5OeH06dNYtmwZ5s+fj++++06nWDkoTkREpKeqY+Jx37590bdvX61tiq85WZrk5GTs27cPJ0+exOuvvw4A+Prrr9GvXz988cUXcHBwQHh4OPLz87FhwwbI5XK89tprSExMxFdffaWRDL0IKzlERERU4hqK5TnxaVxcHGxsbODi4oIJEybg/v370rqEhARYW1tLCQ4AeHt7o0aNGjh+/LjUpmvXrpDL5VIbpVKJlJQUPHz4sMxxMMkhIiLSUxU5XOXo6KhxHcWQkJCXiqlPnz7YvHkzYmNjsWTJEsTHx6Nv377SKT0yMjJgY2OjsY2xsTHq1KkjXV4kIyMDtra2Gm2K7z97CRJtOFxFRESkxyrqPDc3btzQOIT8ZU98+t5770n/d3d3R+vWrdGsWTPExcWhZ8+e5Y5TF6zkEBERkXQ5kOJbRZ3dvWnTpqhXr550Nm47OzvcuXNHo01hYSEePHggzeOxs7PD7du3NdoU33/eXJ/SMMkhIiLSU9VxdJWubt68ifv378Pe3h4A4OXlhczMTJw+fVpqc/DgQajVarRv315qc/jwYRQUFEhtYmJi4OLigtq1a5d530xyiIiI9FR1JDnZ2dlITExEYmIiACA1NRWJiYlIS0tDdnY2ZsyYgd9//x3Xrl1DbGwsBg4cCGdnZyiVSgBPLrDdp08fjB07FidOnMDRo0cxceJEvPfee3BwcADw5BqRcrkcAQEBSEpKwtatW7Fy5UpMnTpVp1iZ5BAREVGZnTp1Cm3btkXbtm0BAFOnTkXbtm0xd+5cGBkZ4ezZs3jzzTfRokULBAQEoF27dvjtt980hr/Cw8PRsmVL9OzZE/369UPnzp01zoFjZWWF/fv3IzU1Fe3atcO0adMwd+5cnQ4fB3jtqlcSr11F/wa8dhUZqqq8dlVcXFy5L6ianZ2N7t27G+S1q/gpQ0REpKd4FXLtOFxFREREBomVHCIiIj3FSo52THKIiIj0FJMc7ZjkEBER6SkmOdpxTg4REREZJFZyiIiI9BQrOdoxySEiItJTTHK043AVERERGSRWcoiIiPQUKznaMckhIiLSU0xytONwFRERERkkVnKIiIj0FCs52jHJISIi0lNMcrTjcBUREREZJFZyiIiI9BQrOdoxySEiItJTTHK0Y5JDRESkp5jkaMc5OURERGSQWMkhIiLSU6zkaMckh4iISI8ZcpJSXhyuIiIiIoPESg4REZGe4nCVdkxyiIiI9BSTHO04XEVEREQGiZUcIiIiPcVKjnZMcoiIiPQUkxztOFxFREREBomVHCIiIj3FSo52THKIiIj0FJMc7ZjkEBER6SkmOdpxTg4REREZJFZyiIiI9BQrOdoxySEiItJTTHK043AVERERGSRWcoiIiPQUKznaMckhIiLSU0xytONwFRERERkkVnKIiIj0FCs52jHJISIi0lNMcrTjcBUREREZJCY5REREeqq4klPemy4OHz6MAQMGwMHBATKZDDt37tRYL4TA3LlzYW9vD1NTU3h7e+PSpUsabR48eABfX18oFApYW1sjICAA2dnZGm3Onj2LLl26oFatWnB0dMTSpUt1fn6Y5BAREemp6khycnJy4OHhgW+++abU9UuXLsWqVasQGhqK48ePw9zcHEqlErm5uVIbX19fJCUlISYmBpGRkTh8+DDGjRsnrVepVOjduzecnJxw+vRpLFu2DPPnz8d3332n2/MjhBA6bUGVTqVSwcrKCg8fPoRCoajucIgqhbExpwSSYSr+Ws3Kyqq0z/Di74mrV6/C0tKyXH39888/aNq06UvFK5PJsGPHDgwaNAjAk8fu4OCAadOmYfr06QCePA+2trYICwvDe++9h+TkZLi5ueHkyZN4/fXXAQD79u1Dv379cPPmTTg4OGDt2rX4+OOPkZGRAblcDgCYNWsWdu7ciQsXLpQ5PlZyiIiICCqVSuOWl5encx+pqanIyMiAt7e3tMzKygrt27dHQkICACAhIQHW1tZSggMA3t7eqFGjBo4fPy616dq1q5TgAIBSqURKSgoePnxY5niY5BAREempihyucnR0hJWVlXQLCQnROZ6MjAwAgK2trcZyW1tbaV1GRgZsbGw01hsbG6NOnToabUrr4+l9lAXrxURERHqsog4Bv3HjhsZwlYmJSYX0W51YySEiIiIoFAqN28skOXZ2dgCA27dvayy/ffu2tM7Ozg537tzRWF9YWIgHDx5otCmtj6f3URZMcoiIiPRUdRxdpU2TJk1gZ2eH2NhYaZlKpcLx48fh5eUFAPDy8kJmZiZOnz4ttTl48CDUajXat28vtTl8+DAKCgqkNjExMXBxcUHt2rXLHA+THCIiIj1VHUlOdnY2EhMTkZiYCODJZOPExESkpaVBJpNhypQp+PTTT7Fr1y6cO3cOfn5+cHBwkI7AcnV1RZ8+fTB27FicOHECR48excSJE/Hee+/BwcEBADBs2DDI5XIEBAQgKSkJW7duxcqVKzF16lSdYuWcHCIiIiqzU6dOoUePHtL94sTD398fYWFhmDlzJnJycjBu3DhkZmaic+fO2LdvH2rVqiVtEx4ejokTJ6Jnz56oUaMGhgwZglWrVknrrayssH//fgQGBqJdu3aoV68e5s6dq3EunbLgeXJeQTxPDv0b8Dw5ZKiq8jw5aWlp5d6HSqVCo0aNKjXe6sJPGSIiIj3FC3Rqxzk5REREZJBYySEiItJTrORoxySHiIhITzHJ0Y5JDhERkZ5ikqMd5+QQERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOw5XERERkUFiJYeIiEhPsZKjHZMcIiIiPcUkRzsOVxEREZFBYiWHiIhIT7GSox2THCIiIj3FJEc7DlcRERGRQWIlh4iISE+xkqMdkxwiIiI9xSRHOyY5REREeopJjnack0NEREQGiZUcIiIiPcVKjnZMcoiIiPQUkxztmOS8goQQAACVSlXNkRBVnuL3OZGhqor3eEV8Txjydw2TnFfQP//8AwBwcnKq5kiIiOhl/fPPP7CysqqUvuVyOezs7ODo6Fgh/dnZ2UEul1dIX68SmeDPqVeOWq3GrVu3YGlpadBlxFeFSqWCo6Mjbty4AYVCUd3hEFU4vserlhAC//zzDxwcHFCjRuUd35Obm4v8/PwK6Usul6NWrVoV0terhJWcV1CNGjXQsGHD6g7jX0ehUPALgAwa3+NVp7IqOE+rVauWQSYmFYmHkBMREZFBYpJDREREBolJDv3rmZiYYN68eTAxManuUIgqBd/j9G/FicdERERkkFjJISIiIoPEJIeIiIgMEpMcIiIiMkhMcoh01LhxY6xYsaK6wyB6obi4OMhkMmRmZmptx/c0GSomOfRKGTlyJGQyGRYvXqyxfOfOnVV+9uewsDBYW1uXWH7y5EmMGzeuSmMhw1b8vpfJZJDL5XB2dsbChQtRWFhYrn47duyI9PR06cR0fE/Tvw2THHrl1KpVC0uWLMHDhw+rO5RS1a9fH2ZmZtUdBhmYPn36ID09HZcuXcK0adMwf/58LFu2rFx9Fl/f6EU/EPieJkPFJIdeOd7e3rCzs0NISMhz2xw5cgRdunSBqakpHB0dMXnyZOTk5Ejr09PT4ePjA1NTUzRp0gQRERElSvJfffUV3N3dYW5uDkdHR3zwwQfIzs4G8KTMP2rUKGRlZUm/sOfPnw9As7Q/bNgwDB06VCO2goIC1KtXD5s3bwbw5FpkISEhaNKkCUxNTeHh4YHt27dXwDNFhsTExAR2dnZwcnLChAkT4O3tjV27duHhw4fw8/ND7dq1YWZmhr59++LSpUvSdtevX8eAAQNQu3ZtmJub47XXXsOePXsAaA5X8T1N/0ZMcuiVY2RkhM8//xxff/01bt68WWL9lStX0KdPHwwZMgRnz57F1q1bceTIEUycOFFq4+fnh1u3biEuLg4///wzvvvuO9y5c0ejnxo1amDVqlVISkrCpk2bcPDgQcycORPAkzL/ihUroFAokJ6ejvT0dEyfPr1ELL6+vti9e7eUHAFAdHQ0Hj16hLfeegsAEBISgs2bNyM0NBRJSUkICgrC8OHDER8fXyHPFxkmU1NT5OfnY+TIkTh16hR27dqFhIQECCHQr18/FBQUAAACAwORl5eHw4cP49y5c1iyZAksLCxK9Mf3NP0rCaJXiL+/vxg4cKAQQogOHTqI0aNHCyGE2LFjhyh+uwYEBIhx48ZpbPfbb7+JGjVqiMePH4vk5GQBQJw8eVJaf+nSJQFALF++/Ln7/umnn0TdunWl+xs3bhRWVlYl2jk5OUn9FBQUiHr16onNmzdL6//73/+KoUOHCiGEyM3NFWZmZuLYsWMafQQEBIj//ve/2p8M+td4+n2vVqtFTEyMMDExEYMGDRIAxNGjR6W29+7dE6ampmLbtm1CCCHc3d3F/PnzS+330KFDAoB4+PChEILvafr34VXI6ZW1ZMkSvPHGGyV+bf755584e/YswsPDpWVCCKjVaqSmpuLixYswNjaGp6entN7Z2Rm1a9fW6OfAgQMICQnBhQsXoFKpUFhYiNzcXDx69KjM8xOMjY3x7rvvIjw8HCNGjEBOTg5+/fVXbNmyBQBw+fJlPHr0CL169dLYLj8/H23bttXp+SDDFhkZCQsLCxQUFECtVmPYsGEYPHgwIiMj0b59e6ld3bp14eLiguTkZADA5MmTMWHCBOzfvx/e3t4YMmQIWrdu/dJx8D1NhoRJDr2yunbtCqVSidmzZ2PkyJHS8uzsbLz//vuYPHlyiW0aNWqEixcvvrDva9euoX///pgwYQI+++wz1KlTB0eOHEFAQADy8/N1moTp6+uLbt264c6dO4iJiYGpqSn69OkjxQoAUVFRaNCggcZ2vI4QPa1Hjx5Yu3Yt5HI5HBwcYGxsjF27dr1wuzFjxkCpVCIqKgr79+9HSEgIvvzyS0yaNOmlY+F7mgwFkxx6pS1evBht2rSBi4uLtMzT0xPnz5+Hs7Nzqdu4uLigsLAQZ86cQbt27QA8+fX59NFap0+fhlqtxpdffokaNZ5MTdu2bZtGP3K5HEVFRS+MsWPHjnB0dMTWrVuxd+9evPPOO6hZsyYAwM3NDSYmJkhLS0O3bt10e/D0r2Jubl7iPe3q6orCwkIcP34cHTt2BADcv38fKSkpcHNzk9o5Ojpi/PjxGD9+PGbPno1169aVmuTwPU3/Nkxy6JXm7u4OX19frFq1SloWHByMDh06YOLEiRgzZgzMzc1x/vx5xMTEYPXq1WjZsiW8vb0xbtw4rF27FjVr1sS0adNgamoqHUrr7OyMgoICfP311xgwYACOHj2K0NBQjX03btwY2dnZiI2NhYeHB8zMzJ5b4Rk2bBhCQ0Nx8eJFHDp0SFpuaWmJ6dOnIygoCGq1Gp07d0ZWVhaOHj0KhUIBf3//SnjWyFA0b94cAwcOxNixY/Htt9/C0tISs2bNQoMGDTBw4EAAwJQpU9C3b1+0aNECDx8+xKFDh+Dq6lpqf3xP079OdU8KInra0xMwi6Wmpgq5XC6efrueOHFC9OrVS1hYWAhzc3PRunVr8dlnn0nrb926Jfr27StMTEyEk5OTiIiIEDY2NiI0NFRq89VXXwl7e3thamoqlEql2Lx5s8YkTSGEGD9+vKhbt64AIObNmyeE0JykWez8+fMCgHBychJqtVpjnVqtFitWrBAuLi6iZs2aon79+kKpVIr4+PjyPVlkMEp73xd78OCBGDFihLCyspLeqxcvXpTWT5w4UTRr1kyYmJiI+vXrixEjRoh79+4JIUpOPBaC72n6d5EJIUQ15lhEVeLmzZtwdHTEgQMH0LNnz+oOh4iIqgCTHDJIBw8eRHZ2Ntzd3ZGeno6ZM2fi77//xsWLF6W5BUREZNg4J4cMUkFBAT766CNcvXoVlpaW6NixI8LDw5ngEBH9i7CSQ0RERAaJl3UgIiIig8Qkh4iIiAwSkxwiIiIySExyiIiIyCAxySGiUo0cORKDBg2S7nfv3h1Tpkyp8jji4uIgk8mQmZn53DYymQw7d+4sc5/z589HmzZtyhXXtWvXIJPJkJiYWK5+iKjyMMkh0iMjR46ETCaDTCaDXC6Hs7MzFi5ciMLCwkrf9y+//IJFixaVqW1ZEhMiosrG8+QQ6Zk+ffpg48aNyMvLw549exAYGIiaNWti9uzZJdrm5+dDLpdXyH7r1KlTIf0QEVUVVnKI9IyJiQns7Ozg5OSECRMmwNvbG7t27QLwf0NMn332GRwcHKSrt9+4cQPvvvsurK2tUadOHQwcOBDXrl2T+iwqKsLUqVNhbW2NunXrYubMmXj2FFrPDlfl5eUhODgYjo6OMDExgbOzM77//ntcu3YNPXr0AADUrl0bMpkMI0eOBACo1WqEhISgSZMmMDU1hYeHB7Zv366xnz179qBFixYwNTVFjx49NOIsq+DgYLRo0QJmZmZo2rQpPvnkExQUFJRo9+2338LR0RFmZmZ49913kZWVpbF+/fr1cHV1Ra1atdCyZUusWbNG51iIqPowySHSc6ampsjPz5fux8bGIiUlBTExMYiMjERBQQGUSiUsLS3x22+/4ejRo7CwsECfPn2k7b788kuEhYVhw4YNOHLkCB48eIAdO3Zo3a+fnx/+93//F6tWrUJycjK+/fZbWFhYwNHRET///DMAICUlBenp6Vi5ciUAICQkBJs3b0ZoaCiSkpIQFBSE4cOHIz4+HsCTZGzw4MEYMGAAEhMTMWbMGMyaNUvn58TS0hJhYWE4f/48Vq5ciXXr1mH58uUabS5fvoxt27Zh9+7d2LdvH86cOYMPPvhAWh8eHo65c+fis88+Q3JyMj7//HN88skn2LRpk87xEFE1qcaLgxKRjp6+WrVarRYxMTHCxMRETJ8+XVpva2sr8vLypG1++OEH4eLionEl6by8PGFqaiqio6OFEELY29uLpUuXSusLCgpEw4YNNa6M3a1bN/Hhhx8KIYRISUkRAERMTEypcZZ29evc3FxhZmYmjh07ptE2ICBA/Pe//xVCCDF79mzh5uamsT44OLhEX88CIHbs2PHc9cuWLRPt2rWT7s+bN08YGRmJmzdvSsv27t0ratSoIdLT04UQQjRr1kxERERo9LNo0SLh5eUlhBAiNTVVABBnzpx57n6JqHpxTg6RnomMjISFhQUKCgqgVqsxbNgwzJ8/X1rv7u6uMQ/nzz//xOXLl2FpaanRT25uLq5cuYKsrCykp6ejffv20jpjY2O8/vrrJYasiiUmJsLIyAjdunUrc9yXL1/Go0eP0KtXL43l+fn5aNu2LQAgOTlZIw4A8PLyKvM+im3duhWrVq3ClStXkJ2djcLCQigUCo02jRo1QoMGDTT2o1arkZKSAktLS1y5cgUBAQEYO3as1KawsBBWVlY6x0NE1YNJDpGe6dGjB9auXQu5XA4HBwcYG2v+GZubm2vcz87ORrt27RAeHl6ir/r1679UDKampjpvk52dDQCIiorSSC6AJ/OMKkpCQgJ8fX2xYMECKJVKWFlZYcuWLfjyyy91jnXdunUlki4jI6MKi5WIKheTHCI9Y25uDmdn5zK39/T0xNatW2FjY1OimlHM3t4ex48fR9euXQE8qVicPn0anp6epbZ3d3eHWq1GfHw8vL29S6wvriQVFRVJy9zc3GBiYoK0tLTnVoBcXV2lSdTFfv/99xc/yKccO3YMTk5O+Pjjj6Vl169fL9EuLS0Nt27dgoODg7SfGjVqwMXFBba2tnBwcMDVq1fh6+ur0/6J6NXBicdEBs7X1xf16tXDwIED8dtvvyE1NRVxcXGYPHkybt68CQD48MMPsXjxYuzcuRMXLlzABx98oPUcN40bN4a/vz9Gjx6NnTt3Sn1u27YNAODk5ASZTIbIyEjcvXsX2dnZsLS0xPTp0xEUFIRNmzbhypUr+OOPP/D1119Lk3nHjx+PS5cuYcaMGUhJSUFERATCwsJ0erzNmzdHWloatmzZgitXrmDVqlWlTqKuVasW/P398eeff+K3337D5MmT8e6778LOzg4AsGDBAoSEhGDVqlW4ePEizp07h40bN+Krr77SKR4iqj5McogMnJmZGQ4fPoxGjRph8ODBcHV1RUBAAHJzc6XKzrRp0zBixAj4+/vDy8sLlpaWeOutt7T2u3btWrz99tv44IMP0LJlS4wdOxY5OTkAgAYNGmDBggWYNWsWbG1tMXHiRADAokWL8MknnyAkJASurq7o06cPoqKi0KRJEwBP5sn8/PPP2LlzJzw8PBAaGorPP/9cp8f75ptvIigoCBMnTkSbNm1w7NgxfPLJJyXaOTs7Y/DgwejXrx969+6N1q1baxwiPmbMGKxfvx4bN26Eu7s7unXrhrCwMClWInr1ycTzZhYSERER6TFWcoiIiMggMckhIiIig8Qkh4iIiAwSkxwiIiIySExyiIiIyCAxySEiIiKDxCSHiIiIDBKTHCIiIjJITHKIiIjIIDHJISIiIoPEJIeIiIgMEpMcIiIiMkj/D1cnM5dm5os4AAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Confusion matrix\n",
        "for classifier,model in models.items():\n",
        "    y_pred = model.predict(X_test)\n",
        "    conf_matrix = confusion_matrix(y_test, y_pred)\n",
        "    print('{} Confusion matrix:'.format(model))\n",
        "    print(conf_matrix)\n",
        "    print(\"====\\n\\n\")\n",
        "\n",
        "    # Display Confusion Matrix\n",
        "    labels = ['0', '1']\n",
        "    labels = [\"Negative\", \"Positive\"]\n",
        "    display = ConfusionMatrixDisplay(confusion_matrix=conf_matrix, display_labels=labels)\n",
        "    display.plot(cmap=plt.cm.gray_r)\n",
        "    plt.title(f\"Confusion Matrix {classifier} Model\", size=10);\n",
        "\n",
        "    # Classification report\n",
        "    class_report = classification_report(y_test, y_pred, target_names=labels)\n",
        "    print('{} Classification report:'.format(model))\n",
        "    print(class_report)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 163
        },
        "id": "Ix3Q_rPfuGqj",
        "outputId": "4b67f0ce-c670-4136-802f-968341c34ef5"
      },
      "outputs": [
        {
          "data": {
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              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Classifiers</th>\n",
              "      <th>Accuracy_score</th>\n",
              "      <th>ROC_AUC_score</th>\n",
              "    </tr>\n",
              "  </thead>\n",
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              "      <th>0</th>\n",
              "      <td>Logistic_Regression</td>\n",
              "      <td>0.8933</td>\n",
              "      <td>0.956069</td>\n",
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              "      <td>RandomForest_Classifier</td>\n",
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              "      <td>0.926015</td>\n",
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              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
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              "\n",
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              "\n",
              "  @keyframes spin {\n",
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              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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              "        console.error('Error during call to suggestCharts:', error);\n",
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              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
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              "        document.querySelector('#df-af2eb39a-81ad-483a-8faa-0aa0f211f5bf button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "\n",
              "  <div id=\"id_24e043bd-37a8-436d-9d47-3f3de4d7b4dc\">\n",
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              "      .colab-df-generate {\n",
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              "\n",
              "      .colab-df-generate:hover {\n",
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              "\n",
              "      [theme=dark] .colab-df-generate {\n",
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              "\n",
              "      [theme=dark] .colab-df-generate: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",
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              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('classifiers_metrics_df')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_24e043bd-37a8-436d-9d47-3f3de4d7b4dc button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('classifiers_metrics_df');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "text/plain": [
              "               Classifiers  Accuracy_score  ROC_AUC_score\n",
              "0      Logistic_Regression          0.8933       0.956069\n",
              "1  RandomForest_Classifier          0.8510       0.926015\n",
              "2  DecisionTree_Classifier          0.7222       0.722200"
            ]
          },
          "execution_count": 34,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# Making a Dataframe of Classifiers data and metrics\n",
        "\n",
        "classifiers_metrics_df = pd.DataFrame({'Classifiers': classifiers,'Accuracy_score': accuracy_list, 'ROC_AUC_score': auc_list})\n",
        "classifiers_metrics_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 145
        },
        "id": "T5HdlVnF95eg",
        "outputId": "a2271f1d-db9c-4146-ba4a-b0377bd3155e"
      },
      "outputs": [
        {
          "data": {
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              "      <th>Classifiers</th>\n",
              "      <th>Logistic_Regression</th>\n",
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              "      <th>Accuracy_score</th>\n",
              "      <td>0.893300</td>\n",
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              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('classifiers_metrics_df');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "text/plain": [
              "Classifiers     Logistic_Regression  RandomForest_Classifier  \\\n",
              "Accuracy_score             0.893300                 0.851000   \n",
              "ROC_AUC_score              0.956069                 0.926015   \n",
              "\n",
              "Classifiers     DecisionTree_Classifier  \n",
              "Accuracy_score                   0.7222  \n",
              "ROC_AUC_score                    0.7222  "
            ]
          },
          "execution_count": 37,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# Transpose metrics df\n",
        "classifiers_metrics_df = classifiers_metrics_df.set_index('Classifiers')\n",
        "classifiers_metrics_df = classifiers_metrics_df.transpose()\n",
        "classifiers_metrics_df"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 169
        },
        "id": "I8Z_n0T769K_",
        "outputId": "70435331-b9a3-469d-e284-cb2adbd80e7d"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 800x600 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Display chart of classifiers metrics\n",
        "ax = classifiers_metrics_df.plot.bar(figsize=[8, 6])\n",
        "ax.legend(bbox_to_anchor=(0,1.02,1,0.2), loc=\"lower center\", ncol=3, fontsize=16)\n",
        "ax.set_xticklabels(ax.get_xticklabels(), rotation=0)\n",
        "ax.tick_params(axis='both', labelsize=14)\n",
        "ax.set_xlabel(\"Metrics\", fontsize=16, fontweight=\"bold\")\n",
        "ax.set_ylabel(\"Score\", fontsize=16, fontweight=\"bold\")\n",
        "ax;"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 234
        },
        "id": "7H-F_G4Pf19y",
        "outputId": "84bb9111-97c5-4b86-e2c0-7b10efe991d8"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Plot ROC curve for all trained models together\n",
        "\n",
        "plt.figure\n",
        "for classifier,model in models.items():\n",
        "    y_proba = model.predict_proba(X_test)[:, 1]\n",
        "    fpr, tpr, thresholds = roc_curve(y_test, y_proba)\n",
        "    auc_score = roc_auc_score(y_test, y_proba)\n",
        "    plt.plot([0, 1], [0, 1], 'k--')\n",
        "    plt.plot(fpr, tpr, label='{} (AUC = {:.3f})'.format(classifier,auc_score))\n",
        "plt.xlabel('False positive rate')\n",
        "plt.ylabel('True positive rate')\n",
        "plt.title('ROC curve')\n",
        "plt.legend(loc='best');"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EiTeV5xRl59h"
      },
      "source": [
        "As we can see from the given AUC metric curve above, Logistic Regression outperforms the other classifiers."
      ]
    }
  ],
  "metadata": {
    "colab": {
      "provenance": [],
      "include_colab_link": true
    },
    "kernelspec": {
      "display_name": "ml_env",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "codemirror_mode": {
        "name": "ipython",
        "version": 3
      },
      "file_extension": ".py",
      "mimetype": "text/x-python",
      "name": "python",
      "nbconvert_exporter": "python",
      "pygments_lexer": "ipython3",
      "version": "3.9.16"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}