fake_news_detection_preprocessing.ipynb

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        "<a href=\"https://colab.research.google.com/github/borankilic/fake-news-detection/blob/main/fake_news_detection_preprocessing.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "# NEUROMATCH 2024 - NATURAL LANGUAGE PROCESSING\n",
        "# A Novel Approach For Detecting Fake News using Deep Learning Methods\n",
        "\n",
        "### Pod: Tranquil Kolwitzia / Project Group 1\n",
        "\n",
        "- **Boran Aybak Kilic**\n",
        "- Zeinab Jalilzadeh\n",
        "- Ali Khezri\n",
        "\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "id": "eL7l7O9YbxAG"
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      "source": [
        "# @title Install dependencies\n",
        "!pip install pandas --quiet\n",
        "!pip install torchtext --quiet\n",
        "!pip install text_preprocessing"
      ],
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      "source": [
        "# @title Import Required Libraries\n",
        "# We import some libraries to load the dataset\n",
        "import os\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "from collections import Counter\n",
        "from tqdm.notebook import tqdm\n",
        "\n",
        "import torch\n",
        "import torch.nn as nn\n",
        "import torch.optim as optim\n",
        "import torch.nn.functional as F\n",
        "from torch.utils.data import TensorDataset, DataLoader\n",
        "from torchtext.vocab import vocab\n",
        "from collections import Counter, OrderedDict\n",
        "\n",
        "import torchtext\n",
        "from torchtext.data import get_tokenizer\n",
        "\n",
        "from sklearn.utils import shuffle\n",
        "from sklearn.metrics import classification_report\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.feature_extraction.text import CountVectorizer"
      ],
      "metadata": {
        "id": "KGQ9dzf5eXMZ",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "6637dca5-05a9-4f3e-eb9c-4d7d88b4d278"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/torchtext/vocab/__init__.py:4: UserWarning: \n",
            "/!\\ IMPORTANT WARNING ABOUT TORCHTEXT STATUS /!\\ \n",
            "Torchtext is deprecated and the last released version will be 0.18 (this one). You can silence this warning by calling the following at the beginnign of your scripts: `import torchtext; torchtext.disable_torchtext_deprecation_warning()`\n",
            "  warnings.warn(torchtext._TORCHTEXT_DEPRECATION_MSG)\n",
            "/usr/local/lib/python3.10/dist-packages/torchtext/utils.py:4: UserWarning: \n",
            "/!\\ IMPORTANT WARNING ABOUT TORCHTEXT STATUS /!\\ \n",
            "Torchtext is deprecated and the last released version will be 0.18 (this one). You can silence this warning by calling the following at the beginnign of your scripts: `import torchtext; torchtext.disable_torchtext_deprecation_warning()`\n",
            "  warnings.warn(torchtext._TORCHTEXT_DEPRECATION_MSG)\n",
            "/usr/local/lib/python3.10/dist-packages/torchtext/data/__init__.py:4: UserWarning: \n",
            "/!\\ IMPORTANT WARNING ABOUT TORCHTEXT STATUS /!\\ \n",
            "Torchtext is deprecated and the last released version will be 0.18 (this one). You can silence this warning by calling the following at the beginnign of your scripts: `import torchtext; torchtext.disable_torchtext_deprecation_warning()`\n",
            "  warnings.warn(torchtext._TORCHTEXT_DEPRECATION_MSG)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Load and Explore the Dataset\n"
      ],
      "metadata": {
        "id": "I6sQmP3hdJTh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Download the dataset from the Kaggle and extract the zip-file\n",
        "! kaggle datasets download -d emineyetm/fake-news-detection-datasets"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dgrKkrbHbsK7",
        "outputId": "0bac6833-8adb-4000-eea9-fea4b111bb5b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Warning: Looks like you're using an outdated API Version, please consider updating (server 1.6.15 / client 1.6.14)\n",
            "Dataset URL: https://www.kaggle.com/datasets/emineyetm/fake-news-detection-datasets\n",
            "License(s): unknown\n",
            "Downloading fake-news-detection-datasets.zip to /content\n",
            " 98% 40.0M/41.0M [00:03<00:00, 10.9MB/s]\n",
            "100% 41.0M/41.0M [00:03<00:00, 11.8MB/s]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import requests, zipfile, os\n",
        "file_name = 'fake-news-detection-datasets.zip'\n",
        "raw_data_dir = '/content/News_dataset'\n",
        "\n",
        "if not os.path.isdir(raw_data_dir):\n",
        "  with zipfile.ZipFile(file_name, 'r') as zip:\n",
        "      # printing all the contents of the zip file\n",
        "      zip.printdir()\n",
        "\n",
        "      # extracting all the files\n",
        "      print('Extracting all the files now...')\n",
        "      zip.extractall()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XegtPD-GeCdk",
        "outputId": "1f441b1c-028c-4df4-9300-f5b4ba255aae"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "File Name                                             Modified             Size\n",
            "News _dataset/Fake.csv                         2022-12-07 11:45:26     62789876\n",
            "News _dataset/True.csv                         2022-12-07 11:45:32     53582940\n",
            "Extracting all the files now...\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# We load the dataset\n",
        "\n",
        "fake_df = pd.read_csv('/content/News _dataset/Fake.csv',\n",
        "                 encoding = \"ISO-8859-1\")\n",
        "true_df = pd.read_csv('/content/News _dataset/True.csv',\n",
        "                 encoding = \"ISO-8859-1\")\n",
        "\n",
        "# Let's have a look at it\n",
        "true_df.tail()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 201
        },
        "id": "PYpiIlzBj8W6",
        "outputId": "4e4082ba-17bb-44e1-e309-7b1276d10157"
      },
      "execution_count": null,
      "outputs": [
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              "                                                   title  \\\n",
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              "21415  Vatican upbeat on possibility of Pope Francis ...   \n",
              "21416  Indonesia to buy $1.14 billion worth of Russia...   \n",
              "\n",
              "                                                    text    subject  \\\n",
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              "21413  LONDON (Reuters) - LexisNexis, a provider of l...  worldnews   \n",
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              "21416  JAKARTA (Reuters) - Indonesia will buy 11 Sukh...  worldnews   \n",
              "\n",
              "                   date  \n",
              "21412  August 22, 2017   \n",
              "21413  August 22, 2017   \n",
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              "  </button>\n",
              "\n",
              "<style>\n",
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              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
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              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
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              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
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              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
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              "            'suggestCharts', [key], {});\n",
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              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "</div>\n",
              "\n",
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              "  </div>\n"
            ],
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              "type": "dataframe",
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            }
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import requests, zipfile, os\n",
        "file_name = '/content/fake-news-detection-datasets.zip'\n",
        "raw_data_dir = '/content/test_dataset/'\n",
        "\n",
        "if not os.path.isdir(raw_data_dir):\n",
        "  with zipfile.ZipFile(file_name, 'r') as zip:\n",
        "      # printing all the contents of the zip file\n",
        "      zip.printdir()\n",
        "\n",
        "      # extracting all the files\n",
        "      print('Extracting all the files now...')\n",
        "      zip.extractall()\n",
        "#data_df = pd.read_csv('fake-news-detection-datasets.csv',\n",
        "#                 encoding = \"ISO-8859-1\")\n",
        "#data_df.columns"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "xeDxHH8SzjSA",
        "outputId": "59133ca8-ba21-4c40-e59a-5e0836f3497e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "File Name                                             Modified             Size\n",
            "News _dataset/Fake.csv                         2022-12-07 11:45:26     62789876\n",
            "News _dataset/True.csv                         2022-12-07 11:45:32     53582940\n",
            "Extracting all the files now...\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @markdown we can alternatively choose to consider only one category of news\n",
        "fake_df.subject.value_counts()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "z5OhAy43oygD",
        "outputId": "a4014b5a-1a24-4630-f0e3-4eca08bb938b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "subject\n",
              "News               9050\n",
              "politics           6841\n",
              "left-news          4459\n",
              "Government News    1570\n",
              "US_News             783\n",
              "Middle-east         778\n",
              "Name: count, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Preprocessing of Data"
      ],
      "metadata": {
        "id": "hn4Rhgql1B5O"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Label each new as 1 if it's fake and 0 if true**\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "id": "fxl49nIx07gm"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Let's first concatanate fake_df and true_df and also drop subject, date , title_length colums\n",
        "\n",
        "fake_df['label'] = 1\n",
        "true_df['label'] = 0\n",
        "news_df =  pd.concat([fake_df, true_df], ignore_index=True)\n",
        "\n",
        "news_df = news_df.drop(['subject', 'date'], axis=1)\n",
        "\n",
        "news_df.head()\n",
        "\n",
        "print(f'Number of rows: {len(news_df)}')\n",
        "news_df.tail()\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 217
        },
        "id": "l5fwOj3rxzc_",
        "outputId": "e8b2f297-c9cb-4647-cc08-f59fa3ea3bff"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Number of rows: 44898\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                                   title  \\\n",
              "44893  'Fully committed' NATO backs new U.S. approach...   \n",
              "44894  LexisNexis withdrew two products from Chinese ...   \n",
              "44895  Minsk cultural hub becomes haven from authorities   \n",
              "44896  Vatican upbeat on possibility of Pope Francis ...   \n",
              "44897  Indonesia to buy $1.14 billion worth of Russia...   \n",
              "\n",
              "                                                    text  label  \n",
              "44893  BRUSSELS (Reuters) - NATO allies on Tuesday we...      0  \n",
              "44894  LONDON (Reuters) - LexisNexis, a provider of l...      0  \n",
              "44895  MINSK (Reuters) - In the shadow of disused Sov...      0  \n",
              "44896  MOSCOW (Reuters) - Vatican Secretary of State ...      0  \n",
              "44897  JAKARTA (Reuters) - Indonesia will buy 11 Sukh...      0  "
            ],
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              "    .colab-df-buttons div {\n",
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              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
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              "        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",
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              "type": "dataframe",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"title\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"LexisNexis withdrew two products from Chinese market\",\n          \"Indonesia to buy $1.14 billion worth of Russian jets\",\n          \"Minsk cultural hub becomes haven from authorities\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"text\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"LONDON (Reuters) - LexisNexis, a provider of legal, regulatory and business information, said on Tuesday it had withdrawn two products from the Chinese market in March this year after it was asked to remove some content.  The issue of academic freedom in China hit the headlines this week after the leading British academic publisher,  Cambridge University Press, said it had complied with a request to block online access to some scholarly articles in China.  It later reversed its position.   Earlier this year LexisNexis Business Insight Solutions in China was asked to remove some content from its database,  LexisNexis said in a statement.  In March 2017, the company withdrew two products (Nexis and LexisNexis Academic) from the Chinese market.  LexisNexis is owned by information group Relx. \",\n          \"JAKARTA (Reuters) - Indonesia will buy 11 Sukhoi fighter jets worth $1.14 billion from Russia in exchange for cash and Indonesian commodities, two cabinet ministers said on Tuesday. The Southeast Asian country has pledged to ship up to $570 million worth of commodities in addition to cash to pay for the Suhkoi SU-35 fighter jets, which are expected to be delivered in stages starting in two years. Indonesian Trade Minister Enggartiasto Lukita said in a joint statement with Defence Minister Ryamizard Ryacudu that details of the type and volume of commodities were  still being negotiated . Previously he had said the exports could include palm oil, tea, and coffee. The deal is expected to be finalised soon between Indonesian state trading company PT Perusahaan Perdangangan Indonesia and Russian state conglomerate Rostec. Russia is currently facing a new round of U.S.-imposed trade sanctions. Meanwhile, Southeast Asia s largest economy is trying to promote its palm oil products amid threats of a cut in consumption by European Union countries. Indonesia is also trying to modernize its ageing air force after a string of military aviation accidents. Indonesia, which had a $411 million trade surplus with Russia in 2016, wants to expand bilateral cooperation in tourism, education, energy, technology and aviation among others. \",\n          \"MINSK (Reuters) - In the shadow of disused Soviet-era factories in Minsk, a street lined with eclectic bars, art galleries and yoga studios has become a haven from the vigilant eyes of the Belarussian authorities.  This place is like an island,  said Yegor, 21, who works at  popular bar Hooligan.  It s the street of freedom.  The government of President Alexander Lukashenko, who has ruled Belarus for the past 23 years and has boasted that he is  the last and only dictator in Europe  ,has little tolerance for any opposition. A powerful police force and feared state security  keep citizens in check. But police patrols are rare in Oktyabrskaya, partly due to its location on an out-of-the-way peninsula in a bend of the river Svislach. When the first restaurant opened there in 2012, few visitors came but now it ranks among the most fashionable quarters of Minsk.  Such is the growing popularity of that Oktyabrskaya that investors such as Belgazprombank, a subsidiary of state-owned Russian lender Gazprombank, have big plans for the district. Earlier this year the bank purchased part of a factory there and intends to turn it into a gallery, restaurant and theater complex. The manufacturing sector has not entirely abandoned Oktyabrskaya - one  machine-making factory named after the 1917 October Revolution (MZOR) still operates there. Financial difficulties prompted state-owned MZOR to lease or sell some of its facilities to Oktyabrskaya s developers, but the firm still maintains some production with a reduced workforce. Mikhail, who has worked at the factory for 42 years, said he approves of the influx of new  hipster  businesses.  The street has come back to life,  he said. Oktyabrskaya s long-term future ultimately depends on the authorities good favor, cultural analyst Maksim Zhbankov said.  For now they tolerate it. But I can t say that someone won t turn up tomorrow and say they ve decided to tear it all down,  he said. \"\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\": 0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 30
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "We can only take the text columns to consideration or we can concatanate the title and text colums to be processed by our deep neural network.\n",
        "\n",
        "Uncomment the code block accordingly."
      ],
      "metadata": {
        "id": "9Y5afdwc7ig-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "## Only include the title\n",
        "#news_df = news_df.drop(['text'], axis=1)\n",
        "\n",
        "# Concatanate title and text colums\n",
        "try:\n",
        "  news_df['content'] = news_df['title'] + ' ' + news_df['text']\n",
        "  news_df = news_df.drop(['title', 'text'], axis=1)\n",
        "except KeyError:\n",
        "  pass\n",
        "# Drop title and text colums\n",
        "\n",
        "news_df.reset_index(drop=True, inplace=True)\n",
        "news_df.tail()\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 201
        },
        "id": "3VrnHSST0Hbg",
        "outputId": "04ad2559-debf-41a4-d64c-8231c6a40434"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      label                                            content\n",
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              "6332      1  Anti-Trump Protesters Are Tools of the Oligarc...\n",
              "6333      0  In Ethiopia, Obama seeks progress on peace, se...\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"The \\u2018P\\u2019 in PBS Should Stand for \\u2018Plutocratic\\u2019 or \\u2018Pentagon\\u2019 The \\u2018P\\u2019 in PBS Should Stand for \\u2018Plutocratic\\u2019 or \\u2018Pentagon\\u2019 Posted on Oct 27, 2016 ( WikiMedia ) \\nIn a television commercial that the Public Broadcasting System (PBS) ran for years, \\u201cPBS NewsHour\\u201d host Gwen Ifill declared that she loved her job because it allowed her to \\u201cask not only all of my questions but also and more importantly all of your questions .\\u201d This assertion was and remains absurd, just like her network\\u2019s regular fundraising claim to be free of corporate sponsors. \\nThe claim has long been contradicted by the string of corporate-image commercials (purchased by leading financial, defense, auto, insurance and rail corporations) that appear before the network\\u2019s nightly \\u201cNewsHour\\u201d broadcast\\u2014along with a list of corporate-sponsored foundations and superwealthy individuals who pay for the show, along with \\u201cregular viewers like you.\\u201d \\nConsistent with those commercials and despite its name, the news and commentary one finds on PBS is in rich tune with the narrow capitalist parameters of acceptable coverage and debate that typify the more fully and explicitly for-profit and commercialized corporate media. As progressive journalist David Sirota suggested two years ago , reflecting on recent investigations showing that supermoneyed, right-wing capitalists such as the Koch brothers and Texas billionaire John Arnold had (along with more liberal software mogul Bill Gates) influenced PBS content through multimillion-dollar donations, the \\u201cP\\u201d in PBS often seems to more properly stand for \\u201cPlutocratic,\\u201d not \\u201cPublic.\\u201d \\nAdvertisement Square, Site wide \\nNone of this should be surprising to anyone familiar with the distinctively big-business-dominated history of U.S. broadcast media . Because the United States fails to provide anything like adequate funding for public broadcasting, both PBS and National Public Radio (a regular vehicle for neoliberal business ideology) depend upon foundations, corporations and wealthy individuals to pay for much of their programming. Beneath their standard claims to have no interest in shaping public media content, these private funders have bottom-line agendas, meaning that their contributions come with strings attached\\u2014strings that undermine the integrity of the \\u201cindependent\\u201d journalism they bankroll. (For what it\\u2019s worth, between 1994 and 2014, the \\u201cNewsHour\\u201d was primarily owned by the for-profit firm Liberty Media . Liberty Media was run by the conservative and politically active billionaire John Malone, who had a majority stake in MacNeil/Lehrer Productions, the show\\u2019s producer.) \\nThe Pentagon Broadcasting System? \\nWhat might seem more surprising, perhaps, is the remarkable extent to which the \\u201cP\\u201d in PBS often seems to stand for \\u201cPentagon,\\u201d or perhaps \\u201cPresidential,\\u201d when it comes to foreign policy content. Whatever the global issue of the day or week, \\u201cNewsHour\\u201d anchors and their invited \\u201cexperts\\u201d can be counted on to report and reflect in accord with the doctrinal assumption that Washington always operates with the best of intentions. They almost uniformly treat the U.S. as a great, benevolent and indispensable force for freedom, democracy, security, peace and order in a dangerous world full of evil and deadly actors. \\nThe show\\u2019s invited commentators are drawn primarily from the nation\\u2019s imperial establishment. They are commonly current or retired insiders from within the Pentagon, the White House, the \\u201cintelligence community\\u201d and/or the nation\\u2019s elite network of foreign policy think tanks: the Council on Foreign Relations (the granddaddy of all U.S. ruling-class think tanks ), the Carnegie Endowment for International Peace, the Aspen Institute, the Atlantic Council, the Rand Corp. and the Hoover Institution, to name a handful. \\u201cNewsHour\\u201d anchors and guests generally agree that the United States\\u2019 officially designated enemies are malevolent bad guys who need to be contained, controlled and even attacked by the ultimate good guy, Uncle Sam. \\nNot surprisingly, the long and ongoing record of U.S. imperial arrogance and criminality (more on that below) is swept down George Orwell\\u2019s memory hole even as new entries are added to the ugly registry. When reported by the \\u201cNewsHour,\\u201d horrific crimes committed by the U.S. military are always treated as well-intended mistakes. Along with the rest of the mainstream U.S. media, the \\u201cNewsHour\\u201d \\u201cinsist[s] that Russia deliberately bombs hospitals, etc., whereas if we do it, it is, of course, an accident .\\u201d \\nThere\\u2019s some room for disagreement between and among the show\\u2019s invited experts\\u2014including the show\\u2019s semi-loopy foreign policy authority, Margaret Warner\\u2014about specific U.S. foreign policy tactics, strategies and actions. There\\u2019s no space for serious debate about the immorality, lawlessness or imperial nature of that policy. On the rare occasions \\u201cNewsHour\\u201d anchors seem to challenge guests from the White House or Pentagon on foreign policy matters, it is generally to ask why the U.S. isn\\u2019t going harder at the officially certified bad guys. \\nAmerica as Umpire, Not Empire \\nThe foreign policy coverage and commentary doesn\\u2019t get much better in the documentary division of PBS. A recent documentary (first aired nationally last week) shown by PBS bears the risible title \\u201cAmerican Umpire\\u201d\\u2014an obvious World Series season play on what the filmmakers see as the preposterous notion of an American empire. It is narrated by ex-Marine and former \\u201cNewsHour\\u201d host and producer Jim Lehrer. Developed by the right-wing Hoover Institution and \\u201ctargeted for PBS\\u201d (the organization\\u2019s own revealing phrase), \\u201cAmerican Umpire\\u201d takes the doctrinal \\u201cAmerican exceptionalist,\\u201d U.S.-good-and-civilized-rest-of-world-dangerous-and-bad narrative to absurd lengths. \\nIt provides extensive \\u201cexpert\\u201d commentary from such former imperial operatives as Madeline Albright (the onetime U.S. secretary of state who led the charge to criminally bomb Serbia and who went on CBS\\u2019 \\u201c60 Minutes\\u201d to say that the death of more than half a million Iraqi children killed by Washington-led \\u201ceconomic sanctions\\u201d was \\u201ca price worth paying\\u201d for the advance of U.S. foreign policy goals), Condoleezza Rice (George W. Bush\\u2019s neoconservative national security adviser before and during the arch-criminal U.S. invasion of Iraq), Gen. Jim \\u201cMad Dog\\u201d Mattis (an Iraq invasion commander and a former chief of the U.S. Central Command, who two years ago told a San Diego audience that \\u201cit\\u2019s fun to shoot people\\u201d), George Schultz (the Reagan-era secretary of state who called the Sandinista government in Nicaragua \\u201ca cancer in our own land mass\\u201d that must be \\u201ccut out\\u201d) and Karl Eikenberry (a retired Army lieutenant general who commanded U.S. forces in Afghanistan 10 years ago). \\nWith further commentary from a handful of mostly conservative academicians\\u2014above all the nationalist Texas A&M historian Elizabeth Cobbs ( author of a book on which the documentary is based), \\u201cAmerican Umpire\\u201d portrays 20th and 21st century U.S. foreign policy as nothing more than a noble effort to selflessly provide welcome and fair rules and discipline on the rest of a childish, dangerous and reckless planet (think \\u201cLord of the Flies\\u201d) that lacks the exceptional historical experience bequeathed to U.S. leaders by the nation\\u2019s far-seeing Founding Fathers. The only substantive criticism of U.S. foreign policy in \\u201cAmerican Umpire\\u201d is the complaint, voiced by numerous interview subjects, that America harms itself to the benefit of others (the Europeans above all) by taking upon its shoulders too much of the burden of benevolently policing the planet. We are just too good for our own good. \\nOur Real Task \\nThere is not space here to discuss in responsible detail the epic historical deletions and distortions this narrative imposes. The omissions are staggering. They range from the slaughter of hundreds of thousands of Filipinos resisting U.S. imperial invasion and occupation at the last century\\u2019s outset to the restoration of de facto slavery in Haiti and the Dominican Republic after World War I; the unnecessary atom bombing of Hiroshima and, even worse, of Nagasaki (really the first shots of the Cold War ); the toppling of more than 50 governments by U.S. coups and invasions since the end of World War II; the liquidation of perhaps as many as 5 million Southeast Asians in the so-called Vietnam War between 1962 and 1975; the Cold War-era sponsorship of Third World fascism from Chile to South Africa and Indonesia; the attempted assassinations of Fidel Castro and numerous CIA-directed terror bombings in socialist Cuba; the near instigation of global thermonuclear war on at least three occasions; the development and sponsorship of Osama bin Laden and other radically arch-reactionary, jihadist Muslim, paramilitary forces to fight the Cold War against the Soviet Union in Afghanistan; the \\u201cHighway of Death,\\u201d when U.S. warplanes engaged in an aerial traffic jam as they rushed to slaughter tens of thousands of surrendered Iraqi troops retreating from Iraq in 1991; the coordination and sponsorship of a mass-murderous civil war on peasants, workers and intellectuals (with a death toll well into the many hundreds of thousands) in Central America during the 1970s and 1980s; the disastrous U.S. invasion of Iraq (responsible for at least 1 million Iraqi deaths); the calamitous U.S. toppling of the Libyan Gadhafi regime; the calamitous destabilization of the Syrian regime; the U.S. funding and encouragement of civil war in central Africa; the enablement and protection of a vicious right-wing coup in Honduras in the spring and summer of 2009; the criminal U.S. global war of terror, replete with rampant \\u201ctargeted assassinations,\\u201d torture, illegal renditions, endless drone war and special-forces killing operations across the Muslim world and other places as well. \\n\\u201cAmerican Umpire\\u201d hides these horrific transgressions and the imperial calculations behind much of U.S. foreign policy past and present. As numerous key U.S. planning documents reveal over and over, the goal of that policy was to maintain and, if necessary, install governments that \\u201cfavor[ed] private investment of domestic and foreign capital, production for export, and the right to bring profits out of the country.\\u201d Given the United States\\u2019 remarkable possession of half the world\\u2019s capital after World War II, Washington elites had no doubt that U.S. investors and corporations would profit the most. Internally, the basic, selfish, national and imperial objectives were openly and candidly discussed. As the \\u201cliberal\\u201d and \\u201cdovish\\u201d imperialist, top State Department planner and key Cold War architect George F. Kennan explained in Policy Planning Study 23, a critical 1948 document: \\u201cWe have about 50% of the world\\u2019s wealth, but only 6.3% of its population. \\u2026 In this situation, we cannot fail to be the object of envy and resentment. Our real task in the coming period is to devise a pattern of relationships which will permit us to maintain this position of disparity. \\u2026 To do so, we will have to dispense with all sentimentality and day-dreaming. ... The less we are then hampered by idealistic slogans, the better.\\u201d \\nThe necessity of dispensing with \\u201chuman rights\\u201d and other \\u201csentimental\\u201d and \\u201cunreal objectives\\u201d was especially pressing in the \\u201cglobal south.\\u201d Washington assigned the vast periphery of the world economic (capitalist) system\\u2014Africa, Latin America, Southeast Asia and the energy-rich and thus strategically hypersignificant Middle East\\u2014a less than flattering role. It was to \\u201cfulfill its major function as a source of raw materials and a market\\u201d ( actual State Department language ) for the great industrial (capitalist) nations (excluding \\u201csocialist\\u201d Russia and its satellites). It was to be exploited both for the benefit of U.S. corporations/investors and for the reconstruction of Europe and Japan as prosperous U.S. trading and investment partners organized on properly capitalist principles that were hostile to the Soviet bloc. \\n\\u201cDemocracy\\u201d was fine as a slogan and benevolent, idealistic-sounding mission statement when it came to marketing this core, underlying, ultra-imperialist U.S. policy at home and abroad. Because most people in the \\u201cThird World\\u201d had no interest in neocolonial subordination and subscribed to what U.S. intelligence officials considered the heretical \\u201cidea that government has direct responsibility for the welfare of its people\\u201d (what post-World War II U.S. planners called \\u201ccommunism\\u201d), Washington\\u2019s real-life commitment to popular governance abroad was strictly qualified, to say the least. \\u201cDemocracy\\u201d was suitable to the U.S. as long as its outcomes comported with the interests of U.S. investors/corporations and related U.S. geopolitical objectives. It had to be abandoned, undermined and/or crushed when it threatened those investors/corporations and the broader imperatives of business rule to any significant degree. As President Richard Nixon\\u2019s coldblooded National Security Adviser Henry Kissinger explained in June 1970, three years before the U.S. sponsored a fascist coup that overthrew Chile\\u2019s democratically elected leftist President Salvador Allende, \\u201cI don\\u2019t see why we need to stand by and watch a country go Communist because of the irresponsibility of its own people.\\u201d \\nThe selfish imperial cynicism of U.S. foreign policy continues to this day, into the post-Cold War and post-9/11 era. As leading Dutch political scientists Bastiaann van Apeldoorn and Nana de Graaff write in their important new volume , \\u201cAmerican Grand Strategy and Corporate Elite Networks: The Open Door Since the End of the Cold War,\\u201d \\u201cFrom the end of the 19th nineteenth century onward, American grand strategy has pursued a liberal expansionism aimed at the creation of a global hegemony premised upon open, \\u201cfree\\u201d markets, to which global capital\\u2014and, above all, U.S. transnational capital\\u2014has full access. \\u2026 The global Open Door has continued to define the ends of the American grand strategy throughout the post-Cold War era.\\u201d Because\\u2014as during and before\\u2014the Cold War\\u2019s end, Washington\\u2019s commitment to \\u201cdemocracy\\u201d and \\u201chuman rights\\u201d is conditional and hypocritical: The noble principles are fine insofar as they serve the free-market hegemony of global and especially U.S. transnational capital. They are dispensed with, even as U.S. policymakers trumpet them, when they do not.\",\n          \"Jeb Bush Is Suddenly Attacking Trump. Here's Why That Matters Jeb Bush Is Suddenly Attacking Trump. Here's Why That Matters\\n\\nJeb Bush isn't pulling punches anymore when it comes to Donald Trump.\\n\\nThe former Florida governor has delicately danced around the billionaire businessman in the 2016 presidential primary so far. But the gloves came off this week when Bush called out Trump as a closet Democrat. He was trying to stunt Trump's rise while attempting to recover his own political mojo.\\n\\n\\\"What Jeb is desperately trying to do is find his swagger right now,\\\" GOP strategist Ford O'Connell said. \\\"The knock against Jeb is that he's low voltage and not willing to fight. The best way to shake those perceptions it to engage against the person who is in the media on a 24/7 loop.\\\"\\n\\nIt's a change from Bush's approach to this point. He hasn't lobbed many direct attacks at Trump other than delicately condemning his criticism of Arizona Sen. John McCain's war service and his attacks against Fox News' Megyn Kelly.\\n\\nEven in this month's first debate, Bush swatted down a story that he had allegedly called Trump a \\\"buffoon\\\" and a \\\"clown,\\\" saying only that Trump's language had been \\\"divisive.\\\" Trump called Bush \\\"a true gentleman.\\\"\\n\\nThe detente ended this week. So far, most of the top-tier candidates have avoided directly attacking Trump, treating him with kid gloves so as not to anger the part of the GOP base to which Trump appeals.\\n\\nIn other words, the very voters they need when, they hope, Trump fades.\\n\\nIn split-screen New Hampshire town halls this week, Bush and Trump volleyed attacks on each other. Bush took his most pointed jabs at the current front-runner, underscoring Trump's past history as a Democrat and the liberal positions he used to hold.\\n\\n\\\"Mr. Trump doesn't have a proven conservative record,\\\" Bush said, according to the Washington Post. \\\"He was a Democrat longer in the last decade than he was a Republican. He has given more money to Democrats than he's given to Republicans.\\\"\\n\\nBush went on to attack Trump over his hard-line immigration proposal, arguing it was not just \\\"vitriolic\\\" but would have a massive price tag.\\n\\n\\\"Hundreds of billions of dollars of costs to implement his plans is not a conservative plan,\\\" Bush said. \\\"This is going to be my pitch: Let's support someone who you don't have to guess where he stands because he's consistent, because he's been governor, he's consistently had the views that he has.\\\"\\n\\nOver the next few days, Bush continued the hits on social media.\\n\\nBut Trump, never one to miss a moment to retaliate, didn't pull his punches, either. At his own town hall Wednesday, Trump blasted Bush as an unelectable \\\"low-energy person.\\\"\\n\\n\\\"You know what's happening to Jeb's crowd just down the street? They're sleeping!\\\" Trump said to applause.\\n\\nSince then, Trump has also ramped up his attacks against Bush on Twitter.\\n\\nThe move to more hot rhetoric may have tripped Bush up, though. Consider his use of the phrase \\\"anchor babies.\\\" While immigration reform is something Bush is passionate about \\u2014 and has even written a book about \\u2014 he's often criticized within the GOP as too liberal on the issue. Instead, a more combative Bush appeared to use the loaded phrase for the first time.\\n\\nHe was left struggling to defend his use of it. It may have been a signal that the attack-dog crouch he's taking is still one that isn't completely comfortable to Bush, who earlier said he wanted to campaign \\\"joyfully.\\\"\\n\\nOther candidates have embraced hitting Trump. Kentucky Sen. Rand Paul went after him forcefully in the debate, though his punch \\u2014 that Trump was hedging his bets to support Hillary Clinton if she wins the presidency \\u2014 didn't appear to land.\\n\\nOther candidates like Ohio Gov. John Kasich demurred. In the earlier GOP debate that night, former Texas Gov. Rick Perry and businesswoman Carly Fiorina also jabbed at Trump.\\n\\nBush, though, needs to close the floodgates. He's dropped in national polls as Trump has risen. And, in New Hampshire, where Bush once led, Trump and even newcomer Kasich have seen surges.\\n\\nCullen, a former New Hampshire GOP chairman, said the change in tone and tactics was a smart move for Bush, one that could help him in the Granite State.\\n\\n\\\"I think it's good politics for Jeb,\\\" said Fergus Cullen, a former New Hampshire Republican Party chairman. \\\"There's 25 percent of the Republicans who are entertained by Donald Trump. But there's 60 percent of the party who say they won't vote for him under any circumstances. Those aren't Jeb Bush's people to begin with. He's trying to appeal to the other 60 percent by being the adult in the room and trying to govern.\\\"\\n\\nO'Connell agreed. He pointed out that even if this new approach is one that's uncomfortable for Bush, it's necessary.\\n\\n\\\"In a lot of elections, being the studious one would have worked,\\\" he said, \\\"but Trump has flipped the script.\\\"\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 56
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Let's see how a typical sentence looks like\n",
        "import pprint\n",
        "print(news_df.content[0])\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BooKXYme8dAv",
        "outputId": "99e0a631-dbcb-4b7e-d365-915eff589665"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "You Can Smell Hillary’s Fear Daniel Greenfield, a Shillman Journalism Fellow at the Freedom Center, is a New York writer focusing on radical Islam. \n",
            "In the final stretch of the election, Hillary Rodham Clinton has gone to war with the FBI. \n",
            "The word “unprecedented” has been thrown around so often this election that it ought to be retired. But it’s still unprecedented for the nominee of a major political party to go war with the FBI. \n",
            "But that’s exactly what Hillary and her people have done. Coma patients just waking up now and watching an hour of CNN from their hospital beds would assume that FBI Director James Comey is Hillary’s opponent in this election. \n",
            "The FBI is under attack by everyone from Obama to CNN. Hillary’s people have circulated a letter attacking Comey. There are currently more media hit pieces lambasting him than targeting Trump. It wouldn’t be too surprising if the Clintons or their allies were to start running attack ads against the FBI. \n",
            "The FBI’s leadership is being warned that the entire left-wing establishment will form a lynch mob if they continue going after Hillary. And the FBI’s credibility is being attacked by the media and the Democrats to preemptively head off the results of the investigation of the Clinton Foundation and Hillary Clinton. \n",
            "The covert struggle between FBI agents and Obama’s DOJ people has gone explosively public. \n",
            "The New York Times has compared Comey to J. Edgar Hoover. Its bizarre headline, “James Comey Role Recalls Hoover’s FBI, Fairly or Not” practically admits up front that it’s spouting nonsense. The Boston Globe has published a column calling for Comey’s resignation. Not to be outdone, Time has an editorial claiming that the scandal is really an attack on all women. \n",
            "James Carville appeared on MSNBC to remind everyone that he was still alive and insane. He accused Comey of coordinating with House Republicans and the KGB. And you thought the “vast right wing conspiracy” was a stretch. \n",
            "Countless media stories charge Comey with violating procedure. Do you know what’s a procedural violation? Emailing classified information stored on your bathroom server. \n",
            "Senator Harry Reid has sent Comey a letter accusing him of violating the Hatch Act. The Hatch Act is a nice idea that has as much relevance in the age of Obama as the Tenth Amendment. But the cable news spectrum quickly filled with media hacks glancing at the Wikipedia article on the Hatch Act under the table while accusing the FBI director of one of the most awkward conspiracies against Hillary ever. \n",
            "If James Comey is really out to hurt Hillary, he picked one hell of a strange way to do it. \n",
            "Not too long ago Democrats were breathing a sigh of relief when he gave Hillary Clinton a pass in a prominent public statement. If he really were out to elect Trump by keeping the email scandal going, why did he trash the investigation? Was he on the payroll of House Republicans and the KGB back then and playing it coy or was it a sudden development where Vladimir Putin and Paul Ryan talked him into taking a look at Anthony Weiner’s computer? \n",
            "Either Comey is the most cunning FBI director that ever lived or he’s just awkwardly trying to navigate a political mess that has trapped him between a DOJ leadership whose political futures are tied to Hillary’s victory and his own bureau whose apolitical agents just want to be allowed to do their jobs. \n",
            "The only truly mysterious thing is why Hillary and her associates decided to go to war with a respected Federal agency. Most Americans like the FBI while Hillary Clinton enjoys a 60% unfavorable rating. \n",
            "And it’s an interesting question. \n",
            "Hillary’s old strategy was to lie and deny that the FBI even had a criminal investigation underway. Instead her associates insisted that it was a security review. The FBI corrected her and she shrugged it off. But the old breezy denial approach has given way to a savage assault on the FBI. \n",
            "Pretending that nothing was wrong was a bad strategy, but it was a better one that picking a fight with the FBI while lunatic Clinton associates try to claim that the FBI is really the KGB. \n",
            "There are two possible explanations. \n",
            "Hillary Clinton might be arrogant enough to lash out at the FBI now that she believes that victory is near. The same kind of hubris that led her to plan her victory fireworks display could lead her to declare a war on the FBI for irritating her during the final miles of her campaign. \n",
            "But the other explanation is that her people panicked. \n",
            "Going to war with the FBI is not the behavior of a smart and focused presidential campaign. It’s an act of desperation. When a presidential candidate decides that her only option is to try and destroy the credibility of the FBI, that’s not hubris, it’s fear of what the FBI might be about to reveal about her. \n",
            "During the original FBI investigation, Hillary Clinton was confident that she could ride it out. And she had good reason for believing that. But that Hillary Clinton is gone. In her place is a paranoid wreck. Within a short space of time the “positive” Clinton campaign promising to unite the country has been replaced by a desperate and flailing operation that has focused all its energy on fighting the FBI. \n",
            "There’s only one reason for such bizarre behavior. \n",
            "The Clinton campaign has decided that an FBI investigation of the latest batch of emails poses a threat to its survival. And so it’s gone all in on fighting the FBI. It’s an unprecedented step born of fear. It’s hard to know whether that fear is justified. But the existence of that fear already tells us a whole lot. \n",
            "Clinton loyalists rigged the old investigation. They knew the outcome ahead of time as well as they knew the debate questions. Now suddenly they are no longer in control. And they are afraid. \n",
            "You can smell the fear. \n",
            "The FBI has wiretaps from the investigation of the Clinton Foundation. It’s finding new emails all the time. And Clintonworld panicked. The spinmeisters of Clintonworld have claimed that the email scandal is just so much smoke without fire. All that’s here is the appearance of impropriety without any of the substance. But this isn’t how you react to smoke. It’s how you respond to a fire. \n",
            "The misguided assault on the FBI tells us that Hillary Clinton and her allies are afraid of a revelation bigger than the fundamental illegality of her email setup. The email setup was a preemptive cover up. The Clinton campaign has panicked badly out of the belief, right or wrong, that whatever crime the illegal setup was meant to cover up is at risk of being exposed. \n",
            "The Clintons have weathered countless scandals over the years. Whatever they are protecting this time around is bigger than the usual corruption, bribery, sexual assaults and abuses of power that have followed them around throughout the years. This is bigger and more damaging than any of the allegations that have already come out. And they don’t want FBI investigators anywhere near it. \n",
            "The campaign against Comey is pure intimidation. It’s also a warning. Any senior FBI people who value their careers are being warned to stay away. The Democrats are closing ranks around their nominee against the FBI. It’s an ugly and unprecedented scene. It may also be their last stand. \n",
            "Hillary Clinton has awkwardly wound her way through numerous scandals in just this election cycle. But she’s never shown fear or desperation before. Now that has changed. Whatever she is afraid of, it lies buried in her emails with Huma Abedin. And it can bring her down like nothing else has.  \n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "As you can see we have lot of redundant words and characters. We need to clean the text so that we're left with a pure input from which we can infer meaning."
      ],
      "metadata": {
        "id": "BWgOImEq-3IA"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Remove the word 'Reuters' from the text\n",
        "# @markdown Since all the true news are collected from Reuters.com, most of them contain the tag reuters. We should delete all instances of this tag in order make the model learn essential features rather than just classifying them based on containing the reuters tag or not.\n",
        "count_before = news_df['content'].str.count('Reuters').sum()\n",
        "news_df['content'] = news_df['content'].str.replace('Reuters', '', regex=False)\n",
        "news_df['content'] = news_df['content'].str.replace('reuters', '', regex=False)\n",
        "news_df['content'] = news_df['content'].str.replace('Reuter', '', regex=False)\n",
        "news_df['content'] = news_df['content'].str.replace('reuter', '', regex=False)\n",
        "count_after = news_df['content'].str.count('Reuters').sum()\n",
        "\n",
        "print(f\"Total instances of the word 'Reuters': {count_before}\")\n",
        "print(f\"Total instances of the word 'Reuters': {count_after}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "iWJ3RHL2LLrS",
        "outputId": "4bc026cc-6334-4cd9-e54d-986cdebe038f",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Total instances of the word 'Reuters': 259\n",
            "Total instances of the word 'Reuters': 0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "##Text Preprocessing"
      ],
      "metadata": {
        "id": "SnFGjj8geA4y"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import nltk\n",
        "import re\n",
        "from nltk.corpus import stopwords\n",
        "from nltk.stem import WordNetLemmatizer    # lemmatize\n",
        "from wordcloud import WordCloud, STOPWORDS\n",
        "import string\n",
        "from tqdm import tqdm\n",
        "\n",
        "nltk.download('stopwords')\n",
        "nltk.download('wordnet')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "THFed5dKidqe",
        "outputId": "06242754-c95c-406f-9d48-d87d8aae7730"
      },
      "execution_count": null,
      "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 wordnet to /root/nltk_data...\n",
            "[nltk_data]   Package wordnet is already up-to-date!\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "True"
            ]
          },
          "metadata": {},
          "execution_count": 52
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def remove_whitespaces(text):\n",
        "    return ' '.join(text.split())\n",
        "\n",
        "# Example usage\n",
        "news_df['content'] = news_df['content'].apply(remove_whitespaces)\n",
        "news_df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 411
        },
        "id": "5mZFS-v9C23O",
        "outputId": "8c34a9a3-a881-4577-df00-49d1a56a8422"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "      label                                            content\n",
              "0         1  you can smell hillarys fear daniel greenfield ...\n",
              "1         1  watch the exact moment paul ryan committed pol...\n",
              "2         0  kerry to go to paris in gesture of sympathy us...\n",
              "3         1  bernie supporters on twitter erupt in anger ag...\n",
              "4         0  the battle of new york why this primary matter...\n",
              "...     ...                                                ...\n",
              "6330      0  state department says it can not find emails f...\n",
              "6331      1  the p in pbs should stand for plutocratic or p...\n",
              "6332      1  antitrump protesters are tools of the oligarch...\n",
              "6333      0  in ethiopia obama seeks progress on peace secu...\n",
              "6334      0  jeb bush is suddenly attacking trump heres why...\n",
              "\n",
              "[6335 rows x 2 columns]"
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              "  <div id=\"df-81e700bc-3221-4615-a60e-e1c1a0b27fbc\" class=\"colab-df-container\">\n",
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              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6330</th>\n",
              "      <td>0</td>\n",
              "      <td>state department says it can not find emails f...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6331</th>\n",
              "      <td>1</td>\n",
              "      <td>the p in pbs should stand for plutocratic or p...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6332</th>\n",
              "      <td>1</td>\n",
              "      <td>antitrump protesters are tools of the oligarch...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6333</th>\n",
              "      <td>0</td>\n",
              "      <td>in ethiopia obama seeks progress on peace secu...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6334</th>\n",
              "      <td>0</td>\n",
              "      <td>jeb bush is suddenly attacking trump heres why...</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>6335 rows × 2 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
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              "        const element = document.querySelector('#df-81e700bc-3221-4615-a60e-e1c1a0b27fbc');\n",
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              "                                                    [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",
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              "\n",
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              "\n",
              "      .colab-df-generate:hover {\n",
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              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('news_df')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "news_df",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 6335,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6304,\n        \"samples\": [\n          \"isis claim responsibility for shooting at texas muhammad cartoon contest the islamic state terror group isis tuesday issued a claim of responsibility for sundays attack on a texas cartoon contest featuring images of the muslim prophet muhammad the claim was made in an audio message on the groups al bayan radio station based in the syria city of raqqa which isis has proclaimed to be the capital of its selfproclaimed caliphate it is the first time isis has taken credit for an attack on us soil though it was not immediately clear whether the groups claim was an opportunistic coopting of a socalled lone wolf attack as its own the message described the shooting suspects as two soldiers of the caliphate and added we tell america that what is coming is more bitter and harder and you will see from the soldiers of the caliphate what harms you the message also said the contest which was being put on by a group known for controversial rhetoric about islam was portraying negative images of the prophet muhammad house homeland security committee chairman michael mccaul rtexas told fox news tuesday that the attack was terrorism and at the very least inspired by isis mccaul also said in the days leading up to the attack a joint fbi and homeland security bulletin was circulated and security for the event had been ramped up as a result in garland understanding that it was a target an investigation following the attack revealed a striking connection between at least one of the gunmen and a twitter account based overseas suggesting that isis operatives had knowledge of the attack beforehand and that the same fighters encouraged the shooters a counterterrorism source told fox news one britishbased jihadi in syria who does not tweet on a regular basis sent out a message within an hour of the attack praising both men another established isis twitter account suggested he had been in contact with one of the gunmen just prior to the attack using messages such as he tried to reach him but just missed him the source said the social media appeared to show encouragement and mentoring the contest had been expected to draw outrage from the muslim community according to mainstream islamic tradition any physical depiction of muhammad even a respectful one is considered blasphemous and drawings similar to those featured at the texas event have sparked violence around the world authorities say the suspects identified as elton simpson and nadir soofi drove up to the building where the contest was being held in the dallas suburb of garland and opened fire an unarmed school district security guard was wounded before a garland police officer returned fire and killed both men soofi had a long standing hatred of police and had studied overseas in islamabad pakistan according to a facebook account that has since been disabled he once owned a pizza and hot wings restaurant in phoenix called cleopatra but sold it years ago as it was struggling the new york times reports public records showed that soofi and simpson were living in the same apartment complex in phoenix but it was not clear if they lived together according to the newspaper homeland security secretary jeh johnson said in a statement monday that law enforcement authorities are investigating the mens motives and all circumstances surrounding the attack court documents show that simpson had first been noticed by the fbi in due to his ties to a a former us navy sailor who had been arrested in phoenix and was ultimately convicted of terrorismrelated charges in simpson was arrested one day before he was scheduled to fly to south africa to undertake what he claimed were religious studies at a madrassa recordings played at simpsons trial indicated that he was using his studies as an excuse to travel to somalia to link up with militant fighters there despite the more than hours of recorded conversations including simpsons discussions about fighting nonbelievers for allah whom he referred to as kuffars the government prosecuted him on only one minor charge lying to a federal agent he faced three years of probation and dollar in fines and court fees there have been numerous attacks in western countries believed related in some way to the group which holds roughly a third of iraq and syria in october canada was hit by two terror attacks by socalled lone wolves believed to have been inspired by the islamic state group in ottawa a gunman shot and killed a soldier at canadas national war memorial and then stormed parliament before being gunned down two days earlier a man ran over two soldiers in a parking lot in quebec killing one and injuring the other before being shot to death by police fox news catherine herridge and the associated press contributed to this report\",\n          \"tax calculator the federal debt the federal government must make regular interest payments on the money it has borrowed to finance past deficits that is on the national debt held by the public the congressional budget office has estimated that the federal governments net interest payments on that debt will total dollar billion in the fiscal year working americans end up having to foot that very large bill to varying degrees based on each individual taxpayers adjusted gross income click here to see your share of the federal debt and the cbo expects that this challenge will accelerate over the next decade current interest rates are low by historical standards and higher interest rates means higher interest payments it is projected that net interest costs will more than triple over the next decade reaching dollar billion in these numbers pose a real threat the cbo has issued warnings about the serious negative consequences that such high and rising debt and interest payments on the debt could have on both the economy and the federal budget the large amount of debt might restrict policymakers ability to use tax and spending policies to respond to unexpected future challenges such as economic downturns or financial crises the cbo said in a recent report in the same report they also cautioned that continued growth in the debt could lead investors to doubt the governments willingness or ability to pay its obligations which would require the government to pay much higher interest rates on its borrowing going forward\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 74
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Expanding Contractions\n",
        "\n",
        "def text_preproces(x):\n",
        "    x = str(x).lower()\n",
        "    x = x.replace('%',' percent').replace('₹',' rupee').replace('$',' dollar').replace('€',' euro')\\\n",
        "                                .replace(',000,000','m').replace('000','k').replace('′',\"'\").replace(\"’\",\"'\")\\\n",
        "                                .replace(\"won't\",\"will not\").replace(\"can't\",'can not').replace(\"shouldn't\",\"should not\")\\\n",
        "                                .replace(\"what's\",'\"what is\"').replace(\"that's\",'that is').replace(\"he's\",\"he is\")\\\n",
        "                                .replace(\"she's\",\"she is\").replace(\"it's\",\"it is\").replace(\"'ve\",\" have\").replace(\"'re\",\" are\")\\\n",
        "                                .replace(\"'ll\",\" will\").replace(\"i'm\",\"i am\").replace(\"n't\", \" not\")\n",
        "    x = re.sub(r'([0-9]+)000000',r'\\1m',x)\n",
        "    x = re.sub(r'([0-9]+)000',r'\\1k',x)\n",
        "\n",
        "    return x\n",
        "\n",
        "def extract_features(df):\n",
        "    df['content'] = df['content'].fillna(\"\").apply(text_preproces)\n",
        "    print(\"token features...\")\n",
        "\n",
        "    return df\n",
        "news_df = extract_features(news_df)\n",
        "news_df.head()"
      ],
      "metadata": {
        "id": "a5Ir3n9MeSIN",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 217
        },
        "outputId": "547e37cb-be32-4f73-a618-923314693328"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "token features...\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   label                                            content\n",
              "0      1  you can smell hillary's fear daniel greenfield...\n",
              "1      1  watch the exact moment paul ryan committed pol...\n",
              "2      0  kerry to go to paris in gesture of sympathy u....\n",
              "3      1  bernie supporters on twitter erupt in anger ag...\n",
              "4      0  the battle of new york: why this primary matte..."
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              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-52667e0a-15fc-4b73-bb8e-0941dd81a51c')\"\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",
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              "  </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-52667e0a-15fc-4b73-bb8e-0941dd81a51c 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-52667e0a-15fc-4b73-bb8e-0941dd81a51c');\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 id=\"df-956b6f0c-698d-4302-9346-e5547dd4223f\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-956b6f0c-698d-4302-9346-e5547dd4223f')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-956b6f0c-698d-4302-9346-e5547dd4223f button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "news_df",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 6335,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6305,\n        \"samples\": [\n          \"rubio nabs key former romney aide sen. marco rubio (r-fla.) is adding a veteran new hampshire political operative to his team as he continues mulling a possible 2016 presidential bid, the latest sign that he is seriously preparing to launch a campaign later this year. jim merrill, who worked for former gop presidential nominee mitt romney and ran his 2008 and 2012 new hampshire primary campaigns, joined rubio's fledgling campaign on monday, aides to the senator said. merrill will be joining rubio's reclaim america pac to focus on rubio's new hampshire and broader northeast political operations. \\\"marco has always been well received in new hampshire, and should he run for president, he would be very competitive there,\\\" terry sullivan, who runs reclaim america, said in a statement. \\\"jim certainly knows how to win in new hampshire and in the northeast, and will be a great addition to our team at reclaim america.\\u201d news of merrill's hire was first reported by the new york times.\",\n          \"tax calculator: the federal debt the federal government must make regular interest payments on the money it has borrowed to finance past deficits \\u2013 that is, on the national debt held by the public. the congressional budget office has estimated that the federal government's net interest payments on that debt will total  dollar229 billion in the 2015 fiscal year. working americans end up having to foot that very large bill to varying degrees based on each individual taxpayer's adjusted gross income. click here to see your share of the federal debt. and the cbo expects that this challenge will accelerate over the next decade. current interest rates are low by historical standards and higher interest rates means higher interest payments. it is projected that net interest costs will more than triple over the next decade, reaching  dollar808 billion in 2025. these numbers pose a real threat. the cbo has issued warnings about the serious negative consequences that such high and rising debt and interest payments on the debt could have on both the economy and the federal budget. \\u201cthe large amount of debt might restrict policymakers' ability to use tax and spending policies to respond to unexpected future challenges, such as economic downturns or financial crises,\\u201d the cbo said in a recent report. in the same report, they also cautioned that continued growth in the debt could lead investors to doubt the government's willingness or ability to pay its obligations, which would require the government to pay much higher interest rates on its borrowing going forward.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 59
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of URLs\n",
        "\n",
        "def remove_urls(text):\n",
        "    url_pattern = re.compile(r'https?://\\S+|www\\.\\S+')\n",
        "    return url_pattern.sub(r'', text)\n",
        "\n",
        "news_df.content=news_df.content.apply(remove_urls)\n",
        "\n",
        "news_df.head()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 201
        },
        "id": "2IwWTusBfPl1",
        "outputId": "d058915e-0ed8-4750-d1ff-7ad786947ed1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   label                                            content\n",
              "0      1  you can smell hillary's fear daniel greenfield...\n",
              "1      1  watch the exact moment paul ryan committed pol...\n",
              "2      0  kerry to go to paris in gesture of sympathy u....\n",
              "3      1  bernie supporters on twitter erupt in anger ag...\n",
              "4      0  the battle of new york: why this primary matte..."
            ],
            "text/html": [
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              "      <td>you can smell hillary's fear daniel greenfield...</td>\n",
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              "      <td>watch the exact moment paul ryan committed pol...</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0</td>\n",
              "      <td>kerry to go to paris in gesture of sympathy u....</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>1</td>\n",
              "      <td>bernie supporters on twitter erupt in anger ag...</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0</td>\n",
              "      <td>the battle of new york: why this primary matte...</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "    <div class=\"colab-df-buttons\">\n",
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              "\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",
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              "\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-084af4c1-c3e5-421b-91ce-9cab194ed402 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-084af4c1-c3e5-421b-91ce-9cab194ed402');\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",
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              "\n",
              "\n",
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              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-3a6e4ebf-a8c1-4c12-a412-aa37da8407ee')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
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              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
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              "\n",
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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "news_df",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 6335,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6305,\n        \"samples\": [\n          \"rubio nabs key former romney aide sen. marco rubio (r-fla.) is adding a veteran new hampshire political operative to his team as he continues mulling a possible 2016 presidential bid, the latest sign that he is seriously preparing to launch a campaign later this year. jim merrill, who worked for former gop presidential nominee mitt romney and ran his 2008 and 2012 new hampshire primary campaigns, joined rubio's fledgling campaign on monday, aides to the senator said. merrill will be joining rubio's reclaim america pac to focus on rubio's new hampshire and broader northeast political operations. \\\"marco has always been well received in new hampshire, and should he run for president, he would be very competitive there,\\\" terry sullivan, who runs reclaim america, said in a statement. \\\"jim certainly knows how to win in new hampshire and in the northeast, and will be a great addition to our team at reclaim america.\\u201d news of merrill's hire was first reported by the new york times.\",\n          \"tax calculator: the federal debt the federal government must make regular interest payments on the money it has borrowed to finance past deficits \\u2013 that is, on the national debt held by the public. the congressional budget office has estimated that the federal government's net interest payments on that debt will total  dollar229 billion in the 2015 fiscal year. working americans end up having to foot that very large bill to varying degrees based on each individual taxpayer's adjusted gross income. click here to see your share of the federal debt. and the cbo expects that this challenge will accelerate over the next decade. current interest rates are low by historical standards and higher interest rates means higher interest payments. it is projected that net interest costs will more than triple over the next decade, reaching  dollar808 billion in 2025. these numbers pose a real threat. the cbo has issued warnings about the serious negative consequences that such high and rising debt and interest payments on the debt could have on both the economy and the federal budget. \\u201cthe large amount of debt might restrict policymakers' ability to use tax and spending policies to respond to unexpected future challenges, such as economic downturns or financial crises,\\u201d the cbo said in a recent report. in the same report, they also cautioned that continued growth in the debt could lead investors to doubt the government's willingness or ability to pay its obligations, which would require the government to pay much higher interest rates on its borrowing going forward.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 60
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of HTML tags\n",
        "\n",
        "def remove_html(text):\n",
        "    html_pattern = re.compile('<.*?>')\n",
        "    return html_pattern.sub(r'', text)\n",
        "\n",
        "news_df.content=news_df.content.apply(remove_html)"
      ],
      "metadata": {
        "id": "gKTKqZAZgK0a",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of Usernames\n",
        "\n",
        "def remove_usernames(text):\n",
        "  \"\"\"Removes usernames starting with '@' from a given text.\"\"\"\n",
        "  pattern = r'(@\\w+)'  # Matches '@' followed by one or more word characters\n",
        "  return re.sub(pattern, '', text)\n",
        "\n",
        "\n",
        "news_df.content=news_df.content.apply(remove_usernames)\n",
        "news_df"
      ],
      "metadata": {
        "id": "vVdUIxPAq-wf",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 411
        },
        "outputId": "e5ca5f52-e58b-4030-f973-fe2ddff17187",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": [
        {
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              "      label                                            content\n",
              "0         1  you can smell hillary's fear daniel greenfield...\n",
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              "...     ...                                                ...\n",
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              "6334      0  jeb bush is suddenly attacking trump. here's w...\n",
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              "      buttonEl.style.display =\n",
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              "        const element = document.querySelector('#df-d96a786d-5869-4bd8-b60f-b00869f7fa34');\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",
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              "\n",
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              "      border-color: transparent;\n",
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              "      border-color: transparent;\n",
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              "    60% {\n",
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              "      border-right-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
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              "    }\n",
              "  }\n",
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              "\n",
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              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
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              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "    (() => {\n",
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              "        document.querySelector('#df-7ca87bdb-1e0f-4ae5-b601-4274bf653250 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "\n",
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              "\n",
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              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
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              "type": "dataframe",
              "variable_name": "news_df",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 6335,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6305,\n        \"samples\": [\n          \"rubio nabs key former romney aide sen. marco rubio (r-fla.) is adding a veteran new hampshire political operative to his team as he continues mulling a possible 2016 presidential bid, the latest sign that he is seriously preparing to launch a campaign later this year. jim merrill, who worked for former gop presidential nominee mitt romney and ran his 2008 and 2012 new hampshire primary campaigns, joined rubio's fledgling campaign on monday, aides to the senator said. merrill will be joining rubio's reclaim america pac to focus on rubio's new hampshire and broader northeast political operations. \\\"marco has always been well received in new hampshire, and should he run for president, he would be very competitive there,\\\" terry sullivan, who runs reclaim america, said in a statement. \\\"jim certainly knows how to win in new hampshire and in the northeast, and will be a great addition to our team at reclaim america.\\u201d news of merrill's hire was first reported by the new york times.\",\n          \"tax calculator: the federal debt the federal government must make regular interest payments on the money it has borrowed to finance past deficits \\u2013 that is, on the national debt held by the public. the congressional budget office has estimated that the federal government's net interest payments on that debt will total  dollar229 billion in the 2015 fiscal year. working americans end up having to foot that very large bill to varying degrees based on each individual taxpayer's adjusted gross income. click here to see your share of the federal debt. and the cbo expects that this challenge will accelerate over the next decade. current interest rates are low by historical standards and higher interest rates means higher interest payments. it is projected that net interest costs will more than triple over the next decade, reaching  dollar808 billion in 2025. these numbers pose a real threat. the cbo has issued warnings about the serious negative consequences that such high and rising debt and interest payments on the debt could have on both the economy and the federal budget. \\u201cthe large amount of debt might restrict policymakers' ability to use tax and spending policies to respond to unexpected future challenges, such as economic downturns or financial crises,\\u201d the cbo said in a recent report. in the same report, they also cautioned that continued growth in the debt could lead investors to doubt the government's willingness or ability to pay its obligations, which would require the government to pay much higher interest rates on its borrowing going forward.\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 62
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "news_df['content'].str.count('@').sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SzZJWBEoDVQN",
        "outputId": "91ebc323-da5c-49e5-c517-21d85adae925"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "30158057"
            ]
          },
          "metadata": {},
          "execution_count": 66
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of Stopwords --- (dont run this not working properly)\n",
        "import nltk\n",
        "from nltk.corpus import stopwords\n",
        "stop_words = stopwords.words('english')\n",
        "\n",
        "\n",
        "def remove_stopwords(lst):\n",
        "    stop=stop_words\n",
        "    new_lst=[]\n",
        "    for i in lst:\n",
        "        if i not in stop:\n",
        "            new_lst.append(i)\n",
        "    return new_lst\n",
        "\n",
        "#news_df.content=news_df.content.apply(remove_stopwords)\n",
        "#news_df"
      ],
      "metadata": {
        "id": "bWYaysJAiCfP"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "news_df.content[6000]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 132
        },
        "id": "mRW-ew4RbZVz",
        "outputId": "ebc5f58d-9a35-4087-ca30-07c575302440"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "\"globalization expressway to universal slavery if humans were largely moral and ethical beings, then globalization could be a workable proposition. unfortunately, the dark behavioral narcissism expressed by compulsive greed and an infinite appetite for power seems to have become the guiding precept of our collective nightmare. if only the desire to dominate others and have a lot more than them were not the prime motivations for the global elite on top of the human food chain, we could all have our respective modest slice of happiness on this planet. the utopia of globalization through institutions such as the united nations (un), world bank , and international monetary fund (imf) was supposed to eradicate the universal pestilence of war, extreme poverty , hunger and slavery using the might of the above supranational institutions to prevent the rise of so-called rogue nations usually ruled by dictators. world order of chaos with misery for profit the opportunity of this push for a supranational form of government has to be understood in the psychological context of a world traumatized by world war ii. many public servants, who had fought against the nazis and their japanese and italian allies, had genuinely the best intentions at heart when institutions like the un were set up. if some of the original ideas were good and moral to some extend, a rot almost immediately contaminated and perverted most of the created institutions and quickly — using the pretext of the cold war — allowed the birth of a monstrosity such as the north atlantic treaty organization ( nato ). the globalists have controlled and ultimately wall street has financed, supranational government instances such as the un, imf, world bank and a myriad of non-governmental organization (ngo) little helpers. not only have these done nothing to curtail the man-made disasters of war, climate change , slavery and poverty, but they have exacerbated them, all for the sake of profit. in this orwellian time of moral decay, human misery is good for business. in a globalization controlled by wall street's puppeteer sociopaths, who believe they are the masters of the universe, ordinary people everywhere have become canon fodder and slave labor. they are not even collateral damage but human lubricant, as viewed by the elite. one can see that if they are not stopped immediately, trade agreements like the trans-pacific partnership (tpp) and its trans-atlantic counterpart could seal the deal of the establishment of an atrocious world government, controlled by a few thousands, in complete disregard of not only national interest, but also cultural diversity. look what happened to detroit, michigan, and countless other manufacturing towns in the united states that are all collateral damage of bill clinton's north american free trade agreement (nafta). the massive trade agreements in the works, to be put in place by the globalists if they remain in power, are intended to annihilate any form of economic or political independence from the signatory countries and to scatter their populations to the wind, as in the case in the globalist-controlled demolition of the middle east in iraq, libya and syria. displaced and disenfranchised populations are beaten into submission and used as docile worker bees. drastic action or hell on earth if we let the globalists complete their worldwide coup already in progress, then all sovereignty would be lost, and most of the world's population would become slave-wage laborers at the mercy of the global corporate empire. countries with a diversified agriculture would be turned into one-crop wastelands to ensure that most of the food supply has to be imported. pseudo local governments would merely officiate as the slave drivers for the global elite. this must be stopped at all cost and undone by all means necessary. if we allow this final coup by the geriatric psychopaths at the top of the current world order, thousands of years of our rich human experience would be wiped out. like poorly made cheap electronic products, the cultural garbage of the lowest common denominator empire would flood the world. this cultural homogenization would affect primarily the information available to people. since dissent is impossible without correct information and critical thought, the globalists want their propaganda to become the only source of information. with the un, the world bank and the imf, the political and economic framework financed by a worldwide network of banksters is already in place. influential nations, on paper, like france and the united kingdom, which are still officially full fledged members of the un security council, have de facto abdicated their sovereignty to become vassals and secondary enforcers of the globalist plan. we are at the edge of an existential threat of greater magnitude than ever before in human history. the semantics of deception machiavelli is known for his cynical view of political power; however, the advice the author of the prince gave to the powerful of his time seems innocent by comparison to the depravity of today's puppet masters. words and ideas are gutted of their meaning to signify, most of the time, the exact opposite. for example, globalist eminence grise george soros' open society foundation is an opaque giant ngo, with more than 100 offshoots worldwide by its own admission, but its tentacles are in reality more far reaching. the recent publications of wikileaks in the voluminous podesta email files have been a revelation of the extent of deception victimizing united states citizens. john podesta may be viewed as a soros right-hand man in the us in charge of delivering the returns for the globalist's investments in the us elections. the connection between the two men is not only obvious but also official considering that soros financed podesta's so-called center for american progress, the fake left equivalent of the neocon think tanks. the term progress is a lure that signifies power, just like soros' open society is, in reality, an exclusive club as tight as oysters reserved only for soros' chosen associates to savor. what is apparent from the email treasure trove is that podesta's job is really to supervise hillary clinton on behalf of soros. in this context, the expression, leader of the free world, to describe the us president becomes a lie. the current world order of the globalists is anything but free, and one applicant for the job, hillary clinton, is not a queen on the chessboard, but a pawn. axis of resistance: russia, china and iran and lessons from haiti's revolution one could ask: is not this psychopathic globalist coup of financiers well on its way? is not it a done deal, and how can we resist and salvage anything? the examples of russia, china and iran prove that, as national entities, we still can. germany, japan and south korea could reclaim their independence and kick out their us occupation. france and the uk could stop being submissive nations and get out of nato. that would be a start. the path of war rhetoric expressed by the globalist mouthpieces of the west against russia, iran and, to a lesser extent, china has to do with the national resistance of these three countries. the citizenry of europe and north america should understand, that if such unprecedented conflicts occur, all countries will be on the front line, and there is more than enough fire power on each side to ensure massive destruction and no winning side. russia, china and iran are the last national obstacles to the globalist coup, and perhaps we are heading back to a bipolar two-block world order similar to the cold war era. other options, including the dismantlement, or at least the curtailment, of supranational organizations such as the un, world bank and imf would surely be the side effects of what appears to be in many countries a revival of nationalism. the final plan of the globalists would be atrocious for all of us. waving the white flag is not an option. at this critical time of our history, and before our collective enslavement, we should all emulate the brave haitian slaves who beat not one, but three empires 212 years ago. haitians were only the last ones to prove that it can be done; it must be redone. gilbert mercier is the editor in chief of news junkie post and the author of the orwellian empire .\""
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            }
          },
          "metadata": {},
          "execution_count": 70
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "from text_preprocessing import preprocess_text\n",
        "from text_preprocessing import remove_number, remove_punctuation, normalize_unicode, remove_email, remove_special_character"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ExSbBAYOFtjo",
        "outputId": "7b5cdaae-c1ac-44d7-a808-f0b97ca4d748"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "[nltk_data] Downloading package omw-1.4 to /root/nltk_data...\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "def heavy_preprocessing(df):\n",
        "  preprocess_functions = [normalize_unicode, remove_special_character, remove_email,  remove_punctuation ,remove_number]\n",
        "  new_content = []\n",
        "  for article in df.content:\n",
        "    new_article = preprocess_text(article, preprocess_functions)\n",
        "    new_content.append(new_article)\n",
        "  df.content = new_content\n",
        "  return df\n",
        "\n",
        "heavy_preprocessing(news_df)\n",
        "news_df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 411
        },
        "id": "rKJ-p0nDF2jY",
        "outputId": "88ea03ba-06a4-473f-9ddc-4cd1beb07f51",
        "collapsed": true
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "      label                                            content\n",
              "0         1  you can smell hillarys fear daniel greenfield ...\n",
              "1         1  watch the exact moment paul ryan committed pol...\n",
              "2         0  kerry to go to paris in gesture of sympathy us...\n",
              "3         1  bernie supporters on twitter erupt in anger ag...\n",
              "4         0  the battle of new york why this primary matter...\n",
              "...     ...                                                ...\n",
              "6330      0  state department says it can not find emails f...\n",
              "6331      1  the p in pbs should stand for plutocratic or p...\n",
              "6332      1  antitrump protesters are tools of the oligarch...\n",
              "6333      0  in ethiopia obama seeks progress on peace secu...\n",
              "6334      0  jeb bush is suddenly attacking trump heres why...\n",
              "\n",
              "[6335 rows x 2 columns]"
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              "        const element = document.querySelector('#df-93ee8371-33eb-460c-971d-202d01312213');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
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              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "news_df",
              "summary": "{\n  \"name\": \"news_df\",\n  \"rows\": 6335,\n  \"fields\": [\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"content\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 6304,\n        \"samples\": [\n          \"isis claim responsibility for shooting at texas muhammad cartoon contest the islamic state terror group isis tuesday issued a claim of responsibility for sundays attack on a texas cartoon contest featuring images of the muslim prophet muhammad the claim was made in an audio message on the groups al bayan radio station based in the syria city of raqqa which isis has proclaimed to be the capital of its selfproclaimed caliphate it is the first time isis has taken credit for an attack on us soil though it was not immediately clear whether the groups claim was an opportunistic coopting of a socalled lone wolf attack as its own the message described the shooting suspects as two soldiers of the caliphate and added we tell america that what is coming is more bitter and harder and you will see from the soldiers of the caliphate what harms you the message also said the contest which was being put on by a group known for controversial rhetoric about islam was portraying negative images of the prophet muhammad house homeland security committee chairman michael mccaul rtexas told fox news tuesday that the attack was terrorism and at the very least inspired by isis mccaul also said in the days leading up to the attack a joint fbi and homeland security bulletin was circulated and security for the event had been ramped up as a result in garland understanding that it was a target an investigation following the attack revealed a striking connection between at least one of the gunmen and a twitter account based overseas suggesting that isis operatives had knowledge of the attack beforehand and that the same fighters encouraged the shooters a counterterrorism source told fox news one britishbased jihadi in syria who does not tweet on a regular basis sent out a message within an hour of the attack praising both men another established isis twitter account suggested he had been in contact with one of the gunmen just prior to the attack using messages such as he tried to reach him but just missed him the source said the social media appeared to show encouragement and mentoring the contest had been expected to draw outrage from the muslim community according to mainstream islamic tradition any physical depiction of muhammad  even a respectful one  is considered blasphemous and drawings similar to those featured at the texas event have sparked violence around the world authorities say the suspects identified as elton simpson and nadir soofi drove up to the building where the contest was being held in the dallas suburb of garland and opened fire an unarmed school district security guard was wounded before a garland police officer returned fire and killed both men soofi had a long standing hatred of police and had studied overseas in islamabad pakistan according to a facebook account that has since been disabled he once owned a pizza and hot wings restaurant in phoenix called cleopatra but sold it years ago as it was struggling the new york times reports public records showed that soofi and simpson were living in the same apartment complex in phoenix but it was not clear if they lived together according to the newspaper homeland security secretary jeh johnson said in a statement monday that law enforcement authorities are investigating the mens motives and all circumstances surrounding the attack court documents show that simpson had first been noticed by the fbi in  due to his ties to a a former us navy sailor who had been arrested in phoenix and was ultimately convicted of terrorismrelated charges in  simpson was arrested one day before he was scheduled to fly to south africa to undertake what he claimed were religious studies at a madrassa recordings played at simpsons trial indicated that he was using his studies as an excuse to travel to somalia to link up with militant fighters there despite the more than  hours of recorded conversations including simpsons discussions about fighting nonbelievers for allah whom he referred to as kuffars the government prosecuted him on only one minor charge  lying to a federal agent he faced three years of probation and  dollar in fines and court fees there have been numerous attacks in western countries believed related in some way to the group which holds roughly a third of iraq and syria in october canada was hit by two terror attacks by socalled lone wolves believed to have been inspired by the islamic state group in ottawa a gunman shot and killed a soldier at canadas national war memorial and then stormed parliament before being gunned down two days earlier a man ran over two soldiers in a parking lot in quebec killing one and injuring the other before being shot to death by police fox news catherine herridge and the associated press contributed to this report\",\n          \"tax calculator the federal debt the federal government must make regular interest payments on the money it has borrowed to finance past deficits  that is on the national debt held by the public the congressional budget office has estimated that the federal governments net interest payments on that debt will total  dollar billion in the  fiscal year working americans end up having to foot that very large bill to varying degrees based on each individual taxpayers adjusted gross income click here to see your share of the federal debt and the cbo expects that this challenge will accelerate over the next decade current interest rates are low by historical standards and higher interest rates means higher interest payments it is projected that net interest costs will more than triple over the next decade reaching  dollar billion in  these numbers pose a real threat the cbo has issued warnings about the serious negative consequences that such high and rising debt and interest payments on the debt could have on both the economy and the federal budget the large amount of debt might restrict policymakers ability to use tax and spending policies to respond to unexpected future challenges such as economic downturns or financial crises the cbo said in a recent report in the same report they also cautioned that continued growth in the debt could lead investors to doubt the governments willingness or ability to pay its obligations which would require the government to pay much higher interest rates on its borrowing going forward\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 71
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import zipfile\n",
        "\n",
        "def zip_csv(csv_file, output_zip):\n",
        "  with zipfile.ZipFile(output_zip, 'w') as zipf:\n",
        "    zipf.write(csv_file)\n",
        "\n",
        "zip_csv('news_df_processed.csv', 'news_df_processed.zip')"
      ],
      "metadata": {
        "id": "9P5GadAKji-a"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of Stopwords --- (takes way too much time to run)\n",
        "import nltk\n",
        "from nltk.corpus import stopwords\n",
        "stop_words = stopwords.words('english')\n"
      ],
      "metadata": {
        "id": "vICZhgxtrul2"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Remove Extra Words --- (takes way too much time to run on CPU)\n",
        "\n",
        "def remove_extrawords(lst):\n",
        "    stop=['href','lt','gt','ii','iii','ie','quot','com']   ## This all words are most repeated words as we observed in WordCloud and it does not make any sense\n",
        "    new_lst=[]\n",
        "    for i in lst:\n",
        "        if i not in stop:\n",
        "            new_lst.append(i)\n",
        "    return new_lst\n",
        "\n",
        "\n",
        "news_df.content=news_df.content.apply(remove_extrawords)"
      ],
      "metadata": {
        "collapsed": true,
        "id": "-WN_2xvykfeO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of Punctuation --- (takes way too much time to run on CPU)\n",
        "def remove_punctuations(lst):\n",
        "  new_lst=[]\n",
        "  for i in lst:\n",
        "      for j in  string.punctuation:\n",
        "          i=i.replace(j,'')\n",
        "      new_lst.append(i)\n",
        "  return new_lst\n",
        "#news_df.content=news_df.content.apply(remove_punctuations)"
      ],
      "metadata": {
        "id": "24kpm36PlJyC",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Removal of Digits --- (takes way too much time to run on CPU)\n",
        "\n",
        "def remove_numbers(lst):\n",
        "    nodig_lst=[]\n",
        "    new_lst=[]\n",
        "\n",
        "    for i in  lst:\n",
        "        for j in  string.digits:\n",
        "            i=i.replace(j,'')\n",
        "        nodig_lst.append(i)\n",
        "    for i in  nodig_lst:\n",
        "        if  i!='':\n",
        "            new_lst.append(i)\n",
        "    return new_lst\n",
        "#news_df.content=news_df.content.apply(remove_punctuations)"
      ],
      "metadata": {
        "collapsed": true,
        "id": "zTKRXC08nbzN",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Lemmatzation --- (takes way too much time to run)\n",
        "lemmatizer = WordNetLemmatizer()\n",
        "\n",
        "def lemmatzation(lst):\n",
        "    new_lst=[]\n",
        "    for i in lst:\n",
        "        i=lemmatizer.lemmatize(i)\n",
        "        new_lst.append(i)\n",
        "    return new_lst\n",
        "news_df.content=news_df.content.apply(lemmatzation)"
      ],
      "metadata": {
        "collapsed": true,
        "id": "ucpPQw_7pfVW",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Visualise and Export the Data"
      ],
      "metadata": {
        "id": "8oKNd2Iq82gl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Let's see how a typical sentence looks like\n",
        "import pprint\n",
        "pprint.pprint(news_df.content[0])"
      ],
      "metadata": {
        "id": "AZjMkUdvqfG1",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "9681c4f3-74f8-4611-830c-f48a1ea31e1c",
        "cellView": "form"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(' donald trump sends out embarrassing new yearas eve message this is '\n",
            " 'disturbing donald trump just couldn t wish all americans a happy new year '\n",
            " 'and leave it at that instead he had to give a shout out to his enemies '\n",
            " 'haters and  the very dishonest fake news media  the former reality show star '\n",
            " 'had just one job to do and he couldn t do it as our country rapidly grows '\n",
            " 'stronger and smarter i want to wish all of my friends supporters enemies '\n",
            " 'haters and even the very dishonest fake news media a happy and healthy new '\n",
            " 'year  president angry pants tweeted   will be a great year for america as '\n",
            " 'our country rapidly grows stronger and smarter i want to wish all of my '\n",
            " 'friends supporters enemies haters and even the very dishonest fake news '\n",
            " 'media a happy and healthy new year  will be a great year for america  donald '\n",
            " 'j trump  december  trump s tweet went down about as welll as you d '\n",
            " 'expectwhat kind of president sends a new year s greeting like this '\n",
            " 'despicable petty infantile gibberish only trump his lack of decency won t '\n",
            " 'even allow him to rise above the gutter long enough to wish the american '\n",
            " 'citizens a happy new year  bishop talbert swan  december  no one likes you  '\n",
            " 'calvin  december  your impeachment would make  a great year for america but '\n",
            " 'i ll also accept regaining control of congress  miranda yaver  december  do '\n",
            " 'you hear yourself talk when you have to include that many people that hate '\n",
            " 'you you have to wonder why do the they all hate me  alan sandoval  december  '\n",
            " 'who uses the word haters in a new years wish  marlene  december  you can t '\n",
            " 'just say happy new year  koren pollitt  december  here s trump s new year s '\n",
            " 'eve tweet from happy new year to all including to my many enemies and those '\n",
            " 'who have fought me and lost so badly they just don t know what to do love  '\n",
            " 'donald j trump  december  this is nothing new for trump he s been doing this '\n",
            " 'for yearstrump has directed messages to his  enemies  and  haters  for new '\n",
            " 'year s easter thanksgiving and the anniversary of  pictwittercomfpaekypa  '\n",
            " 'daniel dale  december  trump s holiday tweets are clearly not '\n",
            " 'presidentialhow long did he work at hallmark before becoming president  '\n",
            " 'steven goodine  december  he s always been like this    the only difference '\n",
            " 'is that in the last few years his filter has been breaking down  roy '\n",
            " 'schulze  december  who apart from a teenager uses the term haters  wendy  '\n",
            " 'december  he s a fucking  year old  who knows  december  so to all the '\n",
            " 'people who voted for this a hole thinking he would change once he got into '\n",
            " 'power you were wrong yearold men don t change and now he s a year olderphoto '\n",
            " 'by andrew burtongetty images')\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15, 5))\n",
        "plt.hist([len(article.split()) for article in fake_df.text], bins=50)\n",
        "ax = plt.gca()\n",
        "ax.set_yscale('log')\n",
        "ax.set_xlabel('Article Length')\n",
        "ax.set_ylabel('Frequency')\n",
        "ax.set_xticks(range(0, 8000, 250))\n",
        "ax.set_xticklabels(range(0, 8000, 250), rotation=45)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "id": "X_popkWN4wgO",
        "outputId": "869a863b-3f95-4270-807f-bca3d894870e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 403
        }
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x500 with 1 Axes>"
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            "image/png": 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SY3CxPXv2aMeOHfWuu+5yzdnOHHFxcVq3bl393//+57H6qqrTp0/XBg0aFDi1+ZtvvtHq1avr77//bmq9gwcPuh2hvHv3bu3cuXOJjcHOnTt14sSJrgVzVEt2DKyeC1Stnw+sngtUmQ8upyRfC1bPBarWzweHDh3Sb775Rt9//309efKkZmZmamZmpsbExGiDBg30o48+crv/559/burCGKqqR48e1fXr1xf4zHP48GH9+OOPC7wW/vnPf2qrVq3cxqw4Nm/erI0aNdKff/7Zte3kyZP6yCOP6HXXXVciY5CQkKDlypXTOnXquL3GS2oMLuYNc4Eq84FqyX9GgufQVEOhbd++Xfv06aNt27bVOnXq6AcffOD60K7qfkSQat6h5rfddpvbIgbFER8fr+XLl3c78is7O1sfeughDQwMLPCG/fXXX2uzZs1MfWOMj4/XChUqaIMGDbRmzZp65MgRVc2bKP/v//7P9WbpfKwLFizQli1bmnpqn9OuXbt08uTJOmrUKJ03b57rAvdr167VDh066M0336wnT5503f/UqVPatGlTt7/UF9e+fft07ty5OmHChALXq4mPj3e9cTjHIyEhQZs1a6ZxcXGm1N+8ebNWrlzZdWFRpxUrVmjnzp1LZAycz0ubzaZLliwpcJunxyAhIUHr16+vjRs31uDgYG3SpIkuW7ZMs7KyNC4uTgcMGODR1Xe3bNmiHTp00CZNmmiNGjU0Kirqb7/n/vvv1zFjxhSYM4rK6hWIN2/erEFBQRodHa0NGzZ0/fU7//x4MbPHwOpVkA8ePKiLFy/WOXPm6Lfffut2W1xcnCuP80igX375RZs0aaI7d+40pb6q9aswO39xstlsumLFCrfbSmIMrJ4LVK2fD6yeC1SZD1Stnw+sngtUvWM+qFWrlrZs2VIrV66soaGh+sILL+iJEyf08OHDOmbMGK1Zs6bOnz9fz58/r+np6fr0009ru3bt9NSpU6Zk2LJli7Zq1UrDw8O1YsWKGhER8bfN64cfflhvv/12UxpK8fHxGhgYqJMnT77kbWPHjvX4GDh/bxg+fLhef/31+sILL6iqXvGoWDPHwOq5QJX5QNX6+QCeR1MNhbJ9+3atVq2aPv744/rhhx/qhAkTtGzZspe9WGJ2drZOnTpVa9eubco11a60muKJEyc0JiZGy5Ytq2+++aampKTo+fPnNTY2Vlu3bm3qG2P58uX16aef1tTUVG3evLk+99xzrg/Kl2oaPvroozp06FBT/wKumvfzCA4O1r59++rQoUM1ODhYb7rpJteH9//85z/aoUMHbdCggX7zzTf63//+V6dOnaq1atUy7dTHLVu2aN26dfXmm2/WLl26aJkyZVwXfr2cJ598UiMiIgocil8Uzg8ql7ruRE5Ojn766afasWNHj46B8zkxefJknTRpknbv3l1TUlKu2EA2cwyOHz+uTZs21aefflqTkpL08OHDOmzYMG3cuLHOmDFDL1y4oPHx8R5bfXfnzp0aEhKisbGxum7dOv3mm2/0uuuu06eeeuqS909JSdEpU6ZotWrVdPv27cWur2r9CsTO5+EzzzyjWVlZ2qlTJ73nnnsue39PjYGVqyBv2bJF69evr127dtXw8HAtW7asvvvuu1f8nieeeMJ1upsZrF6F2TkXxMTE6B133KF33323ZmRkXPHIIzPHwOq5QNX6+cDquUCV+UDV+vnA6rnAmcHK+eDUqVParl07nTx5sh47dkwdDodOnDhRIyMjdeTIkXr8+HFNTU3V5557TgMCArRRo0baunVrrV69umkrXO7evVtr1qypTz/9tCYmJuquXbu0adOmOnz48Evef9++fTplyhS95pprdOvWrcWu77wQvPN6ibm5ufrHH3+4Pb6DBw/q888/77ExcD4Xp0yZoqqqd9xxh/bu3fuyzwOzx8DquUCV+cCZwcr5ACWDphr+1smTJ7VPnz76yCOPuG2/8cYbXdcsy99EWLNmjQ4cONC0peBTUlK0Vq1arr945+Tk6GOPPab9+vXT8PBwff311/X777/X+fPna0BAgDZo0EBbtWpl6htjQkKCBgYGulb5dDgcetttt2lkZKTrPvn/6pSUlKTPPPOMXnPNNbpt2zZTMjhlZmbq8OHD3VYH2rNnjw4bNkwjIyP1rbfeUtW80wzvvPNOrV69ujZu3FibN29u2oqjBw4c0EaNGunkyZNdj3vRokVas2ZN1xFz+f3666/6yCOP6DXXXGPKCpe7d+/WwMBA1weVrKws/eqrr/Rf//qXfv755643qm3btnlsDDZs2KCVK1d2PSeWLVumwcHB+ssvv6hqwb9Cmj0GqnkfGsPCwgqcYvrkk09q8+bN9dVXX9Xc3FxNT083ffXds2fP6u233+5all417zE//PDDbisqOf366686YsQIrVOnjmm/wFq9AvGePXvUZrO5noeqf12vxrn6b36eGAOrV0Het2+f1q9fX5988km9cOGCpqam6owZM7Rt27aXbDAnJCToY489plWqVHE7Pa84rF6FeePGjVqpUiXX82DevHlauXJl13Ps4rnAE2Ng5VygmneNUyvnA6vnAlXmA1Xr5wOr5wJV75gPDh48qPXr19fvvvvObbvzshQPPvig61pSO3bs0EWLFunHH39c4BImRZWRkaEjR47UcePGuR2hOWfOHO3atWuB+8fHx+tdd92l9erVM+W1cPr0ae3SpYuGhoa6tt1xxx3asmVLDQoK0qZNm+rnn3/uOt3PE2OQlJRUYD74+eef3S5Zk198fLzefffdpo2B1XOBKvOBqnfMBygZNNXwt44ePaodOnRw/WXDOQGMHj1a7777brf75ubm6p49e/TJJ590O3e9OFJSUnTw4MEaERGhX375pfbt21dvvvlmnThxoj744IPasGFDve+++zQ9PV0TEhJ0+fLl+vHHH7td36q41q9fr88884yq/vX4d+7cqcHBwfrGG2+43Xf79u166623alhYmMeWPe7du7fef//9qvpXQ/PgwYM6atQo7dq1q3799deu++7YsUMPHz5s2gU3HQ6Hzp49W/v27ev6UKb615FrFx+q/Mcff+jMmTO1Xbt2prxBZGdn6yOPPKLVqlVzHcrdv39/bdWqlYaFhWmZMmV0yJAhumXLFtf3mD0G6enpl/zL180336w33XRTgb8+mT0GTvHx8Vq3bl3XazP/qQKPPPKI1q9f32NvymfPntUxY8YUOPV2+fLl2rJlS83MzHS7Tsi+fft02bJlmpSUZGoOK1cgTk5OdjWxVf/6S3jXrl3dlkl32r9/v0fGwKpVkLOzs/WZZ57RW2+91e25t2bNGq1Vq5br9HinHTt2aGxsrLZo0cK0xnJWVpYOHjxYq1evbskqzH/++WeBI2azsrI0IiJCR4wYUeCXBk+MgWre6S1WzQWqefPB6NGjLZ0PHnzwQUtXI09OTtY333zT9bWvzQdZWVmWzQe5ubmamZlp6VygmneEWIUKFXTixImubVbMB8nJydqsWTPX2Qv5P5O88sor2qRJE/3yyy9Nq3cxh8Oh48aN01deecVt+3fffad169bVP//8020+OHXqlH777bemNbRUVV9++WW96aabdMSIEdq+fXuNjo7WTz75ROPj43Xw4MEaGhpa4FREsy1evNj1/5ycHNf71dChQwucbn7y5En97rvvTB2Dzp07WzIXOOs988wzOnDgQEs+H+Tk5OjgwYM1JCTEsvngzJkzBX5XsGI+QMmgqYZCyX/0kfONcOrUqQVOa3Ce5nila4cUxZEjR3TEiBFavnx57d27t9t10j744AMNDg429TpZfyc3N1dPnz6tgwYN0ttvv11zcnJcb1iZmZn6/fffm/rG6OR8Ux49erTedttteuHCBc3NzXXVTkpK0s6dO+vtt9/ultVsP/74o8bGxrptczgcGhYWdsm/yDtPNTDL7t279f7779dOnTppaGio9u/fX3fs2KHnzp3TDRs26LXXXuv23PTEGOT/+Tqf72+//bY2btzY9Reu/L9AHT161COr+ERGRmrPnj1dX1+4cMH1/4iICL3jjjtMr6ma99jyN66dY+z8JTo/57xg5sp6Vq5A/HemTZumVapUcf288z//zH4unj17Vnv27Knjx49X1ZJdBVlV9ZNPPnFdI8bp9OnTGhoa6tbYVs177ImJiQV+RsW1ceNGjYqK0j59+liyCnP+P57k5uZqTk6OPv3009q8eXPXad7On3tubq7u2LHDlDE4cuSI2ymDziMQnEpiLjhy5IjraGwr5oMjR464NQsff/zxEp8L8o+BasHXeEnMB1aviu58D7RqPnDW37Bhg2Ursjsz5D9DoiTng4yMDLdr8t1yyy3atm1b1x8/8zfW+vXrpzfeeGOxa14qg/MawvkbKc7H+/3332ujRo3cfkcw6xQ7Z/38defPn6/h4eHap0+fAnW6d++uffr0Ma12/gzOxdQu5Y033tDg4GDXH6DNXnU5OTlZ4+LiNCcnx5K5wJkhPj5eV6xYYcl8kJycrPv379fExETL5oPk5GTdunWr7tq1y7WtJOcDlDyaajAk/+Q/ZcoUt4sQv/jii/rqq696bPWqw4cP61NPPaVr165VVfcPo40aNdJJkyZ5pO6VfPbZZ2qz2Vyn/HnKxU3KH374Qf38/PS1114rcJ8ffvhBy5QpY/ppp5drlDp/Dg6HQxs0aKBr1qxx3bZmzRrTmmkX19+7d6/ec889Gh0dXeDouK+++kptNpvbm5nZGS71y9DZs2c1NDTU7XB7M5sol1p9d9OmTVqjRg298847Xducr8EJEybowIEDPVpf1X1e+PTTT7V58+aurydMmKDR0dGmNdqtXoH4cvVV//pZp6amarNmzTQ2NtYjDd2TJ0/qjh07XM/v//znPyW6CvLJkyc1MTFR9+zZ4zYOzv2np6draGio2+kTZq+i5czgfO3v2LGjRFdhdtbfvXu32y+yzv0fO3ZMK1WqpM8991yB28zwxx9/aLVq1XTw4MGuVTY3b96sISEhJTIX5M8waNAgt591/te6J+eDS42Bat4RKiUxF1yc4eLFZ0pqPrB6VXRn/XPnzrktylRS88HmzZs1Ojpaz549q6p5R3CX9IrszjG4+Pq5JTUfbN26VaOjo/XHH390PQ9SU1O1QYMG2rt37wILYMybN0+7d+9u6h/A82fI39jK//nghx9+0IYNG7oe+6RJk7RHjx6mXHc4f/38+3v33Xf1q6++cuVwzomPPPKI3nzzzcWue7kM+f+ooer+8+7YsaPecccdps8H27Zt09DQUNeRUcuWLSvRuSB/BufRms5xL6n5YNu2bVq3bl197LHHVDVvEYCSng+2bt2qoaGhriPYL772tqfnA1ijjAAGlClTRlTV7WsRkWnTpsmUKVOkV69e4u/v75HaderUkdjYWOnWrZuIiNhsNlFVOXnypFSvXl3atm3rkbpXMmDAAOndu7e8+eabcv78eY/U2L17t8ybN09SUlJc23r06CEvvfSSPP744/LOO++IiIifn5+IiFSqVEmaNGkiQUFBHs3gfB7YbDbJycmR8+fPi5+fn1SuXFlERJ5++mmJioqSrKwsj9Rv2LChzJw5Ux566CG57rrr3DJlZWVJkyZNpEaNGsWufbkMNpvN7XaHwyEVK1aU2NhYWb16tWzcuPGS9yuqxMREGTJkiPTo0UOaNWsmH374oYiINGvWTF577TX59ttv5R//+IdkZ2e7XpfHjx+XoKAgycnJcXvdmllfVV31REQqVKggOTk5IpL3HHjzzTdl6tSpruen2RkcDoeIiEycOFEGDBjgGm8/Pz9RVbHZbBIeHu7Kanb9/Pt11r7mmmukU6dO8uOPP7rGwizbtm2TXr16ye233y4tWrSQ5557Tnr37i0PPfSQ3HXXXbJixQopU6aMlC1b1pWlVq1aEhQUZMpz8eL68+fPl9zcXMnNzXXNBenp6eJwOKRChQoikvc86Nq1q6Smpha7fv4Mw4YNk5YtW8qMGTOkadOmsmjRIhk3bpxce+21IuL+865du7aEhISYOgbO+i+//LLreWiz2cThcEiNGjVk3Lhxsnr1ajl06JDrNrPs2bNHzpw5I2fOnJE333xTNm/eLG3atJEFCxbI6tWrZfDgwR6bCy6V4bXXXnPNeX5+fpKbmysinp0PLh6D33//XUREnnjiCenXr59H54JLZXj99ddl06ZNrttUVXJzcz06HyQkJEiXLl2kefPmrvf8QYMGSUxMjNx1113yn//8x6PzgbN+eHi4lC9fXsqVKyciee+HNptNsrOzPTofOOu3aNFCKlasKKoqrVu3lrffflvGjRsnderUERHPzQX5M4SHh7seo7Omc0705Hywfft26d69u9StW1caNGjgeh6EhITIRx99JNu3b5c+ffrInj175MKFCyIisnXrVqlUqZJr3jI7Q/ny5V235f+9ISAgQM6fPy8Oh0OmTJkidrtdXnrpJbdxM6N+/v2NGDFC+vTp45oLnb+jnDx5UsLDw0XzDjApVv1LZQgMDLzk/VRVBgwYINu2bZMjR44Uu65TQkKCdOjQQfz9/eWjjz6So0ePyh133OH6bLBy5UqPzgX5M/j5+clHH30kx48flzJlypTY5wNn/bJly8qyZcskJSVFIiIiXJ8N6tatKyKenw86duzo+jkcP37c9X5XUp8PYJGS7ODh6uD8q8P06dP1/vvv11deeUUDAwNNu6ijUdOmTdPrr7/e1GuoGTFr1iytXLmyaefg57dnzx6tWrWq2mw2feqpp9yO+srIyNAZM2aozWbTqVOn6qZNm/TkyZMaGxurjRo1MmV1yb/L4ORwOPT8+fPasGFD3bBhgz733HMaFBSk69ev93j9S/11Z9KkSRoVFXXJo4k8kSE/5+mndrvdlNqql19913maSUZGhn711Vdat25dbdq0qeu05KCgINNW0Srs6r///ve/tVOnTvr0009rQECAafOC1SsQF7a+8/m4b98+tdlsbtdcMyvDpEmTdPv27frqq6+qzWbTw4cP6+HDh3Xs2LEeXQX5cvUPHTrkuk9ubq4eP35c69Spo/v27dPnnntOK1asaMpccKUMzvn/UqfSmLkKc2HGwGnNmjVaqVIl/eKLL4pd92InT57UW265Rd966y1t166d3nXXXa7LNHz55ZcaHh6uTZo0MX0uuFKGu+++23WEtPPn8OWXX3pkPrhcfecpRfmfB2bPBX+X4eIxUPXMfGD1quiXq3/xkZupqakemQ8uVz//0XIXM3tF9sKMgZMn5oP09HTt06eP6xQ/1byjdjdv3qzJycmqmnfkTnh4uF5//fXaoUMHvfXWW7VixYqmXWPxShkuXmn9l19+0datW+vjjz9u2nxwpfqX+r3g/PnzOmXKFK1Ro0aBsxw8kSH/GDiPWPrzzz/VZrPp888/b0p95+qSTz/9tKampmp4eLjOnDlTVfPmnvvvv1/Lli2rb731lkfmgktlaN68uc6cOVNzc3PdTm88efKkR+aDS9V/7rnnChwllp/Z80FhxsDJk58PYA2aaiiymTNnqs1m0+Dg4AKnPZSEZcuW6f33369VqlQxbZVPI5wT5KlTp7R9+/amX0MtPT1d7733Xh01apTa7Xa12Wz6xBNPuDXLHA6Hvvvuu1qrVi299tprtWnTplqnTh3TfnG5XIbLNZXatm2rkZGRGhAQYMpzojD1879Rbdu2TadMmaKVK1cucL0GT2a42MiRI7VJkyaalZVV7EO6C7P6rlNaWppOnjxZ77vvPn3ooYfcrrfkyfr5H+Py5cvVZrNplSpVCqxEWFIZzF6B2Gh9h8OhaWlp+vDDD19yNdyiSE1N1RtuuEEfffRR17bc3FyNiorS3377Tbds2aLr16/XN954wyOrIF+uft++ffV///uf2y9xFy5c0ObNm7tW0zLreXClDL/++qvrWilOe/fuNXUV5sKMwcXNtX79+mn37t3V4XCYdnpHTk6OHj9+XBs3bqx//PGHfv755xoZGaljxozRHj166O23365paWk6adIkU+eCwmQYO3asdunSRYcMGaKqeacYmT0fFKb+0KFDVVV19erVps4FRcmQnZ1t+nxg9arol6sfHR2tTZs21X/+85+uhsWFCxe0RYsWps4HhamfmJjour8nVmQvTIaLF+wyez64cOGCduvWTTdt2qQ5OTkaFRWlkZGRWrFiRe3YsaO+8847rvvOnz9fY2Njdfr06aY1k66UoVKlStqpUye3DGvWrFGbzabVqlUz7XOqkforVqzQm2++Wa+99lpT5wMjGZynX86ePduUBd0SEhI0MDDQtcKlw+HQ2267Tdu3b++6z5EjR/TFF1/UgIAAve6660ydC66UITIyssB9z58/b/p8UJj6+f/I4Yn5oDAZLn7Ne+LzAaxDUw1FFhcXpzabzfQP64WVkJCg0dHRpl87zKjc3NwrXpS0qM6dO6d2u10//vhjVf2rWXFxY00176L5P/74o65atUr/+OOPEsmQv6mUk5OjJ0+e1ODgYPXz8zOtoVXY+qp5Y9C3b1+97rrrTF111UgG55vib7/9pvv27TOlfmFW382/WIWTWRe/NbL6r2peI6N79+6mPQeMZvDECsRGx8Dp4muqFMeJEyf0xRdfdPul/LnnnlObzaatWrXSevXqad++fV3XGTN7FeQr1W/Tpo3WrVtXo6Ki9Mcff9Tjx4+rzWbTwMBAU1ec/LsMoaGhGhUVpb/88ovu3bvX9FWYCzsGP//8s+v2L774Qvfu3WtKfSfnPHP33Xfr6tWrVVV15cqVGhISohUrVnT7BU7V/Ath/12GSpUq6ZIlS1Q1bz7o1q2bqfOBkfp79uzRyZMnmzYXFCWDk5nzgdWrol+pfkxMjDZo0EDHjBmj+/fv1+TkZNPng8LWP3jwoMdWZDeSwcns+eDo0aNavXp1XbNmjT7++OMaFRWlCQkJumrVKn3iiSe0Vq1a+tFHH5lWr6gZnCu1nz592nW7FfUzMjL0hRdeMLWpaDSDk1nXn16/fr0+88wzqvrXXL9z504NDg7WBQsWuN3XE3PB32V44403XPfLzc3VQ4cOmT4fFLa+qnpsPjCSwckTnw9gHZpqKBZPNJOMuNQh9leTi8f3448/VpvNppMmTXI1dLKzswscYl9SGZyrmWVnZ2tqaqquXr3a9CZnYeo7jxjYv3+/R8aiMBkcDocmJSWZXlu18KvvXuqi8SVZ33mhaE/MC1avQGx0DDwhLS3N9X/nBYiXL1+uJ0+e1B9++EEjIiJ02rRpltT/8ccfNTIyUqdPn66qqv/85z898geXwmSYMWOGZmVl6X//+1/TjyAuTP1nn33W1JqXM2LECNcqzGPGjNEqVapoeHi43nvvvW4X7vfkX8CvlOG3335TVc9+TrhSfecpRWbPBUYy/P777x6ra/Wq6Feq/+GHH+o111yjK1asUNW8C+ObPR8Upv6qVatUVT22InthMnz99dem13XKzc3VO+64Qx966CEdMGCAq7mrmrf64PDhw3X8+PGanZ1d4ILxJZ3B+Xnd+f5ZkvXHjRtnel2jGcaPH685OTke+SPHxVlOnz7tOvXf+bP3dN0rZXA+budzzxPzQWHqq+b93uip+eDvMnA02tWNphpQCuSfjJ2/yD3xxBN6+PBhffzxx3XIkCGanp7u0Qn77zIMHjzYtOsSFKX+oEGDrngtlZLIMGTIEM3IyPDYz+HvVt+dM2eOx1bfLUz9V1991eO/wFq5AnFh6nv6Z+B04MCBAqfPREdH64ABAzxe+0r1nStMlsQH+L/LcLXWd84vS5cu1enTp+sDDzygtWvX1n379unnn3+uDRs21PHjx5t6ZFRRMowbN85jGQpb35PvCYX9OXgyg9Wrov9dfee1xjz1vlDY+p5kdYa4uDgNCgpSm82mX331ldttEydO1BtuuMHjv8z/XQbnKW5W1feGMSiJDPl99tlnarPZ9JdffimxmoXN4OnPiX9XvyR5QwaUDM8s0wjAVM7Vy3Jzc+WOO+4Qm80m99xzj3z11VeSlJQkcXFxpq72aTTD3r17ZcOGDcVewamo9ZOSkmT9+vWulcesyhAXF+fRMXCuouVcJSj/6rszZ86UzZs3e2z13cLWN2NVv+JmsHoMPFnfqX79+lK/fn0REcnNzZWsrCypWLGitGrVyuO1r1S/ZcuWIiJuK8KWdAarx8DT9Z3PvQYNGsjo0aOlZs2asmLFCmnQoIE0aNBAbDabtG7d+rKrz10NGQpb35PvCd6QwbkqurOGc1X0U6dOlciq6H9X3/la8NT7wt/Vb926tUfqGsnQpk0bj9aPiIiQVatWSY8ePeRf//qXXHfdddK8eXMREcnOzpbGjRtLTk6Oa9VHKzI0adJEHA6Hx94XSsMYlESG/AYMGCC9e/eWN998U9q1a+e2ImtJuThDuXLlxGazefxz4uXqe8MYWJEBJcSaXh6Aosi/gsxNN92kVatWNf1aNd6ewer6VmewevVdq+t7Qwar61/KM888o/Xq1TPtQuilrb43ZCjp+llZWbpo0SLXdWmsOLXE6gxW1/eWDBezelV0X69vRYYff/xR69Spox06dNAxY8boPffco8HBwaav+uvNGayu7y0ZnGbNmqWVK1fWlJSUEq/tLRmsru8tGeB5NNWAUiYnJ0cff/xxtdlspl7stTRlsLq+N2SwevVdq+t7Qwar66uqfvLJJxoTE6PVqlWzZBVkq+t7QwYr65fkdXK8NYPV9b0lg6r1q6L7en2rM+zcuVOnTp2qvXr10gceeMCSRo7VGayu7w0ZnI39U6dOafv27T1+/TBvzGB1fW/JgJJDUw0oZXJycvSdd94xddWa0pbB6vrekMHq1Xetru8NGayur6q6bds2vf322zUxMdEn63tDBqvrA05Wr4ru6/W9JUNJX5jeGzNYXd8bMuTm5lq+oJzVGayu7y0Z4Hk2VVWrT0EFYIzmu6aTr2awur43ZMjIyPD4tfS8ub43ZLC6vkje9VpK6jot3ljfGzJYXR9wysrKkoCAAOpbyBsyAABKDk01AAAAAAAAwCDPL88FAAAAAAAAXGVoqgEAAAAAAAAG0VQDAAAAAAAADKKpBgAAAAAAABhEUw0AAAAAAAAwiKYaAAAAAAAAYBBNNQAAAC9ms9nkyy+/LNR9n332WWnTpo1H81hp1KhRMmjQIKtjAAAAiAhNNQAAANOtW7dO/Pz8JDo6utDfc7mGWEpKivTr18/EdFfmDY2rAwcOiM1mk/j4eEtzAAAAXAlNNQAAAJMtWrRIHn74Yfnpp5/kyJEjV7yvqkpOTs5lb69Vq5YEBgaaHREAAADFRFMNAADAROnp6bJ8+XJ54IEHJDo6WpYuXep2+w8//CA2m01WrVol7du3l8DAQPnggw9kxowZkpCQIDabTWw2m+v7Lj79848//pA777xTqlatKkFBQRIRESG///77ZfO888470qxZMylXrpw0bdpU3njjjWI9vm3btkm/fv2kYsWKUrNmTbnnnnvkxIkTrttvvPFGeeSRR2Ty5MlStWpVqVWrljz77LNu+9i5c6d069ZNypUrJ+Hh4fLdd9+5Pc4GDRqIiEjbtm3FZrPJjTfe6Pb9r776qtSuXVuqVasmMTExkp2dXazHBAAAUBQ01QAAAEz0ySefSNOmTaVJkyYyfPhwWbx4sahqgfvFxsbK7NmzZceOHdK7d2+ZOHGiNG/eXFJSUiQlJUWGDRtW4HvS09OlR48ecvjwYfnqq68kISFBJk+eLLm5uZfM8uGHH8q0adPkhRdekB07dsiLL74ozzzzjLz77rtFemynT5+Wm266Sdq2bSsbNmyQ1atXy7Fjx+T22293u9+7774rQUFB8vvvv8vLL78szz33nHz77bciIuJwOGTQoEFSoUIF+f333+Vf//qXTJkyxe37169fLyIi3333naSkpMjnn3/uuu3777+XpKQk+f777+Xdd9+VpUuXFmhcAgAAlAR/qwMAAABcTRYtWiTDhw8XEZG+ffvKmTNn5McffyxwtNVzzz0nvXv3dn1dsWJF8ff3l1q1al123x999JGkpqZKXFycVK1aVUREGjVqdNn7T58+XebMmSNDhgwRkbwjwBITE+Wtt96SkSNHGn5sCxYskLZt28qLL77o2rZ48WIJDQ2V3bt3S+PGjUVEpFWrVjJ9+nQREbn++utlwYIFsnbtWundu7d8++23kpSUJD/88IPrsb7wwgtuY1G9enUREalWrVqB8ahSpYosWLBA/Pz8pGnTphIdHS1r166VsWPHGn48AAAAxUFTDQAAwCS7du2S9evXyxdffCEiIv7+/jJs2DBZtGhRgaZaRESE4f3Hx8dL27ZtXQ21K8nIyJCkpCQZM2aMW8MpJydHgoODDdcWEUlISJDvv/9eKlasWOC2pKQkt6ZafrVr15bjx4+LSN4YhYaGujXLOnToUOgMzZs3Fz8/P7d9b9261dDjAAAAMANNNQAAAJMsWrRIcnJypE6dOq5tqiqBgYGyYMECt2ZWUFCQ4f2XL1++0PdNT08XEZG3335bOnbs6HZb/qaUEenp6TJw4EB56aWXCtxWu3Zt1//Lli3rdpvNZrvsKapGeXLfAAAARtBUAwAAMEFOTo689957MmfOHOnTp4/bbYMGDZJly5bJ+PHjL/v9AQEB4nA4rlijVatW8s4778ipU6f+9mi1mjVrSp06dWTfvn1y9913F/6BXEG7du3ks88+k7CwMPH3L9rHyCZNmkhycrIcO3ZMatasKSIicXFxbvcJCAgQEfnb8QAAALASCxUAAACYYMWKFfLnn3/KmDFjpEWLFm7/hg4dKosWLbri94eFhcn+/fslPj5eTpw4IZmZmQXuc+edd0qtWrVk0KBB8uuvv8q+ffvks88+k3Xr1l1ynzNmzJBZs2bJ/PnzZffu3bJ161ZZsmSJzJ0794pZzpw5I/Hx8W7/kpOTJSYmRk6dOiV33nmnxMXFSVJSknzzzTcyevToQjfAevfuLQ0bNpSRI0fKli1b5Ndff5WpU6eKSN5RZyIiNWrUkPLly7sWQjhz5kyh9g0AAFCSaKoBAACYYNGiRdKrV69LXq9s6NChsmHDBtmyZctlv3/o0KHSt29f6dmzp1SvXl2WLVtW4D4BAQGyZs0aqVGjhvTv319atmwps2fPvuzpnPfdd5+88847smTJEmnZsqX06NFDli5dKg0aNLjiY/nhhx+kbdu2bv9mzJghderUkV9//VUcDof06dNHWrZsKY899phcc801UqZM4T5W+vn5yZdffinp6ekSGRkp9913n2v1z3LlyolI3rXo5s+fL2+99ZbUqVNHbr311kLtGwAAoCTZ9FJrvAMAAAAl5Ndff5Vu3brJ3r17pWHDhlbHAQAAKBSaagAAAChRX3zxhVSsWFGuv/562bt3rzz66KNSpUoV+eWXX6yOBgAAUGgsVAAAAIASdfbsWXnyySfl0KFDEhISIr169ZI5c+ZYHQsAAMAQjlQDAAAAAAAADGKhAgAAAAAAAMAgmmoAAAAAAACAQTTVAAAAAAAAAINoqgEAAAAAAAAG0VQDAAAAAAAADKKpBgAAAAAAABhEUw0AAAAAAAAwiKYaAAAAAAAAYND/AzgpS4gZ+jiSAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "numbers = [len(article.split()) for article in fake_df.text]\n",
        "import statistics\n",
        "\n",
        "\n",
        "\n",
        "\n",
        "# Calculate mean\n",
        "mean_value = statistics.mean(numbers)\n",
        "print(f'Mean: {mean_value}')\n",
        "\n",
        "# Calculate median\n",
        "median_value = statistics.median(numbers)\n",
        "print(f'Median: {median_value}')\n",
        "\n",
        "# Calculate standard deviation\n",
        "std_dev_value = statistics.stdev(numbers)\n",
        "print(f'Standard Deviation: {std_dev_value}')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2gPZETJbKg2M",
        "outputId": "cb57aed5-76e0-4e2f-c511-146fa830a97d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mean: 423.1979046888974\n",
            "Median: 363\n",
            "Standard Deviation: 408.3888904366352\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Concatenate all text in the DataFrame into a single string\n",
        "fake_text = ' '.join(fake_df['text'].tolist())\n",
        "true_text = ' '.join(true_df['text'].tolist())\n",
        "# Generate the word cloud\n",
        "fake_wordcloud = WordCloud(width=800, height=400, background_color='white').generate(fake_text)\n",
        "true_wordcloud = WordCloud(width=800, height=400, background_color='white').generate(true_text)\n"
      ],
      "metadata": {
        "id": "vmO91KDxPLoV",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 635
        },
        "outputId": "996b83b2-1251-4033-ca26-a7a901f2d2b4",
        "collapsed": true
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "error",
          "ename": "AttributeError",
          "evalue": "'Figure' object has no attribute 'set_title'",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-49-c546ec8145c0>\u001b[0m in \u001b[0;36m<cell line: 9>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;31m# Display the word cloud\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m \u001b[0max1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max2\u001b[0m\u001b[0;34m=\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mfigsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 9\u001b[0;31m \u001b[0max1\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_title\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Fake News'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     10\u001b[0m \u001b[0max2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_title\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'True News'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     11\u001b[0m \u001b[0max1\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfake_wordcloud\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minterpolation\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'bilinear'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mAttributeError\u001b[0m: 'Figure' object has no attribute 'set_title'"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 2 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Display the word cloud\n",
        "fig, (ax1, ax2)= plt.subplots(1,2,figsize=(20, 10))\n",
        "ax1.set_title('Fake News')\n",
        "ax2.set_title('True News')\n",
        "ax1.imshow(fake_wordcloud, interpolation='bilinear')\n",
        "ax1.axis('off')  # Hide the axes\n",
        "ax2.imshow(true_wordcloud, interpolation='bilinear')\n",
        "ax2.axis('off')  # Hide the axes\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 335
        },
        "id": "-R6FhY30Qyh9",
        "outputId": "30199e4d-20ce-4848-b384-106d9a926efd"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x1000 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Export the Dataset\n",
        "news_df.to_csv('news_df_valdata3.csv', index=False)"
      ],
      "metadata": {
        "id": "dXzRcsFF8M0M"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}