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  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "## **IMPORT LIBRARIES**"
      ],
      "metadata": {
        "id": "wVSf7RBwl8g0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#!pip install vaderSentiment"
      ],
      "metadata": {
        "id": "oa7yy4TAvKtI"
      },
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#!pip install -q evaluate"
      ],
      "metadata": {
        "id": "qBzuQnYL5iVS"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "execution_count": 101,
      "metadata": {
        "id": "r607hQyXlo3k"
      },
      "outputs": [],
      "source": [
        "import os\n",
        "import re\n",
        "import string\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "from sklearn.metrics import roc_curve, auc\n",
        "import kagglehub\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import torch\n",
        "from torch.optim import AdamW\n",
        "from transformers import get_linear_schedule_with_warmup\n",
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from wordcloud import WordCloud\n",
        "\n",
        "from nltk.corpus import stopwords\n",
        "from nltk.stem import WordNetLemmatizer\n",
        "from datasets import Dataset\n",
        "\n",
        "from sklearn.preprocessing import LabelEncoder\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.feature_extraction.text import TfidfVectorizer\n",
        "from sklearn.naive_bayes import MultinomialNB\n",
        "\n",
        "from sklearn.metrics import (\n",
        "    accuracy_score,\n",
        "    precision_score,\n",
        "    recall_score,\n",
        "    f1_score,\n",
        "    classification_report,\n",
        "    confusion_matrix,\n",
        "    ConfusionMatrixDisplay,\n",
        "    roc_auc_score\n",
        ")\n",
        "from sklearn.ensemble import RandomForestClassifier\n",
        "from sklearn.preprocessing import label_binarize\n",
        "from xgboost import XGBClassifier\n",
        "from sklearn.svm import LinearSVC\n",
        "from vaderSentiment.vaderSentiment import SentimentIntensityAnalyzer\n",
        "from tensorflow.keras.preprocessing.text import Tokenizer\n",
        "from tensorflow.keras.preprocessing.sequence import pad_sequences\n",
        "from tensorflow.keras.models import Sequential\n",
        "\n",
        "from tensorflow.keras.layers import Embedding\n",
        "from tensorflow.keras.layers import LSTM\n",
        "from tensorflow.keras.layers import Dense\n",
        "from tensorflow.keras.layers import Dropout\n",
        "from transformers import (\n",
        "    BertTokenizer,\n",
        "    BertForSequenceClassification,\n",
        "    TrainingArguments,\n",
        "    Trainer\n",
        ")\n",
        "from torch.utils.data import TensorDataset\n",
        "from torch.utils.data import DataLoader\n",
        "from torch.utils.data import RandomSampler\n",
        "from torch.utils.data import SequentialSampler\n",
        "\n",
        "from tensorflow.keras.callbacks import EarlyStopping"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "tokenizer = BertTokenizer.from_pretrained(\"bert-base-uncased\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kKMcUs6g35oN",
        "outputId": "056cba05-477b-4deb-d1ae-c5c98512f37f"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Warning: You are sending unauthenticated requests to the HF Hub. Please set a HF_TOKEN to enable higher rate limits and faster downloads.\n",
            "WARNING:huggingface_hub.utils._http:Warning: You are sending unauthenticated requests to the HF Hub. Please set a HF_TOKEN to enable higher rate limits and faster downloads.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import nltk\n",
        "nltk.download('stopwords')\n",
        "nltk.download('punkt')\n",
        "nltk.download('wordnet')\n",
        "nltk.download('omw-1.4')\n",
        "nltk.download('punkt_tab')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6vkrvGyxl49F",
        "outputId": "97fe0249-6dc1-4da1-8ae9-19052e888d1c"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
            "[nltk_data]   Package stopwords is already up-to-date!\n",
            "[nltk_data] Downloading package punkt to /root/nltk_data...\n",
            "[nltk_data]   Package punkt is already up-to-date!\n",
            "[nltk_data] Downloading package wordnet to /root/nltk_data...\n",
            "[nltk_data]   Package wordnet is already up-to-date!\n",
            "[nltk_data] Downloading package omw-1.4 to /root/nltk_data...\n",
            "[nltk_data]   Package omw-1.4 is already up-to-date!\n",
            "[nltk_data] Downloading package punkt_tab to /root/nltk_data...\n",
            "[nltk_data]   Package punkt_tab is already up-to-date!\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **DOWNLOAD DATASET**\n"
      ],
      "metadata": {
        "id": "mqyIdpwAmF1G"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "path = kagglehub.dataset_download(\n",
        "    \"kashishparmar02/social-media-sentiments-analysis-dataset\"\n",
        ")\n",
        "\n",
        "print(\"Dataset Folder:\")\n",
        "print(path)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XPne7IJMmDWr",
        "outputId": "2920494e-b9bb-443f-8817-3ab6bb124d2d"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Using Colab cache for faster access to the 'social-media-sentiments-analysis-dataset' dataset.\n",
            "Dataset Folder:\n",
            "/kaggle/input/social-media-sentiments-analysis-dataset\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "csv_files = []\n",
        "\n",
        "for root, dirs, files in os.walk(path):\n",
        "    for file in files:\n",
        "        if file.endswith(\".csv\"):\n",
        "            csv_files.append(os.path.join(root, file))\n",
        "\n",
        "print(\"\\nCSV Files Found:\")\n",
        "for i, file in enumerate(csv_files):\n",
        "    print(f\"{i+1}. {file}\")\n",
        "\n",
        "df = pd.read_csv(csv_files[0])\n",
        "\n",
        "print(\"\\nDataset Loaded Successfully!\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "g97W9Mx1mMPD",
        "outputId": "efb02f97-f8f9-48ae-ea1e-913a09abfa11"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "CSV Files Found:\n",
            "1. /kaggle/input/social-media-sentiments-analysis-dataset/sentimentdataset.csv\n",
            "\n",
            "Dataset Loaded Successfully!\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import shutil\n",
        "\n",
        "shutil.copy(\n",
        "    \"/root/.cache/kagglehub/datasets/kashishparmar02/social-media-sentiments-analysis-dataset/versions/3/sentimentdataset.csv\",\n",
        "    \"/content/sentimentdataset.csv\"\n",
        ")\n",
        "\n",
        "print(\"Copied successfully!\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VJ43yXBrm-Xp",
        "outputId": "4edf73f7-3b37-4f74-cc00-3e072d07f6ce"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Copied successfully!\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **DATA OVERVIEW**"
      ],
      "metadata": {
        "id": "VQ09h2pansjC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nFirst Five Rows\")\n",
        "df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 397
        },
        "id": "NUqkWyU4nEQy",
        "outputId": "31eb73cc-30b8-4f79-b9e0-a8e63921eb78"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "First Five Rows\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   Unnamed: 0.1  Unnamed: 0  \\\n",
              "0             0           0   \n",
              "1             1           1   \n",
              "2             2           2   \n",
              "3             3           3   \n",
              "4             4           4   \n",
              "\n",
              "                                                Text    Sentiment  \\\n",
              "0   Enjoying a beautiful day at the park!        ...   Positive     \n",
              "1   Traffic was terrible this morning.           ...   Negative     \n",
              "2   Just finished an amazing workout! 💪          ...   Positive     \n",
              "3   Excited about the upcoming weekend getaway!  ...   Positive     \n",
              "4   Trying out a new recipe for dinner tonight.  ...   Neutral      \n",
              "\n",
              "             Timestamp            User     Platform  \\\n",
              "0  2023-01-15 12:30:00   User123          Twitter     \n",
              "1  2023-01-15 08:45:00   CommuterX        Twitter     \n",
              "2  2023-01-15 15:45:00   FitnessFan      Instagram    \n",
              "3  2023-01-15 18:20:00   AdventureX       Facebook    \n",
              "4  2023-01-15 19:55:00   ChefCook        Instagram    \n",
              "\n",
              "                                     Hashtags  Retweets  Likes       Country  \\\n",
              "0   #Nature #Park                                  15.0   30.0     USA         \n",
              "1   #Traffic #Morning                               5.0   10.0     Canada      \n",
              "2   #Fitness #Workout                              20.0   40.0   USA           \n",
              "3   #Travel #Adventure                              8.0   15.0     UK          \n",
              "4   #Cooking #Food                                 12.0   25.0    Australia    \n",
              "\n",
              "   Year  Month  Day  Hour  \n",
              "0  2023      1   15    12  \n",
              "1  2023      1   15     8  \n",
              "2  2023      1   15    15  \n",
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              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 732,\n  \"fields\": [\n    {\n      \"column\": \"Unnamed: 0.1\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 211,\n        \"min\": 0,\n        \"max\": 732,\n        \"num_unique_values\": 732,\n        \"samples\": [\n          605,\n          34,\n          301\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Unnamed: 0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 212,\n        \"min\": 0,\n        \"max\": 736,\n        \"num_unique_values\": 732,\n        \"samples\": [\n          609,\n          35,\n          305\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Text\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 707,\n        \"samples\": [\n          \"Walking the Great Wall of China, each step a testament to ancient engineering marvels. \",\n          \" Laughter is the key to joy\\u2014attending a stand-up comedy show. \",\n          \" The fear of the unknown is keeping me up at night.    \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Sentiment\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 279,\n        \"samples\": [\n          \" Elation       \",\n          \" Confidence    \",\n          \" Loss \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Timestamp\",\n      \"properties\": {\n        \"dtype\": \"object\",\n        \"num_unique_values\": 683,\n        \"samples\": [\n          \"2019-12-12 17:00:00\",\n          \"2018-03-10 09:45:00\",\n          \"2022-01-05 10:30:00\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"User\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 685,\n        \"samples\": [\n          \" VenomousHeart \",\n          \" GamingEnthusiast \",\n          \" DreamChaser       \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Platform\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \" Instagram \",\n          \" Twitter \",\n          \" Twitter  \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Hashtags\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 697,\n        \"samples\": [\n          \" #Fulfillment #PuzzleChallenge                \",\n          \" #Nostalgia #ClassicFilmMoments \",\n          \" #Isolation #EmotionalWinter            \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Retweets\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7.061286414470437,\n        \"min\": 5.0,\n        \"max\": 40.0,\n        \"num_unique_values\": 26,\n        \"samples\": [\n          18.0,\n          17.0,\n          15.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Likes\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 14.089848390888744,\n        \"min\": 10.0,\n        \"max\": 80.0,\n        \"num_unique_values\": 38,\n        \"samples\": [\n          31.0,\n          51.0,\n          25.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Country\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 115,\n        \"samples\": [\n          \" France         \",\n          \" Australia \",\n          \" India         \"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Year\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2,\n        \"min\": 2010,\n        \"max\": 2023,\n        \"num_unique_values\": 14,\n        \"samples\": [\n          2016,\n          2018,\n          2023\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Month\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3,\n        \"min\": 1,\n        \"max\": 12,\n        \"num_unique_values\": 12,\n        \"samples\": [\n          10,\n          7,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Day\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 8,\n        \"min\": 1,\n        \"max\": 31,\n        \"num_unique_values\": 31,\n        \"samples\": [\n          7,\n          30,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Hour\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 4,\n        \"min\": 0,\n        \"max\": 23,\n        \"num_unique_values\": 22,\n        \"samples\": [\n          12,\n          20,\n          13\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nColumns\")\n",
        "print(df.columns)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Yoc3QhmGnyWo",
        "outputId": "4024e0c5-5ff0-4c35-e6f3-1f5aac1d860c"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Columns\n",
            "Index(['Unnamed: 0.1', 'Unnamed: 0', 'Text', 'Sentiment', 'Timestamp', 'User',\n",
            "       'Platform', 'Hashtags', 'Retweets', 'Likes', 'Country', 'Year', 'Month',\n",
            "       'Day', 'Hour'],\n",
            "      dtype='object')\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nDataset Information\")\n",
        "df.info()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "4QrfstYhn4QY",
        "outputId": "aae19f5f-dec4-44ba-efb0-bd303d0343a2"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Dataset Information\n",
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 732 entries, 0 to 731\n",
            "Data columns (total 15 columns):\n",
            " #   Column        Non-Null Count  Dtype  \n",
            "---  ------        --------------  -----  \n",
            " 0   Unnamed: 0.1  732 non-null    int64  \n",
            " 1   Unnamed: 0    732 non-null    int64  \n",
            " 2   Text          732 non-null    object \n",
            " 3   Sentiment     732 non-null    object \n",
            " 4   Timestamp     732 non-null    object \n",
            " 5   User          732 non-null    object \n",
            " 6   Platform      732 non-null    object \n",
            " 7   Hashtags      732 non-null    object \n",
            " 8   Retweets      732 non-null    float64\n",
            " 9   Likes         732 non-null    float64\n",
            " 10  Country       732 non-null    object \n",
            " 11  Year          732 non-null    int64  \n",
            " 12  Month         732 non-null    int64  \n",
            " 13  Day           732 non-null    int64  \n",
            " 14  Hour          732 non-null    int64  \n",
            "dtypes: float64(2), int64(6), object(7)\n",
            "memory usage: 85.9+ KB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nShape\")\n",
        "print(df.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fNlNc7bwn-u4",
        "outputId": "e9d49c9c-14a0-44a9-f62f-084e0723d2e7"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Shape\n",
            "(732, 15)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nMissing Values\")\n",
        "print(df.isnull().sum())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LXKY8ywuoAfw",
        "outputId": "fc4c0491-4e14-4c85-c73a-62b5609fc413"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Missing Values\n",
            "Unnamed: 0.1    0\n",
            "Unnamed: 0      0\n",
            "Text            0\n",
            "Sentiment       0\n",
            "Timestamp       0\n",
            "User            0\n",
            "Platform        0\n",
            "Hashtags        0\n",
            "Retweets        0\n",
            "Likes           0\n",
            "Country         0\n",
            "Year            0\n",
            "Month           0\n",
            "Day             0\n",
            "Hour            0\n",
            "dtype: int64\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nDuplicate Rows\")\n",
        "print(df.duplicated().sum())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0fUtly2woCdQ",
        "outputId": "88c28d7e-3c9b-46a1-f32e-380565620d97"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Duplicate Rows\n",
            "0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **DATA PREPROCESSING**"
      ],
      "metadata": {
        "id": "lYP_FwVwoKWQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = df.loc[:, ~df.columns.str.contains(\"^Unnamed\")]\n",
        "\n",
        "print(df.columns)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "l06mMhmooHNY",
        "outputId": "60619c35-f7a1-42d2-da12-f74091d414f6"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Index(['Text', 'Sentiment', 'Timestamp', 'User', 'Platform', 'Hashtags',\n",
            "       'Retweets', 'Likes', 'Country', 'Year', 'Month', 'Day', 'Hour'],\n",
            "      dtype='object')\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "for column in df.select_dtypes(include=\"object\").columns:\n",
        "    df[column] = df[column].str.strip()"
      ],
      "metadata": {
        "id": "vA2Q9oisoV4n"
      },
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"Likes\"] = pd.to_numeric(df[\"Likes\"])\n",
        "\n",
        "df[\"Retweets\"] = pd.to_numeric(df[\"Retweets\"])\n",
        "\n",
        "\n",
        "print(\"\\nUpdated Data Types\")\n",
        "print(df.dtypes)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KIYU2p6RoYiw",
        "outputId": "7434d8ea-9c1f-46e0-bfce-8d7150ff6253"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Updated Data Types\n",
            "Text          object\n",
            "Sentiment     object\n",
            "Timestamp     object\n",
            "User          object\n",
            "Platform      object\n",
            "Hashtags      object\n",
            "Retweets     float64\n",
            "Likes        float64\n",
            "Country       object\n",
            "Year           int64\n",
            "Month          int64\n",
            "Day            int64\n",
            "Hour           int64\n",
            "dtype: object\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **SENTIMENT INFORMATION**"
      ],
      "metadata": {
        "id": "j8sUUar-pXzv"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nUnique Sentiments\")\n",
        "print(df[\"Sentiment\"].unique())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_jYNeJIyobWo",
        "outputId": "065e5103-34fb-4069-e565-6bcad50bb326"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Unique Sentiments\n",
            "['Positive' 'Negative' 'Neutral' 'Anger' 'Fear' 'Sadness' 'Disgust'\n",
            " 'Happiness' 'Joy' 'Love' 'Amusement' 'Enjoyment' 'Admiration' 'Affection'\n",
            " 'Awe' 'Disappointed' 'Surprise' 'Acceptance' 'Adoration' 'Anticipation'\n",
            " 'Bitter' 'Calmness' 'Confusion' 'Excitement' 'Kind' 'Pride' 'Shame'\n",
            " 'Elation' 'Euphoria' 'Contentment' 'Serenity' 'Gratitude' 'Hope'\n",
            " 'Empowerment' 'Compassion' 'Tenderness' 'Arousal' 'Enthusiasm'\n",
            " 'Fulfillment' 'Reverence' 'Despair' 'Grief' 'Loneliness' 'Jealousy'\n",
            " 'Resentment' 'Frustration' 'Boredom' 'Anxiety' 'Intimidation'\n",
            " 'Helplessness' 'Envy' 'Regret' 'Curiosity' 'Indifference' 'Numbness'\n",
            " 'Melancholy' 'Nostalgia' 'Ambivalence' 'Determination' 'Zest' 'Hopeful'\n",
            " 'Proud' 'Grateful' 'Empathetic' 'Compassionate' 'Playful' 'Free-spirited'\n",
            " 'Inspired' 'Confident' 'Bitterness' 'Yearning' 'Fearful' 'Apprehensive'\n",
            " 'Overwhelmed' 'Jealous' 'Devastated' 'Frustrated' 'Envious' 'Dismissive'\n",
            " 'Thrill' 'Bittersweet' 'Overjoyed' 'Inspiration' 'Motivation'\n",
            " 'Contemplation' 'JoyfulReunion' 'Satisfaction' 'Blessed' 'Reflection'\n",
            " 'Appreciation' 'Confidence' 'Accomplishment' 'Wonderment' 'Optimism'\n",
            " 'Enchantment' 'Intrigue' 'PlayfulJoy' 'Mindfulness' 'DreamChaser'\n",
            " 'Elegance' 'Whimsy' 'Pensive' 'Harmony' 'Creativity' 'Radiance' 'Wonder'\n",
            " 'Rejuvenation' 'Coziness' 'Adventure' 'Melodic' 'FestiveJoy'\n",
            " 'InnerJourney' 'Freedom' 'Dazzle' 'Adrenaline' 'ArtisticBurst'\n",
            " 'CulinaryOdyssey' 'Resilience' 'Immersion' 'Spark' 'Marvel' 'Heartbreak'\n",
            " 'Betrayal' 'Suffering' 'EmotionalStorm' 'Isolation' 'Disappointment'\n",
            " 'LostLove' 'Exhaustion' 'Sorrow' 'Darkness' 'Desperation' 'Ruins'\n",
            " 'Desolation' 'Loss' 'Heartache' 'Solitude' 'Positivity' 'Kindness'\n",
            " 'Friendship' 'Success' 'Exploration' 'Amazement' 'Romance' 'Captivation'\n",
            " 'Tranquility' 'Grandeur' 'Emotion' 'Energy' 'Celebration' 'Charm'\n",
            " 'Ecstasy' 'Colorful' 'Hypnotic' 'Connection' 'Iconic' 'Journey'\n",
            " 'Engagement' 'Touched' 'Suspense' 'Triumph' 'Heartwarming' 'Obstacle'\n",
            " 'Sympathy' 'Pressure' 'Renewed Effort' 'Miscalculation' 'Challenge'\n",
            " 'Solace' 'Breakthrough' 'Joy in Baking' 'Envisioning History'\n",
            " 'Imagination' 'Vibrancy' 'Mesmerizing' 'Culinary Adventure'\n",
            " 'Winter Magic' 'Thrilling Journey' \"Nature's Beauty\" 'Celestial Wonder'\n",
            " 'Creative Inspiration' 'Runway Creativity' \"Ocean's Freedom\"\n",
            " 'Whispers of the Past' 'Relief' 'Embarrassed' 'Mischievous' 'Sad' 'Hate'\n",
            " 'Bad' 'Happy']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nNumber of Classes\")\n",
        "print(df[\"Sentiment\"].nunique())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lloJ7Og9pcJX",
        "outputId": "958e0c3f-f00f-4c6d-8435-3beff6a1d868"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Number of Classes\n",
            "191\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nSentiment Distribution\")\n",
        "print(df[\"Sentiment\"].value_counts())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GYxXgc_fpfnF",
        "outputId": "d924d7f8-14db-4617-aa34-665c09f65dbf"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Sentiment Distribution\n",
            "Sentiment\n",
            "Positive                45\n",
            "Joy                     44\n",
            "Excitement              37\n",
            "Contentment             19\n",
            "Neutral                 18\n",
            "                        ..\n",
            "Celestial Wonder         1\n",
            "Nature's Beauty          1\n",
            "Thrilling Journey        1\n",
            "Whispers of the Past     1\n",
            "Relief                   1\n",
            "Name: count, Length: 191, dtype: int64\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "analyzer = SentimentIntensityAnalyzer()"
      ],
      "metadata": {
        "id": "2nscECLavXkn"
      },
      "execution_count": 21,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "vader_sentiments = []\n",
        "\n",
        "for text in df[\"Text\"]:\n",
        "\n",
        "    score = analyzer.polarity_scores(str(text))[\"compound\"]\n",
        "\n",
        "    if score >= 0.05:\n",
        "        vader_sentiments.append(\"Positive\")\n",
        "\n",
        "    elif score <= -0.05:\n",
        "        vader_sentiments.append(\"Negative\")\n",
        "\n",
        "    else:\n",
        "        vader_sentiments.append(\"Neutral\")\n",
        "\n",
        "df[\"Sentiment\"] = vader_sentiments"
      ],
      "metadata": {
        "id": "iIqYdmBQvZrP"
      },
      "execution_count": 22,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(df[\"Sentiment\"].value_counts())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CWV0YnLQvbI_",
        "outputId": "c119b868-a81d-4d0d-a5f5-23558103e4e2"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Sentiment\n",
            "Positive    466\n",
            "Negative    184\n",
            "Neutral      82\n",
            "Name: count, dtype: int64\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **SENTIMENT VISUALIZATION**\n"
      ],
      "metadata": {
        "id": "DHoHF9l6piRW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(12,6))\n",
        "\n",
        "top10 = df[\"Sentiment\"].value_counts()\n",
        "\n",
        "sns.countplot(\n",
        "    data=df,\n",
        "    x=\"Sentiment\",\n",
        "    order=top10.index\n",
        ")\n",
        "\n",
        "plt.xticks(rotation=45)\n",
        "plt.xlabel(\"Sentiment\")\n",
        "plt.ylabel(\"Count\")\n",
        "plt.title(\"Sentiments\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 604
        },
        "id": "ZbHDqgsHpgPu",
        "outputId": "c3107c26-f287-4a02-916b-47702e86cb61"
      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "stop_words = set(stopwords.words(\"english\"))\n",
        "\n",
        "lemmatizer = WordNetLemmatizer()\n",
        "\n",
        "processed_text = []\n",
        "\n",
        "for text in df[\"Text\"]:\n",
        "\n",
        "    text = str(text)\n",
        "\n",
        "    text = text.lower()\n",
        "\n",
        "    text = re.sub(r\"http\\S+\", \"\", text)\n",
        "\n",
        "    text = re.sub(r\"www\\S+\", \"\", text)\n",
        "\n",
        "    text = re.sub(r\"@\\w+\", \"\", text)\n",
        "\n",
        "    text = re.sub(r\"#\", \"\", text)\n",
        "\n",
        "    text = re.sub(r\"\\d+\", \"\", text)\n",
        "\n",
        "    text = text.translate(\n",
        "        str.maketrans(\"\", \"\", string.punctuation)\n",
        "    )\n",
        "\n",
        "    text = re.sub(r\"\\s+\", \" \", text)\n",
        "\n",
        "    tokens = nltk.word_tokenize(text)\n",
        "\n",
        "    tokens = [\n",
        "        word\n",
        "        for word in tokens\n",
        "        if word not in stop_words\n",
        "    ]\n",
        "\n",
        "    tokens = [\n",
        "        lemmatizer.lemmatize(word)\n",
        "        for word in tokens\n",
        "    ]\n",
        "\n",
        "    processed_text.append(\" \".join(tokens))\n",
        "\n",
        "df[\"Processed_Text\"] = processed_text\n",
        "\n",
        "print(\"\\nProcessed Text Sample\")\n",
        "\n",
        "print(df[[\"Text\",\"Processed_Text\"]].head())\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "aJpCrYJdpm9W",
        "outputId": "a02a604b-c20b-431b-b6a4-b7d22bb97954"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Processed Text Sample\n",
            "                                          Text  \\\n",
            "0        Enjoying a beautiful day at the park!   \n",
            "1           Traffic was terrible this morning.   \n",
            "2          Just finished an amazing workout! 💪   \n",
            "3  Excited about the upcoming weekend getaway!   \n",
            "4  Trying out a new recipe for dinner tonight.   \n",
            "\n",
            "                     Processed_Text  \n",
            "0       enjoying beautiful day park  \n",
            "1          traffic terrible morning  \n",
            "2        finished amazing workout 💪  \n",
            "3  excited upcoming weekend getaway  \n",
            "4  trying new recipe dinner tonight  \n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **WORD CLOUD**"
      ],
      "metadata": {
        "id": "7K_KIZB3qXh2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "text = \" \".join(df[\"Processed_Text\"])\n",
        "\n",
        "wordcloud = WordCloud(\n",
        "    width=1200,\n",
        "    height=600,\n",
        "    background_color=\"black\"\n",
        ").generate(text)\n",
        "\n",
        "plt.figure(figsize=(15,6))\n",
        "\n",
        "plt.imshow(wordcloud)\n",
        "\n",
        "plt.axis(\"off\")\n",
        "\n",
        "plt.title(\"Most Frequent Words\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "KLgwcSMpqG0l",
        "outputId": "70c5f585-0a26-4f75-d11e-40609a5ae506"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "positive_text = \" \".join(\n",
        "    df[df[\"Sentiment\"] == \"Positive\"][\"Processed_Text\"]\n",
        ")\n",
        "\n",
        "wordcloud = WordCloud(\n",
        "    width=1200,\n",
        "    height=600,\n",
        "    background_color=\"black\"\n",
        ").generate(positive_text)\n",
        "\n",
        "plt.figure(figsize=(15,6))\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "plt.title(\"Positive Sentiment Word Cloud\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "PllYleMsq4TF",
        "outputId": "0b4dd7bb-d26c-4b5a-e440-b8c509479a50"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "negative_text = \" \".join(\n",
        "    df[df[\"Sentiment\"] == \"Negative\"][\"Processed_Text\"]\n",
        ")\n",
        "\n",
        "wordcloud = WordCloud(\n",
        "    width=1200,\n",
        "    height=600,\n",
        "    background_color=\"black\"\n",
        ").generate(negative_text)\n",
        "\n",
        "plt.figure(figsize=(15,6))\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "plt.title(\"Negative Sentiment Word Cloud\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "H5_erNPIrSCk",
        "outputId": "586f4384-073c-42da-ac47-e3a0e27aeeb8"
      },
      "execution_count": 28,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "neutral_text = \" \".join(\n",
        "    df[df[\"Sentiment\"] == \"Neutral\"][\"Processed_Text\"]\n",
        ")\n",
        "\n",
        "wordcloud = WordCloud(\n",
        "    width=1200,\n",
        "    height=600,\n",
        "    background_color=\"black\"\n",
        ").generate(neutral_text)\n",
        "\n",
        "plt.figure(figsize=(15,6))\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "plt.title(\"Neutral Sentiment Word Cloud\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 521
        },
        "id": "_-gbhlRdrUL0",
        "outputId": "8efe8638-14b3-4509-9d3a-c2d8ef039ad1"
      },
      "execution_count": 29,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(8,5))\n",
        "\n",
        "sns.barplot(\n",
        "    data=df,\n",
        "    x=\"Sentiment\",\n",
        "    y=\"Likes\",\n",
        "    estimator=np.mean\n",
        ")\n",
        "\n",
        "plt.title(\"Average Likes by Sentiment\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "id": "LrNSyMqV-9gS",
        "outputId": "69119736-c64d-4eb6-83a4-508f77a4ad8f"
      },
      "execution_count": 110,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(8,5))\n",
        "\n",
        "sns.barplot(\n",
        "    data=df,\n",
        "    x=\"Sentiment\",\n",
        "    y=\"Retweets\",\n",
        "    estimator=np.mean\n",
        ")\n",
        "\n",
        "plt.title(\"Average Retweets by Sentiment\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "id": "cDvMTYtu-9XF",
        "outputId": "5fe65f3a-26b4-4313-8774-5fed1212aae2"
      },
      "execution_count": 111,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x500 with 1 Axes>"
            ],
            "image/png": 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+e3l4eNjbZ8yY4dAvNDRUGRkZOnTokCpXrmxvv/Zb0tI/YdHPz0/p6en24JkX2rRpo5iYGL377rvq16+ffHx8VLFiRa1cuVKNGzfONpRf62bnp0mTJlq3bp3Cw8NVt25d+fn5qU6dOvL399eyZcv0008/aeTIkfb+FStWlCQVLVr0ps8xJ+fiVq9fRESEIiIi9Prrr2vTpk1q3Lixpk6dqlGjRt10u+PHjys1NdXhruu+ffskyeEb7LVq1VK9evUUHx+vcuXK6ejRo/rwww9vuu+bKV68uCpWrGifQ7ZChQqSpCJFiuTp+yK37/ucyq/3dUHVDxQ2jHEFCrmLFy9qwYIFevjhh/XYY49leQwaNEjnz5+3Tw3k4uKixx57TN98841mz56tq1evOgwTkKROnTrp2LFj+vTTT7M9Xmpq6i3rcnV1lc1ms4+vlf75CHnRokUO/TLvkn388ccO7deHG1dXV3Xs2FFfffVVthPfXzudUU69+uqrOnPmjP35durUSenp6Xr77bez9L169arOnTtnX/bx8XFYvlaTJk10+PBhzZs3zz50wMXFRVFRURo/fryuXLlib5ek+vXrq2LFinr//feVkpJyw+eYk3ORGSyvrzE5OVlXr151aIuIiJCLi0uWKc+yc/XqVU2bNs2+fPnyZU2bNk0BAQGqX7++Q9/u3btr+fLlmjhxokqWLKnWrVvfcv+7du3S6dOns7QfOXJEv/76q6pWrSpJCgwMVNOmTTVt2jQlJiZm6Z/b98XNXte8lF/vax8fn9ue1gy4m3DHFSjkvv76a50/f15t27bNdn3Dhg0VEBCg+Ph4e0B94okn9OGHH2r48OGKiIhQ9erVHbbp3r27vvjiC/Xv319r1qxR48aNlZ6ert9++01ffPGFvv/+ezVo0OCmdbVp00bjx49Xq1at1KVLF506dUqTJ09WpUqVtHv3bnu/+vXrq2PHjpo4caLOnDmjhg0bKiEhwX737to7R6NHj9aaNWsUGRmpvn37qkaNGvr777/1008/aeXKlfr7779zdQ5bt26tWrVqafz48Ro4cKBiYmLUr18/xcXFaefOnWrZsqWKFCmi/fv3a/78+Zo0aZIee+wxe/1TpkzRqFGjVKlSJQUGBtq/xJYZSvfu3at3333Xfrzo6GgtXbpUHh4e9nlWpX9C7fTp09W6dWvVrFlTvXv3VtmyZXXs2DGtWbNGRYsW1TfffJOjc1GxYkUVK1ZMU6dOlZ+fn3x8fBQZGaldu3Zp0KBBevzxx1WlShVdvXpVs2fPtgepWwkODtaYMWN0+PBhValSRfPmzdPOnTv1ySefqEiRIg59u3TpoldeeUULFy7UgAEDsqzPzooVKzR8+HC1bdtWDRs2lK+vr37//Xf9+9//VlpamsP8vpMnT9b999+viIgI9e3bVxUqVNDJkye1efNm/fnnn9q1a9ctj3e9m72ueS0/3tf169fXvHnzNGTIEN17773y9fXVI488kg/VA4WMcyYzAHC7HnnkEePp6WlSU1Nv2KdXr16mSJEi9ul2MjIyTEhIiJFkRo0ale02ly9fNmPGjDE1a9Y0Hh4epnjx4qZ+/fpm5MiRJikpyd5P100lda3PPvvMVK5c2Xh4eJhq1aqZGTNmmOHDh5vr/2pJTU01AwcONCVKlDC+vr6mffv2Zu/evUaSGT16tEPfkydPmoEDB5qQkBBTpEgRExQUZJo3b24++eSTW56r7OZxzTRz5sws0xR98sknpn79+sbLy8v4+fmZiIgI88orr5jjx4/b+5w4ccK0adPG+Pn5GUlZplAKDAw0khymcdqwYYORZJo0aZJtLTt27DCPPvqoKVmypPHw8DChoaGmU6dOZtWqVbk6F4sXLzY1atQwbm5u9uf4+++/m6eeespUrFjReHp6mhIlSpgHHnjArFy58pbnMSYmxtSsWdNs27bNNGrUyHh6eprQ0FDz0Ucf3XCbhx56yEgymzZtuuX+jTHm999/N2+++aZp2LChCQwMNG5ubiYgIMC0adPGrF69Okv/gwcPmh49epigoCBTpEgRU7ZsWfPwww+bL7/80t4nczqszPmKM2U3xdWNXtcbTYdVs2bNLDXd6P2W3TVzO69l5rGvn8Ls0KFDWd67KSkppkuXLqZYsWL2KcWA/wU2YxjtDaDg7dy5U/Xq1dN//vMfde3a1dnl4A516NBBP//8c5axywCQlxjjCiDfXbx4MUvbxIkT5eLioujoaCdUhLyUmJiob7/9Vt27d3d2KQDucoxxBZDvxo4dq+3bt+uBBx6Qm5ubli5dqqVLl+qZZ57JMvUWrOPQoUPauHGjpk+friJFijj8YAEA5AeCK4B8FxUVpRUrVujtt99WSkqKypcvrxEjRmSZpgvWkpCQoN69e6t8+fL6/PPPFRQU5OySANzlGOMKAAAAS2CMKwAAACyB4AoAAABLuOvHuGZkZOj48ePy8/PjJ/IAAAAKIWOMzp8/r+DgYLm43Pi+6l0fXI8fP863lgEAACzgjz/+ULly5W64/q4Prn5+fpL+ORFFixZ1cjUAAAC4XnJyskJCQuy57Ubu+uCaOTygaNGiBFcAAIBC7FbDOvlyFgAAACzBqcE1Li5O9957r/z8/BQYGKj27dtr7969Dn2aNm0qm83m8Ojfv7+TKgYAAICzODW4JiQkaODAgdqyZYtWrFihK1euqGXLlkpNTXXo17dvXyUmJtofY8eOdVLFAAAAcBanjnFdtmyZw/LMmTMVGBio7du3Kzo62t7u7e3NTwkCAAD8jytUY1yTkpIkSSVKlHBoj4+PV6lSpVSrVi0NGzZMFy5cuOE+0tLSlJyc7PAAAACA9RWaWQUyMjI0ePBgNW7cWLVq1bK3d+nSRaGhoQoODtbu3bv16quvau/evVqwYEG2+4mLi9PIkSMLqmwAAAAUEJsxxji7CEkaMGCAli5dqg0bNtx04tnVq1erefPmOnDggCpWrJhlfVpamtLS0uzLmfOCJSUlMR0WAABAIZScnCx/f/9b5rVCccd10KBBWrJkidatW3fT0CpJkZGRknTD4Orh4SEPD498qRMAAADO49TgaozRc889p4ULF2rt2rUKDw+/5TY7d+6UJJUpUyafqwMAAEBh4tTgOnDgQM2ZM0eLFy+Wn5+fTpw4IUny9/eXl5eXDh48qDlz5uihhx5SyZIltXv3br344ouKjo5W7dq1nVk6AAAACphTx7je6Ge9ZsyYoV69eumPP/5Qt27dtGfPHqWmpiokJEQdOnTQ66+/ftvjVW93zAQAAACcwxJjXG+VmUNCQpSQkFBA1QAAAKAwK1TzuAIAAAA3UihmFQAAAMhPxhiHn5T38fG54ZBFFF4EVwAAcNdLTU1Vu3bt7MuLFy+Wr6+vEytCbjBUAAAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCW7OLgD/m4wxSk1NtS/7+PjIZrM5sSIAAFDYEVzhFKmpqWrXrp19efHixfL19XViRQAAoLBjqAAAAAAsgeAKAAAASyC4AgAAwBIIrgAAALAEgisAAAAsgeAKAAAASyC4AgAAwBIIrgAAALAEgisAAAAsgV/OyqX6L89ydgmWZrt6Wf7XLDd9Y66Mm7vT6rkbbH+vh7NLAAAgXxFcAQAo5LhZcue4YZK3nHWzhKECAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEvgBAjiFcS2ipNpPOiwDAADcDMEVzmGz8YslAAAgRxgqAAAAAEsguAIAAMASCK4AAACwBIIrAAAALIHgCgAAAEsguAIAAMASCK4AAACwBIIrAAAALIHgCgAAAEsguAIAAMASCK4AAACwBIIrAAAALIHgCgAAAEtwc3YBAAAA+c24FlFS7ScdlmE9BFcAAHD3s9lk3NydXQXuEEMFAAAAYAkEVwAAAFgCwRUAAACWQHAFAACAJRBcAQAAYAkEVwAAAFgCwRUAAACWQHAFAACAJRBcAQAAYAkEVwAAAFgCwRUAAACWQHAFAACAJRBcAQAAYAlODa5xcXG699575efnp8DAQLVv31579+516HPp0iUNHDhQJUuWlK+vrzp27KiTJ086qWIAAAA4i1ODa0JCggYOHKgtW7ZoxYoVunLlilq2bKnU1FR7nxdffFHffPON5s+fr4SEBB0/flyPPvqoE6sGAACAM7g58+DLli1zWJ45c6YCAwO1fft2RUdHKykpSZ999pnmzJmjZs2aSZJmzJih6tWra8uWLWrYsGGWfaalpSktLc2+nJycnL9PAgAAAAWiUI1xTUpKkiSVKFFCkrR9+3ZduXJFLVq0sPepVq2aypcvr82bN2e7j7i4OPn7+9sfISEh+V84AAAA8l2hCa4ZGRkaPHiwGjdurFq1akmSTpw4IXd3dxUrVsyhb+nSpXXixIls9zNs2DAlJSXZH3/88Ud+lw4AAIAC4NShAtcaOHCg9uzZow0bNtzRfjw8POTh4ZFHVQEAAKCwKBR3XAcNGqQlS5ZozZo1KleunL09KChIly9f1rlz5xz6nzx5UkFBQQVcJQAAAJzJqcHVGKNBgwZp4cKFWr16tcLDwx3W169fX0WKFNGqVavsbXv37tXRo0fVqFGjgi4XAAAATuTUoQIDBw7UnDlztHjxYvn5+dnHrfr7+8vLy0v+/v7q06ePhgwZohIlSqho0aJ67rnn1KhRo2xnFAAAAMDdy6nBdcqUKZKkpk2bOrTPmDFDvXr1kiRNmDBBLi4u6tixo9LS0hQbG6uPP/64gCsFAACAszk1uBpjbtnH09NTkydP1uTJkwugIgAAABRWheLLWQAAAMCtEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWIKbswsAANw+Y4xSU1Ptyz4+PrLZbE6sCAAKDsEVACwkNTVV7dq1sy8vXrxYvr6+TqwIAAoOQwUAAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJbg5uwCAPzvqP/yLGeXYHm2q5flf81y0zfmyri5O62eu8H293o4uwQAt4k7rgAAALAEgisAAAAsgeAKAAAASyC4AgAAwBIIrgAAALAEgisAAAAsgeAKAAAASyC4AgAAwBIIrgAAALAEgisAAAAsgeAKAAAASyC4AgAAwBIIrgAAALAEgisAAAAsgeAKAAAASyC4AgAAwBLcnF0AAOD2GdciSqr9pMMyAPyvILgCgJXYbDJu7s6uAgCcgqECAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASnBtd169bpkUceUXBwsGw2mxYtWuSwvlevXrLZbA6PVq1aOadYAAAAOJVTg2tqaqrq1KmjyZMn37BPq1atlJiYaH/8v//3/wqwQgAAABQWbs48eOvWrdW6deub9vHw8FBQUFABVQQAAIDCqtCPcV27dq0CAwNVtWpVDRgwQGfOnLlp/7S0NCUnJzs8AAAAYH2FOri2atVKs2bN0qpVqzRmzBglJCSodevWSk9Pv+E2cXFx8vf3tz9CQkIKsGIAAADkF6cOFbiVzp072/8cERGh2rVrq2LFilq7dq2aN2+e7TbDhg3TkCFD7MvJycmEVwAAgLtAob7jer0KFSqoVKlSOnDgwA37eHh4qGjRog4PAAAAWJ+lguuff/6pM2fOqEyZMs4uBQAAAAXMqUMFUlJSHO6eHjp0SDt37lSJEiVUokQJjRw5Uh07dlRQUJAOHjyoV155RZUqVVJsbKwTqwYAAIAz5Mkd1+TkZC1atEj//e9/c7Tdtm3bVK9ePdWrV0+SNGTIENWrV09vvvmmXF1dtXv3brVt21ZVqlRRnz59VL9+fa1fv14eHh55UTYAAAAsJFd3XDt16qTo6GgNGjRIFy9eVIMGDXT48GEZYzR37lx17NjxtvbTtGlTGWNuuP7777/PTXkAAAC4C+Xqjuu6devUpEkTSdLChQtljNG5c+f0wQcfaNSoUXlaIAAAACDlMrgmJSWpRIkSkqRly5apY8eO8vb2Vps2bbR///48LRAAAACQchlcQ0JCtHnzZqWmpmrZsmVq2bKlJOns2bPy9PTM0wIBAAAAKZdjXAcPHqyuXbvK19dXoaGhatq0qaR/hhBERETkZX0AAACApFwG12effVaRkZE6evSoHnzwQbm4/HPjtkKFCnrnnXfytEAAAABAyuVQgbfeekvVq1dXhw4d5Ovra29v1qyZVq5cmWfFAQAAAJlyFVxHjhyplJSULO0XLlzQyJEj77goAAAA4Hq5Cq7GGNlstiztu3btss82AAAAAOSlHI1xLV68uGw2m2w2m6pUqeIQXtPT05WSkqL+/fvneZEAAABAjoLrxIkTZYzRU089pZEjR8rf39++zt3dXWFhYWrUqFGeFwkAAADkKLj27NlTkhQeHq7GjRvLzS1XkxIAAAAAOZarMa4xMTE6cuSIXn/9dT355JM6deqUJGnp0qX65Zdf8rRAAAAAQMplcE1ISFBERIS2bt2qBQsW2GcY2LVrl4YPH56nBQIAAABSLoPra6+9plGjRmnFihVyd3e3tzdr1kxbtmzJs+IAAACATLkKrj///LM6dOiQpT0wMFCnT5++46IAAACA6+UquBYrVkyJiYlZ2nfs2KGyZcvecVEAAADA9XIVXDt37qxXX31VJ06ckM1mU0ZGhjZu3KihQ4eqR48eeV0jAAAAkLvg+u6776patWoKCQlRSkqKatSooejoaEVFRen111/P6xoBAACAnM3jmsnd3V2ffvqp3njjDe3Zs0cpKSmqV6+eKleunNf1AQAAAJJyGVwzBQUF6eLFi6pYsSI/RgAAAIB8lauhAhcuXFCfPn3k7e2tmjVr6ujRo5Kk5557TqNHj87TAgEAAAApl8F12LBh2rVrl9auXStPT097e4sWLTRv3rw8Kw4AAADIlKvP9xctWqR58+apYcOGstls9vaaNWvq4MGDeVYcAAAAkClXd1z/+usvBQYGZmlPTU11CLIAAABAXslVcG3QoIG+/fZb+3JmWJ0+fboaNWqUN5UBAAAA18jVUIF3331XrVu31q+//qqrV69q0qRJ+vXXX7Vp0yYlJCTkdY0AAABA7u643n///dq5c6euXr2qiIgILV++XIGBgdq8ebPq16+f1zUCAAAAuZ/HtWLFivr000/zshYAAADghnJ1x7VHjx6aMWOGfv/997yuBwAAAMhWroKru7u74uLiVKlSJYWEhKhbt26aPn269u/fn9f1AQAAAJJyGVynT5+uffv26Y8//tDYsWPl6+urcePGqVq1aipXrlxe1wgAAADkLrhmKl68uEqWLKnixYurWLFicnNzU0BAQF7VBgAAANjlKrj+3//9n6KiolSyZEm99tprunTpkl577TWdOHFCO3bsyOsaAQAAgNzNKjB69GgFBARo+PDhevTRR1WlSpW8rgsAAABwkKvgumPHDiUkJGjt2rUaN26c3N3dFRMTo6ZNm6pp06YEWQAAAOS5XAXXOnXqqE6dOnr++eclSbt27dKECRM0cOBAZWRkKD09PU+LBAAAAHIVXI0x2rFjh9auXau1a9dqw4YNSk5OVu3atRUTE5PXNQIAAAC5C64lSpRQSkqK6tSpo5iYGPXt21dNmjRRsWLF8rg8AAAA4B+5Cq7/+c9/1KRJExUtWjSv6wEAAACylavpsL766ivZbLYs7ampqXrqqafuuCgAAADgerkKrp9//rkuXryYpf3ixYuaNWvWHRcFAAAAXC9HQwWSk5NljJExRufPn5enp6d9XXp6ur777jsFBgbmeZEAAABAjoJrsWLFZLPZZLPZsp2r1WazaeTIkXlWHAAAAJApR8F1zZo1MsaoWbNm+uqrr1SiRAn7Ond3d4WGhio4ODjPiwQAAAByFFwz52g9dOiQypcvn+0XtAAAAID8kKsvZ4WGhmrDhg3q1q2boqKidOzYMUnS7NmztWHDhjwtEAAAAJDuYDqs2NhYeXl56aefflJaWpokKSkpSe+++26eFggAAABIuQyuo0aN0tSpU/Xpp5+qSJEi9vbGjRvrp59+yrPiAAAAgEy5Cq579+5VdHR0lnZ/f3+dO3fuTmsCAAAAsshVcA0KCtKBAweytG/YsEEVKlS446IAAACA6+UquPbt21cvvPCCtm7dKpvNpuPHjys+Pl4vvfSSBgwYkNc1AgAAADmbDivTa6+9poyMDDVv3lwXLlxQdHS0PDw89PLLL+vpp5/O6xoBAACA3N1xtdls+te//qW///5be/bs0ZYtW/TXX3/J399f4eHheV0jAAAAkLPgmpaWpmHDhqlBgwZq3LixvvvuO9WoUUO//PKLqlatqkmTJunFF1/Mr1oBAADwPyxHQwXefPNNTZs2TS1atNCmTZv0+OOPq3fv3tqyZYvGjRunxx9/XK6urvlVKwAAAP6H5Si4zp8/X7NmzVLbtm21Z88e1a5dW1evXtWuXbv4+VcAAADkqxwNFfjzzz9Vv359SVKtWrXk4eGhF198kdAKAACAfJej4Jqeni53d3f7spubm3x9ffO8KAAAAOB6ORoqYIxRr1695OHhIUm6dOmS+vfvLx8fH4d+CxYsyLsKAQAAAOUwuPbs2dNhuVu3bnlaDAAAAHAjOQquM2bMyK86AAAAgJvK1Q8QAAAAAAWN4AoAAABLILgCAADAEpwaXNetW6dHHnlEwcHBstlsWrRokcN6Y4zefPNNlSlTRl5eXmrRooX279/vnGIBAADgVE4NrqmpqapTp44mT56c7fqxY8fqgw8+0NSpU7V161b5+PgoNjZWly5dKuBKAQAA4Gw5mlUgr7Vu3VqtW7fOdp0xRhMnTtTrr7+udu3aSZJmzZql0qVLa9GiRercuXNBlgoAAAAnK7RjXA8dOqQTJ06oRYsW9jZ/f39FRkZq8+bNN9wuLS1NycnJDg8AAABYX6ENridOnJAklS5d2qG9dOnS9nXZiYuLk7+/v/0REhKSr3UCAACgYBTa4Jpbw4YNU1JSkv3xxx9/OLskAAAA5IFCG1yDgoIkSSdPnnRoP3nypH1ddjw8PFS0aFGHBwAAAKyv0AbX8PBwBQUFadWqVfa25ORkbd26VY0aNXJiZQAAAHAGp84qkJKSogMHDtiXDx06pJ07d6pEiRIqX768Bg8erFGjRqly5coKDw/XG2+8oeDgYLVv3955RQMAAMApnBpct23bpgceeMC+PGTIEElSz549NXPmTL3yyitKTU3VM888o3Pnzun+++/XsmXL5Onp6aySAQAA4CRODa5NmzaVMeaG6202m9566y299dZbBVgVAAAACqNCO8YVAAAAuBbBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWALBFQAAAJZAcAUAAIAlEFwBAABgCQRXAAAAWEKhDq4jRoyQzWZzeFSrVs3ZZQEAAMAJ3JxdwK3UrFlTK1eutC+7uRX6kgEAAJAPCn0KdHNzU1BQ0G33T0tLU1pamn05OTk5P8oCAABAASvUQwUkaf/+/QoODlaFChXUtWtXHT169Kb94+Li5O/vb3+EhIQUUKUAAADIT4U6uEZGRmrmzJlatmyZpkyZokOHDqlJkyY6f/78DbcZNmyYkpKS7I8//vijACsGAABAfinUQwVat25t/3Pt2rUVGRmp0NBQffHFF+rTp0+223h4eMjDw6OgSgQAAEABKdR3XK9XrFgxValSRQcOHHB2KQAAAChglgquKSkpOnjwoMqUKePsUgAAAFDACnVwHTp0qBISEnT48GFt2rRJHTp0kKurq5588klnlwYAAIACVqjHuP7555968skndebMGQUEBOj+++/Xli1bFBAQ4OzSAAAAUMAKdXCdO3eus0sAAABAIVGohwoAAAAAmQiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLILgCAADAEgiuAAAAsASCKwAAACyB4AoAAABLsERwnTx5ssLCwuTp6anIyEj98MMPzi4JAAAABazQB9d58+ZpyJAhGj58uH766SfVqVNHsbGxOnXqlLNLAwAAQAEq9MF1/Pjx6tu3r3r37q0aNWpo6tSp8vb21r///W9nlwYAAIAC5ObsAm7m8uXL2r59u4YNG2Zvc3FxUYsWLbR58+Zst0lLS1NaWpp9OSkpSZKUnJycp7Wlp13M0/0Bdyqv3+P5gesGhRHXDpBzeX3dZO7PGHPTfoU6uJ4+fVrp6ekqXbq0Q3vp0qX122+/ZbtNXFycRo4cmaU9JCQkX2oECgv/D/s7uwTAkrh2gJzLr+vm/Pnz8vf3v+H6Qh1cc2PYsGEaMmSIfTkjI0N///23SpYsKZvN5sTKcL3k5GSFhITojz/+UNGiRZ1dDmAZXDtA7nDtFF7GGJ0/f17BwcE37Veog2upUqXk6uqqkydPOrSfPHlSQUFB2W7j4eEhDw8Ph7ZixYrlV4nIA0WLFuUvECAXuHaA3OHaKZxudqc1U6H+cpa7u7vq16+vVatW2dsyMjK0atUqNWrUyImVAQAAoKAV6juukjRkyBD17NlTDRo00H333aeJEycqNTVVvXv3dnZpAAAAKECFPrg+8cQT+uuvv/Tmm2/qxIkTqlu3rpYtW5blC1uwHg8PDw0fPjzL0A4AN8e1A+QO14712cyt5h0AAAAACoFCPcYVAAAAyERwBQAAgCUQXAEAAGAJBFcUuLVr18pms+ncuXM37RcWFqaJEycWSE3A3YxrCchft/vvGu4cwRU31KtXL9lsNtlsNrm7u6tSpUp66623dPXq1Tvab1RUlBITE+0TDc+cOTPbH4n48ccf9cwzz9zRsYD8lnmdjB492qF90aJFBf5rfVxLsLqCup4OHz4sm82mnTt35tk+UTAIrripVq1aKTExUfv379dLL72kESNG6L333rujfbq7uysoKOiWfwkFBATI29v7jo4FFARPT0+NGTNGZ8+edXYp2eJagpUUpuvp8uXLzi4B1yG44qY8PDwUFBSk0NBQDRgwQC1atNDXX3+ts2fPqkePHipevLi8vb3VunVr7d+/377dkSNH9Mgjj6h48eLy8fFRzZo19d1330ly/Ehl7dq16t27t5KSkux3d0eMGCHJ8ePNLl266IknnnCo7cqVKypVqpRmzZol6Z9fVYuLi1N4eLi8vLxUp04dffnll/l/kvA/r0WLFgoKClJcXNwN+2zYsEFNmjSRl5eXQkJC9Pzzzys1NdW+PjExUW3atJGXl5fCw8M1Z86cLB/xjx8/XhEREfLx8VFISIieffZZpaSkSBLXEu4aeXE92Ww2LVq0yGGbYsWKaebMmZKk8PBwSVK9evVks9nUtGlTSf/c8W3fvr3eeecdBQcHq2rVqpKk2bNnq0GDBvLz81NQUJC6dOmiU6dO5d2Txm0juCJHvLy8dPnyZfXq1Uvbtm3T119/rc2bN8sYo4ceekhXrlyRJA0cOFBpaWlat26dfv75Z40ZM0a+vr5Z9hcVFaWJEyeqaNGiSkxMVGJiooYOHZqlX9euXfXNN9/Y/5GWpO+//14XLlxQhw4dJElxcXGaNWuWpk6dql9++UUvvviiunXrpoSEhHw6G8A/XF1d9e677+rDDz/Un3/+mWX9wYMH1apVK3Xs2FG7d+/WvHnztGHDBg0aNMjep0ePHjp+/LjWrl2rr776Sp988kmWfxhdXFz0wQcf6JdfftHnn3+u1atX65VXXpHEtYS7R15cT7fyww8/SJJWrlypxMRELViwwL5u1apV2rt3r1asWKElS5ZI+uc/d2+//bZ27dqlRYsW6fDhw+rVq9edPVHkjgFuoGfPnqZdu3bGGGMyMjLMihUrjIeHh2nfvr2RZDZu3Gjve/r0aePl5WW++OILY4wxERERZsSIEdnud82aNUaSOXv2rDHGmBkzZhh/f/8s/UJDQ82ECROMMcZcuXLFlCpVysyaNcu+/sknnzRPPPGEMcaYS5cuGW9vb7Np0yaHffTp08c8+eSTuXn6wG259jpp2LCheeqpp4wxxixcuNBk/hXbp08f88wzzzhst379euPi4mIuXrxo/vvf/xpJ5scff7Sv379/v5FkvwayM3/+fFOyZEn7MtcSrC4vridjjJFkFi5c6NDH39/fzJgxwxhjzKFDh4wks2PHjizHL126tElLS7tpnT/++KORZM6fP2+MyfrvGvJPof/JVzjXkiVL5OvrqytXrigjI0NdunTRo48+qiVLligyMtLer2TJkqpatar++9//SpKef/55DRgwQMuXL1eLFi3UsWNH1a5dO9d1uLm5qVOnToqPj1f37t2VmpqqxYsXa+7cuZKkAwcO6MKFC3rwwQcdtrt8+bLq1auX6+MCOTFmzBg1a9Ysy53OXbt2affu3YqPj7e3GWOUkZGhQ4cOad++fXJzc9M999xjX1+pUiUVL17cYT8rV65UXFycfvvtNyUnJ+vq1au6dOmSLly4cNtjWLmWYBW5vZ6qV69+R8eNiIiQu7u7Q9v27ds1YsQI7dq1S2fPnlVGRoYk6ejRo6pRo8YdHQ85Q3DFTT3wwAOaMmWK3N3dFRwcLDc3N3399de33O7pp59WbGysvv32Wy1fvlxxcXEaN26cnnvuuVzX0rVrV8XExOjUqVNasWKFvLy81KpVK0myf+z57bffqmzZsg7b8ZvUKCjR0dGKjY3VsGHDHD5GTElJUb9+/fT8889n2aZ8+fLat2/fLfd9+PBhPfzwwxowYIDeeecdlShRQhs2bFCfPn10+fLlHH35imsJVpDb60n6Z4yrue4X7TOHst2Kj4+Pw3JqaqpiY2MVGxur+Ph4BQQE6OjRo4qNjeXLW05AcMVN+fj4qFKlSg5t1atX19WrV7V161ZFRUVJks6cOaO9e/c6/M8zJCRE/fv3V//+/TVs2DB9+umn2QZXd3d3paen37KWqKgohYSEaN68eVq6dKkef/xxFSlSRJJUo0YNeXh46OjRo4qJibmTpwzckdGjR6tu3br2L3VI0j333KNff/01y7WUqWrVqrp69ap27Nih+vXrS/rnzue136revn27MjIyNG7cOLm4/PP1hC+++MJhP1xLuNvk5nqS/plJIzEx0b68f/9+Xbhwwb6ceUf1dq6X3377TWfOnNHo0aMVEhIiSdq2bVuOnwvyBsEVOVa5cmW1a9dOffv21bRp0+Tn56fXXntNZcuWVbt27SRJgwcPVuvWrVWlShWdPXtWa9asueHHN2FhYUpJSdGqVatUp04deXt73/DuUZcuXTR16lTt27dPa9assbf7+flp6NChevHFF5WRkaH7779fSUlJ2rhxo4oWLaqePXvm/YkAshEREaGuXbvqgw8+sLe9+uqratiwoQYNGqSnn35aPj4++vXXX7VixQp99NFHqlatmlq0aKFnnnlGU6ZMUZEiRfTSSy/Jy8vLPm1cpUqVdOXKFX344Yd65JFHtHHjRk2dOtXh2FxLuNvk5nqSpGbNmumjjz5So0aNlJ6erldffdX+nzNJCgwMlJeXl5YtW6Zy5crJ09PTPrf49cqXLy93d3d9+OGH6t+/v/bs2aO33347f584bszJY2xRiF07SP56f//9t+nevbvx9/c3Xl5eJjY21uzbt8++ftCgQaZixYrGw8PDBAQEmO7du5vTp08bY7IfxN6/f39TsmRJI8kMHz7cGOP4hZJMv/76q5FkQkNDTUZGhsO6jIwMM3HiRFO1alVTpEgRExAQYGJjY01CQsIdnwvgRrK7Tg4dOmTc3d3NtX/F/vDDD+bBBx80vr6+xsfHx9SuXdu888479vXHjx83rVu3Nh4eHiY0NNTMmTPHBAYGmqlTp9r7jB8/3pQpU8Z+zc2aNYtrCXeVvLqejh07Zlq2bGl8fHxM5cqVzXfffefw5SxjjPn0009NSEiIcXFxMTExMTc8vjHGzJkzx4SFhRkPDw/TqFEj8/XXXzt8uYsvZxUcmzHXDQIBADjdn3/+qZCQEK1cuVLNmzd3djkAUCgQXAGgEFi9erVSUlIUERGhxMREvfLKKzp27Jj27dvn8BEnAPwvY4wrABQCV65c0f/93//p999/l5+fn6KiohQfH09oBYBrcMcVAAAAlsBPvgIAAMASCK4AAACwBIIrAAAALIHgCgAAAEsguAIAAMASCK4AYAFr166VzWbTuXPnnF0KADgNwRUAcuCvv/7SgAEDVL58eXl4eCgoKEixsbHauHFjnh2jadOmGjx4sENbVFSUEhMTb/h76gWpV69eat++vbPLAPA/iB8gAIAc6Nixoy5fvqzPP/9cFSpU0MmTJ7Vq1SqdOXMmX4/r7u6uoKCgfD0GABR23HEFgNt07tw5rV+/XmPGjNEDDzyg0NBQ3XfffRo2bJjatm1r7/P0008rICBARYsWVbNmzbRr1y77PkaMGKG6detq9uzZCgsLk7+/vzp37qzz589L+uduZkJCgiZNmiSbzSabzabDhw9nGSowc+ZMFStWTEuWLFHVqlXl7e2txx57TBcuXNDnn3+usLAwFS9eXM8//7zS09Ptx09LS9PQoUNVtmxZ+fj4KDIyUmvXrrWvz9zv999/r+rVq8vX11etWrVSYmKivf7PP/9cixcvttd37fYAkJ8IrgBwm3x9feXr66tFixYpLS0t2z6PP/64Tp06paVLl2r79u2655571Lx5c/3999/2PgcPHtSiRYu0ZMkSLVmyRAkJCRo9erQkadKkSWrUqJH69u2rxMREJSYmKiQkJNtjXbhwQR988IHmzp2rZcuWae3aterQoYO+++47fffdd5o9e7amTZumL7/80r7NoEGDtHnzZs2dO1e7d+/W448/rlatWmn//v0O+33//fc1e/ZsrVu3TkePHtXQoUMlSUOHDlWnTp3sYTYxMVFRUVF3fG4B4LYYAMBt+/LLL03x4sWNp6eniYqKMsOGDTO7du0yxhizfv16U7RoUXPp0iWHbSpWrGimTZtmjDFm+PDhxtvb2yQnJ9vXv/zyyyYyMtK+HBMTY1544QWHfaxZs8ZIMmfPnjXGGDNjxgwjyRw4cMDep1+/fsbb29ucP3/e3hYbG2v69etnjDHmyJEjxtXV1Rw7dsxh382bNzfDhg274X4nT55sSpcubV/u2bOnadeu3W2dLwDIS4xxBYAc6Nixo9q0aaP169dry5YtWrp0qcaOHavp06crNTVVKSkpKlmypMM2Fy9e1MGDB+3LYWFh8vPzsy+XKVNGp06dynEt3t7eqlixon25dOnSCgsLk6+vr0Nb5r5//vlnpaenq0qVKg77SUtLc6j5+v3mtj4AyGsEVwDIIU9PTz344IN68MEH9cYbb+jpp5/W8OHD9eyzz6pMmTLZjvksVqyY/c9FihRxWGez2ZSRkZHjOrLbz832nZKSIldXV23fvl2urq4O/a4Nu9ntwxiT4/oAIK8RXAHgDtWoUUOLFi3SPffcoxMnTsjNzU1hYWG53p+7u7vDF6rySr169ZSenq5Tp06pSZMmud5PftUHALfCl7MA4DadOXNGzZo103/+8x/t3r1bhw4d0vz58zV27Fi1a9dOLVq0UKNGjdS+fXstX75chw8f1qZNm/Svf/1L27Ztu+3jhIWFaevWrTp8+LBOnz6dq7ux2alSpYq6du2qHj16aMGCBTp06JB++OEHxcXF6dtvv81Rfbt379bevXt1+vRpXblyJU/qA4BbIbgCwG3y9fVVZGSkJkyYoOjoaNWqVUtvvPGG+vbtq48++kg2m03fffedoqOj1bt3b1WpUkWdO3fWkSNHVLp06ds+ztChQ+Xq6qoaNWooICBAR48ezbPnMGPGDPXo0UMvvfSSqlatqvbt2+vHH39U+fLlb3sfffv2VdWqVdWgQQMFBATk6Y8vAMDN2AwDlwAAAGAB3HEFAACAJRBcAQAAYAkEVwAAAFgCwRUAAACWQHAFAACAJRBcAQAAYAkEVwAAAFgCwRUAAACWQHAFAACAJRBcAQAAYAkEVwAAAFjC/wddT9ICpCUyoAAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "engagement = df.groupby(\"Sentiment\")[[\"Likes\",\"Retweets\"]].mean()\n",
        "\n",
        "print(engagement)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MWp4aZ1S-9Ng",
        "outputId": "aed0c82a-78ed-47e3-9ca5-88b24fce512c"
      },
      "execution_count": 112,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "               Likes   Retweets\n",
            "Sentiment                      \n",
            "Negative   34.652174  17.375000\n",
            "Neutral    45.378049  22.792683\n",
            "Positive   45.723176  22.914163\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10,5))\n",
        "\n",
        "sns.boxplot(\n",
        "    data=df,\n",
        "    x=\"Sentiment\",\n",
        "    y=\"Likes\"\n",
        ")\n",
        "\n",
        "plt.title(\"Likes Distribution by Sentiment\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "id": "FN4g1Ava-9Ck",
        "outputId": "03b5ba5d-8f63-43a0-a040-f93ad4d1edfd"
      },
      "execution_count": 113,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "consumer = df.groupby(\"Sentiment\")[[\"Likes\",\"Retweets\"]].mean()\n",
        "\n",
        "plt.figure(figsize=(6,4))\n",
        "\n",
        "sns.heatmap(\n",
        "    consumer,\n",
        "    annot=True,\n",
        "    cmap=\"YlGnBu\",\n",
        "    fmt=\".2f\"\n",
        ")\n",
        "\n",
        "plt.title(\"Consumer Behaviour Heatmap\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 391
        },
        "id": "8bPXNVcX_HBU",
        "outputId": "8a4db4bb-180b-42cb-ffbf-315db16ca858"
      },
      "execution_count": 114,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x400 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **LABEL ENCODING**"
      ],
      "metadata": {
        "id": "Gz2zQhGAre0m"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "label_encoder = LabelEncoder()\n",
        "\n",
        "df[\"Sentiment_Label\"] = label_encoder.fit_transform(\n",
        "    df[\"Sentiment\"]\n",
        ")\n",
        "\n",
        "print(\"\\nEncoded Classes\")\n",
        "\n",
        "for i, label in enumerate(label_encoder.classes_):\n",
        "\n",
        "    print(i,\"=\",label)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3ZTe_yNprWxM",
        "outputId": "3153c6c9-98fb-4337-bab3-ce16bf9931a3"
      },
      "execution_count": 30,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Encoded Classes\n",
            "0 = Negative\n",
            "1 = Neutral\n",
            "2 = Positive\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **TRAIN TEST SPLIT**"
      ],
      "metadata": {
        "id": "mOKLcowErnfc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "X = df[\"Processed_Text\"]\n",
        "\n",
        "y = df[\"Sentiment_Label\"]\n",
        "\n",
        "X_train, X_test, y_train, y_test = train_test_split(\n",
        "    X,\n",
        "    y,\n",
        "    test_size=0.20,\n",
        "    random_state=42,\n",
        "    stratify=y\n",
        ")\n",
        "\n",
        "print(\"\\nTraining Samples :\",len(X_train))\n",
        "\n",
        "print(\"Testing Samples :\",len(X_test))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DCXWgW0vriub",
        "outputId": "afc21190-8c89-4ba9-a97a-e945a699d43d"
      },
      "execution_count": 31,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Training Samples : 585\n",
            "Testing Samples : 147\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **TF-IDF VECTORIZATION**"
      ],
      "metadata": {
        "id": "ZQ8Y2hZyv-0f"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "tfidf = TfidfVectorizer(\n",
        "    max_features=5000,\n",
        "    ngram_range=(1,2)\n",
        ")\n",
        "\n",
        "X_train_tfidf = tfidf.fit_transform(X_train)\n",
        "\n",
        "X_test_tfidf = tfidf.transform(X_test)\n",
        "\n",
        "print(\"\\nTF-IDF Training Shape\")\n",
        "\n",
        "print(X_train_tfidf.shape)\n",
        "\n",
        "print(\"\\nTF-IDF Testing Shape\")\n",
        "\n",
        "print(X_test_tfidf.shape)\n",
        "\n",
        "print(\"\\nVocabulary Size\")\n",
        "\n",
        "print(len(tfidf.vocabulary_))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ep-nno1Xr1OE",
        "outputId": "ab6a4ee8-5b28-4870-d5a0-7430e0b29983"
      },
      "execution_count": 32,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "TF-IDF Training Shape\n",
            "(585, 5000)\n",
            "\n",
            "TF-IDF Testing Shape\n",
            "(147, 5000)\n",
            "\n",
            "Vocabulary Size\n",
            "5000\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **MACHINE LEARNING MODELS**"
      ],
      "metadata": {
        "id": "3-ShwEqaxMPl"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **NAIVE BAYES**"
      ],
      "metadata": {
        "id": "1w1ax-MGxQEd"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "nb_model = MultinomialNB()\n",
        "\n",
        "nb_model.fit(X_train_tfidf, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "TxSuiaFTwEHF",
        "outputId": "bd34f0f8-c104-45d5-9746-c213528bb496"
      },
      "execution_count": 33,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "MultinomialNB()"
            ],
            "text/html": [
              "<style>#sk-container-id-1 {\n",
              "  /* Definition of color scheme common for light and dark mode */\n",
              "  --sklearn-color-text: #000;\n",
              "  --sklearn-color-text-muted: #666;\n",
              "  --sklearn-color-line: gray;\n",
              "  /* Definition of color scheme for unfitted estimators */\n",
              "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
              "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
              "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
              "  --sklearn-color-unfitted-level-3: chocolate;\n",
              "  /* Definition of color scheme for fitted estimators */\n",
              "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
              "  --sklearn-color-fitted-level-1: #d4ebff;\n",
              "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
              "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
              "\n",
              "  /* Specific color for light theme */\n",
              "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
              "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-icon: #696969;\n",
              "\n",
              "  @media (prefers-color-scheme: dark) {\n",
              "    /* Redefinition of color scheme for dark theme */\n",
              "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
              "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-icon: #878787;\n",
              "  }\n",
              "}\n",
              "\n",
              "#sk-container-id-1 {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 pre {\n",
              "  padding: 0;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 input.sk-hidden--visually {\n",
              "  border: 0;\n",
              "  clip: rect(1px 1px 1px 1px);\n",
              "  clip: rect(1px, 1px, 1px, 1px);\n",
              "  height: 1px;\n",
              "  margin: -1px;\n",
              "  overflow: hidden;\n",
              "  padding: 0;\n",
              "  position: absolute;\n",
              "  width: 1px;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-dashed-wrapped {\n",
              "  border: 1px dashed var(--sklearn-color-line);\n",
              "  margin: 0 0.4em 0.5em 0.4em;\n",
              "  box-sizing: border-box;\n",
              "  padding-bottom: 0.4em;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-container {\n",
              "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
              "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
              "     so we also need the `!important` here to be able to override the\n",
              "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
              "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
              "  display: inline-block !important;\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-text-repr-fallback {\n",
              "  display: none;\n",
              "}\n",
              "\n",
              "div.sk-parallel-item,\n",
              "div.sk-serial,\n",
              "div.sk-item {\n",
              "  /* draw centered vertical line to link estimators */\n",
              "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
              "  background-size: 2px 100%;\n",
              "  background-repeat: no-repeat;\n",
              "  background-position: center center;\n",
              "}\n",
              "\n",
              "/* Parallel-specific style estimator block */\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel-item::after {\n",
              "  content: \"\";\n",
              "  width: 100%;\n",
              "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
              "  flex-grow: 1;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel {\n",
              "  display: flex;\n",
              "  align-items: stretch;\n",
              "  justify-content: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel-item {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel-item:first-child::after {\n",
              "  align-self: flex-end;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel-item:last-child::after {\n",
              "  align-self: flex-start;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-parallel-item:only-child::after {\n",
              "  width: 0;\n",
              "}\n",
              "\n",
              "/* Serial-specific style estimator block */\n",
              "\n",
              "#sk-container-id-1 div.sk-serial {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "  align-items: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  padding-right: 1em;\n",
              "  padding-left: 1em;\n",
              "}\n",
              "\n",
              "\n",
              "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
              "clickable and can be expanded/collapsed.\n",
              "- Pipeline and ColumnTransformer use this feature and define the default style\n",
              "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
              "*/\n",
              "\n",
              "/* Pipeline and ColumnTransformer style (default) */\n",
              "\n",
              "#sk-container-id-1 div.sk-toggleable {\n",
              "  /* Default theme specific background. It is overwritten whether we have a\n",
              "  specific estimator or a Pipeline/ColumnTransformer */\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "/* Toggleable label */\n",
              "#sk-container-id-1 label.sk-toggleable__label {\n",
              "  cursor: pointer;\n",
              "  display: flex;\n",
              "  width: 100%;\n",
              "  margin-bottom: 0;\n",
              "  padding: 0.5em;\n",
              "  box-sizing: border-box;\n",
              "  text-align: center;\n",
              "  align-items: start;\n",
              "  justify-content: space-between;\n",
              "  gap: 0.5em;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 label.sk-toggleable__label .caption {\n",
              "  font-size: 0.6rem;\n",
              "  font-weight: lighter;\n",
              "  color: var(--sklearn-color-text-muted);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 label.sk-toggleable__label-arrow:before {\n",
              "  /* Arrow on the left of the label */\n",
              "  content: \"▸\";\n",
              "  float: left;\n",
              "  margin-right: 0.25em;\n",
              "  color: var(--sklearn-color-icon);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "/* Toggleable content - dropdown */\n",
              "\n",
              "#sk-container-id-1 div.sk-toggleable__content {\n",
              "  max-height: 0;\n",
              "  max-width: 0;\n",
              "  overflow: hidden;\n",
              "  text-align: left;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-toggleable__content.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-toggleable__content pre {\n",
              "  margin: 0.2em;\n",
              "  border-radius: 0.25em;\n",
              "  color: var(--sklearn-color-text);\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-toggleable__content.fitted pre {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
              "  /* Expand drop-down */\n",
              "  max-height: 200px;\n",
              "  max-width: 100%;\n",
              "  overflow: auto;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
              "  content: \"▾\";\n",
              "}\n",
              "\n",
              "/* Pipeline/ColumnTransformer-specific style */\n",
              "\n",
              "#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator-specific style */\n",
              "\n",
              "/* Colorize estimator box */\n",
              "#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-label label.sk-toggleable__label,\n",
              "#sk-container-id-1 div.sk-label label {\n",
              "  /* The background is the default theme color */\n",
              "  color: var(--sklearn-color-text-on-default-background);\n",
              "}\n",
              "\n",
              "/* On hover, darken the color of the background */\n",
              "#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "/* Label box, darken color on hover, fitted */\n",
              "#sk-container-id-1 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator label */\n",
              "\n",
              "#sk-container-id-1 div.sk-label label {\n",
              "  font-family: monospace;\n",
              "  font-weight: bold;\n",
              "  display: inline-block;\n",
              "  line-height: 1.2em;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-label-container {\n",
              "  text-align: center;\n",
              "}\n",
              "\n",
              "/* Estimator-specific */\n",
              "#sk-container-id-1 div.sk-estimator {\n",
              "  font-family: monospace;\n",
              "  border: 1px dotted var(--sklearn-color-border-box);\n",
              "  border-radius: 0.25em;\n",
              "  box-sizing: border-box;\n",
              "  margin-bottom: 0.5em;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-estimator.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "/* on hover */\n",
              "#sk-container-id-1 div.sk-estimator:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-1 div.sk-estimator.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
              "\n",
              "/* Common style for \"i\" and \"?\" */\n",
              "\n",
              ".sk-estimator-doc-link,\n",
              "a:link.sk-estimator-doc-link,\n",
              "a:visited.sk-estimator-doc-link {\n",
              "  float: right;\n",
              "  font-size: smaller;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1em;\n",
              "  height: 1em;\n",
              "  width: 1em;\n",
              "  text-decoration: none !important;\n",
              "  margin-left: 0.5em;\n",
              "  text-align: center;\n",
              "  /* unfitted */\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted,\n",
              "a:link.sk-estimator-doc-link.fitted,\n",
              "a:visited.sk-estimator-doc-link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "/* Span, style for the box shown on hovering the info icon */\n",
              ".sk-estimator-doc-link span {\n",
              "  display: none;\n",
              "  z-index: 9999;\n",
              "  position: relative;\n",
              "  font-weight: normal;\n",
              "  right: .2ex;\n",
              "  padding: .5ex;\n",
              "  margin: .5ex;\n",
              "  width: min-content;\n",
              "  min-width: 20ex;\n",
              "  max-width: 50ex;\n",
              "  color: var(--sklearn-color-text);\n",
              "  box-shadow: 2pt 2pt 4pt #999;\n",
              "  /* unfitted */\n",
              "  background: var(--sklearn-color-unfitted-level-0);\n",
              "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted span {\n",
              "  /* fitted */\n",
              "  background: var(--sklearn-color-fitted-level-0);\n",
              "  border: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link:hover span {\n",
              "  display: block;\n",
              "}\n",
              "\n",
              "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
              "\n",
              "#sk-container-id-1 a.estimator_doc_link {\n",
              "  float: right;\n",
              "  font-size: 1rem;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1rem;\n",
              "  height: 1rem;\n",
              "  width: 1rem;\n",
              "  text-decoration: none;\n",
              "  /* unfitted */\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 a.estimator_doc_link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "#sk-container-id-1 a.estimator_doc_link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "#sk-container-id-1 a.estimator_doc_link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>MultinomialNB()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow\"><div><div>MultinomialNB</div></div><div><a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.6/modules/generated/sklearn.naive_bayes.MultinomialNB.html\">?<span>Documentation for MultinomialNB</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></div></label><div class=\"sk-toggleable__content fitted\"><pre>MultinomialNB()</pre></div> </div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 33
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_pred_nb = nb_model.predict(X_test_tfidf)"
      ],
      "metadata": {
        "id": "Pq4ZhUyawnmH"
      },
      "execution_count": 34,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "y_prob_nb = nb_model.predict_proba(X_test_tfidf)"
      ],
      "metadata": {
        "id": "8bRkqZQ8wnjj"
      },
      "execution_count": 35,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy_nb = accuracy_score(y_test, y_pred_nb)\n",
        "\n",
        "precision_nb = precision_score(\n",
        "    y_test,\n",
        "    y_pred_nb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "recall_nb = recall_score(\n",
        "    y_test,\n",
        "    y_pred_nb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "f1_nb = f1_score(\n",
        "    y_test,\n",
        "    y_pred_nb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "print(\"=\"*60)\n",
        "print(\"NAÏVE BAYES RESULTS\")\n",
        "print(\"=\"*60)\n",
        "\n",
        "print(f\"Accuracy  : {accuracy_nb:.4f}\")\n",
        "print(f\"Precision : {precision_nb:.4f}\")\n",
        "print(f\"Recall    : {recall_nb:.4f}\")\n",
        "print(f\"F1 Score  : {f1_nb:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OjjgS-LxwngY",
        "outputId": "f0745e49-dc94-42f0-b3cb-e0da40e8a3f0"
      },
      "execution_count": 36,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "============================================================\n",
            "NAÏVE BAYES RESULTS\n",
            "============================================================\n",
            "Accuracy  : 0.6599\n",
            "Precision : 0.6202\n",
            "Recall    : 0.6599\n",
            "F1 Score  : 0.5519\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nClassification Report\\n\")\n",
        "\n",
        "print(\n",
        "    classification_report(\n",
        "        y_test,\n",
        "        y_pred_nb,\n",
        "        target_names=label_encoder.classes_\n",
        "    )\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DSWNAt2qwnds",
        "outputId": "7c58e5ca-7303-4398-f5e9-374f5572d055"
      },
      "execution_count": 37,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Classification Report\n",
            "\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.80      0.11      0.19        37\n",
            "     Neutral       0.00      0.00      0.00        16\n",
            "    Positive       0.65      0.99      0.79        94\n",
            "\n",
            "    accuracy                           0.66       147\n",
            "   macro avg       0.48      0.37      0.33       147\n",
            "weighted avg       0.62      0.66      0.55       147\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cm = confusion_matrix(\n",
        "    y_test,\n",
        "    y_pred_nb\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=cm,\n",
        "    display_labels=label_encoder.classes_\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "    cmap=\"Blues\",\n",
        "    ax=ax,\n",
        "    colorbar=False\n",
        ")\n",
        "\n",
        "plt.title(\"Naïve Bayes Confusion Matrix\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "7AYU8iz_wnap",
        "outputId": "5c03280e-081c-4130-f5a9-b57dfab08a6b"
      },
      "execution_count": 38,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "classes = len(label_encoder.classes_)\n",
        "\n",
        "y_test_bin = label_binarize(\n",
        "    y_test,\n",
        "    classes=range(classes)\n",
        ")\n",
        "\n",
        "roc_auc_nb = roc_auc_score(\n",
        "    y_test_bin,\n",
        "    y_prob_nb,\n",
        "    average=\"weighted\",\n",
        "    multi_class=\"ovr\"\n",
        ")\n",
        "\n",
        "print(f\"\\nWeighted ROC-AUC : {roc_auc_nb:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0E-qCC89wnX8",
        "outputId": "ba0870b7-68fd-46d7-bcf3-2020beadb5e1"
      },
      "execution_count": 39,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Weighted ROC-AUC : 0.8891\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **SVM**"
      ],
      "metadata": {
        "id": "QgHPq6FUx33c"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "svm_model = LinearSVC(\n",
        "    random_state=42\n",
        ")\n",
        "\n",
        "svm_model.fit(\n",
        "    X_train_tfidf,\n",
        "    y_train\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "iLhOmqoWwnUn",
        "outputId": "0ab13105-edb8-4cc6-ef61-3cbf0ca9df04"
      },
      "execution_count": 40,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearSVC(random_state=42)"
            ],
            "text/html": [
              "<style>#sk-container-id-2 {\n",
              "  /* Definition of color scheme common for light and dark mode */\n",
              "  --sklearn-color-text: #000;\n",
              "  --sklearn-color-text-muted: #666;\n",
              "  --sklearn-color-line: gray;\n",
              "  /* Definition of color scheme for unfitted estimators */\n",
              "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
              "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
              "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
              "  --sklearn-color-unfitted-level-3: chocolate;\n",
              "  /* Definition of color scheme for fitted estimators */\n",
              "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
              "  --sklearn-color-fitted-level-1: #d4ebff;\n",
              "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
              "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
              "\n",
              "  /* Specific color for light theme */\n",
              "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
              "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-icon: #696969;\n",
              "\n",
              "  @media (prefers-color-scheme: dark) {\n",
              "    /* Redefinition of color scheme for dark theme */\n",
              "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
              "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-icon: #878787;\n",
              "  }\n",
              "}\n",
              "\n",
              "#sk-container-id-2 {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 pre {\n",
              "  padding: 0;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 input.sk-hidden--visually {\n",
              "  border: 0;\n",
              "  clip: rect(1px 1px 1px 1px);\n",
              "  clip: rect(1px, 1px, 1px, 1px);\n",
              "  height: 1px;\n",
              "  margin: -1px;\n",
              "  overflow: hidden;\n",
              "  padding: 0;\n",
              "  position: absolute;\n",
              "  width: 1px;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-dashed-wrapped {\n",
              "  border: 1px dashed var(--sklearn-color-line);\n",
              "  margin: 0 0.4em 0.5em 0.4em;\n",
              "  box-sizing: border-box;\n",
              "  padding-bottom: 0.4em;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-container {\n",
              "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
              "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
              "     so we also need the `!important` here to be able to override the\n",
              "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
              "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
              "  display: inline-block !important;\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-text-repr-fallback {\n",
              "  display: none;\n",
              "}\n",
              "\n",
              "div.sk-parallel-item,\n",
              "div.sk-serial,\n",
              "div.sk-item {\n",
              "  /* draw centered vertical line to link estimators */\n",
              "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
              "  background-size: 2px 100%;\n",
              "  background-repeat: no-repeat;\n",
              "  background-position: center center;\n",
              "}\n",
              "\n",
              "/* Parallel-specific style estimator block */\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel-item::after {\n",
              "  content: \"\";\n",
              "  width: 100%;\n",
              "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
              "  flex-grow: 1;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel {\n",
              "  display: flex;\n",
              "  align-items: stretch;\n",
              "  justify-content: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel-item {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel-item:first-child::after {\n",
              "  align-self: flex-end;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel-item:last-child::after {\n",
              "  align-self: flex-start;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-parallel-item:only-child::after {\n",
              "  width: 0;\n",
              "}\n",
              "\n",
              "/* Serial-specific style estimator block */\n",
              "\n",
              "#sk-container-id-2 div.sk-serial {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "  align-items: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  padding-right: 1em;\n",
              "  padding-left: 1em;\n",
              "}\n",
              "\n",
              "\n",
              "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
              "clickable and can be expanded/collapsed.\n",
              "- Pipeline and ColumnTransformer use this feature and define the default style\n",
              "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
              "*/\n",
              "\n",
              "/* Pipeline and ColumnTransformer style (default) */\n",
              "\n",
              "#sk-container-id-2 div.sk-toggleable {\n",
              "  /* Default theme specific background. It is overwritten whether we have a\n",
              "  specific estimator or a Pipeline/ColumnTransformer */\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "/* Toggleable label */\n",
              "#sk-container-id-2 label.sk-toggleable__label {\n",
              "  cursor: pointer;\n",
              "  display: flex;\n",
              "  width: 100%;\n",
              "  margin-bottom: 0;\n",
              "  padding: 0.5em;\n",
              "  box-sizing: border-box;\n",
              "  text-align: center;\n",
              "  align-items: start;\n",
              "  justify-content: space-between;\n",
              "  gap: 0.5em;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 label.sk-toggleable__label .caption {\n",
              "  font-size: 0.6rem;\n",
              "  font-weight: lighter;\n",
              "  color: var(--sklearn-color-text-muted);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 label.sk-toggleable__label-arrow:before {\n",
              "  /* Arrow on the left of the label */\n",
              "  content: \"▸\";\n",
              "  float: left;\n",
              "  margin-right: 0.25em;\n",
              "  color: var(--sklearn-color-icon);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "/* Toggleable content - dropdown */\n",
              "\n",
              "#sk-container-id-2 div.sk-toggleable__content {\n",
              "  max-height: 0;\n",
              "  max-width: 0;\n",
              "  overflow: hidden;\n",
              "  text-align: left;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-toggleable__content.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-toggleable__content pre {\n",
              "  margin: 0.2em;\n",
              "  border-radius: 0.25em;\n",
              "  color: var(--sklearn-color-text);\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-toggleable__content.fitted pre {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
              "  /* Expand drop-down */\n",
              "  max-height: 200px;\n",
              "  max-width: 100%;\n",
              "  overflow: auto;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
              "  content: \"▾\";\n",
              "}\n",
              "\n",
              "/* Pipeline/ColumnTransformer-specific style */\n",
              "\n",
              "#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator-specific style */\n",
              "\n",
              "/* Colorize estimator box */\n",
              "#sk-container-id-2 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-label label.sk-toggleable__label,\n",
              "#sk-container-id-2 div.sk-label label {\n",
              "  /* The background is the default theme color */\n",
              "  color: var(--sklearn-color-text-on-default-background);\n",
              "}\n",
              "\n",
              "/* On hover, darken the color of the background */\n",
              "#sk-container-id-2 div.sk-label:hover label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "/* Label box, darken color on hover, fitted */\n",
              "#sk-container-id-2 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator label */\n",
              "\n",
              "#sk-container-id-2 div.sk-label label {\n",
              "  font-family: monospace;\n",
              "  font-weight: bold;\n",
              "  display: inline-block;\n",
              "  line-height: 1.2em;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-label-container {\n",
              "  text-align: center;\n",
              "}\n",
              "\n",
              "/* Estimator-specific */\n",
              "#sk-container-id-2 div.sk-estimator {\n",
              "  font-family: monospace;\n",
              "  border: 1px dotted var(--sklearn-color-border-box);\n",
              "  border-radius: 0.25em;\n",
              "  box-sizing: border-box;\n",
              "  margin-bottom: 0.5em;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-estimator.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "/* on hover */\n",
              "#sk-container-id-2 div.sk-estimator:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-2 div.sk-estimator.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
              "\n",
              "/* Common style for \"i\" and \"?\" */\n",
              "\n",
              ".sk-estimator-doc-link,\n",
              "a:link.sk-estimator-doc-link,\n",
              "a:visited.sk-estimator-doc-link {\n",
              "  float: right;\n",
              "  font-size: smaller;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1em;\n",
              "  height: 1em;\n",
              "  width: 1em;\n",
              "  text-decoration: none !important;\n",
              "  margin-left: 0.5em;\n",
              "  text-align: center;\n",
              "  /* unfitted */\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted,\n",
              "a:link.sk-estimator-doc-link.fitted,\n",
              "a:visited.sk-estimator-doc-link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "/* Span, style for the box shown on hovering the info icon */\n",
              ".sk-estimator-doc-link span {\n",
              "  display: none;\n",
              "  z-index: 9999;\n",
              "  position: relative;\n",
              "  font-weight: normal;\n",
              "  right: .2ex;\n",
              "  padding: .5ex;\n",
              "  margin: .5ex;\n",
              "  width: min-content;\n",
              "  min-width: 20ex;\n",
              "  max-width: 50ex;\n",
              "  color: var(--sklearn-color-text);\n",
              "  box-shadow: 2pt 2pt 4pt #999;\n",
              "  /* unfitted */\n",
              "  background: var(--sklearn-color-unfitted-level-0);\n",
              "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted span {\n",
              "  /* fitted */\n",
              "  background: var(--sklearn-color-fitted-level-0);\n",
              "  border: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link:hover span {\n",
              "  display: block;\n",
              "}\n",
              "\n",
              "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
              "\n",
              "#sk-container-id-2 a.estimator_doc_link {\n",
              "  float: right;\n",
              "  font-size: 1rem;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1rem;\n",
              "  height: 1rem;\n",
              "  width: 1rem;\n",
              "  text-decoration: none;\n",
              "  /* unfitted */\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 a.estimator_doc_link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "#sk-container-id-2 a.estimator_doc_link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "#sk-container-id-2 a.estimator_doc_link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "</style><div id=\"sk-container-id-2\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearSVC(random_state=42)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" checked><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow\"><div><div>LinearSVC</div></div><div><a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.6/modules/generated/sklearn.svm.LinearSVC.html\">?<span>Documentation for LinearSVC</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></div></label><div class=\"sk-toggleable__content fitted\"><pre>LinearSVC(random_state=42)</pre></div> </div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 40
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_pred_svm = svm_model.predict(\n",
        "    X_test_tfidf\n",
        ")"
      ],
      "metadata": {
        "id": "wjXQd0iQwnR9"
      },
      "execution_count": 41,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy_svm = accuracy_score(\n",
        "    y_test,\n",
        "    y_pred_svm\n",
        ")\n",
        "\n",
        "precision_svm = precision_score(\n",
        "    y_test,\n",
        "    y_pred_svm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "recall_svm = recall_score(\n",
        "    y_test,\n",
        "    y_pred_svm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "f1_svm = f1_score(\n",
        "    y_test,\n",
        "    y_pred_svm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "print(\"=\"*60)\n",
        "print(\"SUPPORT VECTOR MACHINE RESULTS\")\n",
        "print(\"=\"*60)\n",
        "\n",
        "print(f\"Accuracy  : {accuracy_svm:.4f}\")\n",
        "print(f\"Precision : {precision_svm:.4f}\")\n",
        "print(f\"Recall    : {recall_svm:.4f}\")\n",
        "print(f\"F1 Score  : {f1_svm:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "C5PctUoAwnMu",
        "outputId": "38a3114f-76b3-4df7-94ff-7bbf433915ef"
      },
      "execution_count": 42,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "============================================================\n",
            "SUPPORT VECTOR MACHINE RESULTS\n",
            "============================================================\n",
            "Accuracy  : 0.7551\n",
            "Precision : 0.7398\n",
            "Recall    : 0.7551\n",
            "F1 Score  : 0.7125\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nClassification Report\\n\")\n",
        "\n",
        "print(\n",
        "    classification_report(\n",
        "        y_test,\n",
        "        y_pred_svm,\n",
        "        target_names=label_encoder.classes_\n",
        "    )\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "c7UZ4tmgwnKR",
        "outputId": "1e08a2c2-31d6-4bad-a240-ad1d4a546a53"
      },
      "execution_count": 43,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Classification Report\n",
            "\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.83      0.54      0.66        37\n",
            "     Neutral       0.50      0.06      0.11        16\n",
            "    Positive       0.74      0.96      0.84        94\n",
            "\n",
            "    accuracy                           0.76       147\n",
            "   macro avg       0.69      0.52      0.53       147\n",
            "weighted avg       0.74      0.76      0.71       147\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cm = confusion_matrix(\n",
        "    y_test,\n",
        "    y_pred_svm\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=cm,\n",
        "    display_labels=label_encoder.classes_\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "    cmap=\"Greens\",\n",
        "    ax=ax,\n",
        "    colorbar=False\n",
        ")\n",
        "\n",
        "plt.title(\"Support Vector Machine Confusion Matrix\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "zdXuL5hCwnHe",
        "outputId": "f5fe06ef-4c0c-48a5-dc5c-16330bcd009d"
      },
      "execution_count": 44,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **RANDOM FOREST**"
      ],
      "metadata": {
        "id": "-suuMcY1yp-r"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "rf_model = RandomForestClassifier(\n",
        "    n_estimators=200,\n",
        "    random_state=42,\n",
        "    n_jobs=-1\n",
        ")\n",
        "\n",
        "rf_model.fit(\n",
        "    X_train_tfidf,\n",
        "    y_train\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81
        },
        "id": "Zzv8dGqcwnCd",
        "outputId": "c3e14fdb-c7d1-4879-dc64-d474c23f4232"
      },
      "execution_count": 45,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "RandomForestClassifier(n_estimators=200, n_jobs=-1, random_state=42)"
            ],
            "text/html": [
              "<style>#sk-container-id-3 {\n",
              "  /* Definition of color scheme common for light and dark mode */\n",
              "  --sklearn-color-text: #000;\n",
              "  --sklearn-color-text-muted: #666;\n",
              "  --sklearn-color-line: gray;\n",
              "  /* Definition of color scheme for unfitted estimators */\n",
              "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
              "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
              "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
              "  --sklearn-color-unfitted-level-3: chocolate;\n",
              "  /* Definition of color scheme for fitted estimators */\n",
              "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
              "  --sklearn-color-fitted-level-1: #d4ebff;\n",
              "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
              "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
              "\n",
              "  /* Specific color for light theme */\n",
              "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
              "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-icon: #696969;\n",
              "\n",
              "  @media (prefers-color-scheme: dark) {\n",
              "    /* Redefinition of color scheme for dark theme */\n",
              "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
              "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-icon: #878787;\n",
              "  }\n",
              "}\n",
              "\n",
              "#sk-container-id-3 {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 pre {\n",
              "  padding: 0;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 input.sk-hidden--visually {\n",
              "  border: 0;\n",
              "  clip: rect(1px 1px 1px 1px);\n",
              "  clip: rect(1px, 1px, 1px, 1px);\n",
              "  height: 1px;\n",
              "  margin: -1px;\n",
              "  overflow: hidden;\n",
              "  padding: 0;\n",
              "  position: absolute;\n",
              "  width: 1px;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-dashed-wrapped {\n",
              "  border: 1px dashed var(--sklearn-color-line);\n",
              "  margin: 0 0.4em 0.5em 0.4em;\n",
              "  box-sizing: border-box;\n",
              "  padding-bottom: 0.4em;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-container {\n",
              "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
              "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
              "     so we also need the `!important` here to be able to override the\n",
              "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
              "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
              "  display: inline-block !important;\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-text-repr-fallback {\n",
              "  display: none;\n",
              "}\n",
              "\n",
              "div.sk-parallel-item,\n",
              "div.sk-serial,\n",
              "div.sk-item {\n",
              "  /* draw centered vertical line to link estimators */\n",
              "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
              "  background-size: 2px 100%;\n",
              "  background-repeat: no-repeat;\n",
              "  background-position: center center;\n",
              "}\n",
              "\n",
              "/* Parallel-specific style estimator block */\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel-item::after {\n",
              "  content: \"\";\n",
              "  width: 100%;\n",
              "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
              "  flex-grow: 1;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel {\n",
              "  display: flex;\n",
              "  align-items: stretch;\n",
              "  justify-content: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel-item {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel-item:first-child::after {\n",
              "  align-self: flex-end;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel-item:last-child::after {\n",
              "  align-self: flex-start;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-parallel-item:only-child::after {\n",
              "  width: 0;\n",
              "}\n",
              "\n",
              "/* Serial-specific style estimator block */\n",
              "\n",
              "#sk-container-id-3 div.sk-serial {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "  align-items: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  padding-right: 1em;\n",
              "  padding-left: 1em;\n",
              "}\n",
              "\n",
              "\n",
              "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
              "clickable and can be expanded/collapsed.\n",
              "- Pipeline and ColumnTransformer use this feature and define the default style\n",
              "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
              "*/\n",
              "\n",
              "/* Pipeline and ColumnTransformer style (default) */\n",
              "\n",
              "#sk-container-id-3 div.sk-toggleable {\n",
              "  /* Default theme specific background. It is overwritten whether we have a\n",
              "  specific estimator or a Pipeline/ColumnTransformer */\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "/* Toggleable label */\n",
              "#sk-container-id-3 label.sk-toggleable__label {\n",
              "  cursor: pointer;\n",
              "  display: flex;\n",
              "  width: 100%;\n",
              "  margin-bottom: 0;\n",
              "  padding: 0.5em;\n",
              "  box-sizing: border-box;\n",
              "  text-align: center;\n",
              "  align-items: start;\n",
              "  justify-content: space-between;\n",
              "  gap: 0.5em;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 label.sk-toggleable__label .caption {\n",
              "  font-size: 0.6rem;\n",
              "  font-weight: lighter;\n",
              "  color: var(--sklearn-color-text-muted);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 label.sk-toggleable__label-arrow:before {\n",
              "  /* Arrow on the left of the label */\n",
              "  content: \"▸\";\n",
              "  float: left;\n",
              "  margin-right: 0.25em;\n",
              "  color: var(--sklearn-color-icon);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 label.sk-toggleable__label-arrow:hover:before {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "/* Toggleable content - dropdown */\n",
              "\n",
              "#sk-container-id-3 div.sk-toggleable__content {\n",
              "  max-height: 0;\n",
              "  max-width: 0;\n",
              "  overflow: hidden;\n",
              "  text-align: left;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-toggleable__content.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-toggleable__content pre {\n",
              "  margin: 0.2em;\n",
              "  border-radius: 0.25em;\n",
              "  color: var(--sklearn-color-text);\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-toggleable__content.fitted pre {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
              "  /* Expand drop-down */\n",
              "  max-height: 200px;\n",
              "  max-width: 100%;\n",
              "  overflow: auto;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
              "  content: \"▾\";\n",
              "}\n",
              "\n",
              "/* Pipeline/ColumnTransformer-specific style */\n",
              "\n",
              "#sk-container-id-3 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator-specific style */\n",
              "\n",
              "/* Colorize estimator box */\n",
              "#sk-container-id-3 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-label label.sk-toggleable__label,\n",
              "#sk-container-id-3 div.sk-label label {\n",
              "  /* The background is the default theme color */\n",
              "  color: var(--sklearn-color-text-on-default-background);\n",
              "}\n",
              "\n",
              "/* On hover, darken the color of the background */\n",
              "#sk-container-id-3 div.sk-label:hover label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "/* Label box, darken color on hover, fitted */\n",
              "#sk-container-id-3 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator label */\n",
              "\n",
              "#sk-container-id-3 div.sk-label label {\n",
              "  font-family: monospace;\n",
              "  font-weight: bold;\n",
              "  display: inline-block;\n",
              "  line-height: 1.2em;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-label-container {\n",
              "  text-align: center;\n",
              "}\n",
              "\n",
              "/* Estimator-specific */\n",
              "#sk-container-id-3 div.sk-estimator {\n",
              "  font-family: monospace;\n",
              "  border: 1px dotted var(--sklearn-color-border-box);\n",
              "  border-radius: 0.25em;\n",
              "  box-sizing: border-box;\n",
              "  margin-bottom: 0.5em;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-estimator.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "/* on hover */\n",
              "#sk-container-id-3 div.sk-estimator:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-3 div.sk-estimator.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
              "\n",
              "/* Common style for \"i\" and \"?\" */\n",
              "\n",
              ".sk-estimator-doc-link,\n",
              "a:link.sk-estimator-doc-link,\n",
              "a:visited.sk-estimator-doc-link {\n",
              "  float: right;\n",
              "  font-size: smaller;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1em;\n",
              "  height: 1em;\n",
              "  width: 1em;\n",
              "  text-decoration: none !important;\n",
              "  margin-left: 0.5em;\n",
              "  text-align: center;\n",
              "  /* unfitted */\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted,\n",
              "a:link.sk-estimator-doc-link.fitted,\n",
              "a:visited.sk-estimator-doc-link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "/* Span, style for the box shown on hovering the info icon */\n",
              ".sk-estimator-doc-link span {\n",
              "  display: none;\n",
              "  z-index: 9999;\n",
              "  position: relative;\n",
              "  font-weight: normal;\n",
              "  right: .2ex;\n",
              "  padding: .5ex;\n",
              "  margin: .5ex;\n",
              "  width: min-content;\n",
              "  min-width: 20ex;\n",
              "  max-width: 50ex;\n",
              "  color: var(--sklearn-color-text);\n",
              "  box-shadow: 2pt 2pt 4pt #999;\n",
              "  /* unfitted */\n",
              "  background: var(--sklearn-color-unfitted-level-0);\n",
              "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted span {\n",
              "  /* fitted */\n",
              "  background: var(--sklearn-color-fitted-level-0);\n",
              "  border: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link:hover span {\n",
              "  display: block;\n",
              "}\n",
              "\n",
              "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
              "\n",
              "#sk-container-id-3 a.estimator_doc_link {\n",
              "  float: right;\n",
              "  font-size: 1rem;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1rem;\n",
              "  height: 1rem;\n",
              "  width: 1rem;\n",
              "  text-decoration: none;\n",
              "  /* unfitted */\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 a.estimator_doc_link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "#sk-container-id-3 a.estimator_doc_link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "#sk-container-id-3 a.estimator_doc_link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "</style><div id=\"sk-container-id-3\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>RandomForestClassifier(n_estimators=200, n_jobs=-1, random_state=42)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-3\" type=\"checkbox\" checked><label for=\"sk-estimator-id-3\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow\"><div><div>RandomForestClassifier</div></div><div><a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://scikit-learn.org/1.6/modules/generated/sklearn.ensemble.RandomForestClassifier.html\">?<span>Documentation for RandomForestClassifier</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></div></label><div class=\"sk-toggleable__content fitted\"><pre>RandomForestClassifier(n_estimators=200, n_jobs=-1, random_state=42)</pre></div> </div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 45
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_pred_rf = rf_model.predict(\n",
        "    X_test_tfidf\n",
        ")\n",
        "\n",
        "y_prob_rf = rf_model.predict_proba(\n",
        "    X_test_tfidf\n",
        ")"
      ],
      "metadata": {
        "id": "_HU5Cjn2ypWL"
      },
      "execution_count": 46,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy_rf = accuracy_score(\n",
        "    y_test,\n",
        "    y_pred_rf\n",
        ")\n",
        "\n",
        "precision_rf = precision_score(\n",
        "    y_test,\n",
        "    y_pred_rf,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "recall_rf = recall_score(\n",
        "    y_test,\n",
        "    y_pred_rf,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "f1_rf = f1_score(\n",
        "    y_test,\n",
        "    y_pred_rf,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "print(\"\\n========== RANDOM FOREST RESULTS ==========\\n\")\n",
        "\n",
        "print(f\"Accuracy  : {accuracy_rf:.4f}\")\n",
        "print(f\"Precision : {precision_rf:.4f}\")\n",
        "print(f\"Recall    : {recall_rf:.4f}\")\n",
        "print(f\"F1 Score  : {f1_rf:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "aXvI1FqJypRm",
        "outputId": "169656f1-3880-495c-99a1-6b5415153774"
      },
      "execution_count": 47,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "========== RANDOM FOREST RESULTS ==========\n",
            "\n",
            "Accuracy  : 0.6939\n",
            "Precision : 0.6646\n",
            "Recall    : 0.6939\n",
            "F1 Score  : 0.6187\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nClassification Report\\n\")\n",
        "\n",
        "print(\n",
        "    classification_report(\n",
        "        y_test,\n",
        "        y_pred_rf,\n",
        "        target_names=label_encoder.classes_\n",
        "    )\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IaIUaLn5ypOj",
        "outputId": "56264e4f-b30f-4640-a385-2aecaba615ea"
      },
      "execution_count": 48,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Classification Report\n",
            "\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.91      0.27      0.42        37\n",
            "     Neutral       0.00      0.00      0.00        16\n",
            "    Positive       0.68      0.98      0.80        94\n",
            "\n",
            "    accuracy                           0.69       147\n",
            "   macro avg       0.53      0.42      0.41       147\n",
            "weighted avg       0.66      0.69      0.62       147\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cm = confusion_matrix(\n",
        "    y_test,\n",
        "    y_pred_rf\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=cm,\n",
        "    display_labels=label_encoder.classes_\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "    cmap=\"Oranges\",\n",
        "    ax=ax,\n",
        "    colorbar=False\n",
        ")\n",
        "\n",
        "plt.title(\"Random Forest Confusion Matrix\")\n",
        "\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "i51xrFzPypK0",
        "outputId": "8a89ba55-6bd4-4dcc-81c6-1b7e5e9af965"
      },
      "execution_count": 49,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "classes = len(label_encoder.classes_)\n",
        "\n",
        "y_test_bin = label_binarize(\n",
        "    y_test,\n",
        "    classes=range(classes)\n",
        ")\n",
        "\n",
        "roc_auc_rf = roc_auc_score(\n",
        "    y_test_bin,\n",
        "    y_prob_rf,\n",
        "    average=\"weighted\",\n",
        "    multi_class=\"ovr\"\n",
        ")\n",
        "\n",
        "print(f\"\\nWeighted ROC-AUC : {roc_auc_rf:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mRjw61J4ypIL",
        "outputId": "d1ef2095-f142-4c46-8c8c-d54056a946c1"
      },
      "execution_count": 50,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Weighted ROC-AUC : 0.8279\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **XgBOOST**"
      ],
      "metadata": {
        "id": "CqgJ2kkuzNDi"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "xgb_model = XGBClassifier(\n",
        "\n",
        "    objective=\"multi:softprob\",\n",
        "\n",
        "    num_class=len(label_encoder.classes_),\n",
        "\n",
        "    n_estimators=200,\n",
        "\n",
        "    learning_rate=0.1,\n",
        "\n",
        "    max_depth=6,\n",
        "\n",
        "    random_state=42,\n",
        "\n",
        "    eval_metric=\"mlogloss\"\n",
        ")"
      ],
      "metadata": {
        "id": "1MVOPWlKzMdJ"
      },
      "execution_count": 51,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "xgb_model.fit(\n",
        "    X_train_tfidf,\n",
        "    y_train\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 254
        },
        "id": "d54n2xqMzMam",
        "outputId": "9d565a01-1e48-4295-ccb7-20b7553837e8"
      },
      "execution_count": 52,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "XGBClassifier(base_score=None, booster=None, callbacks=None,\n",
              "              colsample_bylevel=None, colsample_bynode=None,\n",
              "              colsample_bytree=None, device=None, early_stopping_rounds=None,\n",
              "              enable_categorical=True, eval_metric='mlogloss',\n",
              "              feature_types=None, feature_weights=None, gamma=None,\n",
              "              grow_policy=None, importance_type=None,\n",
              "              interaction_constraints=None, learning_rate=0.1, max_bin=None,\n",
              "              max_cat_threshold=None, max_cat_to_onehot=None,\n",
              "              max_delta_step=None, max_depth=6, max_leaves=None,\n",
              "              min_child_weight=None, missing=nan, monotone_constraints=None,\n",
              "              multi_strategy=None, n_estimators=200, n_jobs=None, num_class=3, ...)"
            ],
            "text/html": [
              "<style>#sk-container-id-4 {\n",
              "  /* Definition of color scheme common for light and dark mode */\n",
              "  --sklearn-color-text: #000;\n",
              "  --sklearn-color-text-muted: #666;\n",
              "  --sklearn-color-line: gray;\n",
              "  /* Definition of color scheme for unfitted estimators */\n",
              "  --sklearn-color-unfitted-level-0: #fff5e6;\n",
              "  --sklearn-color-unfitted-level-1: #f6e4d2;\n",
              "  --sklearn-color-unfitted-level-2: #ffe0b3;\n",
              "  --sklearn-color-unfitted-level-3: chocolate;\n",
              "  /* Definition of color scheme for fitted estimators */\n",
              "  --sklearn-color-fitted-level-0: #f0f8ff;\n",
              "  --sklearn-color-fitted-level-1: #d4ebff;\n",
              "  --sklearn-color-fitted-level-2: #b3dbfd;\n",
              "  --sklearn-color-fitted-level-3: cornflowerblue;\n",
              "\n",
              "  /* Specific color for light theme */\n",
              "  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));\n",
              "  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));\n",
              "  --sklearn-color-icon: #696969;\n",
              "\n",
              "  @media (prefers-color-scheme: dark) {\n",
              "    /* Redefinition of color scheme for dark theme */\n",
              "    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));\n",
              "    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));\n",
              "    --sklearn-color-icon: #878787;\n",
              "  }\n",
              "}\n",
              "\n",
              "#sk-container-id-4 {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 pre {\n",
              "  padding: 0;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 input.sk-hidden--visually {\n",
              "  border: 0;\n",
              "  clip: rect(1px 1px 1px 1px);\n",
              "  clip: rect(1px, 1px, 1px, 1px);\n",
              "  height: 1px;\n",
              "  margin: -1px;\n",
              "  overflow: hidden;\n",
              "  padding: 0;\n",
              "  position: absolute;\n",
              "  width: 1px;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-dashed-wrapped {\n",
              "  border: 1px dashed var(--sklearn-color-line);\n",
              "  margin: 0 0.4em 0.5em 0.4em;\n",
              "  box-sizing: border-box;\n",
              "  padding-bottom: 0.4em;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-container {\n",
              "  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`\n",
              "     but bootstrap.min.css set `[hidden] { display: none !important; }`\n",
              "     so we also need the `!important` here to be able to override the\n",
              "     default hidden behavior on the sphinx rendered scikit-learn.org.\n",
              "     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */\n",
              "  display: inline-block !important;\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-text-repr-fallback {\n",
              "  display: none;\n",
              "}\n",
              "\n",
              "div.sk-parallel-item,\n",
              "div.sk-serial,\n",
              "div.sk-item {\n",
              "  /* draw centered vertical line to link estimators */\n",
              "  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));\n",
              "  background-size: 2px 100%;\n",
              "  background-repeat: no-repeat;\n",
              "  background-position: center center;\n",
              "}\n",
              "\n",
              "/* Parallel-specific style estimator block */\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel-item::after {\n",
              "  content: \"\";\n",
              "  width: 100%;\n",
              "  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);\n",
              "  flex-grow: 1;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel {\n",
              "  display: flex;\n",
              "  align-items: stretch;\n",
              "  justify-content: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  position: relative;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel-item {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel-item:first-child::after {\n",
              "  align-self: flex-end;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel-item:last-child::after {\n",
              "  align-self: flex-start;\n",
              "  width: 50%;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-parallel-item:only-child::after {\n",
              "  width: 0;\n",
              "}\n",
              "\n",
              "/* Serial-specific style estimator block */\n",
              "\n",
              "#sk-container-id-4 div.sk-serial {\n",
              "  display: flex;\n",
              "  flex-direction: column;\n",
              "  align-items: center;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  padding-right: 1em;\n",
              "  padding-left: 1em;\n",
              "}\n",
              "\n",
              "\n",
              "/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is\n",
              "clickable and can be expanded/collapsed.\n",
              "- Pipeline and ColumnTransformer use this feature and define the default style\n",
              "- Estimators will overwrite some part of the style using the `sk-estimator` class\n",
              "*/\n",
              "\n",
              "/* Pipeline and ColumnTransformer style (default) */\n",
              "\n",
              "#sk-container-id-4 div.sk-toggleable {\n",
              "  /* Default theme specific background. It is overwritten whether we have a\n",
              "  specific estimator or a Pipeline/ColumnTransformer */\n",
              "  background-color: var(--sklearn-color-background);\n",
              "}\n",
              "\n",
              "/* Toggleable label */\n",
              "#sk-container-id-4 label.sk-toggleable__label {\n",
              "  cursor: pointer;\n",
              "  display: flex;\n",
              "  width: 100%;\n",
              "  margin-bottom: 0;\n",
              "  padding: 0.5em;\n",
              "  box-sizing: border-box;\n",
              "  text-align: center;\n",
              "  align-items: start;\n",
              "  justify-content: space-between;\n",
              "  gap: 0.5em;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 label.sk-toggleable__label .caption {\n",
              "  font-size: 0.6rem;\n",
              "  font-weight: lighter;\n",
              "  color: var(--sklearn-color-text-muted);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 label.sk-toggleable__label-arrow:before {\n",
              "  /* Arrow on the left of the label */\n",
              "  content: \"▸\";\n",
              "  float: left;\n",
              "  margin-right: 0.25em;\n",
              "  color: var(--sklearn-color-icon);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 label.sk-toggleable__label-arrow:hover:before {\n",
              "  color: var(--sklearn-color-text);\n",
              "}\n",
              "\n",
              "/* Toggleable content - dropdown */\n",
              "\n",
              "#sk-container-id-4 div.sk-toggleable__content {\n",
              "  max-height: 0;\n",
              "  max-width: 0;\n",
              "  overflow: hidden;\n",
              "  text-align: left;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-toggleable__content.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-toggleable__content pre {\n",
              "  margin: 0.2em;\n",
              "  border-radius: 0.25em;\n",
              "  color: var(--sklearn-color-text);\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-toggleable__content.fitted pre {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 input.sk-toggleable__control:checked~div.sk-toggleable__content {\n",
              "  /* Expand drop-down */\n",
              "  max-height: 200px;\n",
              "  max-width: 100%;\n",
              "  overflow: auto;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {\n",
              "  content: \"▾\";\n",
              "}\n",
              "\n",
              "/* Pipeline/ColumnTransformer-specific style */\n",
              "\n",
              "#sk-container-id-4 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator-specific style */\n",
              "\n",
              "/* Colorize estimator box */\n",
              "#sk-container-id-4 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-label label.sk-toggleable__label,\n",
              "#sk-container-id-4 div.sk-label label {\n",
              "  /* The background is the default theme color */\n",
              "  color: var(--sklearn-color-text-on-default-background);\n",
              "}\n",
              "\n",
              "/* On hover, darken the color of the background */\n",
              "#sk-container-id-4 div.sk-label:hover label.sk-toggleable__label {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "/* Label box, darken color on hover, fitted */\n",
              "#sk-container-id-4 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {\n",
              "  color: var(--sklearn-color-text);\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Estimator label */\n",
              "\n",
              "#sk-container-id-4 div.sk-label label {\n",
              "  font-family: monospace;\n",
              "  font-weight: bold;\n",
              "  display: inline-block;\n",
              "  line-height: 1.2em;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-label-container {\n",
              "  text-align: center;\n",
              "}\n",
              "\n",
              "/* Estimator-specific */\n",
              "#sk-container-id-4 div.sk-estimator {\n",
              "  font-family: monospace;\n",
              "  border: 1px dotted var(--sklearn-color-border-box);\n",
              "  border-radius: 0.25em;\n",
              "  box-sizing: border-box;\n",
              "  margin-bottom: 0.5em;\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-0);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-estimator.fitted {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-0);\n",
              "}\n",
              "\n",
              "/* on hover */\n",
              "#sk-container-id-4 div.sk-estimator:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-2);\n",
              "}\n",
              "\n",
              "#sk-container-id-4 div.sk-estimator.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-2);\n",
              "}\n",
              "\n",
              "/* Specification for estimator info (e.g. \"i\" and \"?\") */\n",
              "\n",
              "/* Common style for \"i\" and \"?\" */\n",
              "\n",
              ".sk-estimator-doc-link,\n",
              "a:link.sk-estimator-doc-link,\n",
              "a:visited.sk-estimator-doc-link {\n",
              "  float: right;\n",
              "  font-size: smaller;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1em;\n",
              "  height: 1em;\n",
              "  width: 1em;\n",
              "  text-decoration: none !important;\n",
              "  margin-left: 0.5em;\n",
              "  text-align: center;\n",
              "  /* unfitted */\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted,\n",
              "a:link.sk-estimator-doc-link.fitted,\n",
              "a:visited.sk-estimator-doc-link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "div.sk-estimator:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link:hover,\n",
              ".sk-estimator-doc-link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover,\n",
              "div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,\n",
              ".sk-estimator-doc-link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "/* Span, style for the box shown on hovering the info icon */\n",
              ".sk-estimator-doc-link span {\n",
              "  display: none;\n",
              "  z-index: 9999;\n",
              "  position: relative;\n",
              "  font-weight: normal;\n",
              "  right: .2ex;\n",
              "  padding: .5ex;\n",
              "  margin: .5ex;\n",
              "  width: min-content;\n",
              "  min-width: 20ex;\n",
              "  max-width: 50ex;\n",
              "  color: var(--sklearn-color-text);\n",
              "  box-shadow: 2pt 2pt 4pt #999;\n",
              "  /* unfitted */\n",
              "  background: var(--sklearn-color-unfitted-level-0);\n",
              "  border: .5pt solid var(--sklearn-color-unfitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link.fitted span {\n",
              "  /* fitted */\n",
              "  background: var(--sklearn-color-fitted-level-0);\n",
              "  border: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "\n",
              ".sk-estimator-doc-link:hover span {\n",
              "  display: block;\n",
              "}\n",
              "\n",
              "/* \"?\"-specific style due to the `<a>` HTML tag */\n",
              "\n",
              "#sk-container-id-4 a.estimator_doc_link {\n",
              "  float: right;\n",
              "  font-size: 1rem;\n",
              "  line-height: 1em;\n",
              "  font-family: monospace;\n",
              "  background-color: var(--sklearn-color-background);\n",
              "  border-radius: 1rem;\n",
              "  height: 1rem;\n",
              "  width: 1rem;\n",
              "  text-decoration: none;\n",
              "  /* unfitted */\n",
              "  color: var(--sklearn-color-unfitted-level-1);\n",
              "  border: var(--sklearn-color-unfitted-level-1) 1pt solid;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 a.estimator_doc_link.fitted {\n",
              "  /* fitted */\n",
              "  border: var(--sklearn-color-fitted-level-1) 1pt solid;\n",
              "  color: var(--sklearn-color-fitted-level-1);\n",
              "}\n",
              "\n",
              "/* On hover */\n",
              "#sk-container-id-4 a.estimator_doc_link:hover {\n",
              "  /* unfitted */\n",
              "  background-color: var(--sklearn-color-unfitted-level-3);\n",
              "  color: var(--sklearn-color-background);\n",
              "  text-decoration: none;\n",
              "}\n",
              "\n",
              "#sk-container-id-4 a.estimator_doc_link.fitted:hover {\n",
              "  /* fitted */\n",
              "  background-color: var(--sklearn-color-fitted-level-3);\n",
              "}\n",
              "</style><div id=\"sk-container-id-4\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>XGBClassifier(base_score=None, booster=None, callbacks=None,\n",
              "              colsample_bylevel=None, colsample_bynode=None,\n",
              "              colsample_bytree=None, device=None, early_stopping_rounds=None,\n",
              "              enable_categorical=True, eval_metric=&#x27;mlogloss&#x27;,\n",
              "              feature_types=None, feature_weights=None, gamma=None,\n",
              "              grow_policy=None, importance_type=None,\n",
              "              interaction_constraints=None, learning_rate=0.1, max_bin=None,\n",
              "              max_cat_threshold=None, max_cat_to_onehot=None,\n",
              "              max_delta_step=None, max_depth=6, max_leaves=None,\n",
              "              min_child_weight=None, missing=nan, monotone_constraints=None,\n",
              "              multi_strategy=None, n_estimators=200, n_jobs=None, num_class=3, ...)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator fitted sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-4\" type=\"checkbox\" checked><label for=\"sk-estimator-id-4\" class=\"sk-toggleable__label fitted sk-toggleable__label-arrow\"><div><div>XGBClassifier</div></div><div><a class=\"sk-estimator-doc-link fitted\" rel=\"noreferrer\" target=\"_blank\" href=\"https://xgboost.readthedocs.io/en/release_3.3.0/python/python_api.html#xgboost.XGBClassifier\">?<span>Documentation for XGBClassifier</span></a><span class=\"sk-estimator-doc-link fitted\">i<span>Fitted</span></span></div></label><div class=\"sk-toggleable__content fitted\"><pre>XGBClassifier(base_score=None, booster=None, callbacks=None,\n",
              "              colsample_bylevel=None, colsample_bynode=None,\n",
              "              colsample_bytree=None, device=None, early_stopping_rounds=None,\n",
              "              enable_categorical=True, eval_metric=&#x27;mlogloss&#x27;,\n",
              "              feature_types=None, feature_weights=None, gamma=None,\n",
              "              grow_policy=None, importance_type=None,\n",
              "              interaction_constraints=None, learning_rate=0.1, max_bin=None,\n",
              "              max_cat_threshold=None, max_cat_to_onehot=None,\n",
              "              max_delta_step=None, max_depth=6, max_leaves=None,\n",
              "              min_child_weight=None, missing=nan, monotone_constraints=None,\n",
              "              multi_strategy=None, n_estimators=200, n_jobs=None, num_class=3, ...)</pre></div> </div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 52
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_pred_xgb = xgb_model.predict(\n",
        "    X_test_tfidf\n",
        ")\n",
        "\n",
        "y_prob_xgb = xgb_model.predict_proba(\n",
        "    X_test_tfidf\n",
        ")"
      ],
      "metadata": {
        "id": "aSoyBlwYzMXe"
      },
      "execution_count": 53,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy_xgb = accuracy_score(\n",
        "    y_test,\n",
        "    y_pred_xgb\n",
        ")\n",
        "\n",
        "precision_xgb = precision_score(\n",
        "    y_test,\n",
        "    y_pred_xgb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "recall_xgb = recall_score(\n",
        "    y_test,\n",
        "    y_pred_xgb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "f1_xgb = f1_score(\n",
        "    y_test,\n",
        "    y_pred_xgb,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "print(\"\\n========== XGBOOST RESULTS ==========\\n\")\n",
        "\n",
        "print(f\"Accuracy  : {accuracy_xgb:.4f}\")\n",
        "print(f\"Precision : {precision_xgb:.4f}\")\n",
        "print(f\"Recall    : {recall_xgb:.4f}\")\n",
        "print(f\"F1 Score  : {f1_xgb:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "iRMH3W4JzMUs",
        "outputId": "850943f3-94a2-4d79-dbda-b90c7594d051"
      },
      "execution_count": 54,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "========== XGBOOST RESULTS ==========\n",
            "\n",
            "Accuracy  : 0.7211\n",
            "Precision : 0.6769\n",
            "Recall    : 0.7211\n",
            "F1 Score  : 0.6673\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nClassification Report\\n\")\n",
        "\n",
        "print(\n",
        "    classification_report(\n",
        "        y_test,\n",
        "        y_pred_xgb,\n",
        "        target_names=label_encoder.classes_\n",
        "    )\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7ujaj96pzMR0",
        "outputId": "7d2233d7-7b36-4a20-fb6d-545381a799ea"
      },
      "execution_count": 55,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Classification Report\n",
            "\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.89      0.43      0.58        37\n",
            "     Neutral       0.00      0.00      0.00        16\n",
            "    Positive       0.71      0.96      0.81        94\n",
            "\n",
            "    accuracy                           0.72       147\n",
            "   macro avg       0.53      0.46      0.47       147\n",
            "weighted avg       0.68      0.72      0.67       147\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cm = confusion_matrix(\n",
        "    y_test,\n",
        "    y_pred_xgb\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=cm,\n",
        "    display_labels=label_encoder.classes_\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "    cmap=\"Purples\",\n",
        "    ax=ax,\n",
        "    colorbar=False\n",
        ")\n",
        "\n",
        "plt.title(\"XGBoost Confusion Matrix\")\n",
        "\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "-B3Qd6a8zMPK",
        "outputId": "7c7acbe6-aa99-4a58-e918-df67ddc3d11e"
      },
      "execution_count": 56,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "classes = len(label_encoder.classes_)\n",
        "\n",
        "y_test_bin = label_binarize(\n",
        "    y_test,\n",
        "    classes=range(classes)\n",
        ")\n",
        "\n",
        "roc_auc_xgb = roc_auc_score(\n",
        "    y_test_bin,\n",
        "    y_prob_xgb,\n",
        "    average=\"weighted\",\n",
        "    multi_class=\"ovr\"\n",
        ")\n",
        "\n",
        "print(f\"\\nWeighted ROC-AUC : {roc_auc_xgb:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QVTEdtp6zDh6",
        "outputId": "ef620898-34d7-4a8f-a247-6eb0cd040267"
      },
      "execution_count": 57,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Weighted ROC-AUC : 0.8296\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **DEEP LEARNING MODEL**"
      ],
      "metadata": {
        "id": "kWHswYDe0DOB"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "MAX_WORDS = 10000\n",
        "\n",
        "MAX_SEQUENCE_LENGTH = 100"
      ],
      "metadata": {
        "id": "F28DrqQ5zeCx"
      },
      "execution_count": 58,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "tokenizer = Tokenizer(\n",
        "    num_words=MAX_WORDS,\n",
        "    oov_token=\"<OOV>\"\n",
        ")\n",
        "\n",
        "tokenizer.fit_on_texts(\n",
        "    df[\"Processed_Text\"]\n",
        ")"
      ],
      "metadata": {
        "id": "5Z2eJ4RH0UvQ"
      },
      "execution_count": 59,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_sequences = tokenizer.texts_to_sequences(\n",
        "    df[\"Processed_Text\"]\n",
        ")\n",
        "\n",
        "print(\"Sample Sequence\")\n",
        "\n",
        "print(X_sequences[0])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2GNBuIfy0V-J",
        "outputId": "2fc2f4b1-9c25-46c0-e98e-593b8c707ebe"
      },
      "execution_count": 60,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Sample Sequence\n",
            "[230, 306, 4, 430]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_padded = pad_sequences(\n",
        "    X_sequences,\n",
        "    maxlen=MAX_SEQUENCE_LENGTH,\n",
        "    padding=\"post\",\n",
        "    truncating=\"post\"\n",
        ")\n",
        "\n",
        "print(\"\\nPadded Shape\")\n",
        "\n",
        "print(X_padded.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YzjFsZki0XSQ",
        "outputId": "f55501d1-e076-48cc-baa3-1da9172c342b"
      },
      "execution_count": 61,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Padded Shape\n",
            "(732, 100)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y = df[\"Sentiment_Label\"]"
      ],
      "metadata": {
        "id": "22X1VxP80ZQ4"
      },
      "execution_count": 62,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train_pad, X_test_pad, y_train_pad, y_test_pad = train_test_split(\n",
        "\n",
        "    X_padded,\n",
        "\n",
        "    y,\n",
        "\n",
        "    test_size=0.20,\n",
        "\n",
        "    random_state=42,\n",
        "\n",
        "    stratify=y\n",
        "\n",
        ")\n",
        "\n",
        "print(\"\\nTraining Shape\")\n",
        "\n",
        "print(X_train_pad.shape)\n",
        "\n",
        "print(\"\\nTesting Shape\")\n",
        "\n",
        "print(X_test_pad.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wRAjKlrR0aMa",
        "outputId": "c4527da9-624f-4dc1-e50e-6793645da94f"
      },
      "execution_count": 63,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Training Shape\n",
            "(585, 100)\n",
            "\n",
            "Testing Shape\n",
            "(147, 100)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "vocab_size = len(tokenizer.word_index) + 1\n",
        "\n",
        "print(\"\\nVocabulary Size\")\n",
        "\n",
        "print(vocab_size)\n",
        "\n",
        "print(\"\\nMaximum Sequence Length\")\n",
        "\n",
        "print(MAX_SEQUENCE_LENGTH)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Jq8LkBfG0aJx",
        "outputId": "658e5807-9fb9-4d13-f722-86907bfaec4a"
      },
      "execution_count": 64,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Vocabulary Size\n",
            "2306\n",
            "\n",
            "Maximum Sequence Length\n",
            "100\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **LSTM**"
      ],
      "metadata": {
        "id": "snQBjRoB0yGh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model = Sequential()\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    Embedding(\n",
        "\n",
        "        input_dim=vocab_size,\n",
        "\n",
        "        output_dim=128,\n",
        "\n",
        "        input_length=MAX_SEQUENCE_LENGTH\n",
        "\n",
        "    )\n",
        "\n",
        ")\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    LSTM(\n",
        "\n",
        "        128,\n",
        "\n",
        "        return_sequences=False\n",
        "\n",
        "    )\n",
        "\n",
        ")\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    Dropout(0.5)\n",
        "\n",
        ")\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    Dense(\n",
        "\n",
        "        64,\n",
        "\n",
        "        activation=\"relu\"\n",
        "\n",
        "    )\n",
        "\n",
        ")\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    Dropout(0.5)\n",
        "\n",
        ")\n",
        "\n",
        "lstm_model.add(\n",
        "\n",
        "    Dense(\n",
        "\n",
        "        len(label_encoder.classes_),\n",
        "\n",
        "        activation=\"softmax\"\n",
        "\n",
        "    )\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "bJLqsvh80aG6"
      },
      "execution_count": 65,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model.compile(\n",
        "\n",
        "    optimizer=\"adam\",\n",
        "\n",
        "    loss=\"sparse_categorical_crossentropy\",\n",
        "\n",
        "    metrics=[\"accuracy\"]\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "9-IxScu90aEV"
      },
      "execution_count": 66,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "lstm_model.summary()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 326
        },
        "id": "LR7SitRy0aBc",
        "outputId": "350ad236-329a-4857-cac9-222331f95830"
      },
      "execution_count": 67,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "\u001b[1mModel: \"sequential\"\u001b[0m\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n",
              "</pre>\n"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
              "┃\u001b[1m \u001b[0m\u001b[1mLayer (type)                   \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape          \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m      Param #\u001b[0m\u001b[1m \u001b[0m┃\n",
              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
              "│ embedding (\u001b[38;5;33mEmbedding\u001b[0m)           │ ?                      │   \u001b[38;5;34m0\u001b[0m (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ lstm (\u001b[38;5;33mLSTM\u001b[0m)                     │ ?                      │   \u001b[38;5;34m0\u001b[0m (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dropout (\u001b[38;5;33mDropout\u001b[0m)               │ ?                      │             \u001b[38;5;34m0\u001b[0m │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dense (\u001b[38;5;33mDense\u001b[0m)                   │ ?                      │   \u001b[38;5;34m0\u001b[0m (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dropout_1 (\u001b[38;5;33mDropout\u001b[0m)             │ ?                      │             \u001b[38;5;34m0\u001b[0m │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dense_1 (\u001b[38;5;33mDense\u001b[0m)                 │ ?                      │   \u001b[38;5;34m0\u001b[0m (unbuilt) │\n",
              "└─────────────────────────────────┴────────────────────────┴───────────────┘\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
              "┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n",
              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
              "│ embedding (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)           │ ?                      │   <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ lstm (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">LSTM</span>)                     │ ?                      │   <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dropout (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)               │ ?                      │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dense (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                   │ ?                      │   <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (unbuilt) │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dropout_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)             │ ?                      │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n",
              "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
              "│ dense_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)                 │ ?                      │   <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (unbuilt) │\n",
              "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
              "</pre>\n"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "\u001b[1m Total params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n",
              "</pre>\n"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n",
              "</pre>\n"
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n"
            ],
            "text/html": [
              "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n",
              "</pre>\n"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "history = lstm_model.fit(\n",
        "\n",
        "    X_train_pad,\n",
        "\n",
        "    y_train_pad,\n",
        "\n",
        "    validation_split=0.2,\n",
        "\n",
        "    epochs=15,\n",
        "\n",
        "    batch_size=32,\n",
        "\n",
        "    verbose=1\n",
        "\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "w-CZVBUX0Z7_",
        "outputId": "296a9b8b-ce30-42f4-f9e8-008443a7a5de"
      },
      "execution_count": 68,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m6s\u001b[0m 37ms/step - accuracy: 0.6026 - loss: 0.9903 - val_accuracy: 0.5897 - val_loss: 0.9284\n",
            "Epoch 2/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 16ms/step - accuracy: 0.6453 - loss: 0.8922 - val_accuracy: 0.5897 - val_loss: 0.9147\n",
            "Epoch 3/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 16ms/step - accuracy: 0.6368 - loss: 0.8993 - val_accuracy: 0.5897 - val_loss: 0.9187\n",
            "Epoch 4/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6496 - loss: 0.9034 - val_accuracy: 0.5897 - val_loss: 0.9232\n",
            "Epoch 5/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 16ms/step - accuracy: 0.6474 - loss: 0.8981 - val_accuracy: 0.5897 - val_loss: 0.9059\n",
            "Epoch 6/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6453 - loss: 0.9125 - val_accuracy: 0.5897 - val_loss: 0.9167\n",
            "Epoch 7/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.8988 - val_accuracy: 0.5897 - val_loss: 0.9148\n",
            "Epoch 8/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.8974 - val_accuracy: 0.5897 - val_loss: 0.9083\n",
            "Epoch 9/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.8902 - val_accuracy: 0.5897 - val_loss: 0.9051\n",
            "Epoch 10/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6496 - loss: 0.9081 - val_accuracy: 0.5897 - val_loss: 0.9122\n",
            "Epoch 11/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.8931 - val_accuracy: 0.5897 - val_loss: 0.9205\n",
            "Epoch 12/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.9072 - val_accuracy: 0.5897 - val_loss: 0.9120\n",
            "Epoch 13/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.9114 - val_accuracy: 0.5897 - val_loss: 0.9107\n",
            "Epoch 14/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.9077 - val_accuracy: 0.5897 - val_loss: 0.9051\n",
            "Epoch 15/15\n",
            "\u001b[1m15/15\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 15ms/step - accuracy: 0.6474 - loss: 0.9072 - val_accuracy: 0.5897 - val_loss: 0.9137\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_prob_lstm = lstm_model.predict(X_test_pad)\n",
        "\n",
        "y_pred_lstm = np.argmax(\n",
        "    y_prob_lstm,\n",
        "    axis=1\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IeRIegf40Z5J",
        "outputId": "8c8500ff-2729-4011-cebe-b13ddc0a5840"
      },
      "execution_count": 69,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[1m5/5\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 38ms/step\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy_lstm = accuracy_score(\n",
        "    y_test_pad,\n",
        "    y_pred_lstm\n",
        ")\n",
        "\n",
        "precision_lstm = precision_score(\n",
        "    y_test_pad,\n",
        "    y_pred_lstm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "recall_lstm = recall_score(\n",
        "    y_test_pad,\n",
        "    y_pred_lstm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "f1_lstm = f1_score(\n",
        "    y_test_pad,\n",
        "    y_pred_lstm,\n",
        "    average=\"weighted\"\n",
        ")\n",
        "\n",
        "print(\"\\n========== LSTM RESULTS ==========\\n\")\n",
        "\n",
        "print(f\"Accuracy  : {accuracy_lstm:.4f}\")\n",
        "print(f\"Precision : {precision_lstm:.4f}\")\n",
        "print(f\"Recall    : {recall_lstm:.4f}\")\n",
        "print(f\"F1 Score  : {f1_lstm:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "gguttfPX2nh-",
        "outputId": "c638b98f-6295-4b04-f19f-a94c5940bf05"
      },
      "execution_count": 70,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "========== LSTM RESULTS ==========\n",
            "\n",
            "Accuracy  : 0.6395\n",
            "Precision : 0.4089\n",
            "Recall    : 0.6395\n",
            "F1 Score  : 0.4988\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"\\nClassification Report\\n\")\n",
        "\n",
        "print(\n",
        "    classification_report(\n",
        "        y_test_pad,\n",
        "        y_pred_lstm,\n",
        "        target_names=label_encoder.classes_\n",
        "    )\n",
        ")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7PaVTXQa2pLV",
        "outputId": "0c5d7150-290b-4c1a-fc50-d0e88af86d52"
      },
      "execution_count": 71,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Classification Report\n",
            "\n",
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.00      0.00      0.00        37\n",
            "     Neutral       0.00      0.00      0.00        16\n",
            "    Positive       0.64      1.00      0.78        94\n",
            "\n",
            "    accuracy                           0.64       147\n",
            "   macro avg       0.21      0.33      0.26       147\n",
            "weighted avg       0.41      0.64      0.50       147\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "cm = confusion_matrix(\n",
        "    y_test_pad,\n",
        "    y_pred_lstm\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=cm,\n",
        "    display_labels=label_encoder.classes_\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "    cmap=\"Reds\",\n",
        "    ax=ax,\n",
        "    colorbar=False\n",
        ")\n",
        "\n",
        "plt.title(\"LSTM Confusion Matrix\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "UuBNzYT82q6V",
        "outputId": "fe82c215-62a2-4213-cc04-705f192a5b74"
      },
      "execution_count": 72,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "classes = len(label_encoder.classes_)\n",
        "\n",
        "y_test_bin = label_binarize(\n",
        "    y_test_pad,\n",
        "    classes=range(classes)\n",
        ")\n",
        "\n",
        "roc_auc_lstm = roc_auc_score(\n",
        "    y_test_bin,\n",
        "    y_prob_lstm,\n",
        "    average=\"weighted\",\n",
        "    multi_class=\"ovr\"\n",
        ")\n",
        "\n",
        "print(f\"\\nWeighted ROC-AUC : {roc_auc_lstm:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CGtpx82A2s2F",
        "outputId": "36ce2571-d6ed-4cbc-819e-45d24213bb04"
      },
      "execution_count": 73,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Weighted ROC-AUC : 0.5035\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **TRANSFORMER**"
      ],
      "metadata": {
        "id": "TERIfZYs3H7N"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### **BERT**"
      ],
      "metadata": {
        "id": "zruVXLkQ3O99"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "bert_df = df[[\"Processed_Text\",\"Sentiment_Label\"]].copy()\n",
        "\n",
        "bert_df.columns = [\"text\",\"label\"]\n",
        "\n",
        "bert_df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "Dm3Fv7c52wct",
        "outputId": "928bd7b1-9519-47f2-8105-e6583234930a"
      },
      "execution_count": 74,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                               text  label\n",
              "0       enjoying beautiful day park      2\n",
              "1          traffic terrible morning      0\n",
              "2        finished amazing workout 💪      2\n",
              "3  excited upcoming weekend getaway      2\n",
              "4  trying new recipe dinner tonight      1"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-dfd39cda-4137-4149-a4f8-c04fc7a481df\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>text</th>\n",
              "      <th>label</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>enjoying beautiful day park</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>traffic terrible morning</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>finished amazing workout 💪</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>excited upcoming weekend getaway</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>trying new recipe dinner tonight</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-dfd39cda-4137-4149-a4f8-c04fc7a481df')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-dfd39cda-4137-4149-a4f8-c04fc7a481df button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-dfd39cda-4137-4149-a4f8-c04fc7a481df');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "bert_df",
              "summary": "{\n  \"name\": \"bert_df\",\n  \"rows\": 732,\n  \"fields\": [\n    {\n      \"column\": \"text\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 706,\n        \"samples\": [\n          \"walking great wall china step testament ancient engineering marvel\",\n          \"laughter key joy\\u2014attending standup comedy show\",\n          \"fear unknown keeping night\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 2,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          2,\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 74
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_train_text, X_test_text, y_train_bert, y_test_bert = train_test_split(\n",
        "\n",
        "    df[\"Processed_Text\"],\n",
        "\n",
        "    df[\"Sentiment_Label\"],\n",
        "\n",
        "    test_size=0.20,\n",
        "\n",
        "    random_state=42,\n",
        "\n",
        "    stratify=df[\"Sentiment_Label\"]\n",
        "\n",
        ")\n",
        "\n",
        "tokenizer = BertTokenizer.from_pretrained(\n",
        "\n",
        "    \"bert-base-uncased\"\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "I9vhz2US3bLk"
      },
      "execution_count": 75,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_encodings = tokenizer(\n",
        "\n",
        "    list(X_train_text),\n",
        "\n",
        "    truncation=True,\n",
        "\n",
        "    padding=True,\n",
        "\n",
        "    max_length=128,\n",
        "\n",
        "    return_tensors=\"pt\"\n",
        "\n",
        ")\n",
        "\n",
        "test_encodings = tokenizer(\n",
        "\n",
        "    list(X_test_text),\n",
        "\n",
        "    truncation=True,\n",
        "\n",
        "    padding=True,\n",
        "\n",
        "    max_length=128,\n",
        "\n",
        "    return_tensors=\"pt\"\n",
        "\n",
        ")\n"
      ],
      "metadata": {
        "id": "DgjxSLwP3c0M"
      },
      "execution_count": 76,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_labels = torch.tensor(\n",
        "\n",
        "    y_train_bert.values\n",
        "\n",
        ")\n",
        "\n",
        "test_labels = torch.tensor(\n",
        "\n",
        "    y_test_bert.values\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "60cL6A8K6hLx"
      },
      "execution_count": 81,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "train_dataset = TensorDataset(\n",
        "\n",
        "    train_encodings[\"input_ids\"],\n",
        "\n",
        "    train_encodings[\"attention_mask\"],\n",
        "\n",
        "    train_labels\n",
        "\n",
        ")\n",
        "\n",
        "test_dataset = TensorDataset(\n",
        "\n",
        "    test_encodings[\"input_ids\"],\n",
        "\n",
        "    test_encodings[\"attention_mask\"],\n",
        "\n",
        "    test_labels\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "2HwWBazj7r_-"
      },
      "execution_count": 82,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "batch_size = 16\n",
        "\n",
        "train_loader = DataLoader(\n",
        "\n",
        "    train_dataset,\n",
        "\n",
        "    sampler=RandomSampler(train_dataset),\n",
        "\n",
        "    batch_size=batch_size\n",
        "\n",
        ")\n",
        "\n",
        "test_loader = DataLoader(\n",
        "\n",
        "    test_dataset,\n",
        "\n",
        "    sampler=SequentialSampler(test_dataset),\n",
        "\n",
        "    batch_size=batch_size\n",
        "\n",
        ")\n",
        "\n",
        "print(\"Training Samples :\", len(train_dataset))\n",
        "\n",
        "print(\"Testing Samples :\", len(test_dataset))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6SSwAZv97sxF",
        "outputId": "7369e785-5daa-46e1-8dc8-ff8c5b9cf53b"
      },
      "execution_count": 83,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Training Samples : 585\n",
            "Testing Samples : 147\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "device = torch.device(\n",
        "\n",
        "    \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
        "\n",
        ")\n",
        "\n",
        "print(device)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7BWCasgu79BI",
        "outputId": "f19e1508-00fb-44e8-c914-8908ce950911"
      },
      "execution_count": 87,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "cuda\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "bert_model = BertForSequenceClassification.from_pretrained(\n",
        "\n",
        "    \"bert-base-uncased\",\n",
        "\n",
        "    num_labels=len(label_encoder.classes_)\n",
        "\n",
        ")\n",
        "\n",
        "bert_model.to(device)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000,
          "referenced_widgets": [
            "16856fc6424c4721a3abd51267c82e90",
            "85b0b5d2da424158b026cde0f24a87a1",
            "a3c27864f7164f528f96e454d374ae8b",
            "06b15fb19956419690cf9c4d2118599d",
            "35ddd04e10f44471a3b69742930b61c0",
            "2e53a1ab25bf4844a012d0e40b0ab95a",
            "bab98dbdb7d54fc6af357bc14bcbe7f9",
            "b45b636b700841079fbe2ee6833b000b",
            "085634208ec44499886cd07d77c6f082",
            "d61d227f93d44efebcc4020f21392f0f",
            "b84cca59b7634223b41ae920f858d3b0"
          ]
        },
        "id": "owK3oMzW7srl",
        "outputId": "d6677d5d-b3c5-4c81-ec7c-77b7bee067ca"
      },
      "execution_count": 88,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Loading weights:   0%|          | 0/199 [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "16856fc6424c4721a3abd51267c82e90"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "[transformers] \u001b[1mBertForSequenceClassification LOAD REPORT\u001b[0m from: bert-base-uncased\n",
            "Key                                        | Status     | \n",
            "-------------------------------------------+------------+-\n",
            "cls.seq_relationship.bias                  | UNEXPECTED | \n",
            "cls.seq_relationship.weight                | UNEXPECTED | \n",
            "cls.predictions.transform.dense.bias       | UNEXPECTED | \n",
            "cls.predictions.bias                       | UNEXPECTED | \n",
            "cls.predictions.transform.LayerNorm.bias   | UNEXPECTED | \n",
            "cls.predictions.transform.LayerNorm.weight | UNEXPECTED | \n",
            "cls.predictions.transform.dense.weight     | UNEXPECTED | \n",
            "classifier.weight                          | MISSING    | \n",
            "classifier.bias                            | MISSING    | \n",
            "\n",
            "Notes:\n",
            "- UNEXPECTED:\tcan be ignored when loading from different task/architecture; not ok if you expect identical arch.\n",
            "- MISSING:\tthose params were newly initialized because missing from the checkpoint. Consider training on your downstream task.\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "BertForSequenceClassification(\n",
              "  (bert): BertModel(\n",
              "    (embeddings): BertEmbeddings(\n",
              "      (word_embeddings): Embedding(30522, 768, padding_idx=0)\n",
              "      (position_embeddings): Embedding(512, 768)\n",
              "      (token_type_embeddings): Embedding(2, 768)\n",
              "      (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
              "      (dropout): Dropout(p=0.1, inplace=False)\n",
              "    )\n",
              "    (encoder): BertEncoder(\n",
              "      (layer): ModuleList(\n",
              "        (0-11): 12 x BertLayer(\n",
              "          (attention): BertAttention(\n",
              "            (self): BertSelfAttention(\n",
              "              (query): Linear(in_features=768, out_features=768, bias=True)\n",
              "              (key): Linear(in_features=768, out_features=768, bias=True)\n",
              "              (value): Linear(in_features=768, out_features=768, bias=True)\n",
              "              (dropout): Dropout(p=0.1, inplace=False)\n",
              "            )\n",
              "            (output): BertSelfOutput(\n",
              "              (dense): Linear(in_features=768, out_features=768, bias=True)\n",
              "              (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
              "              (dropout): Dropout(p=0.1, inplace=False)\n",
              "            )\n",
              "          )\n",
              "          (intermediate): BertIntermediate(\n",
              "            (dense): Linear(in_features=768, out_features=3072, bias=True)\n",
              "            (intermediate_act_fn): GELUActivation()\n",
              "          )\n",
              "          (output): BertOutput(\n",
              "            (dense): Linear(in_features=3072, out_features=768, bias=True)\n",
              "            (LayerNorm): LayerNorm((768,), eps=1e-12, elementwise_affine=True)\n",
              "            (dropout): Dropout(p=0.1, inplace=False)\n",
              "          )\n",
              "        )\n",
              "      )\n",
              "    )\n",
              "    (pooler): BertPooler(\n",
              "      (dense): Linear(in_features=768, out_features=768, bias=True)\n",
              "      (activation): Tanh()\n",
              "    )\n",
              "  )\n",
              "  (dropout): Dropout(p=0.1, inplace=False)\n",
              "  (classifier): Linear(in_features=768, out_features=3, bias=True)\n",
              ")"
            ]
          },
          "metadata": {},
          "execution_count": 88
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "optimizer = AdamW(\n",
        "\n",
        "    bert_model.parameters(),\n",
        "\n",
        "    lr=2e-5,\n",
        "\n",
        "    eps=1e-8\n",
        "\n",
        ")"
      ],
      "metadata": {
        "id": "WqmCrYCD7sog"
      },
      "execution_count": 90,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "epochs = 3\n",
        "\n",
        "total_steps = len(train_loader) * epochs\n",
        "\n",
        "scheduler = get_linear_schedule_with_warmup(\n",
        "\n",
        "    optimizer,\n",
        "\n",
        "    num_warmup_steps=0,\n",
        "\n",
        "    num_training_steps=total_steps\n",
        "\n",
        ")\n",
        "\n",
        "print(\"Total Training Steps :\", total_steps)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "oxi6Ghuj7slT",
        "outputId": "5c708641-6284-4470-a7db-ae4cb929a9a8"
      },
      "execution_count": 93,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Total Training Steps : 111\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_loss_history = []\n",
        "val_loss_history = []"
      ],
      "metadata": {
        "id": "pYdO6YZL7siQ"
      },
      "execution_count": 94,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "for epoch in range(epochs):\n",
        "\n",
        "    print(f\"\\nEpoch {epoch+1}/{epochs}\")\n",
        "\n",
        "\n",
        "    bert_model.train()\n",
        "\n",
        "    total_train_loss = 0\n",
        "\n",
        "    for batch in train_loader:\n",
        "\n",
        "        input_ids = batch[0].to(device)\n",
        "\n",
        "        attention_mask = batch[1].to(device)\n",
        "\n",
        "        labels = batch[2].to(device)\n",
        "\n",
        "        optimizer.zero_grad()\n",
        "\n",
        "        outputs = bert_model(\n",
        "\n",
        "            input_ids=input_ids,\n",
        "\n",
        "            attention_mask=attention_mask,\n",
        "\n",
        "            labels=labels\n",
        "\n",
        "        )\n",
        "\n",
        "        loss = outputs.loss\n",
        "\n",
        "        total_train_loss += loss.item()\n",
        "\n",
        "        loss.backward()\n",
        "\n",
        "        torch.nn.utils.clip_grad_norm_(\n",
        "            bert_model.parameters(),\n",
        "            1.0\n",
        "        )\n",
        "\n",
        "        optimizer.step()\n",
        "\n",
        "        scheduler.step()\n",
        "\n",
        "    avg_train_loss = total_train_loss / len(train_loader)\n",
        "\n",
        "    train_loss_history.append(avg_train_loss)\n",
        "\n",
        "    print(f\"Training Loss : {avg_train_loss:.4f}\")\n",
        "\n",
        "\n",
        "\n",
        "    bert_model.eval()\n",
        "\n",
        "    total_val_loss = 0\n",
        "\n",
        "    predictions = []\n",
        "\n",
        "    true_labels = []\n",
        "\n",
        "    with torch.no_grad():\n",
        "\n",
        "        for batch in test_loader:\n",
        "\n",
        "            input_ids = batch[0].to(device)\n",
        "\n",
        "            attention_mask = batch[1].to(device)\n",
        "\n",
        "            labels = batch[2].to(device)\n",
        "\n",
        "            outputs = bert_model(\n",
        "\n",
        "                input_ids=input_ids,\n",
        "\n",
        "                attention_mask=attention_mask,\n",
        "\n",
        "                labels=labels\n",
        "\n",
        "            )\n",
        "\n",
        "            loss = outputs.loss\n",
        "\n",
        "            logits = outputs.logits\n",
        "\n",
        "            total_val_loss += loss.item()\n",
        "\n",
        "            preds = torch.argmax(\n",
        "\n",
        "                logits,\n",
        "\n",
        "                dim=1\n",
        "\n",
        "            )\n",
        "\n",
        "            predictions.extend(\n",
        "\n",
        "                preds.cpu().numpy()\n",
        "\n",
        "            )\n",
        "\n",
        "            true_labels.extend(\n",
        "\n",
        "                labels.cpu().numpy()\n",
        "\n",
        "            )\n",
        "\n",
        "    avg_val_loss = total_val_loss / len(test_loader)\n",
        "\n",
        "    val_loss_history.append(avg_val_loss)\n",
        "\n",
        "    accuracy = accuracy_score(\n",
        "\n",
        "        true_labels,\n",
        "\n",
        "        predictions\n",
        "\n",
        "    )\n",
        "\n",
        "    precision = precision_score(\n",
        "\n",
        "        true_labels,\n",
        "\n",
        "        predictions,\n",
        "\n",
        "        average=\"weighted\"\n",
        "\n",
        "    )\n",
        "\n",
        "    recall = recall_score(\n",
        "\n",
        "        true_labels,\n",
        "\n",
        "        predictions,\n",
        "\n",
        "        average=\"weighted\"\n",
        "\n",
        "    )\n",
        "\n",
        "    f1 = f1_score(\n",
        "\n",
        "        true_labels,\n",
        "\n",
        "        predictions,\n",
        "\n",
        "        average=\"weighted\"\n",
        "\n",
        "    )\n",
        "\n",
        "    print(f\"Validation Loss : {avg_val_loss:.4f}\")\n",
        "\n",
        "    print(f\"Accuracy  : {accuracy:.4f}\")\n",
        "\n",
        "    print(f\"Precision : {precision:.4f}\")\n",
        "\n",
        "    print(f\"Recall    : {recall:.4f}\")\n",
        "\n",
        "    print(f\"F1 Score  : {f1:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PI4elr7h8mr9",
        "outputId": "dfbdbee3-2d2d-428b-dc2a-5cf5ee866c21"
      },
      "execution_count": 95,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Epoch 1/3\n",
            "Training Loss : 0.8386\n",
            "Validation Loss : 0.6309\n",
            "Accuracy  : 0.7551\n",
            "Precision : 0.7031\n",
            "Recall    : 0.7551\n",
            "F1 Score  : 0.6976\n",
            "\n",
            "Epoch 2/3\n",
            "Training Loss : 0.5282\n",
            "Validation Loss : 0.4712\n",
            "Accuracy  : 0.8163\n",
            "Precision : 0.7282\n",
            "Recall    : 0.8163\n",
            "F1 Score  : 0.7692\n",
            "\n",
            "Epoch 3/3\n",
            "Training Loss : 0.3984\n",
            "Validation Loss : 0.4664\n",
            "Accuracy  : 0.8095\n",
            "Precision : 0.7224\n",
            "Recall    : 0.8095\n",
            "F1 Score  : 0.7626\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\n",
        "\n",
        "    classification_report(\n",
        "\n",
        "        true_labels,\n",
        "\n",
        "        predictions,\n",
        "\n",
        "        target_names=label_encoder.classes_\n",
        "\n",
        "    )\n",
        "\n",
        ")\n",
        "\n",
        "cm = confusion_matrix(\n",
        "\n",
        "    true_labels,\n",
        "\n",
        "    predictions\n",
        "\n",
        ")\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "\n",
        "    confusion_matrix=cm,\n",
        "\n",
        "    display_labels=label_encoder.classes_\n",
        "\n",
        ")\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(6,6))\n",
        "\n",
        "disp.plot(\n",
        "\n",
        "    cmap=\"Blues\",\n",
        "\n",
        "    ax=ax,\n",
        "\n",
        "    colorbar=False\n",
        "\n",
        ")\n",
        "\n",
        "plt.title(\"BERT Confusion Matrix\")\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 738
        },
        "id": "9oGGFuh28vmN",
        "outputId": "90ffd3da-8bd2-48a5-dd56-938ffa373e79"
      },
      "execution_count": 96,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              precision    recall  f1-score   support\n",
            "\n",
            "    Negative       0.84      0.84      0.84        37\n",
            "     Neutral       0.00      0.00      0.00        16\n",
            "    Positive       0.80      0.94      0.86        94\n",
            "\n",
            "    accuracy                           0.81       147\n",
            "   macro avg       0.55      0.59      0.57       147\n",
            "weighted avg       0.72      0.81      0.76       147\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "bert_model.eval()\n",
        "\n",
        "probabilities = []\n",
        "\n",
        "with torch.no_grad():\n",
        "\n",
        "    for batch in test_loader:\n",
        "\n",
        "        input_ids = batch[0].to(device)\n",
        "\n",
        "        attention_mask = batch[1].to(device)\n",
        "\n",
        "        outputs = bert_model(\n",
        "\n",
        "            input_ids=input_ids,\n",
        "\n",
        "            attention_mask=attention_mask\n",
        "\n",
        "        )\n",
        "\n",
        "        probs = torch.softmax(\n",
        "\n",
        "            outputs.logits,\n",
        "\n",
        "            dim=1\n",
        "\n",
        "        )\n",
        "\n",
        "        probabilities.extend(\n",
        "\n",
        "            probs.cpu().numpy()\n",
        "\n",
        "        )\n",
        "\n",
        "probabilities = np.array(probabilities)"
      ],
      "metadata": {
        "id": "nRbnIsox9TSt"
      },
      "execution_count": 97,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "classes = len(label_encoder.classes_)\n",
        "\n",
        "y_true_bin = label_binarize(\n",
        "\n",
        "    true_labels,\n",
        "\n",
        "    classes=range(classes)\n",
        "\n",
        ")\n",
        "\n",
        "roc_auc = roc_auc_score(\n",
        "\n",
        "    y_true_bin,\n",
        "\n",
        "    probabilities,\n",
        "\n",
        "    average=\"weighted\",\n",
        "\n",
        "    multi_class=\"ovr\"\n",
        "\n",
        ")\n",
        "\n",
        "print(f\"\\nWeighted ROC-AUC : {roc_auc:.4f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OgkFXN7V9Xbl",
        "outputId": "e0ec681c-47cc-48cd-b778-0a44321c3471"
      },
      "execution_count": 98,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Weighted ROC-AUC : 0.9065\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(8,6))\n",
        "\n",
        "for i in range(classes):\n",
        "\n",
        "    fpr, tpr, _ = roc_curve(\n",
        "\n",
        "        y_true_bin[:, i],\n",
        "\n",
        "        probabilities[:, i]\n",
        "\n",
        "    )\n",
        "\n",
        "    roc_value = auc(\n",
        "\n",
        "        fpr,\n",
        "\n",
        "        tpr\n",
        "\n",
        "    )\n",
        "\n",
        "    plt.plot(\n",
        "\n",
        "        fpr,\n",
        "\n",
        "        tpr,\n",
        "\n",
        "        label=f\"{label_encoder.classes_[i]} (AUC={roc_value:.3f})\"\n",
        "\n",
        "    )\n",
        "\n",
        "plt.plot(\n",
        "\n",
        "    [0,1],\n",
        "\n",
        "    [0,1],\n",
        "\n",
        "    \"k--\"\n",
        "\n",
        ")\n",
        "\n",
        "plt.xlabel(\"False Positive Rate\")\n",
        "\n",
        "plt.ylabel(\"True Positive Rate\")\n",
        "\n",
        "plt.title(\"BERT ROC Curve\")\n",
        "\n",
        "plt.legend()\n",
        "\n",
        "plt.grid(True)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "RpicvRwo9ZSk",
        "outputId": "185c9bb2-53f3-4a96-9788-27249a5cddf6"
      },
      "execution_count": 102,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 1 Axes>"
            ],
            "image/png": 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qGgDw+q/XOJ7nOOwVTibPl5CQ/ne3svy/YCNGjMDgwYN1j2NiYuDh4YHGjRvD2dnZ5OdXq9U4cOAAGjVqxLdWLFRW78MEVbJuxPLUsHpQKqwlTmR8anUyDh06hAYNGkAuN/GvPVU8MO/dpzE//AMhz7w/mrMydbIGR44cQb169SC3yXrfo1kd+8/8JCYnAnuaAQB2+W2DnbWd3vNX/rmKXj1+QPS9aFhbW+PnYUNQtnxptGzSCrZ2dqkd0qjev5OeHhZVzLq7uyMiIkKvLSIiAs7OzqmOygKAra0tbG1T/uUhl8sztTDJ7POR8WXVPvxwDqmzgx3sFRb1ayFd1Go1bK0BFwc70/ehXKv71Nk1F6BwMO35sgAhxLt/WD9ClpwMrY0MCkclbGyy3vdoVsf+Mz/Jyf/73Z83V37Y//8f3kIIBAcHY9CgQUhKSoKHhwc2bdqEKlWqYM+ePbC1y4Tfo4BB57Co76gaNWpgz549em0HDhxAjRo1JEpERESfQwiBzns7I/xleLq2nxAywbSByKTYf+bvzp07GDhwINRqNVq2bImVK1ciV65cZn3diKTFbFxcHO7cuaN7fP/+fYSHhyNnzpwoWLAgRowYgSdPnmDNmjUAgN69e2PBggUYOnQounXrhkOHDiEkJAS7d++W6iUQEdFnSExOTHchS0TG55PXB0qb/727XaxYMcyePRtqtRo//vgjZLJMuAPMZ5K0mD137hzq16+ve/x+bmtgYCBWrVqFZ8+e4dGjR7rnCxUqhN27d2PQoEGYN28eChQogGXLlvG2XEREWcBh/8N6/6h+KDk5GaGhofDz8+Pb1BaI/We+7KztsGDBAtSpUwfe3t4AgH79+kkbykCSfkd9+eWXEEKk+Xxqq3t9+eWXuHjxoglTERGRFJQ2St28vf9SQw2FTAGljTJLzl3P6th/5unNmzfo9H0nbN++HcWKFcPFixfh4GB58/z55xEREaVbei7WMoQxj0VE6Xf69GkEBATg4cOHUCgUGDBgQKbestSYWMwSEVG6GHqxFhGZHyEEZs+ejeHDhyM5ORlFihTB5s2bUalSJamjZRiLWaJsJLVlaxNUWXcZWzIuU16s9d+LUIjI+OLi4tC+fXv8+eefAAB/f38sXbo0U+67b0osZomyCSEE2gSfxPmHb6SOQlnAxy7WygiljdIirpomsmT29vZISkqCra0t5s2bh549e2aJnzsWs0TZRKJa89FCtrJnDijlXJlHCsaeh2oqH2b82MVaRGQ+tFrtu4VjbG1hZWWFtWvX4vnz56hQoYLU0YyGxSxRNnRutC/s/7NsrVJunSX+Qrc0nIdKRKby4sULdO7cGQULFsRvv/0GAHBzc4Obm5vEyYzLSuoARJT57BXWsFfY6H2wkJWGJS4awPmtRObvyJEj8Pb2RmhoKNatW4f79+9LHclkODJLRGQmjD0P1VQ4v5XIfGk0GkyZMgXjxo2DVqtFqVKlEBISgkKFCkkdzWRYzBIRmQnOQyWiz/H8+XN06tQJYWFhAIAuXbpgwYIFFrkQgiFYzBIRERFZOK1WC19fX1y9ehX29vZYvHgxOnfuLHWsTME5s0REREQWzsrKCtOnT0f58uVx/vz5bFPIAixmiYiIiCzS06dPcfToUd3j5s2b4/z58yhZsqSEqTIfi1kiIiIiCxMaGgpvb2+0atUKDx8+1LXb2GS/GaTZ7xWT0aW2RGpWolYnI0kDJKiSIReWewU3l63NfO9+NhI+uo0lLJZAROYjOTkZY8aMwbRp0wAA3t7eSE5OljiVtFjM0mfJPkuk2mDomUNShyALIgB0PtgT4ZH/SB2FiLKIx48fo3379vj7778BAD/88AN++eUX2NnZSZxMWixm6bN8aolUMj9ctjZzJMpkBhWyXIiAiD5m9+7d6Ny5M16/fg1nZ2csW7YMbdu2lTqWWWAxS0aT2hKpWYFarUZo6H74+TWGXC6XOs5n47K1mS89iyFwIQIi+pjdu3fj9evXqFy5MjZv3ozChQtLHclssJglo3m/RGpWo5YJ2FoD9gobyOVZ7/VlaUIA6gRArYa1JglQxQPCxH+QqFLOkeViCET0uWbPng0vLy8MHDgQtra2UscxK/yXmYiyJiEgVjRG4r9nAQANAKj/AdSZcW6ZDIkcZSWiz7Bjxw6sW7cOmzdvhrW1Nezs7DB06FCpY5klFrNElCUJVTw6Jz9EuJeH1FGIiNItKSkJQ4cOxfz58wEAy5cvR8+ePSVOZd5YzBJRlpSoeYtwO+nfiuOFXUSUXnfv3kVAQADOnz8PABgyZAi6du0qcSrzx2KWiLK8gy124uixc/Dz88v0G4rzwi4iSo8tW7age/fuiImJQc6cObFmzRo0b95c6lgWgcUsEZmMEEKyRQE+PK/Sxg4KmQJKG2WWuCMFEWUtU6dOxciRIwEAtWrVwsaNG+HhwSlS6cVilohMQgiBzns7I/xluNRRiIjMWosWLTBp0iQMHDgQEyZMyJZL0n4OfrWIyCQSkxPNopD1efsWdtbZe3UcIjI/t27dQvHixQEA5cqVw507d/DFF19InMoysZglIpNLz6IBRqdOAGYWhVIIJHPOKhGZicTERAwcOBArV67EsWPHUL16dQBgIfsZWMwSkUHSOw9Wf86qBIsGCPHug4jITFy/fh3+/v64cuUKZDIZzpw5oytmKeNYzBJRunEeLBFRxqxevRo//PADEhIS4ObmhvXr16Nhw4ZSx8oSrKQOQESWIyPzYHmfVSLKzuLj49GlSxd06dIFCQkJaNiwIcLDw1nIGhFHZokoQ9I7D5b3WSWi7GzTpk1YvXo1rKysMH78eIwYMQLW1tZSx8pSWMwSUYZIMg+WiMjCdOvWDWfOnEGHDh1Qr149qeNkSZxmQERERGQksbGxGDp0KGJjYwEAMpkMS5YsYSFrQhyZJSIiIjKCS5cuwd/fH7du3UJERARWr14tdaRsgSOzRERERJ9BCIHg4GBUq1YNt27dQoECBdCzZ0+pY2UbHJklIiIiyqDo6Gj07NkTISEhAN4tTbtq1SrkypVL4mTZB4tZIiIiogy4evUqWrVqhbt378LGxgbTp0/HoEGDeAeXTMZiNpsRQiBRrTHa8RJUxjsWERGRJcmdOzfi4uLg6emJzZs3o1q1alJHypZYzGYjQgi0CT6J8w/fSB2FiIjIIiUmJkKpfHePbTc3N+zZsweFChVCjhw5JE6WffECsGwkUa0xWSFb2TMHlHLeBJqIiLKu06dPo1SpUti0aZOurWLFiixkJcaR2Wzq3Ghf2CuMV3wq5dacI0RERFmSEAJz5szBsGHDkJycjOnTp8Pf3x9WVhwTNAcsZrMpe4U17BXsfiIioo959eoVunTpgj///BMA0LZtWyxdupSFrBlhTxARERGl4sSJE/Dx8cGff/4JW1tbLF68GJs3b4aLi4vU0egDHJojIiIi+o/79++jXr16SE5ORrFixRASEgJvb2+pY1EqWMwSkekJAagTMvecqkw+HxFlKYUKFcLAgQPx7NkzBAcHw8nJSepIlAYWs0QE4P/vQZyc+NFtPvV8GgcGVvgBj09nMBkRUeY4cuQIChUqhIIFCwIApk+fDisrK17gbOZYzBIRhBDovLczwl+GG//g6gRpC1mP6oDcXrrzE5HZ02g0mDJlCsaNG4dq1arhyJEjkMvlsLbmLSctAYtZIkJicqJBhaxPXh8obZSGn2jIHUCRyYWl3B5ITs7ccxKRxYiIiEDHjh0RFhYGAChevDjUajXkcrnEySi9WMxmYf9dupZLz1J6HPY//MlCVWmjzNjbbgp7QOGQwWRERMZ16NAhdOjQAREREbC3t8eiRYsQGBgodSwyEIvZLIpL11JGKW2UsOfb8kSUhWk0GkyYMAETJ06EEAJly5bF5s2bUbp0aamjUQbwPrNZ1MeWruXSs0RElJ2p1Wrs2LEDQgh0794dp0+fZiFrwTgymw38d+laLj1LRETZmZ2dHUJCQnD+/Hl06NBB6jj0mVjMZgNcupaIiLKz5ORkjBkzBg4ODhg9ejQAoESJEihRooTEycgYWOEQERFRlvX48WO0b98ef//9N6ysrBAQEIBixYpJHYuMiMUskYVJz+IGhjL28YiIzMHu3bvRuXNnvH79Gs7Ozli6dCkL2SyIxSyRBTHp4gZERFmEWq3GyJEjMWvWLABApUqVsHnzZhQpUkTiZGQKLGaJLIihixsYKsOLIRARmQkhBPz8/PDXX38BAAYMGIAZM2bA1tZW4mRkKixmiSxUehY3MFSGF0MgIjITMpkMAQEBuHjxIlasWIFvvvlG6khkYixmiSwUFzcgInonKSkJ//77r24aQc+ePfH111/Dzc1N4mSUGVjMEhnIFBdgpRcv1CIi0nfv3j34+/sjMjISFy9eRI4cOSCTyVjIZiMsZokMwAuwiIjMx9atW/H9998jJiYGOXPmxK1bt1CtWjWpY1Em43K2RAYw9QVY6cULtYgoO3v79i369u2Ltm3bIiYmBrVq1UJ4eDgL2WyKI7NEGWSKC7DSixdqEVF2dfv2bfj7+yM8PBwAMHz4cEyYMAFyuVzaYCQZFrNEGcQLsIiIMt/YsWMRHh6O3LlzY+3atWjSpInUkUhiLGaJiIjIYixYsAAymQwzZ85E/vz5pY5DZoBzZomIiMhsXb9+HUFBQRBCAABy5cqFDRs2sJAlHY7MEhERkVlas2YN+vTpg4SEBBQpUgSdO3eWOhKZIY7MEhERkVmJj49H165dERgYiISEBDRo0ACNGzeWOhaZKY7MEv2/tBZDSE5OhkqokJicCDXUEiQjIso+rly5An9/f1y/fh1WVlYYN24cRo4cCWtra6mjkZliMUuE9C2GMCFkQuYFIiLKhjZu3Ijvv/8eiYmJ+OKLL7BhwwZ8+eWXUsciM8dpBkQwfDEELlpARGR8efPmxdu3b9G4cWOEh4ezkKV04cgs0X/8dzGE5ORkhIaGws/PDzY2735kuGgBEZFxxMfHw8HBAQDQsGFDHDlyBLVq1YKVFcfbKH34nUJZmhACCeqET358OFf2/WII7z+UNkooZAq9dhayRESfRwiB4OBgFCpUCHfu3NG116lTh4UsGYQjs5RlpWceLBERZb6YmBj06NEDISEhAIAlS5Zg5syZEqciSyX5nz4LFy6El5cX7OzsUK1aNZw5c+aj28+dOxclSpSAUqmEh4cHBg0ahLdv32ZSWrIkhs6DBTgXlojI1M6fP4+KFSsiJCQENjY2mDVrFqZPny51LLJgko7Mbt68GYMHD0ZwcDCqVauGuXPnws/PDzdv3kTevHlTbL9hwwYMHz4cK1asQM2aNXHr1i106dIFMpkMs2fPluAVkKX47zzYtHAuLBGRaQghsHDhQgwbNgwqlQqenp7YtGkTqlevLnU0snCSjszOnj0bPXr0QNeuXVG6dGkEBwfD3t4eK1asSHX7EydOoFatWujQoQO8vLzQuHFjtG/f/pOjuUT/nQeb1gcLWSIi0zh06BAGDRoElUqFr7/+GhcvXmQhS0Yh2cisSqXC+fPnMWLECF2blZUVfH19cfLkyVT3qVmzJtatW4czZ86gatWquHfvHvbs2YPvvvsuzfMkJSUhKSlJ9zgmJgYAoFaroVab/gb478+RGefSP2+yXga1TGTq+c1BcnKy3ucZXfBAqj7MMtRqyHWfqgFZ5n8d2YeWj31o2dRqNerWrYvz58+jTZs26Nu3L2QyGfvTgmT2z6Ah55GsmI2MjIRGo4Gbm5teu5ubG27cuJHqPh06dEBkZCRq164NIQSSk5PRu3dvjBw5Ms3zTJ06FePHj0/Rvn//ftjb23/eizDAgQMHMu1cAJCkAd53b2jofthmw4VTVEKl+zw0NBQKmeKzjpfZfZhVWGuS0OL/Pw8N3Q+Nta1kWdiHlo99aDmEEDh69Chq1aoFGxsbyOVyDBkyBFZWVti7d6/U8SiDMutnMCEhId3bWtTdDA4fPowpU6Zg0aJFqFatGu7cuYOBAwdi4sSJGDNmTKr7jBgxAoMHD9Y9jomJgYeHBxo3bgxnZ2eTZ1ar1Thw4AAaNWoEuVz+6R2MJEGVjKFnDgEA/Pwaw15hUV1tFInJibpVu/z8/DJ8YZdUfZhlqOKBy+8+9fNrDCgcMj0C+9DysQ8ty+vXr/H9999j9+7dsLGxwbhx43DgwAH4+fmx/yxUZv8Mvn8nPT0kq3By584Na2trRERE6LVHRETA3d091X3GjBmD7777Dt27dwcAlCtXDvHx8ejZsydGjRqV6n3pbG1tYWubciRILpdn6g9Upp9P/G/u57tzZ79i9sNpBe9HBT5HZvdhliH+9zWTy+WAhF9D9qHlYx+avxMnTqBdu3Z4/PgxFAoFChUqpOsz9p/ly6w+NOQckl0AplAoUKlSJYSFhenatFotwsLCUKNGjVT3SUhISFGwWlu/e/9ciOw3JzQ7S89iCB8uhEBERKal1Woxffp01K1bF48fP0axYsVw+vRp9OnTR+polMVJOlw3ePBgBAYGonLlyqhatSrmzp2L+Ph4dO3aFQDQuXNn5M+fH1OnTgUAtGzZErNnz4aPj49umsGYMWPQsmVLXVFLWR8XQyAiMi8vX75EYGCgbi5s+/btsWTJEjg5OUmcjLIDSYvZgIAAvHz5EmPHjsXz58/h7e2Nffv26S4Ke/Tokd5I7OjRoyGTyTB69Gg8efIEefLkQcuWLTF58mSpXgJJwNDFELgQAhGRab1+/RpHjx6FnZ0dfv31V3z//fe81SFlGsknUvbr1w/9+vVL9bnDhw/rPbaxsUFQUBCCgoIyIRlZgvQshsCFEIiITKtEiRJYv349ChcujHLlykkdh7IZyZezJfoc6VkMgYUsEZFxRUREoEmTJjh69KiurVWrVixkSRKSj8wSERGR5QgLC0PHjh0RERGBe/fu4fr167xuhSTFkVkiIiL6JI1Gg6CgIDRq1AgREREoU6YMduzYwUKWJMeRWSIiIvqop0+fomPHjrprWb7//nvMnz8/U1fSJEoLi1kiIiJK0+PHj1GpUiW8fPkSDg4OWLJkCTp27Ch1LCIdFrNERESUpgIFCqB+/fq4efMmQkJCULx4cakjEelhMUtERER6/v33Xzg6OsLV1RUymQzLli2DjY0NlEres5vMDy8AIyIiIp3du3fD29sb3bt31y0V7+TkxEKWzBaLWSIiIoJarcbPP/+MFi1a4NWrV7h//z6io6OljkX0SZxmYIGEEEhUaz66TYLq488TERG99/DhQ7Rr1w6nTp0CAPTv3x8zZ86Era2txMmIPo3FrIURQqBN8Emcf/hG6ihERJQF7NixA127dkVUVBRcXFywYsUKtG7dWupYROnGYtbCJKo1BhWylT1zQCnnDa2JiCilxMREDBgwAFFRUahatSo2bdqEQoUKSR2LyCAsZi3YudG+sFd8vFBVyq0hk8kyKREREVkSpVKJjRs3Yvv27ZgyZQoUCoXUkYgMxmLWgtkrrGGvYBcSEVH6bd26FUlJSbqFD2rVqoVatWpJnIoo41gJERERZQNv377FTz/9hEWLFkGpVKJKlSpcAIGyBBazREREWdzt27cREBCAixcvAgAGDBjAubGUZbCYJSIiysI2bdqEHj16IC4uDrlz58aaNWvQtGlTqWMRGQ2LWSIioixICIEffvgBwcHBAIA6depg48aNyJ8/v8TJiIyLK4ARERFlQTKZDLlz54ZMJsPo0aNx6NAhFrKUJXFkloiIKAuJi4uDo6MjACAoKAjNmjVDjRo1JE5FZDocmSUiIsoC4uPj0a1bN3z55ZdISkoCANjY2LCQpSyPxSwREZGFu3r1KqpWrYqVK1fi4sWLOHz4sNSRiDINi1kiIiILJYTAihUrUKVKFVy7dg1ffPEFwsLC4OfnJ3U0okzDObNkNoQQSExO/OR26dmGiCiri42NRZ8+fbB+/XoAQOPGjbF27VrkzZtX4mREmYvFLJkFIQQ67+2M8JfhUkchIrIIvXr1wsaNG2FtbY2JEydi2LBhsLLiG66U/bCYJbOQmJxocCHrk9cHShulaQIREZm5SZMm4fLlywgODkbt2rWljkMkGRazZHYO+x9OV5GqtFFCJpNlQiIiIunFxMRg37598Pf3BwAULlwYly9f5mgsZXssZsnsKG2UsJfbSx2DiMhsXLhwAf7+/rh79y5cXFx0F3ixkCXi3QyIiIjMlhACCxYsQI0aNXD37l0ULFgQLi4uUsciMiscmSUiIjJDUVFR+P7777Ft2zYAwFdffYWVK1ciZ86cEicjMi8cmSUiIjIzZ8+eRcWKFbFt2zbI5XLMnTsXO3bsYCFLlAqOzBIREZmZ69ev4/79+yhUqBA2b96MKlWqSB2JyGyxmDVzQggkqjW6xwkqzUe2JiIiSyWE0N2hpXPnzoiPj0f79u3h6uoqbTAiM8di1owJIdAm+CTOP3wjdRQiIjKhEydOYMiQIdi5cydy584NAOjTp4/EqYgsA+fMmrFEtSbNQrayZw4o5daZnIiIiIxJq9VixowZqFu3Lk6ePInRo0dLHYnI4nBk1kKcG+0Le8X/ilel3JoLBhARWbCXL18iMDAQe/fuBQC0a9cOM2bMkDgVkeVhMWsh7BXWsFewu4iIsoKjR4+iffv2ePr0Kezs7DB//nx0796dgxREGcDqiIiIKBPt2LED3377LbRaLUqUKIGQkBCUL19e6lhEFovFLFFmEAJQJ0idQhqqbPq6idJQv359eHl5oVatWli0aBEcHR2ljkRk0VjMEpmaEMAKP+DxaamTEJFELl++jHLlykEmk8HFxQVnzpxBzpw5Oa2AyAh4NwMiU1MnsJAFAI/qgNxe6hREmUqj0WDcuHHw9vbG4sWLde25cuViIUtkJByZJcpMQ+4Aimxa0MntAf7jTdnIs2fP0LFjR/z1118AgCtXrkiciChrYjFLlJkU9oDCQeoURGRiBw4cQKdOnfDixQs4ODggODgYnTp1kjoWUZbEaQZmRAiBBFXyBx9cupaIyJIkJydj9OjR8PPzw4sXL1C+fHmcO3eOhSyRCXFk1kxw6VoiIst3+fJlTJs2DUII9OrVC3PmzIFSqZQ6FlGWxmLWTHDpWiIiy1exYkXMnDkT+fLlQ0BAgNRxiLIFFrNmiEvXEhFZBrVajaCgIHz33XcoVaoUAGDQoEESpyLKXljMmiEuXUtEZP4ePXqEdu3a4eTJk9i1axcuXLgAuVwudSyibIcXgBERERlo586d8Pb2xsmTJ+Hi4oJx48axkCWSCItZIiKidFKpVBg0aBBatWqFN2/eoEqVKrh48SK+/fZbqaMRZVt8L5uIiCgdXr58iebNm+Ps2bMA3s2NnTZtGhQKhcTJiLI3FrNERETpkCNHDtjZ2SFHjhxYtWoVvvrqK6kjERFYzBIREaUpKSkJMpkMCoUCNjY22LhxI5KTk+Hp6Sl1NCL6f5wzS0RElIo7d+6gRo0aGDZsmK4tf/78LGSJzAxHZilDhBBITE402vGMeSwios+1efNm9OjRA7GxsXj8+DFGjRqF3LlzSx2LiFLBYpYMJoRA572dEf4yXOooRERGlZiYiB9//BG//fYbAKBOnTrYsGEDC1kiM8ZpBmSwxOREkxWyPnl9oLThOuZElPlu3LiBatWq4bfffoNMJsOoUaNw6NAhFChQQOpoRPQRHJmlz3LY/7BRi0+ljZJL9xJRpktKSoKvry+ePHmCvHnzYt26dWjUqJHUsYgoHT6rmH379i3s7OyMlYUskNJGCXu5vdQxiIg+i62tLebMmYPFixdj/fr1+OKLL6SORETpZPA0A61Wi4kTJyJ//vxwdHTEvXv3AABjxozB8uXLjR6QiIjIFK5evYqjR4/qHrdt2xZhYWEsZIksjMHF7KRJk7Bq1SrMmDFDb9WTsmXLYtmyZUYNR0REZGxCCKxcuRJVqlRBmzZt8OzZM91znOZEZHkMLmbXrFmD3377DR07doS1tbWuvUKFCrhx44ZRwxERERlTXFwcAgMD0a1bNyQmJsLb21vv3zIisjwGF7NPnjxB0aJFU7RrtVqo1WqjhCIiIjK2y5cvo3Llyli7di2srKwwefJk7Nu3D3nz5pU6GhF9BoOL2dKlS+PYsWMp2rdu3QofHx+jhCIiIjIWIQR+++03VKtWDTdv3kT+/Plx+PBhjBw5ElZWvEMlkaUz+G4GY8eORWBgIJ48eQKtVott27bh5s2bWLNmDf78809TZKTsSAhAnSB1infUalhrkgBVPCDkhu+vMpPXQZRNyWQy/P3333j79i2aNm2KNWvWcBEEoizE4GK2VatW2LVrFyZMmAAHBweMHTsWFStWxK5du3hPPjIOIYAVfsDj01InAQDIAbQAgMsSByEigwghdBd0LVy4EDVr1kSPHj04GkuUxWToPrN16tTBgQMHjJ2F6B11gtkUskblUR3gPXmJTE4IgUWLFuHQoUPYsmULrKys4OjoiF69ekkdjYhMwOBitnDhwjh79ixy5cql1x4VFYWKFSvq7jtLZBRD7gAKaQtAtVqN0ND98PNrDLk8A9MM3pPbA7ztD5FJRUVFoUePHti6dSsAYPv27fj2228lTkVEpmRwMfvgwQNoNJoU7UlJSXjy5IlRQhHpKOwBhYO0GWRqaKxt3+X4nGKWiEzq7NmzCAgIwP379yGXyzFjxgy0bt1a6lhEZGLpLmZ37typ+zw0NBQuLi66xxqNBmFhYfDy8jJqOCIiok8RQmDevHkYOnQo1Go1vLy8EBISgipVqkgdjYgyQbqL2a+//hrAu6tCAwMD9Z6Ty+Xw8vLCL7/8YtRwREREnzJgwAAsWLAAANC6dWssX74crq6u0oYiokyT7ks6tVottFotChYsiBcvXugea7VaJCUl4ebNm2jRooUpsxIREaXQuXNnODo6YsGCBdi6dSsLWaJsxuA5s/fv3zdFDjIRIQQSkxONekxjH4+IyBBarRaXL1+Gt7c3AKBKlSp4+PAhcubMKW0wIpJEhm7NFR8fjyNHjuDRo0dQqVR6zw0YMMCgYy1cuBAzZ87E8+fPUaFCBfz666+oWrVqmttHRUVh1KhR2LZtG16/fg1PT0/MnTsXzZo1y8hLydKEEOi8tzPCX4ZLHYWIyCgiIyPRvXt3hIWF4dSpU7qCloUsUfZlcDF78eJFNGvWDAkJCYiPj0fOnDkRGRkJe3t75M2b16BidvPmzRg8eDCCg4NRrVo1zJ07F35+frh582aqa2WrVCo0atQIefPmxdatW5E/f348fPiQbymlITE50aSFrE9eHyhtlCY7PhHRh65evYq+ffviyZMnsLW1xc2bN3XFLBFlXwYXs4MGDULLli0RHBwMFxcXnDp1CnK5HJ06dcLAgQMNOtbs2bPRo0cPdO3aFQAQHByM3bt3Y8WKFRg+fHiK7VesWIHXr1/jxIkTuvt98g4K6XPY/7DRC0+ljVK3ug4RkalotVpMmzYN48aNg1arRfHixbFlyxaUL19e6mhEZAYMLmbDw8OxZMkSWFlZwdraGklJSShcuDBmzJiBwMDAdN/TT6VS4fz58xgxYoSuzcrKCr6+vjh58mSq++zcuRM1atRA37598ccffyBPnjzo0KEDhg0bBmtr61T3SUpKQlJSku5xTEwMgHc3wler1el92Rn2/hyfOpdanay3j1omPvvcycn/O6b8//8zpg+Pb1RqtS6pWq0GZKbvp4/HSV8fkvliH1quFy9eoGvXrrpVJ9u1a4dFixbB0dGR/WlB+DNo+TK7Dw05j8HFrFwu161rnTdvXjx69AilSpWCi4sLHj9+nO7jREZGQqPRwM3NTa/dzc0NN27cSHWfe/fu4dChQ+jYsSP27NmDO3fu4IcffoBarUZQUFCq+0ydOhXjx49P0b5//37Y22feylKfWv43SQO8747Q0P2wTb021xFCQI2Pd7RK/G8+c2hoKBQyRXqiSs5ak4T398UIDd3/bsECM8AlnC0f+9Dy/PHHHzhw4AAUCgV69eqFBg0a4OjRo1LHogziz6Dly6w+TEhISPe2BhezPj4+OHv2LIoVK4Z69eph7NixiIyMxNq1a1G2bFlDD2cQrVaLvHnz4rfffoO1tTUqVaqEJ0+eYObMmWkWsyNGjMDgwYN1j2NiYuDh4YHGjRvD2dnZpHmBd39ZHDhwAI0aNfroUqgJqmQMPXMIAODn1xj2irS7RgiBbge64VLkpXTn8PPzs5z5rap44PK7T/38Gku+Alh6+5DMF/vQcjVp0gS2trb4/vvv8eTJE/ahheLPoOXL7D58/056ehhczE6ZMgWxsbEAgMmTJ6Nz587o06cPihUrhuXLl6f7OLlz54a1tTUiIiL02iMiIuDu7p7qPl988QXkcrnelIJSpUrh+fPnUKlUUChSjjza2trC1jblyJ5cLs/UH6hPnU8uZP/ZNu2uSVAnGFTI+uT1gZOdk+XMbxX/+zrJ5XKzWUI2s79nyPjYh+bv2bNnmDBhAmbPng2l8t0f4IsXL4ZarcaTJ0/YhxaO/Wf5MqsPDTmHwcVs5cqVdZ/nzZsX+/btM/QQAACFQoFKlSohLCxMt7qYVqtFWFgY+vXrl+o+tWrVwoYNG6DVanVTHW7duoUvvvgi1UI2O0jPhV28UIuILMGBAwfQqVMnvHjxAjY2Nvj111+ljkREFiDdK4B9yoULFwxeAWzw4MFYunQpVq9ejevXr6NPnz6Ij4/X3d2gc+fOeheI9enTB69fv8bAgQNx69Yt7N69G1OmTEHfvn2N9TIsjtJGCXu5/Uc/WMgSkTlLTk7G6NGj4efnhxcvXqBcuXLZ+vc6ERnGoJHZ0NBQ3UT87t27o3Dhwrhx4waGDx+OXbt2wc/Pz6CTBwQE4OXLlxg7diyeP38Ob29v7Nu3T3dR2KNHj3QjsADg4eGB0NBQDBo0COXLl0f+/PkxcOBADBs2zKDzEhGReXjy5Anat2+PY8eOAQB69uyJuXPn6qYYEBF9SrqL2eXLl6NHjx7ImTMn3rx5g2XLlmH27Nno378/AgICcOXKFZQqVcrgAP369UtzWsHhw4dTtNWoUQOnTp0y+DxERGRe/v77b3z99deIjIyEo6Mjli5dinbt2kkdi4gsTLqnGcybNw/Tp09HZGQkQkJCEBkZiUWLFuGff/5BcHBwhgpZIiLKvgoWLAitVgsfHx9cuHCBhSwRZUi6R2bv3r2Ltm3bAgBat24NGxsbzJw5EwUKFDBZOCIiylqio6Ph4uIC4N3UsUOHDqFEiRKws7OTOBkRWap0j8wmJibqFhmQyWSwtbXFF198YbJgRESUtezatQuFCxfGzp07dW0VKlRgIUtEn8WgC8CWLVsGR0dHAO+uPl21ahVy586tt82AAQOMl46IiCyeSqXCiBEjMHv2bADAokWL8NVXX0mcioiyinQXswULFsTSpUt1j93d3bF27Vq9bWQyGYvZdBJCIFGt0T1OUGk+sjURkWW6f/8+2rVrhzNnzgAAfvzxR0yfPl3iVESUlaS7mH3w4IEJY2QvQgi0CT6J8w/fSB2FiMhktm3bhm7duiE6Ohqurq5YtWoVWrVqJXUsIspiDF4BjD5folqTRiErUNHTAQJJSFCr0t4/OdF04QwlBKBOMO4xVUY+HhFluosXL+Lbb78FAFSvXh2bNm2Cp6enxKmIKCtiMSuxc6N9Ya+whhACPQ92xeXIS6i+UepU6SQEsMIPeHxa6iREZGZ8fHzQp08fODo6YvLkyZmyljsRZU8sZiVmr7CGvcIGCeoEXI68ZNC+Pnl9oLSRcJUcdYJpC1mP6oDc3nTHJyKj2rp1K2rXrg13d3cAwMKFC7mcNhGZHItZM3TY/3C6ilSljdJ8/qEYcgdQGLnwlNsD5vL6iChNiYmJGDRoEJYsWYIGDRpg//79sLa2Np/fT0SUpbGYNUNKGyXsLW1EUmEPKBykTkFEmezmzZvw9/fH5cuXIZPJUL16dQghpI5FRNlIuhdN+NDdu3cxevRotG/fHi9evAAA7N27F1evXjVqOCIiMl/r169HpUqVcPnyZeTJkwf79u3D5MmTYWPDcRIiyjwGF7NHjhxBuXLlcPr0aWzbtg1xcXEAgEuXLiEoKMjoAYmIyLwkJCSge/fu6NSpE+Lj4/Hll18iPDwcjRs3ljoaEWVDBhezw4cPx6RJk3DgwAEoFApde4MGDXDq1CmjhiMiIvOj1Wrx999/QyaTISgoCAcPHkS+fPmkjkVE2ZTB7wX9888/2LBhQ4r2vHnzIjIy0iihiIjI/AghIJPJ4OjoiJCQELx48QINGzaUOhYRZXMGj8y6urri2bNnKdovXryI/PnzGyVUViKEgEqokJiciAR1AhLUCe8WPZCpANn/2s1qIQQiog/ExcUhMDAQc+bM0bWVK1eOhSwRmQWDR2bbtWuHYcOGYcuWLZDJZLq3m4YMGYLOnTubIqPFEkKg24FuuBR9CRNCJug951Ty3f+/3DJWgmREROnzzz//wN/fHzdu3ICdnR06duwINzc3qWMREekYPDI7ZcoUlCxZEh4eHoiLi0Pp0qVRt25d1KxZE6NHjzZFRouVmJyIS5a2EAIREd79Mb506VJUrVoVN27cQL58+RAaGspClojMjsEjswqFAkuXLsWYMWNw5coVxMXFwcfHB8WKFTNFvizjYOuDcLJzAgAkqjWoNPEgAOD8GF8o5da67cxqIQQiypZiYmLQq1cvbNq0CQDQpEkTrFmzBnny5JE4GRFRSgYXs8ePH0ft2rVRsGBBFCxY0BSZsiS9hRBEMiAUH7TznoxEZB7UajVq1KiBa9euwdraGlOmTMGQIUNgZZWh25ITEZmcwb+dGjRogEKFCmHkyJG4du2aKTIREZFE5HI5vv/+e3h4eODo0aMYOnQoC1kiMmsG/4Z6+vQpfvrpJxw5cgRly5aFt7c3Zs6ciX///dcU+YiIyMSio6Nx+/Zt3eNBgwbhn3/+Qc2aNSVMRUSUPgYXs7lz50a/fv3w999/4+7du2jbti1Wr14NLy8vNGjQwBQZiYjIRM6dOwcfHx+0aNECsbGxAACZTAYXFxeJkxERpc9nvXdUqFAhDB8+HNOmTUO5cuVw5MgRY+UiIiITEkJg3rx5qFmzJu7fvw+VSoUnT55IHYuIyGAZLmb//vtv/PDDD/jiiy/QoUMHlC1bFrt37zZmNiIiMoE3b96gdevW+PHHH6FWq/HNN9/g4sWLKFmypNTRiIgMZvBl9CNGjMCmTZvw9OlTNGrUCPPmzUOrVq1gb29vinxERGREp06dQrt27fDw4UMoFAr88ssv6Nu3L28JSEQWy+Bi9ujRo/j555/h7++P3LlzmyITERGZyIQJE/Dw4UMUKVIEmzdvRqVKlaSORET0WQwuZv/++29T5CAiokywYsUKjB8/HtOnT4ezs7PUcYiIPlu6itmdO3eiadOmkMvl2Llz50e3/eqrr4wSjIiIPt/x48exf/9+TJgwAQDg7u6OxYsXS5yKiMh40lXMfv3113j+/Dny5s2Lr7/+Os3tZDIZNBqNsbIREVEGabVaTJ8+HWPGjIFGo0HFihU/+vubiMhSpauY1Wq1qX5ORETm58WLF/juu++wf/9+AECnTp3g6+srcSoiItMw+NZca9asQVJSUop2lUqFNWvWGCUUERFlzOHDh+Ht7Y39+/dDqVRi+fLlWLNmDRwdHaWORkRkEgYXs127dkV0dHSK9tjYWHTt2tUooYiIyHBz5sxBw4YN8ezZM5QqVQpnz55Ft27deNstIsrSDL6bgRAi1V+M//77L5c/tHRCAOqE9G+vMmBbIjK5okWLQqvVokuXLliwYAEcHBykjkREZHLpLmZ9fHwgk8kgk8nQsGFD2Nj8b1eNRoP79++jSZMmJglJmUAIYIUf8Pi01EmIyABRUVFwdXUFALRs2RJnz55F5cqVpQ1FRJSJ0l3Mvr8KNjw8HH5+fnrzrxQKBby8vPDtt98aPSBlEnVCxgtZj+qAnCvAEWWm5ORkjB8/HsHBwTh//jwKFiwIACxkiSjbSXcxGxQUBADw8vJCQEAA7OzsTBaKJDbkDqAwoDiV2wOck0eUaZ48eYIOHTrg6NGjAICtW7di8ODBEqciIpKGwXNmAwMDTZGDzInCHlBwrh2ROdq3bx++++47REZGwtHREUuXLkW7du2kjkVEJJl0FbM5c+bErVu3kDt3buTIkeOjV8a+fv3aaOGIiOgdtVqNsWPHYtq0aQAAb29vhISEoFixYhInIyKSVrqK2Tlz5sDJyUn3OW/zQkSUuebNm6crZPv27YtZs2ZxuhcREdJZzH44taBLly6mykJERGno27cvdu7ciQEDBqBNmzZSxyEiMhsGL5pw4cIF/PPPP7rHf/zxB77++muMHDkSKpXKqOGIiLIrlUqF4OBgaDQaAIBSqcSRI0dYyBIR/YfBxWyvXr1w69YtAMC9e/cQEBAAe3t7bNmyBUOHDjV6QCKi7ObBgweoU6cO+vTpgylTpujaOcWLiCglg4vZW7duwdvbGwCwZcsW1KtXDxs2bMCqVavw+++/GzsfEVG2sn37dvj4+ODMmTNwdXVF+fLlpY5ERGTWDC5mhRDQarUAgIMHD6JZs2YAAA8PD0RGRho3HRFRNpGUlIQBAwagdevWiIqKQvXq1REeHo5WrVpJHY2IyKwZXMxWrlwZkyZNwtq1a3HkyBE0b94cAHD//n24ubkZPSARUVZ39+5d1KpVC7/++isAYMiQITh69Cg8PT0lTkZEZP4MXjRh7ty56NixI3bs2IFRo0ahaNGiAN6tQFOzZk2jByQiyuri4uJw5coV5MyZE2vWrNENEhAR0acZXMyWL19e724G782cORPW1tZGCUVElNUJIXQXdFWoUAGbN29GxYoV4eHhIXEyIiLLYvA0g/fOnz+PdevWYd26dbhw4QLs7Owgl8uNmY2IKEu6desWqlWrhjNnzujaWrVqxUKWiCgDDB6ZffHiBQICAnDkyBG4uroCAKKiolC/fn1s2rQJefLkMXZGIqIsY8OGDejVqxfi4uLQv39/nDp1irfcIiL6DAaPzPbv3x9xcXG4evUqXr9+jdevX+PKlSuIiYnBgAEDTJGRiMjiJSQkoHv37ujYsSPi4uLw5ZdfYseOHSxkiYg+k8Ejs/v27cPBgwdRqlQpXVvp0qWxcOFCNG7c2KjhiIiyguvXr8Pf3x9XrlyBTCbD2LFjMWbMGF5nQERkBAYXs1qtNtW5sXK5XHf/WSIieufq1auoWrUqEhIS4Obmhg0bNqBBgwZSxyIiyjIMnmbQoEEDDBw4EE+fPtW1PXnyBIMGDULDhg2NGo6IyNKVLl0aDRo0QMOGDREeHs5ClojIyAwemV2wYAG++uoreHl56a68ffz4McqWLYt169YZPSARkaW5evUqPD094ejoCJlMho0bN0KpVHJaARGRCRhczHp4eODChQsICwvD9evXAQClSpWCr6+v0cMREVkSIQSWL1+O/v37o02bNlizZg1kMhkcHR2ljkZElGUZVMxu3rwZO3fuhEqlQsOGDdG/f39T5SIisiixsbHo3bs3NmzYAACIjIxEUlIS7OzsJE5GRJS1pXvO7OLFi9G+fXucO3cOt2/fRt++ffHzzz+bMhsRkUUIDw9HpUqVsGHDBlhbW2P69OnYvXs3C1kiokyQ7mJ2wYIFCAoKws2bNxEeHo7Vq1dj0aJFpsxGRGTWhBBYvHgxqlevjtu3b8PDwwNHjx7F0KFDYWWV4QUWiYjIAOn+bXvv3j0EBgbqHnfo0AHJycl49uyZSYKREQgBqOLT+ZEgdVoii/PmzRuMGzcOSUlJaNmyJS5evIiaNWtKHYuIKFtJ95zZpKQkODg46B5bWVlBoVAgMTHRJMHoMwkBrPADHp+WOglRlpUzZ06sX78e//zzD3788Ueu5kVEJAGDLgAbM2YM7O3tdY9VKhUmT54MFxcXXdvs2bONl44yTp2QsULWozogt//0dkTZkBACv/76K/Lly4c2bdoAAHx9fXk3FyIiCaW7mK1bty5u3ryp11azZk3cu3dP95ijEmZqyB1Akc4CVW4PsB+JUnjz5g26deuGHTt2wMnJCTVq1ED+/PmljkVElO2lu5g9fPiwCWOQSSnsAYXDp7cjolSdPn0aAQEBePjwIRQKBaZMmYJ8+fJJHYuIiJCB5WyJiLILrVaLX375BbVr18bDhw9RpEgRnDhxAv369eM7UUREZsLgFcCIiLKD5ORktG7dGrt27QIA+Pv7Y+nSpXB2dpY4GRERfYgjs0REqbCxsUHRokVha2uL4OBgbNq0iYUsEZEZYjFLRPT/tFotoqKidI+nTZuGCxcuoFevXpxWQERkpljMEhEBePnyJZo3b44WLVpArVYDABQKBUqXLi1xMiIi+pgMFbPHjh1Dp06dUKNGDTx58gQAsHbtWhw/ftyo4YiIMsORI0fg7e2Nffv24cKFC7h48aLUkYiIKJ0MLmZ///13+Pn5QalU4uLFi0hKSgIAREdHY8qUKUYPSERkKhqNBhMnTkSDBg3w9OlTlCpVCmfOnEHVqlWljkZEROlkcDE7adIkBAcHY+nSpZDL5br2WrVq4cKFC0YNR0RkKs+fP4efnx/Gjh0LrVaLLl264OzZsyhbtqzU0YiIyAAG35rr5s2bqFu3bop2FxcXvQsniIjMWefOnREWFgZ7e3ssXrwYnTt3ljoSERFlgMEjs+7u7rhz506K9uPHj6Nw4cIZCrFw4UJ4eXnBzs4O1apVw5kzZ9K136ZNmyCTyfD1119n6LxElH3Nnz8fNWrUwPnz51nIEhFZMIOL2R49emDgwIE4ffo0ZDIZnj59ivXr12PIkCHo06ePwQE2b96MwYMHIygoCBcuXECFChXg5+eHFy9efHS/Bw8eYMiQIahTp47B5ySi7Of169fYuHGj7nHJkiXx999/o2TJkhKmIiKiz2XwNIPhw4dDq9WiYcOGSEhIQN26dWFra4shQ4agf//+BgeYPXs2evToga5duwIAgoODsXv3bqxYsQLDhw9PdR+NRoOOHTti/PjxOHbsGKc3ENFH7d+/Hz/++CPi4uLg5eWlmyrFe8cSEVk+g4tZmUyGUaNG4eeff8adO3cQFxeH0qVLw9HR0eCTq1QqnD9/HiNGjNC1WVlZwdfXFydPnkxzvwkTJiBv3rz4/vvvcezYsY+eIykpSXfHBQCIiYkBAKjVat29JE0lOTlZ97larYbaRv3/n/+nXSaMf3K1GnLdp2pAZtrXmpW9/z4x9fcLGV9ycjKCgoIwc+ZMAED58uWRK1cu9qUF4s+hZWP/Wb7M7kNDzmNwMfueMW4mHhkZCY1GAzc3N712Nzc33LhxI9V9jh8/juXLlyM8PDxd55g6dSrGjx+fon3//v2wt7c3OLMhVEKl+/zQoUNQyBQAgCQN8P5LHxq6H7bWxj+3tSYJLf7/89DQ/dBY2xr/JNnMgQMHpI5ABnj58iVmz56N69evAwCaNm2Krl274s6dO6nO+yfLwJ9Dy8b+s3yZ1YcJCQnp3tbgYrZ+/foffWvu0KFDhh4y3WJjY/Hdd99h6dKlyJ07d7r2GTFiBAYPHqx7HBMTAw8PDzRu3Njk66wnJidiQsgEAECDBg3grHx3vgRVMoaeefd18vNrDHtFhv+mSJsqHrgM3TmgcDD+ObIJtVqNAwcOoFGjRnq3oyPztWfPHgwbNgyvX7+Gs7MzFi5cCCcnJ/ahBePPoWVj/1m+zO7D9++kp4fBVZS3t7feY7VajfDwcFy5cgWBgYEGHSt37tywtrZGRESEXntERATc3d1TbH/37l08ePAALVu21LVptVoAgI2NDW7evIkiRYro7WNrawtb25SjknK53OSdocb/hsg/PJ9cyP7TboJiVvzvtcnlcoC/PD5bZnzPkHE8ffoUr1+/RqVKlbB582YULFgQe/bsYR9mAexDy8b+s3yZ1YeGnMPgKmrOnDmpto8bNw5xcXEGHUuhUKBSpUoICwvT3V5Lq9UiLCwM/fr1S7F9yZIl8c8//+i1jR49GrGxsZg3bx48PDwMOj8RZR1CCN27Rr1794ZSqUT79u1ha2vLeXpERFmYwbfmSkunTp2wYsUKg/cbPHgwli5ditWrV+P69evo06cP4uPjdXc36Ny5s+4CMTs7O5QtW1bvw9XVFU5OTihbtiwUCoWxXg4RWZAdO3agcuXKujubyGQydOnSJdV3ZYiIKGsx2vvbJ0+ehJ2dncH7BQQE4OXLlxg7diyeP38Ob29v7Nu3T3dR2KNHj2BlZbSam4iykKSkJAwbNgzz5s0DAPzyyy+YOHGixKmIiCgzGVzMtm7dWu+xEALPnj3DuXPnMGbMmAyF6NevX6rTCgDg8OHDH9131apVGTonEVm2u3fvIiAgAOfPnwcADBkyBGPHjpU4FRERZTaDi1kXFxe9x1ZWVihRogQmTJiAxo0bGy0YEVFatmzZgu7duyMmJga5cuXC6tWr0bx5c6ljERGRBAwqZjUaDbp27Ypy5cohR44cpspERJSm3377Db169QIA1KpVC5s2bUKBAgUkTkVERFIxaDKqtbU1GjduzOVjiUgyrVu3hoeHB0aMGIHDhw+zkCUiyuYMnmZQtmxZ3Lt3D4UKFTJFHiKiFE6ePIkaNWoAeHd/6qtXr8LJyUniVEREZA4Mvk3ApEmTMGTIEPz555949uwZYmJi9D6IiIwlMTERPXr0QM2aNfUu9mQhS0RE76V7ZHbChAn46aef0KxZMwDAV199pbes7fsblms0GuOnJKJs5/r16/D398eVK1cgk8nw7NkzqSMREZEZSncxO378ePTu3Rt//fWXKfMQEWHNmjXo06cPEhIS4ObmhvXr16Nhw4ZSxyIiIjOU7mJWCAEAqFevnsnCEFH2Fh8fj379+ummFPj6+mLdunW6RVSIiIj+y6A5sx9OKyAiMrZz585h9erVsLKywsSJE/VWAyQiIkqNQXczKF68+CcL2tevX39WICLKvurVq4dZs2ahUqVKfBeIiIjSxaBidvz48SlWACMiyqjY2FgMGTIEQ4cORZEiRQAAgwcPljgVERFZEoOK2Xbt2iFv3rymykJE2cilS5fg7++PW7du4fLlyzhx4gSnMhERkcHSPWeW/8gQkTEIIRAcHIxq1arh1q1bKFCgAGbNmsXfMURElCEG382AiCijoqOj0bNnT4SEhAAAWrRogVWrViFXrlwSJyMiIkuV7mJWq9WaMgcRZXH3799Ho0aNcPfuXdjY2GD69OkYNGgQR2SJiOizGDRnlogoo/Lnz48cOXLA09MTmzdvRrVq1aSOREREWQCLWSIymaioKDg6OsLGxgYKhQLbtm2Do6MjcuTIIXU0IiLKIgxaNIGIKL3OnDkDHx8fBAUF6do8PDxYyBIRkVGxmCUioxJCYPbs2ahVqxYePHiAkJAQxMfHSx2LiIiyKBazRGQ0r1+/RqtWrfDTTz8hOTkZbdu2xblz5+Dg4CB1NCIiyqJYzBKRUZw4cQLe3t7YtWsXbG1tsXjxYmzevJmrBhIRkUnxAjAi+mzR0dFo1qwZoqOjUaxYMYSEhMDb21vqWERElA2wmCWiz+bi4oJ58+Zh//79CA4OhpOTk9SRiIgom2AxS0QZcvToUdjY2KBmzZoAgMDAQHTu3JmLIBARUabinFkiMohGo8GkSZNQv359+Pv7IzIyUvccC1kiIspsHJklonSLiIhAp06dcPDgQQCAr68vlEqlxKmIiCg7YzFLROly6NAhdOjQAREREbC3t8eiRYsQGBgodSwiIsrmOM0gqxACUMV/8JEgdSLKIrRaLYKCguDr64uIiAiULVsW586dYyFLRERmgSOzWYEQwAo/4PFpqZNQFiSTyXDt2jUIIdC9e3fMmzcP9vb2UsciIiICwGI2a1AnpF3IelQH5Cw8yHBarRZWVlaQyWRYtmwZAgIC0KZNG6ljERER6WExm9UMuQMoPihe5fYArzAnAyQnJ2PMmDG4e/cuNm/eDJlMBhcXFxayRERklljMZjUKe0DhIHUKslCPHz9G+/bt8ffffwMA+vbti3r16kmcioiIKG28AIyIAAC7d++Gt7c3/v77bzg7OyMkJISFLBERmT0Ws0TZnFqtxs8//4wWLVrg9evXqFSpEi5cuIC2bdtKHY2IiOiTOM2AKJtr3749fv/9dwDAgAEDMGPGDNja2kqcioiIKH04MkuUzQ0cOBC5c+fG9u3bMW/ePBayRERkUTgyS5TNJCUlITw8HNWqVQMA1KlTBw8ePICDAy8cJCIiy8ORWaJs5N69e6hVqxYaNGiA69ev69pZyBIRkaViMUuUTWzduhU+Pj44f/487Ozs8OzZM6kjERERfTYWs0RZ3Nu3b9G3b1+0bdsWMTExqFmzJsLDw9GgQQOpoxEREX02FrNEWdjt27dRo0YNLFq0CAAwfPhwHD58GB4eHhInIyIiMg5eAEaUha1btw7h4eHInTs31q5diyZNmkgdiYiIyKhYzBJlYWPGjEFsbCx++ukn5M+fX+o4RERERsdpBkRZyI0bNxAYGIikpCQAgI2NDWbPns1CloiIsiyOzBJlEWvWrEGfPn2QkJAADw8PTJo0SepIREREJseRWSILFx8fj65duyIwMBAJCQlo2LAh+vXrJ3UsIiKiTMFilsiCXb16FVWrVsWqVatgZWWFCRMmIDQ0FO7u7lJHIyIiyhScZkBkof744w+0b98eiYmJ+OKLL7Bx40bUq1dP6lhERESZisUskYUqW7Ys5HI56tatizVr1iBv3rxSRyIiIsp0LGaJLMiLFy90RWuRIkVw6tQplChRAlZWnDFERETZE/8FJLIAQggEBwfDy8sLBw4c0LWXKlWKhSwREWVr/FeQyMxFR0ejXbt26NOnDxITE7FhwwapIxEREZkNFrNEZuz8+fOoVKkSQkJCYGNjg1mzZmH58uVSxyIiIjIbnDNLZIaEEFiwYAGGDBkClUoFT09PbNq0CdWrV5c6GhERkVlhMSsFIaDE23efq+Lx2d2gSvjsSGReDh06hAEDBgAAvv76a6xYsQI5cuSQOBUREZH5YTGb2YSA7dpmuG535t3jWdLGIfPUsGFD9OjRA2XLlkX//v0hk8mkjkRERGSWWMxmNnUCrP89Y5pje1QH5PamOTaZlBACixcvhr+/P3Lnzg0A+O233yRORUREZP5YzEqo0tvFODa6OewVRuoGuT3AETyL8+rVK3Tp0gV//vkn9uzZg507d/J2W0REROnEYlZCCbAFFA6AsYpZsjgnTpxAu3bt8PjxY9ja2qJ58+acUkBERGQADv8QSUCr1WL69OmoW7cuHj9+jGLFiuHUqVPo06cPi1kiIiIDcEiQKJO9evUKnTp1wr59+wAA7du3x5IlS+Dk5CRxMiIiIsvDkVmiTGZtbY2bN2/Czs4OS5cuxfr161nIEhERZRBHZokygVarhUwmg0wmg6urK7Zu3Qq5XI5y5cpJHY2IiMiicWSWyMQiIiLg5+eH4OBgXVvFihVZyBIRERkBi1kiEzp06BAqVKiAgwcPYvTo0YiNjZU6EhERUZbCYpbIBDQaDYKCguDr64uIiAiUKVMGx44d49xYIiIiI+OcWSIje/r0KTp27IjDhw8DAL7//nvMnz8f9vZcnY2IiMjYWMwSGVFcXBwqV66MZ8+ewcHBAUuWLEHHjh2ljkVERJRlcZoBkRE5Ojqib9++qFChAi5cuMBCloiIyMRYzBJ9pn///Re3b9/WPR4+fDhOnTqF4sWLS5iKiIgoe2AxS/QZdu/eDW9vb3z77bdITEwE8G5RBDs7O4mTERERZQ8sZokyQK1W4+eff0aLFi3w6tUryOVyvH79WupYRERE2Q6LWSIDPXz4EHXr1sWsWbMAAP3798eJEyeQP39+iZMRERFlP2ZRzC5cuBBeXl6ws7NDtWrVcObMmTS3Xbp0KerUqYMcOXIgR44c8PX1/ej2RMb0xx9/wNvbG6dOnYKLiwt+//13zJ8/H7a2tlJHIyIiypYkL2Y3b96MwYMHIygoCBcuXECFChXg5+eHFy9epLr94cOH0b59e/z11184efIkPDw80LhxYzx58iSTk1N2o9VqMWvWLERFRaFKlSq4ePEiWrduLXUsIiKibE3yYnb27Nno0aMHunbtitKlSyM4OBj29vZYsWJFqtuvX78eP/zwA7y9vVGyZEksW7YMWq0WYWFhmZycshsrKyts2LABI0eOxPHjx1GoUCGpIxEREWV7ki6aoFKpcP78eYwYMULXZmVlBV9fX5w8eTJdx0hISIBarUbOnDlTfT4pKQlJSUm6xzExMQDeXcCjVqs/I/2nJScn6z5Xq9VQ26gBtRryD7ZRq9VQy4RJc1DG/f7777h06RKqV68OtVoNd3d3jBs3DgBM/v1DxvO+r9hnlot9aNnYf5Yvs/vQkPNIWsxGRkZCo9HAzc1Nr93NzQ03btxI1zGGDRuGfPnywdfXN9Xnp06divHjx6do379/v8mXF1UJle7zQ4cOQSFTwFqThBYfbBMauh+21iaNQRmgUqmwcuVK7N27FwAwceJEiRORMRw4cEDqCPSZ2IeWjf1n+TKrDxMSEtK9rUUvZztt2jRs2rQJhw8fTvO+niNGjMDgwYN1j2NiYnTzbJ2dnU2aLzE5ERNCJgAAGjRoAGelM6CKBy7/bxs/v8awV1h0N2Q5t2/fRseOHREeHg4AGDx4MEqVKoVGjRpBLpd/fGcyS2q1GgcOHGAfWjD2oWVj/1m+zO7D9++kp4ekVVTu3LlhbW2NiIgIvfaIiAi4u7t/dN9Zs2Zh2rRpOHjwIMqXL5/mdra2tqleaS6Xy03eGWr8b4hcdz6hf8537SxmzcXGjRvRs2dPxMXFIXfu3Fi7di0aNmyIPXv2ZMr3DJkW+9DysQ8tG/vP8mVWHxpyDkkvAFMoFKhUqZLexVvvL+aqUaNGmvvNmDEDEydOxL59+1C5cuXMiErZwE8//YQOHTogLi4OdevWRXh4OJo0aSJ1LCIiIvoIye9mMHjwYCxduhSrV6/G9evX0adPH8THx6Nr164AgM6dO+tdIDZ9+nSMGTMGK1asgJeXF54/f47nz58jLi5OqpdAWUS1atUgk8kwevRohIWFcREEIiIiCyD5+9sBAQF4+fIlxo4di+fPn8Pb2xv79u3TXRT26NEjWFn9r+ZevHgxVCoV2rRpo3ecoKAg3VXmROkVERGh+17z9/dH+fLlUbJkSYlTERERUXpJXswCQL9+/dCvX79Unzt8+LDe4wcPHpg+EGV58fHx6NevH/bu3Yvw8HDdHG0WskRERJZF8mkGRJnt6tWrqFq1KlatWoWXL19ywQ0iIiILxmKWsg0hBFasWIEqVarg2rVr+OKLLxAWFoaOHTtKHY2IiIgyyCymGRCZWlxcHHr37o3169cDABo3boy1a9cib968EicjIiKiz8GRWcoWJk2ahPXr18Pa2hpTpkzB3r17WcgSERFlARyZpWxh9OjROH/+PIKCglC7dm2p4xAREZGRcGSWsqSYmBj88ssvEEIAABwdHXHgwAEWskRERFkMR2Ypy7lw4QICAgJw584dAO9W9iIiIqKsiSOzlGUIIbBgwQLUqFEDd+7cQcGCBVGrVi2pYxEREZEJcWSWsoSoqCh8//332LZtGwCgVatWWLFiBXLmzClxMiIiIjIljsySxTt37hx8fHywbds2yOVyzJ07F9u3b2chS0RElA1wZJYsnlarxb///otChQph8+bNqFKlitSRiIiIKJOwmCWLpNFoYG1tDQCoWrUqtm/fjtq1a8PV1VXaYERERJSpOM2ALM6JEydQunRpXLp0SdfWokULFrJERETZEItZshharRYzZsxA3bp1cevWLYwcOVLqSERERCQxTjMgi/Dy5UsEBgZi7969AIB27dphyZIlEqciIiIiqbGYJbN37NgxtGvXDk+fPoWdnR3mz5+P7t27QyaTSR2NiIiIJMZilsza8ePH8eWXX0Kr1aJEiRIICQlB+fLlpY5FREREZoLFLJm1GjVqoH79+siXLx8WLVoER0dHqSMRERGRGWExS2bn77//RsWKFaFUKmFtbY1du3ZBqVRKHYuIiIjMEO9mQGZDo9Fg3LhxqFOnDgYNGqRrZyFLREREaeHILJmFZ8+eoUOHDjh8+DAAQK1W6y2MQERERJQajsyS5Pbv348KFSrg8OHDcHBwwNq1a7F8+XIWskRERPRJLGYziyr+/z8SpE5iNpKTkzFq1Cg0adIEL1++RPny5XHu3Dl06tRJ6mhERERkITjNwJSE0H1qM7eU3mMCXrx4geDgYAgh0KtXL8yZM4fzY4nIYmk0GqjVaqljmCW1Wg0bGxu8ffsWGo1G6jiUAaboQ4VCASurzx9XZTFrSsmJaT51VlscibDNxDDmJ1++fFizZg1iY2PRrl07qeMQEWWIEALPnz9HVFSU1FHMlhAC7u7uePz4MRe8sVCm6EMrKysUKlQICoXis47DYjaTJPe9ADi7AQASVMloO+kYgOz1A61WqzF69GjUrl0bLVu2BAA0b95c4lRERJ/nfSGbN29e2Nvbs1hLhVarRVxcHBwdHY0yEkeZz9h9qNVq8fTpUzx79gwFCxb8rJ8bFrOZRa4EFA7//yAZ2a2QffToEdq1a4eTJ09i2bJluHv3LlxdXaWORUT0WTQaja6QzZUrl9RxzJZWq4VKpYKdnR2LWQtlij7MkycPnj59iuTkZMjl8gwfh99RZHI7d+6Et7c3Tp48CRcXFyxdupSFLBFlCe/nyNrb20uchMjyvJ9e8LlzcFnMksmoVCoMGjQIrVq1wps3b1ClShVcvHgRrVu3ljoaEZFRcWoBkeGM9XPDaQaZJEGVDBtV8v9/nvWv5ExISMCXX36Js2fPAgAGDRqEadOmffYkbyIiIqIPcWTWhMQHt+KqP/s4So8NRemxoag86aCEqTKHvb09fHx8kCNHDvzxxx+YPXs2C1kiIjKIl5cX5s6da/Lz3Lx5E+7u7oiNjTX5ubKLdu3a4ZdffsmUc7GYNaG36o+PwFb2zAGlPOuscvX27Vu8fv1a93ju3LkIDw/HV199JWEqIiL6ry5dukAmk2HatGl67Tt27JBkysSqVatSvZbi7Nmz6Nmzp8nPP2LECPTv3x9OTk4pnitZsiRsbW3x/PnzFM+lVWyPGzcO3t7eem3Pnz9H//79UbhwYdja2sLDwwMtW7ZEWFhYhnNfvnwZderUgZ2dHTw8PDBjxoxP7hMWFoaaNWvCyckJ7u7uGDZsGJKTk/W2EUJg1qxZKF68OGxtbZE/f35MmTJF9/y2bdvQqFEj5MmTB87OzqhRowZCQ0P1jjF69GhMnjwZ0dHRGX596cVpBplkb/+ayJs7v16bUm6dZeZZ3blzB/7+/siZMydCQ0NhbW0NpVKJggULSh2NiIhSYWdnh+nTp6NXr17IkSOH1HFSlSdPHpOf49GjR/jzzz/x66+/pnju+PHjSExMRJs2bbB69WoMGzYsQ+d48OABatWqBVdXV8ycORPlypWDWq1GaGgo+vbtixs3bhh8zJiYGDRu3Bi+vr4IDg7GP//8g27dusHV1TXNPwAuXbqEZs2aYdSoUVizZg2ePHmC3r17Q6PRYNasWbrtBg4ciP3792PWrFkoV64cXr9+jcjISN3zR48eRaNGjTBlyhS4urpi5cqVaNmyJU6fPg0fHx8AQNmyZVGkSBGsW7cOffv2Nfj1GURkM9HR0QKAiI6ONvm5It88E2VXlRVlV5UVz148Mvn5pLJx40bh5OQkAIhcuXKJmzdvSh3JqFQqldixY4dQqVRSR6EMYh9aPnPtw8TERHHt2jWRmJioa9NqtSI+SZ3pH1qtNt25AwMDRYsWLUTJkiXFzz//rGvfvn27+G9pcOzYMVG7dm1hZ2cnChQoIPr37y/i4uJ0zz99+lQ0a9ZM2NnZCS8vL7F+/Xrh6ekp5syZo9tm1qxZolSpUsLe3l4UKFBA9OnTR8TGxgohhPjrr78EAL2PoKAgIYTQO0779u2Fv7+/XjaVSiVy5colVq9eLYQQQqPRiClTpggvLy9hZ2cnypcvL7Zs2fLRr8XMmTNF5cqVU32uS5cuYvjw4WLv3r2iePHiKZ7/7+t8LygoSFSoUEH3uGnTpiJ//vx6X7f33rx589F8aVm0aJHIkSOHSEpK0rUNGzZMlChRIs19RowYkeK17ty5U9jZ2YmYmBghhBDXrl0TNjY24saNG3rbaTQa8ebNG6HRaFI9dunSpcX48eP12saPHy9q166dZp7Ufn7eM6Re48gsZVhiYiJ+/PFH/PbbbwCA2rVrY+PGjShQoIDEyYiIpJOo1qD02NBPb2hk1yb4wV6R/n/Wra2tMWXKFHTo0AEDBgxI9Xf33bt30aRJE0yaNAkrVqzAy5cv0a9fP/Tr1w8rV64EAHTu3BmRkZE4fPgw5HI5Bg8ejBcvXugdx8rKCtOnT0eZMmXw4MED/PDDDxg6dCgWLVqEmjVrYu7cuRg7dixu3rwJAHB0dEyRpWPHjmjbtq3uxv0AEBoaioSEBHzzzTcAgKlTp2LdunUIDg5GsWLFcPToUXTq1Al58uRBvXr1Uv06HDt2DJUrV07RHhsbiy1btuD06dMoWbIkoqOjcezYMdSpUyfdX2MAeP36Nfbt24fJkyfDwcEhxfMfTq9o2rQpjh07luaxPD09cfXqVQDAyZMnUbduXb3rUfz8/DB9+nS8efMm1dH2pKQk2NnZ6bUplUq8ffsW58+fx5dffoldu3ahcOHC+PPPP9GkSRMIIeDr64tp06bBxib17y+tVovY2FjkzJlTr71q1aqYPHkykpKSYGtrulVPWcxShty8eRP+/v64fPkyZDIZRo4ciXHjxqX5jU5ERObnm2++gbe3N4KCgrB8+fIUz0+dOhUdO3bEjz/+CAAoVqwY5s+fj3r16mHx4sV48OABDh48iLNnz+oKwmXLlqFYsWJ6xxk4cCBiYmLg7OyMwoULY9KkSejduzcWLVoEhUIBFxcXyGQyuLu7p5nVz88PDg4O2L59O7777jsAwIYNG/DVV1/ByckJSUlJmDJlCg4ePIgaNWoAAAoXLozjx49jyZIlaRazDx8+TLWY3bRpE4oVK4YyZcoAeHdB0/Llyw0uZu/cuQMhBEqWLPnJbZctW4bExMQ0n/9wYYHnz5+jUKFCes+7ubnpnkutmPXz88PcuXOxceNG+Pv74/nz55gwYQIA4NmzZwCAe/fu4eHDh9iyZQvWrFkDjUaDQYMGwd/fH9u2bUs116xZsxAXFwd/f3+99nz58kGlUuH58+fw9PT85OvPKFYeZDAhBDp27IjLly8jT548WL9+PRo1aiR1LCIis6CUW+PaBD9JzpsR06dPR4MGDTBkyJAUz126dAmXL1/G+vXrdW1CCGi1Wty/fx+3bt2CjY0NKlasqHu+aNGiKQqpgwcPYvLkybhz5w5iYmKQnJyMt2/fIiEhId0LTtjY2MDf3x/r16/Hd999h/j4ePzxxx/YtGkTgHdFY0JCQop/j1QqlW4eZ2oSExNTjFYCwIoVK9CpUyfd406dOqFevXr49ddfU71QLC3igzsbfUr+/Pk/vdFnaNy4MWbOnInevXvju+++g62tLcaMGYNjx47pVvXSarVISkrCmjVrULx4cQDA8uXLUalSJdy+fRuVKlXSO+aGDRswfvx4/PHHH8ibN6/ec0qlEsC723WaEu9mQAaTyWRYvnw5mjZtikuXLrGQJSL6gEwmg73CJtM/MnpBcd26deHn54cRI0akeC4uLg69evVCeHi47uPSpUu4ffs2ihQpkq7jP3jwAF999RXKlCmDLVu24Pz581i4cCGAd4WmITp27IiwsDC8ePECO3bsgFKpRJMmTXRZAWD37t16ea9du4atW7emeczcuXPjzZs3em3Xrl3DqVOnMHToUNjY2MDGxgbVq1dHQkKCrngGAGdn51Sv1o+KioKLiwuAd6PZMpksXRd5NW3aFI6Ojml+vB8lBgB3d3dERETo7f/+8cdGuAcPHoyoqCg8evQIkZGRaNWqFYB3o9gA8MUXX8DGxkZXyAJAqVKlAAD//vuv3rE2bdqE7t27IyQkBL6+vinO9f4OR6a+kI8js5QuV69excWLF3V/pVaoUAF79uyROBURERnDtGnT4O3tjRIlSui1V6xYEdeuXUPRokVT3a9EiRJITk7GxYsXdSN2d+7c0SsOz58/D61Wi0mTJsHV1RVWVlYICQnRO45CoUjXkqY1a9aEh4cHNm/ejL1796Jt27a6t95Lly4NW1tbPHr0KM0pBanx8fHBtWvX9NqWL1+OunXr6oru91auXInly5ejR48eutd//vz5FMe8cOGC7muZM2dO+Pn5YeHChRgwYECKebNRUVG6ebOGTDOoUaMGRo0aBbVarWs/cOAASpQo8cm7U8hkMuTLlw8AsHHjRnh4eOhG12vVqoXk5GTcvXtX9wfLrVu3AAAeHh66Y2zcuBHdunXDpk2b0Lx581TPc+XKFRQoUAC5c+f+aJ7P9slLxLIY3s3AMFqtVqxYsUIolUohl8vF6dOnpY6U6cz1KmpKP/ah5TPXPvzY1djmLDAwULRq1Uqv7bvvvhN2dnZ6dzO4dOmSUCqVom/fvuLixYvi1q1bYseOHaJv3766bXx9fUXFihXF6dOnxYULF0T9+vWFUqkUc+fOFUIIER4eLgCIqVOnitu3b4s1a9aI/PnzCwC6K/n//vtvAUAcPHhQvHz5UsTHxwshUr9bwKhRo0Tp0qWFjY2NOHbsWIrncuXKJVatWiXu3Lkjzp8/L+bPny9WrVqV5tdi586dIm/evCI5OVkI8e57LU+ePGLx4sUptr127ZoAIK5cuaLLbWVlJSZNmiSuXbsm/vnnHzFy5EhhY2Mj/vnnH91+d+/eFe7u7qJ06dJi69at4tatW+LatWti3rx5omTJkmlm+5ioqCjh5uYmvvvuO3HlyhWxadMmYW9vL5YsWaLbZtu2bSnubjBjxgxx+fJlceXKFTFhwgQhl8vF9u3bdc9rNBpRsWJFUbduXXHhwgVx7tw5Ua1aNeHr66u7m8H69euFjY2NWLhwoXj27JnuIyoqSu9cgYGBolu3bmm+BmPdzYDFrAlZejEbGxsrvvvuO92tUho1aiQiIiKkjpXpzPUfUUo/9qHlM9c+zErF7P3794VCoUhxa64zZ86IRo0aCUdHR+Hg4CDKly8vJk+erHv+6dOnomnTpsLW1lZ4enqKDRs2iLx584rg4GDdNr/88otwd3cXSqVS+Pn5iTVr1ugVs0II0bt3b5ErV640b8313vuC0tPTM8XtyLRarZg7d64oUaKEkMvlIk+ePMLPz08cOXIkza+FWq0W+fLlE/v27RNCCLF161ZhZWUlnj9/nur2pUqVEoMGDdI9Dg0NFbVq1RI5cuQQuXLlEl9++WWq53v69Kno27ev8PT0FAqFQuTPn1989dVX4q+//koz26dcunRJ1K5dW9ja2or8+fOLadOm6T2/cuXKFP1Zv3594eLiIuzs7ES1atXEnj17Uhz3yZMnonXr1sLR0VG4ubmJLl26iJcvX+qK2Xr16qW4nRoAERgYqDtGYmKicHFxESdPnkwzv7GKWZkQBsxMzgJiYmLg4uKC6OhoODs7m/Rcr6Ke48s/3s0nPdBsD9zzeHxiD/Nx+fJl+Pv74+bNm7CyssLEiRMxfPhw3QTx7EStVmPPnj1o1qyZ3ls8ZDnYh5bPXPvw7du3uH//PgoVKpTqRUTZ0b///gsPDw8cPHgQDRs2BPDuoqL3dzMwx39HFi5ciJ07d6ZYxYr+x9A+XLx4MbZv3479+/enuc3Hfn4Mqdc4Z5ZSWLZsGfr164ekpCTkz58fGzduNPhWJERElD0cOnQIcXFxKFeuHJ49e4ahQ4fCy8sLdevWlTpauvXq1QtRUVGIjY016E4FlDa5XJ7qqmqmwGKWUoiOjkZSUhKaNm2KNWvWmH7iNhERWSy1Wo2RI0fi3r17cHJyQs2aNbF+/XqzGkH/FBsbG4waNUrqGFlK9+7dM+1cLGYJAJCcnKxb8GDw4MEoWLAgvv32W7N8O4iIiMyHn58f/Pwy/766RO+xUsnmhBBYuHAhKleurLtHn0wmQ9u2bVnIEhERkdljtZKNRUVFoW3btujXrx8uXbqU6lKGREREROaM0wyyqbNnzyIgIAD379+HXC7HjBkzMGDAAKljERERERmExWw2I4TAvHnzMHToUKjVanh5eSEkJARVqlSROhoRERGRwTjNIJuZNGkSBg0aBLVajdatW+PixYssZImIiMhisZjNZnr06IGCBQtiwYIF2Lp1q249aCIiIiJLxGI2i9NqtThw4IDusbu7O27evIm+fftCJpNJmIyIiMhwhw8fhkwmQ1RU1Ee3CwsLQ6lSpaDRaDInWDbQqFEj/P7771LHSIHFbBYWGRmJli1bonHjxggJCdG1c8lFIqLsrUuXLpDJZJg2bZpe+44dO4w+0PHgwQNYW1vjn3/+MepxP2Xo0KEYPXo0rK2t9doTExORM2dO5M6dG0lJSSn2k8lk2LFjR4r2Ll264Ouvv9Zru3PnDrp27YoCBQrA1tYWhQoVQvv27XHu3LkM5z58+DAqVqwIW1tbFC1aFKtWrfrkPqGhoahevTqcnJyQJ08efPvtt3jw4IHu+ePHj6NWrVrIlSsXlEolSpYsiTlz5ugdQ6PRYMyYMShUqBCUSiWKFCmCiRMnQgih2+ann37CyJEjodVqM/z6TIHFbBZ17NgxeHt7Y8+ePbC1tUVCQoLUkYiIyIzY2dlh+vTpePPmjdRRAAAqlcpoxzp+/Dju3r2Lb7/9NsVzv//+O8qUKYOSJUumWrSm17lz51CpUiXcunULS5YswbVr17B9+3aULFkSP/30U4aOef/+fTRv3hz169dHeHg4fvzxR3Tv3h2hoaEf3adVq1Zo0KABwsPDERoaisjISLRu3Vq3jYODA/r164ejR4/i+vXrGD16NEaPHo3ffvtNt8306dOxePFiLFiwANevX8f06dMxY8YMvSVpGzVqhNjYWOzduzdDr89UWMxmMVqtFlOmTEH9+vXx5MkTFC9eHGfOnEGXLl2kjkZElD0IAajiM//jgxG09PD19YW7uzumTp360e2OHz+OOnXqQKlUwsPDAwMGDEB8fLzu+dRGMl1dXXUjioUKFQIA1K1bF9bW1vjyyy8B/G+kc/LkyciXLx9KlCgBAFi7di0qV64MJycnuLu7o0OHDnjx4oVBr23Tpk1o1KhRqu9ELl++HJ06dUKnTp0yfH91IQS6dOmCYsWK4dixY2jevDmKFCkCb29vBAUF4Y8//sjQcYODg1GoUCH88ssvKFWqFPr164c2bdqkGEX90Pnz56HRaDBp0iQUKVIEFStWxJAhQxAeHg61Wg0A8PHxQfv27VGmTBl4eXmhU6dO8PPzw7Fjx3THOXHiBFq1aoXmzZvDy8sLbdq0QePGjXHmzBndNtbW1mjatCk2bdqUoddnKrw1Vxby4sULdOrUSTdHtlOnTli8eDEcHR0lTkZElI2oE4Ap+TL/vCOfAgqHdG9ubW2NKVOmoEOHDhgwYAAKFCiQYpu7d++iSZMmmDRpElasWIGXL1+iX79+6NevH1auXJmu85w5cwZVq1bFjh07UKVKFb0CMywsDM7OznrXdqjVakycOBElSpTAixcvMHjwYHTp0gV79uxJ92s7duwYOnTokOrrOXnyJLZt2wYhBAYNGoSHDx/C09Mz3ccGgPDwcFy9ehUbNmxIdbXMDy+uLlOmDB4+fJjmserUqaMb6Tx58iR8fX31nvfz88OPP/6Y5v6VKlWClZUVVq5ciS5duiAuLg5r166Fr68v5HJ5qvtcvHgRJ06cwKRJk3RtNWvWxG+//YZbt26hePHiuHTpEo4fP47Zs2fr7VulShXMmDEjzTxSYDGbhZw5cwYHDhyAUqnEwoULdXOiiIiIUvPNN9/oRhNTG6WcOnUqOnbsqCumihUrhvnz56NevXpYvHhxuq7ByJMnDwAgZ86ccHd31yv+HBwcsGzZMigUCl1bt27ddJ8XLlwY8+fPR5UqVRAXF5fuwZmHDx8iX76Uf1CsWLECTZs2RY4cOQC8KxRXrlyJcePGpeu4792+fRsAULJkyU9uu2fPHt0IaWqUSqXu8+fPn8PNzU3veTc3N8TExCAxMVFv2/cKFSqE/fv3w9/fH7169YJGo0GNGjVSLf4LFCiAly9fIjk5GePGjUP37t11zw0fPhwxMTEoWbIkrK2todFoMHnyZHTs2FHvGPny5cPjx4+h1WrNZtl7FrNZSIsWLfDLL7/Az88PZcqUkToOEVH2JLd/N0oqxXkzYPr06WjQoAGGDBmS4rlLly7h8uXLWL9+va5NCAGtVov79++jVKlSGY4LAOXKldMrZIF3b5uPGzcOly5dwps3b3QXGz169AilS5dO13ETExNTFNoajQarV6/GvHnzdG2dOnXCkCFDMHbsWIMKM2HAlA5DR30N9fz5c/To0QOBgYFo3749YmNjMXbsWLRp0wYHDhzQG9Q6duwY4uLicOrUKQwfPhxFixZF+/btAQAhISFYv349NmzYgDJlyujm7ObLlw+BgYG6YyiVSmi1WiQlJaVaXEuBxawFe/bsGfr37485c+bAw8MDADB48GCJUxERZXMymUFv90utbt268PPzw4gRI1JcXxEXF4devXqlutx5wYIFAbybM/vf4u5jI5EfcnDQ/zrFx8fDz88Pfn5+WL9+PfLkyYNHjx7Bz8/PoAvEcufOneLCttDQUDx58gQBAQF67RqNBmFhYWjUqBEAwMnJCdHR0SmOGRUVBRcXFwBA8eLFAQA3btyAj4/PR7MYMs3A3d0dERERes9HRETA2dk5zcJx4cKFcHFx0Xvrf926dfDw8MDp06dRvXp1Xfv7+cvlypVDREQExo0bpytmf/75ZwwfPhzt2rXTbfPw4UNMnTpVr5h9/fo1HBwczKaQBVjMWqwDBw6gU6dOePHiBeLi4rBv3z6pIxERkYWaNm0avL29dRdhvVexYkVcu3YNRYsWTXPfPHny4NmzZ7rHt2/f1ruDzvuR1/Tc7/XGjRt49eoVpk2bphukychtrnx8fHDt2jW9tuXLl6Ndu3YYNWqUXvvkyZOxfPlyXTFbokQJnD9/Xq+A02g0uHTpku5teW9vb5QuXRq//PILAgICUozqRkVF6ebNGjLNILXpAQcOHECNGjXS3D8hISHF+d/fjuxjt9B6P7r6qeP89xhXr179ZAGf2VjMWpj381ymTJkCIQTKlSuHuXPnSh2LiIgsWLly5dCxY0fMnz9fr33YsGGoXr06+vXrh+7du8PBwQHXrl3DgQMHsGDBAgBAgwYNsGDBAtSoUQMajQbDhg3Tu/Aob968UCqVOHjwIEqUKAF7e3vdCOd/FSxYEAqFAr/++it69+6NK1euYOLEiQa/Hj8/P6xevVr3+OXLl9i1axd27tyJsmXL6m3buXNnfPPNN3j9+jVy5syJwYMH4/vvv0fJkiXRqFEjxMfH49dff8WbN290xaxMJsPKlSvh6+uLOnXqYNSoUShZsiTi4uKwa9cu7N+/H0eOHAFg2DSD3r17Y8GCBRg6dCi6deuGQ4cOISQkBLt379Zts2DBAmzfvh1hYWEAgObNm2POnDmYMGGCbprByJEj4enpqSs6Fy5ciIIFC+rm+B49ehSzZs3SG3Fv2bIlJk+ejIIFC6JMmTK4ePEiZs+erTeHGXh3d4vGjRun+zVlCpHNREdHCwAiOjra5OeKfPNMlF1VVpRdVVY8e/Hos4/3+PFjUadOHQFAABA9e/YUCQkJRkhKH6NSqcSOHTuESqWSOgplEPvQ8plrHyYmJopr166JxMREqaMYJDAwULRq1Uqv7f79+0KhUIj/lgZnzpwRjRo1Eo6OjsLBwUGUL19eTJ48Wff8kydPROPGjYWDg4MoVqyY2LNnj3BxcRErV67UbbNkyRKRP39+YWVlJerVq5dmBiGE2LBhg/Dy8hK2traiRo0aYufOnQKAuHjxohBCiL/++ksAEG/evEnz9b169UrY2dmJGzduCCGEmDVrlnB1dU31+ycpKUm4urqKefPm6drWr18vKlWqJJycnISbm5to1qyZuHTpUop9b968KTp37izy5csnFAqF8PT0FO3btxcXLlxIM9un/PXXX8Lb21soFApRuHBhva+jEEIEBQUJT09PvbaNGzcKHx8f4eDgIPLkySO++uorcf36dd3z8+fPF2XKlBH29vbC2dlZ+Pj4iEWLFgmNRqPbJiYmRgwcOFAULFhQ2NnZicKFC4tRo0aJpKQkIYQQGo1GXL16VcjlcvH48eMMv74Pfeznx5B6TSaEgTems3AxMTFwcXFBdHQ0nJ2dTXquV1HP8eUf7962ONBsD9zzeGT4WOHh4fD19cWrV6/g6OiIpUuX6ua1kGmp1Wrs2bMHzZo1S/M2J2Te2IeWz1z78O3bt7h//z4KFSrE1RU/QqvVIiYmBs7Ozpl2BfzPP/+MmJgYLFmyJFPOl9VptVoMGjQICQkJWLp0qVGO+bGfH0PqNfO4pwJ9UvHixfHFF1/Ax8cHFy5cYCFLRET0EaNGjYKnp6fZLb1qyfLkyYMJEyZIHSMFzpk1Y8+ePYObmxusrKxgb2+PPXv2IE+ePPzrn4iI6BNcXV0xcuRIqWNkKf369TP5u9oZwZFZM7Vz506UKVNGb5lBDw8PFrJEREREH2Axa2ZUKhUGDx6MVq1a4c2bN/jzzz+RnJwsdSwiIiIis8Ri1ozcv38fderUwZw5cwAAP/74I44cOQIbG84GISIiIkoNqyQzsW3bNnTr1g3R0dFwdXXFqlWr0KpVK6ljEREREZk1FrNm4OnTp+jQoQOSkpJQvXp1bNq0yeRrORMRERFlBSxmzUC+fPkwd+5c3L17F1OmTDGreygSERERmTMWsxIJCQlBoUKFUKVKFQDvlrAjIiIiIsPwArBMlpiYiN69eyMgIAABAQGIjo6WOhIREZHRHD58GDKZDFFRUR/dzsvLC3PnzjV5nps3b8Ld3R2xsbEmP1d2MXz4cPTv31/qGDpmUcwuXLgQXl5esLOzQ7Vq1XDmzJmPbr9lyxaULFkSdnZ2KFeuHPbs2ZNJST/PzZs3Ub16dSxZsgQymQzt27eHg4OD1LGIiCib6dKlC2QyGWQyGRQKBYoWLYoJEyYY5VaQNWvWxLNnz+Di4gIAWLVqFXLmzJliu7Nnz6Jnz56ffb5PGTFiBPr37w8nJ6cUz5UsWRK2trZ4/vx5iufSKrbHjRsHb29vvbbnz5+jf//+KFy4MGxtbeHh4YGWLVsiLCwsw7kvX76MOnXqwM7ODh4eHpgxY8Yn9zl79iwaNmwIV1dX5MiRA35+frh06ZLeNiEhIfD29oa9vT08PT0xc+bMFMdJSkrSraBma2sLLy8vrFixQvf8kCFDsHr1aty7dy/Dr8+YJC9mN2/ejMGDByMoKAgXLlxAhQoV4OfnhxcvXqS6/YkTJ9C+fXt8//33uHjxIr7++mt8/fXXuHLlSiYnN8zWLdtQqVIlXL58GXny5MG+ffswefJk3naLiIgk0aRJEzx79gy3b9/GTz/9hHHjxqVa2BhKoVDA3d0dMpnso9vlyZMH9vb2n32+j3n06BH+/PNPdOnSJcVzx48fR2JiItq0aYPVq1dn+BwPHjxApUqVcOjQIcycORP//PMP9u3bh/r166Nv374ZOmZMTAwaN24MT09PnD9/HjNnzsS4cePw22+/pblPXFwcmjRpgoIFC+L06dM4fvw4nJyc4OfnB7VaDQDYu3cvOnbsiN69e+PKlStYtGgR5syZgwULFugdy9/fH2FhYVi+fDlu3ryJjRs3okSJErrnc+fODT8/PyxevDhDr8/ohMSqVq0q+vbtq3us0WhEvnz5xNSpU1Pd3t/fXzRv3lyvrVq1aqJXr17pOl90dLQAIKKjozMeOp0i3zwTpZeWFq51XAUAAUB8+eWX4unTpyY/NxmPSqUSO3bsECqVSuoolEHsQ8tnrn2YmJgorl27JhITE3VtWq1WxKviM/1Dq9WmO3dgYKBo1aqVXlujRo1E9erVhRBCvH79Wnz33XfC1dVVKJVK0aRJE3Hr1i3dtg8ePBAtWrQQrq6uwt7eXpQuXVrs3r1bCCHEX3/9JQCIN2/e6D7/8CMoKEgIIYSnp6eYM2eOEEKI9u3bC39/f708KpVK5MqVS6xevVoI8a4+mDJlivDy8hJ2dnaifPnyYsuWLR99nTNnzhSVK1dO9bkuXbqI4cOHi71794rixYuneP7DfB8KCgoSFSpU0D1u2rSpyJ8/v4iLi0ux7Zs3bz6aLy2LFi0SOXLkEElJSbq2YcOGiRIlSqS5z9mzZwUA8ejRI13b5cuXBQBx+/ZtIcS7r3ObNm309ps/f74oUKCA7vtn7969wsXFRbx69UpvO41GI968eSM0Go0QQojVq1eLAgUKZOj1vZfaz897htRrkg4LqlQqnD9/HiNGjNC1WVlZwdfXFydPnkx1n5MnT2Lw4MF6bX5+ftixY0eq2yclJSEpKUn3OCYmBgCgVqt1f6mYilqthsxahuToZMhkMowaNQqjRo2CtbW1yc9NxvO+r9hnlot9aPnMtQ/VajWEENBqtdBqtQCABHUCamyqkelZTrY7CXt5+kY6hRC63O/Z2dnh1atX0Gq1CAwMxJ07d7Bjxw44Oztj+PDhaNasGa5cuQK5XI4ffvgBKpUKhw8fhoODA65duwZ7e3u9r4NWq0X16tUxZ84cBAUF4cyZM3B0dISTk5Num/cZ2rdvj4CAAMTExMDR0RHAu1HEhIQEtGrVClqtFlOmTMH69euxaNEiFCtWDEePHkWnTp2QK1cu1KtXL9XXefToUVSqVEnvdQJAbGwstmzZgpMnT6JkyZKIjo7GkSNHUKdOnRRfp//uK4TQvb7Xr19j3759mDRpEpRKZYptnZ2ddW3NmjXD8ePH0+wTT09P/PPPPwDevQtdp04d2NjY6PZv1KgRpk+fjlevXiFHjhwp9i9WrBhy5cqFZcuWYcSIEdBoNFi2bBlKlSqFggULQqvV4u3bt7p+es/W1hb//vsv7t+/Dy8vL/zxxx+oXLkypk+fjnXr1sHBwQEtW7bE+PHj9b4mlStXxr///ot79+7By8srzdf1MVqtFkIIqNVqWFtb6z1nyM+6pMVsZGQkNBoN3Nzc9Nrd3Nxw48aNVPd5/vx5qtunNt8FAKZOnarrgA/t37/f5G9vJKhiIbOSoUCPAmgT2RqVfSojNDTUpOck0zlw4IDUEegzsQ8tn7n1oY2NDdzd3REXFweVSgUASExOlCRLbGwskm3SN+dVrVYjOTkZMTExEELgyJEj2L9/P3r06IGLFy9i165d2LdvHypUqAAAWLx4McqWLYuNGzfi66+/xoMHD/DVV1/p7olet25dAO8GjBISEnR5rKysoFAoAED3b7dWq0VMTIyuuIqJiUGNGjVgb2+PDRs2oF27dgCANWvWoEmTJhBC4OXLl5g6dSq2b9+OqlWrAgBat26Nw4cPY+HChfDx8Un1dd6/fx/lypXTDWS9t3r1ahQuXBgeHh6Ij4/HN998gyVLluhe7/uc7/N9KCkpCRqNBjExMbh06RKEEChYsGCK7f5r9uzZePv2bZrP29jY6I7x5MmTFMd8f43NnTt39N7y/9DOnTvRqVMnTJo0CQBQpEgRbN26VdcndevWxahRo7Br1y7UqVMH9+7dwy+//KI7bs6cOXH79m0cP34c1tbWWLNmDV69eoUhQ4bg+fPnWLhwoe5Cuvd/dFy/fj3VOdHpoVKpkJiYiKNHj6aYr/0+c3pk+QmbI0aM0BvJjYmJgYeHBxo3bgxnZ2eTnlur0aD2m9o4fvw4Wga2gq2dnUnPR6ahVqtx4MABNGrUiPcAtlDsQ8tnrn349u1bPH78GI6OjrD7/9/xTsIJJ9ul/u6iKSltlJ+cp/qeXC5HaGgoChQoALVarRsdnTJlCsLCwmBjY4MGDRroRsucnZ1RokQJPHz4EM7Ozhg4cCD69u2Lo0ePomHDhmjdujXKly8PALqBIicnJzg7O8POzk6Xy8nJSfe5lZUV7OzsdP8W+/v7Y/v27ejZsyfi4+Oxd+9ebNiwAc7Ozrh69SoSEhLQunVrvdehUqng4+OT5r/nKpUKLi4uKZ7ftGkTOnfurGvv2rUr6tevj8WLF+suFPtvvvdsbW1hbW0NZ2dn3WtVKpWfrCkMqTmsra2hUCj09nlfPDo6OqZ6rMTERAwaNAi1a9fGxo0bodFo8Msvv6BDhw44ffo0lEol+vfvj6dPn6Jdu3ZQq9VwdnbGgAEDMH78eF1/vb8wcNOmTbqL+KysrODv749Zs2Yhb968kMlkUCqVGXptH3r79i2USiXq1q2r+/l571N/HHxI0mI2d+7csLa2RkREhF57REQE3N3dU93H3d3doO1tbW1ha2ubol0ul5v+F6JcDvfc+WGvcIKtnZ1Z/QImw2XK9wyZFPvQ8plbH2o0GshkMlhZWcHK6n/XVDtaO0qY6tNkMpmueFMoFMiXL5/uguT3r+O/r+n9flZWVujZsyeaNm2K3f/X3p0GRXWlfQD/02A3S1hEQWjAFUElOopbEI2RMAOaKIlRnNEQjUSNilpiFkuNaIxKHDVRyxjjhuNQ4lIuTCDgEhckbkHBpRGiQjSluI4CKmHp5/3g0K8tiwLS0Pj/VfWHe+659z6Xx9aH47nnxsVhz549iIyMxJIlSzBp0qQyxz95jtLjy9t+//330bdvX9y+fRt79+6FhYUFBgwYAIVCoRuli4uLg4uLi15MKpWqTJylmjZtinv37unt12g0OHbsGE6cOIHp06fr2ktKSrB161aMGTMGwOMCLTc3t8y579+/D1tbWygUCnh6esLExASZmZkVxlCqf//+SEpKqnB/ixYtcP78eQCAs7Mzbt68qXfOW7duAXj8oqXyrhUTE4Ps7GwcPXpUt79bt25o3Lgx/vOf/+hGvBctWoSFCxciJycHDg4OuhUX3N3doVAooFar4eLiojeVwcvLCyKCa9euoVmzZlAoFLql10q3q0OhUMDExKTc73VVvud1upqBUqlE165d9Zau0Gq12L9/P3x8yp9v5OPjU2api71791bYn4iIiMqysrKCu7s7mjdvrreyTvv27VFcXIzjx4/r2u7cuYOMjAx06NBB1+bm5oaPP/4YO3bswLRp07BmzZpyr6NUKlFSUvLMeHr16gU3Nzds2bIF0dHRGDp0qK6g6dChA1QqFa5cuQJ3d3e9j5ubW4Xn7NKlCzQajV7bunXr8PrrryMtLQ2pqam6T3h4ONatW6fr5+npiZSUlDLnPHXqFDw8PAAA9vb2CAgIwMqVK/HgwYMyfZ9ca3ft2rV613v68+Qyoz4+Pjh8+LDevNG9e/fC09Oz3PmywOP/li8tDkuVbj89l9fU1BQuLi5QKpXYvHkzfHx84ODgAADw9fXFtWvXkJ+fr+tfWqyr1WpdW+n8aS8vr3LjMagaPYb2AsTExIhKpZKoqCjRaDQyduxYsbOzk5ycHBERCQkJkenTp+v6Jycni5mZmSxevFjS09MlIiJCGjVqJGfPnn2u6xlyNQOR+vsELj0/5tD4MYfGr77msLKnseuz8lYzeFJQUJB06NBBkpKSJDU1VQIDA8Xd3V33858yZYokJCTI5cuXJSUlRXr27KlbjeDJ1QxEHv+7DUB27dolN27ckAcPHohI+asFzJw5Uzp06CBmZmaSlJRUZl+TJk0kKipKLl68KCkpKbJ8+XKJioqq8D5iY2PF0dFRiouLReTxnyMHBwdZtWpVmb4ajUYAyLlz53RxKxQK+eqrr0Sj0cjZs2dlxowZYmZmpldzXLp0SZycnKRDhw6yfft2yczMFI1GI8uWLZN27dpVGFtl7t27J82aNZOQkBA5d+6cxMTEiKWlpaxevVrXZ8eOHXqrG6Snp4tKpZLx48eLRqORc+fOyfvvvy+2tra6VZRu3bolq1atkvT0dDl9+rRMnjxZzM3N5fjx47rz5OXliaurqwwZMkTOnz8vhw4dkrZt20poaKjeagYRERHi5+dXrfsr9aJWM6jzYlZEZMWKFdK8eXNRKpXSo0cPOXbsmG5f3759ZeTIkXr9t27dKh4eHqJUKsXLy0u3HMjzYDFLVcUcGj/m0PjV1xw21GK2dGkuW1tbsbCwkICAAL2lucLCwqRNmzaiUqnEwcFBQkJC5Pbt2yJStpgVERk3bpzY29tXuDRXqdKCskWLFmWWGtNqtfLtt9+Kp6enNGrUSBwcHCQgIEAOHTpU4X0UFRWJWq2WhIQEERHZvn27KBQK3YDZ09q3by9Tp07VbScmJoqvr680btxYmjRpIm+88Ua517t27ZpMnDhRWrRoIUqlUlxcXGTQoEFy4MCBCmN7lrS0NOndu7eoVCpxcXGRyMhIvf0bNmyQp8ck9+zZI76+vmJrayuNGzcWPz8/OXr0qG7/rVu35LXXXhMrKyuxtLSUN998U6/mKpWeni7+/v5iYWEhrq6uEh4eLvn5+XrFrKenp2zevLna9yfy4opZE5H/rTHxksjNzYWtrS3u379f6w+AAY8fWoiPj8eAAQPq1Twven7MofFjDo1ffc1hQUEBsrKy0KpVqzIPsND/K13BwMbGptrzK6tr5cqViI2N5WpCNfRkDhMTEzFt2jScOXOmRi9/quz7U5V6rcGvZkBEREQvr3HjxuHevXvIy8sr95W2VHUPHjzAhg0b6s1bTOtHFERERES1wMzMDDNnzqzrMBqUIUOG1HUIeup0NQMiIiIioppgMUtERERERovFLBERUQ29ZM9SE70QL+p7w2KWiIiomkpXVqjKe+SJ6LHCwkIA0L02ubr4ABgREVE1mZqaws7ODjdv3gQAWFpa6r2BiR7TarUoLCxEQUGBwZfmohfjRedQq9Xi1q1bsLS0rPGqCCxmiYiIasDJyQkAdAUtlSUiePToESwsLFjsG6nayKFCoUDz5s1rfD4Ws0RERDVgYmICZ2dnODo6oqioqK7DqZeKiopw+PBhvP766/XqpRf0/Gojh0ql8oWM8rKYJSIiegFMTU1rPPevoTI1NUVxcTHMzc1ZzBqp+pxDTlwhIiIiIqPFYpaIiIiIjBaLWSIiIiIyWi/dnNnSBXpzc3MNcr2ioiI8fPgQubm59W6OCT0f5tD4MYfGjzk0bsyf8TN0DkvrtOd5scJLV8zm5eUBANzc3Oo4EiIiIiKqTF5eHmxtbSvtYyIv2Tv4tFotrl27Bmtra4OsdZebmws3NzdcvXoVNjY2tX49evGYQ+PHHBo/5tC4MX/Gz9A5FBHk5eVBrVY/c/mul25kVqFQwNXV1eDXtbGx4RfYyDGHxo85NH7MoXFj/oyfIXP4rBHZUnwAjIiIiIiMFotZIiIiIjJaLGZrmUqlQkREBFQqVV2HQtXEHBo/5tD4MYfGjfkzfvU5hy/dA2BERERE1HBwZJaIiIiIjBaLWSIiIiIyWixmiYiIiMhosZglIiIiIqPFYvYFWLlyJVq2bAlzc3P07NkTJ06cqLT/tm3b0K5dO5ibm6Njx46Ij483UKRUkarkcM2aNejTpw8aN26Mxo0bw9/f/5k5p9pX1e9hqZiYGJiYmOCdd96p3QDpmaqaw3v37mHixIlwdnaGSqWCh4cH/z6tQ1XN37fffgtPT09YWFjAzc0NU6dORUFBgYGipacdPnwYAwcOhFqthomJCXbt2vXMYw4ePAhvb2+oVCq4u7sjKiqq1uMsl1CNxMTEiFKplPXr18v58+dlzJgxYmdnJzdu3Ci3f3JyspiamsqiRYtEo9HIrFmzpFGjRnL27FkDR06lqprD4cOHy8qVK+X06dOSnp4uo0aNEltbW/njjz8MHDmVqmoOS2VlZYmLi4v06dNHgoKCDBMslauqOfzzzz+lW7duMmDAADly5IhkZWXJwYMHJTU11cCRk0jV8xcdHS0qlUqio6MlKytLEhMTxdnZWaZOnWrgyKlUfHy8zJw5U3bs2CEAZOfOnZX2v3z5slhaWkp4eLhoNBpZsWKFmJqaSkJCgmECfgKL2Rrq0aOHTJw4UbddUlIiarVaFi5cWG7/4OBgeeutt/TaevbsKePGjavVOKliVc3h04qLi8Xa2lo2btxYWyHSM1Qnh8XFxdKrVy9Zu3atjBw5ksVsHatqDletWiWtW7eWwsJCQ4VIlahq/iZOnCh+fn56beHh4eLr61urcdLzeZ5i9rPPPhMvLy+9tmHDhklAQEAtRlY+TjOogcLCQqSkpMDf31/XplAo4O/vj6NHj5Z7zNGjR/X6A0BAQECF/al2VSeHT3v48CGKiopgb29fW2FSJaqbwy+//BKOjo4IDQ01RJhUierkMDY2Fj4+Ppg4cSKaNWuGV199FQsWLEBJSYmhwqb/qU7+evXqhZSUFN1UhMuXLyM+Ph4DBgwwSMxUc/WpnjEz+BUbkNu3b6OkpATNmjXTa2/WrBkuXLhQ7jE5OTnl9s/Jyam1OKli1cnh0z7//HOo1eoyX2oyjOrk8MiRI1i3bh1SU1MNECE9S3VyePnyZfz8888YMWIE4uPjcfHiRUyYMAFFRUWIiIgwRNj0P9XJ3/Dhw3H79m307t0bIoLi4mJ8/PHHmDFjhiFCphegonomNzcXjx49goWFhcFi4cgsUQ1ERkYiJiYGO3fuhLm5eV2HQ88hLy8PISEhWLNmDZo2bVrX4VA1abVaODo64ocffkDXrl0xbNgwzJw5E99//31dh0bP4eDBg1iwYAG+++47nDp1Cjt27EBcXBzmzZtX16GREeLIbA00bdoUpqamuHHjhl77jRs34OTkVO4xTk5OVepPtas6OSy1ePFiREZGYt++fejUqVNthkmVqGoOL126hOzsbAwcOFDXptVqAQBmZmbIyMhAmzZtajdo0lOd76GzszMaNWoEU1NTXVv79u2Rk5ODwsJCKJXKWo2Z/l918vfFF18gJCQEH330EQCgY8eOePDgAcaOHYuZM2dCoeBYW31XUT1jY2Nj0FFZgCOzNaJUKtG1a1fs379f16bVarF//374+PiUe4yPj49efwDYu3dvhf2pdlUnhwCwaNEizJs3DwkJCejWrZshQqUKVDWH7dq1w9mzZ5Gamqr7DBo0CP369UNqairc3NwMGT6het9DX19fXLx4UfeLCABkZmbC2dmZhayBVSd/Dx8+LFOwlv5iIiK1Fyy9MPWqnjH4I2cNTExMjKhUKomKihKNRiNjx44VOzs7ycnJERGRkJAQmT59uq5/cnKymJmZyeLFiyU9PV0iIiK4NFcdq2oOIyMjRalUyvbt2+X69eu6T15eXl3dwkuvqjl8GlczqHtVzeGVK1fE2tpawsLCJCMjQ3788UdxdHSUr776qq5u4aVW1fxFRESItbW1bN68WS5fvix79uyRNm3aSHBwcF3dwksvLy9PTp8+LadPnxYAsnTpUjl9+rT8/vvvIiIyffp0CQkJ0fUvXZrr008/lfT0dFm5ciWX5jJmK1askObNm4tSqZQePXrIsWPHdPv69u0rI0eO1Ou/detW8fDwEKVSKV5eXhIXF2fgiOlpVclhixYtBECZT0REhOEDJ52qfg+fxGK2fqhqDn/55Rfp2bOnqFQqad26tcyfP1+Ki4sNHDWVqkr+ioqKZM6cOdKmTRsxNzcXNzc3mTBhgvz3v/81fOAkIiIHDhwo99+20ryNHDlS+vbtW+aYzp07i1KplNatW8uGDRsMHreIiIkIx/OJiIiIyDhxziwRERERGS0Ws0RERERktFjMEhEREZHRYjFLREREREaLxSwRERERGS0Ws0RERERktFjMEhEREZHRYjFLREREREaLxSwREYCoqCjY2dnVdRjVZmJigl27dlXaZ9SoUXjnnXcMEg8RkaGwmCWiBmPUqFEwMTEp87l48WJdh4aoqChdPAqFAq6urvjwww9x8+bNF3L+69evo3///gCA7OxsmJiYIDU1Va/PsmXLEBUV9UKuV5E5c+bo7tPU1BRubm4YO3Ys7t69W6XzsPAmoudlVtcBEBG9SIGBgdiwYYNem4ODQx1Fo8/GxgYZGRnQarVIS0vDhx9+iGvXriExMbHG53ZycnpmH1tb2xpf53l4eXlh3759KCkpQXp6OkaPHo379+9jy5YtBrk+Eb1cODJLRA2KSqWCk5OT3sfU1BRLly5Fx44dYWVlBTc3N0yYMAH5+fkVnictLQ39+vWDtbU1bGxs0LVrV/z666+6/UeOHEGfPn1gYWEBNzc3TJ48GQ8ePKg0NhMTEzg5OUGtVqN///6YPHky9u3bh0ePHkGr1eLLL7+Eq6srVCoVOnfujISEBN2xhYWFCAsLg7OzM8zNzdGiRQssXLhQ79yl0wxatWoFAOjSpQtMTEzwxhtvANAf7fzhhx+gVquh1Wr1YgwKCsLo0aN127t374a3tzfMzc3RunVrzJ07F8XFxZXep5mZGZycnODi4gJ/f38MHToUe/fu1e0vKSlBaGgoWrVqBQsLC3h6emLZsmW6/XPmzMHGjRuxe/du3SjvwYMHAQBXr15FcHAw7OzsYG9vj6CgIGRnZ1caDxE1bCxmieiloFAosHz5cpw/fx4bN27Ezz//jM8++6zC/iNGjICrqytOnjyJlJQUTJ8+HY0aNQIAXLp0CYGBgXjvvfdw5swZbNmyBUeOHEFYWFiVYrKwsIBWq0VxcTGWLVuGJUuWYPHixThz5gwCAgIwaNAg/PbbbwCA5cuXIzY2Flu3bkVGRgaio6PRsmXLcs974sQJAMC+fftw/fp17Nixo0yfoUOH4s6dOzhw4ICu7e7du0hISMCIESMAAElJSfjggw8wZcoUaDQarF69GlFRUZg/f/5z32N2djYSExOhVCp1bVqtFq6urti2bRs0Gg1mz56NGTNmYOvWrQCATz75BMHBwQgMDMT169dx/fp19OrVC0VFRQgICIC1tTWSkpKQnJyMV155BYGBgSgsLHzumIiogREiogZi5MiRYmpqKlZWVrrPkCFDyu27bds2adKkiW57w4YNYmtrq9u2traWqKioco8NDQ2VsWPH6rUlJSWJQqGQR48elXvM0+fPzMwUDw8P6datm4iIqNVqmT9/vt4x3bt3lwkTJoiIyKRJk8TPz0+0Wm255wcgO3fuFBGRrKwsASCnT5/W6zNy5EgJCgrSbQcFBcno0aN126tXrxa1Wi0lJSUiIvLmm2/KggUL9M6xadMmcXZ2LjcGEZGIiAhRKBRiZWUl5ubmAkAAyNKlSys8RkRk4sSJ8t5771UYa+m1PT099X4Gf/75p1hYWEhiYmKl5yeihotzZomoQenXrx9WrVql27aysgLweJRy4cKFuHDhAnJzc1FcXIyCggI8fPgQlpaWZc4THh6Ojz76CJs2bdL9V3mbNm0APJ6CcObMGURHR+v6iwi0Wi2ysrLQvn37cmO7f/8+XnnlFWi1WhQUFKB3795Yu3YtcnNzce3aNfj6+ur19/X1RVpaGoDHUwT++te/wtPTE4GBgXj77bfxt7/9rUY/qxEjRmDMmDH47rvvoFKpEB0djb///e9QKBS6+0xOTtYbiS0pKan05wYAnp6eiI2NRUFBAf79738jNTUVkyZN0uuzcuVKrF+/HleuXMGjR49QWFiIzp07VxpvWloaLl68CGtra732goICXLp0qRo/ASJqCFjMElGDYmVlBXd3d7227OxsvP322xg/fjzmz58Pe3t7HDlyBKGhoSgsLCy3KJszZw6GDx+OuLg4/PTTT4iIiEBMTAzeffdd5OfnY9y4cZg8eXKZ45o3b15hbNbW1jh16hQUCgWcnZ1hYWEBAMjNzX3mfXl7eyMrKws//fQT9u3bh+DgYPj7+2P79u3PPLYiAwcOhIggLi4O3bt3R1JSEr755hvd/vz8fMydOxeDBw8uc6y5uXmF51UqlbocREZG4q233sLcuXMxb948AEBMTAw++eQTLFmyBD4+PrC2tsY///lPHD9+vNJ48/Pz0bVrV71fIkrVl4f8iMjwWMwSUYOXkpICrVaLJUuW6EYdS+dnVsbDwwMeHh6YOnUq/vGPf2DDhg1499134e3tDY1GU6ZofhaFQlHuMTY2NlCr1UhOTkbfvn117cnJyejRo4dev2HDhmHYsGEYMmQIAgMDcffuXdjb2+udr3R+aklJSaXxmJubY/DgwYiOjsbFixfh6ekJb29v3X5vb29kZGRU+T6fNmvWLPj5+WH8+PG6++zVqxcmTJig6/P0yKpSqSwTv7e3N7Zs2QJHR0fY2NjUKCYiajj4ABgRNXju7u4oKirCihUrcPnyZWzatAnff/99hf0fPXqEsLAwHDx4EL///juSk5Nx8uRJ3fSBzz//HL/88gvCwsKQmpqK3377Dbt3767yA2BP+vTTT/H1119jy5YtyMjIwPTp05GamoopU6YAAJYuXYrNmzfjwoULyMzMxLZt2+Dk5FTuix4cHR1hYWGBhIQE3LhxA/fv36/wuiNGjEBcXBzWr1+ve/Cr1OzZs/Gvf/0Lc+fOxfnz55Geno6YmBjMmjWrSvfm4+ODTp06YcGCBQCAtm3b4tdff0ViYiIyMzPxxRdf4OTJk3rHtGzZEmfOnEFGRgZu376NoqIijBgxAk2bNkVQUBCSkpKQlZWFgwcPYvLkyfjjjz+qFBMRNRwsZomowfvLX/6CpUuX4uuvv8arr76K6OhovWWtnmZqaoo7d+7ggw8+gIeHB4KDg9G/f3/MnTsXANCpUyccOnQImZmZ6NOnD7p06YLZs2dDrVZXO8bJkycjPDwc06ZNQ8eOHZGQkIDY2Fi0bdsWwOMpCosWLUK3bt3QvXt3ZGdnIz4+XjfS/CQzMzMsX74cq1evhlqtRlBQUIXX9fPzg729PTIyMjB8+HC9fQEBAfjxxx+xZ88edO/eHa+99hq++eYbtGjRosr3N3XqVKxduxZXr17FuHHjMHjwYAwbNgw9e/bEnTt39EZpAWDMmDHw9PREt27d4ODggOTkZFhaWuLw4cNo3rw5Bg8ejPbt2yM0NBQFBQUcqSV6iZmIiNR1EERERERE1cGRWSIiIiIyWixmiYiIiMhosZglIiIiIqPFYpaIiIiIjBaLWSIiIiIyWixmiYiIiMhosZglIiIiIqPFYpaIiIiIjBaLWSIiIiIyWixmiYiIiMhosZglIiIiIqP1f6F7am05QC/sAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **MODEL COMPARISON**"
      ],
      "metadata": {
        "id": "FUD7S4dL97xl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "roc_auc_svm = np.nan"
      ],
      "metadata": {
        "id": "bJBlgXOs-q6V"
      },
      "execution_count": 106,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "comparison = pd.DataFrame({\n",
        "\n",
        "    \"Model\":[\n",
        "        \"Naïve Bayes\",\n",
        "        \"SVM\",\n",
        "        \"Random Forest\",\n",
        "        \"XGBoost\",\n",
        "        \"LSTM\",\n",
        "        \"BERT\"\n",
        "    ],\n",
        "\n",
        "    \"Accuracy\":[\n",
        "        accuracy_nb,\n",
        "        accuracy_svm,\n",
        "        accuracy_rf,\n",
        "        accuracy_xgb,\n",
        "        accuracy_lstm,\n",
        "        accuracy\n",
        "    ],\n",
        "\n",
        "    \"Precision\":[\n",
        "        precision_nb,\n",
        "        precision_svm,\n",
        "        precision_rf,\n",
        "        precision_xgb,\n",
        "        precision_lstm,\n",
        "        precision\n",
        "    ],\n",
        "\n",
        "    \"Recall\":[\n",
        "        recall_nb,\n",
        "        recall_svm,\n",
        "        recall_rf,\n",
        "        recall_xgb,\n",
        "        recall_lstm,\n",
        "        recall\n",
        "    ],\n",
        "\n",
        "    \"F1-Score\":[\n",
        "        f1_nb,\n",
        "        f1_svm,\n",
        "        f1_rf,\n",
        "        f1_xgb,\n",
        "        f1_lstm,\n",
        "        f1\n",
        "    ],\n",
        "\n",
        "    \"ROC-AUC\":[\n",
        "        roc_auc_nb,\n",
        "        roc_auc_svm,\n",
        "        roc_auc_rf,\n",
        "        roc_auc_xgb,\n",
        "        roc_auc_lstm,\n",
        "        roc_auc\n",
        "    ]\n",
        "\n",
        "})\n",
        "\n",
        "comparison = comparison.round(4)\n",
        "\n",
        "comparison = comparison.sort_values(\n",
        "    by=\"Accuracy\",\n",
        "    ascending=False\n",
        ")\n",
        "\n",
        "comparison.reset_index(\n",
        "    drop=True,\n",
        "    inplace=True\n",
        ")\n",
        "\n",
        "comparison"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 238
        },
        "id": "N8mVmdsm9bzE",
        "outputId": "280db495-5e23-4032-be5b-4ffc20f5da2b"
      },
      "execution_count": 107,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           Model  Accuracy  Precision  Recall  F1-Score  ROC-AUC\n",
              "0           BERT    0.8095     0.7224  0.8095    0.7626   0.9065\n",
              "1            SVM    0.7551     0.7398  0.7551    0.7125      NaN\n",
              "2        XGBoost    0.7211     0.6769  0.7211    0.6673   0.8296\n",
              "3  Random Forest    0.6939     0.6646  0.6939    0.6187   0.8279\n",
              "4    Naïve Bayes    0.6599     0.6202  0.6599    0.5519   0.8891\n",
              "5           LSTM    0.6395     0.4089  0.6395    0.4988   0.5035"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-4a89f329-2710-4b68-97be-382d4836f0fa\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>BERT</td>\n",
              "      <td>0.8095</td>\n",
              "      <td>0.7224</td>\n",
              "      <td>0.8095</td>\n",
              "      <td>0.7626</td>\n",
              "      <td>0.9065</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>SVM</td>\n",
              "      <td>0.7551</td>\n",
              "      <td>0.7398</td>\n",
              "      <td>0.7551</td>\n",
              "      <td>0.7125</td>\n",
              "      <td>NaN</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>XGBoost</td>\n",
              "      <td>0.7211</td>\n",
              "      <td>0.6769</td>\n",
              "      <td>0.7211</td>\n",
              "      <td>0.6673</td>\n",
              "      <td>0.8296</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Random Forest</td>\n",
              "      <td>0.6939</td>\n",
              "      <td>0.6646</td>\n",
              "      <td>0.6939</td>\n",
              "      <td>0.6187</td>\n",
              "      <td>0.8279</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Naïve Bayes</td>\n",
              "      <td>0.6599</td>\n",
              "      <td>0.6202</td>\n",
              "      <td>0.6599</td>\n",
              "      <td>0.5519</td>\n",
              "      <td>0.8891</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>LSTM</td>\n",
              "      <td>0.6395</td>\n",
              "      <td>0.4089</td>\n",
              "      <td>0.6395</td>\n",
              "      <td>0.4988</td>\n",
              "      <td>0.5035</td>\n",
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          },
          "metadata": {},
          "execution_count": 107
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      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "TFYtcR6l-22i"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}