Class 6 - Text Classifiers - Part 1 - Solution .ipynb

{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":21002,"status":"ok","timestamp":1715156508164,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"dcDm6T3HaRYG","outputId":"35338659-ecf2-4a39-9e0c-c459b58235a9"},"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/drive\n"]}],"source":["#Import drive\n","from google.colab import drive\n","#Mount Google Drive\n","ROOT=\"/content/drive\"\n","drive.mount(ROOT, force_remount=True)"]},{"cell_type":"code","execution_count":2,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":56},"id":"6Zxub8uiRF7M","outputId":"2e124673-c40f-438c-a30a-36bbee42640d","executionInfo":{"status":"ok","timestamp":1715156525847,"user_tz":-120,"elapsed":236,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["'/content'"],"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"}},"metadata":{},"execution_count":2}],"source":["%pwd"]},{"cell_type":"code","execution_count":3,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ajyqZyUQRLdL","outputId":"2cb2f157-d634-41bb-f289-e7981899d348","executionInfo":{"status":"ok","timestamp":1715156533517,"user_tz":-120,"elapsed":244,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["/content/drive/MyDrive/dlss24\n"]}],"source":["%cd /content/drive/MyDrive/dlss24"]},{"cell_type":"code","execution_count":4,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":56},"id":"LTf-v1gWRNv2","outputId":"8a4bd6f1-1144-4f18-a670-3f0d5ccaa2c6","executionInfo":{"status":"ok","timestamp":1715156584120,"user_tz":-120,"elapsed":228,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["'/content/drive/MyDrive/dlss24'"],"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"}},"metadata":{},"execution_count":4}],"source":["%pwd"]},{"cell_type":"markdown","metadata":{"id":"4lnmzacMRV9e"},"source":["# Data\n","\n","Download the corpora data from: https://codeocean.com/capsule/0078777/tree/v1\n","\n","Uploaded to a location outside your gitHub (to do not be tracked)\n","\n","You pwd should have the files:\n","\n","\n","1.   source_corpus.csv\n","2.   target_corpus.csv\n","\n"]},{"cell_type":"markdown","metadata":{"id":"BE3M-5mHbRdU"},"source":["\n","# Module IV:  - Class 6 - Text Classifiers\n","\n","This notebook have the network framework pytorch and how CNNs work"]},{"cell_type":"markdown","metadata":{"id":"T5LxOrR6bjFY"},"source":["# Basic Pre processing and tokenization"]},{"cell_type":"code","execution_count":7,"metadata":{"executionInfo":{"elapsed":502,"status":"ok","timestamp":1715157579674,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"TmnDoKifpFZ7"},"outputs":[],"source":["import pandas as pd\n","from sklearn.model_selection import train_test_split\n","import matplotlib.pyplot as plt"]},{"cell_type":"code","execution_count":8,"metadata":{"executionInfo":{"elapsed":857,"status":"ok","timestamp":1715157582340,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"eOaGLl-Lbxjf"},"outputs":[],"source":["#load the pickle file in OLAT\n","#df_dummies_model.to_pickle('df_dummies_model.pkl')\n","\n","df_source_corpus=pd.read_csv('/content/drive/MyDrive/dlss24/source_corpus.csv')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":201},"executionInfo":{"elapsed":5,"status":"ok","timestamp":1715150610720,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"N1JiJSClKR2M","outputId":"ebfb79de-04a2-4bc9-dfbb-3a5a2d755d67"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["                   topic_44                topic_8  \\\n","0                 democracy  freedom and democracy   \n","1  freedom and human rights  freedom and democracy   \n","2             law and order      fabric of society   \n","3                  no topic               no topic   \n","4          civic mindedness      fabric of society   \n","\n","                                                text  \n","0  Two hundred summers ago, this Democratic Party...  \n","1  In 1992, the party Thomas Jefferson founded in...  \n","2  Our land reverberates with a battle cry of fru...  \n","3                     America is on the wrong track.  \n","4                   The American people are hurting.  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Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["#### YOUR CODE STARTS HERE ####\n","from matplotlib import pyplot as plt\n","import seaborn as sns\n","\n","...\n","\n","# Add labels and title if needed\n","plt.xlabel('Count')\n","plt.ylabel('Topic')\n","plt.title('Number of Sentences per Topic')\n","\n","# Show the plot\n","plt.show()\n","\n","\n","##### YOUR CODE ENDS HERE ####"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"02SUMsNshRXB"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"jHrECXdLhRLT"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Xj-w4t0VhREt"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"JeUCXGM-hQ_4"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"7kxdP_QfhQ6a"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":10,"metadata":{"id":"3a7t3BVchQ2z","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1715157591346,"user_tz":-120,"elapsed":220,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"5e3e5843-163e-4885-b37b-3aaaed7088b4"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["topic_8\n","economy                        29111\n","external relations              7663\n","fabric of society              12706\n","freedom and democracy           5566\n","no topic                         935\n","political system               11664\n","social groups                  11505\n","welfare and quality of life    36260\n","dtype: int64"]},"metadata":{},"execution_count":10}],"source":["grouped_data"]},{"cell_type":"code","execution_count":9,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":505},"id":"GzkWEcxPSUZ2","outputId":"ee45eae2-3deb-4629-afef-35aa0ab1cac2","executionInfo":{"status":"ok","timestamp":1715157587680,"user_tz":-120,"elapsed":573,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x600 with 1 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VKlTQr7/+qk2bNsnV1dXmkV95MWbMGP33v/9VmzZtNHjwYHl4eGjJkiU6fvy4Vq5cKTu7vB9TWLdunSZMmKDHH39cDz74oFxcXHTs2DG9//77un79us2z5ufOnauHHnpIQUFB6t+/vypVqqQzZ85o27Zt+uWXX7R37948j1+vXj3Nnz9fU6dOVZUqVVS2bFk98sgjGjVqlFatWqV27dqpd+/eqlevnq5cuaL9+/frk08+0YkTJ7LcR+BuZs+erYceekh169bV888/Lz8/P504cUKrV69WfHy8JCkiIkKbNm1So0aN1L9/fwUGBurChQv64YcftH79el24cEGS9Oijj8rT01OhoaEqV66cEhIS9M477+ixxx6zuSFcTgrz9+hOatWqpV69emnhwoW6dOmSwsLCtGPHDi1ZskQdO3bUww8/bNO+atWq6tu3r3bu3Kly5crp/fff15kzZxQVFZXjGHZ2dpo/f77at2+v2rVr67nnnpOXl5cOHTqkAwcOZPvFDABkh5AOAEAhqVKlinr06KElS5ZkmTd+/HidO3dOn3zyiT7++GO1adNG33zzjcqWLVsgtbz66qvat2+fwsPDdfnyZTVv3lzz5s1T8eLFrW2aNWumbdu2acqUKXrnnXeUlpYmT09PNWrUSC+88MJfHrtcuXL6/vvv9corr2jOnDm6du2agoOD9eWXX2Y5wplbTz75pC5fvqy1a9dq48aNunDhgkqWLKmGDRtqxIgRNqEsMDBQu3bt0qRJkxQdHa3z58+rbNmyqlOnjsaPH/+Xxh8/frx+/vlnvfnmm7p8+bLCwsL0yCOPqHjx4tq8ebPeeOMN/e9//9PSpUvl6uqqqlWratKkSXJzc8vzWLVq1dL27ds1btw4zZ8/X9euXZOPj486d+5sbVOuXDnt2LFDkydP1qeffqp58+apVKlSqlGjhs0lFy+88IKWL1+ut99+W2lpaapYsaIGDx6s1157LVe1FObv0d0sXrxYlSpVUnR0tD777DN5enpq7NixmjBhQpa2/v7+mjNnjkaNGqXExET5+fnpo48+yvG+BZlatWqlTZs2adKkSYqMjFRGRoYqV678t57vDuD+YzE4/wYAAAB/Q0xMjB5++GH973//01NPPVXY5fwtvr6+qlmzpr766qvCLgXAfYpr0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJLgmHQAAAAAAk+BIOgAAAAAAJkFIBwAAAADAJAjpQAEyDEOpqaniqhIAAAAAuUFIBwrQ5cuX5ebmpsuXLxd2KQAAAAD+AQjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkUKewCgPvBkCFD5ODg8Lf7WbBgQT5UAwAAAMCsOJIOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCQI6QAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJENKBP4iJiZHFYtGlS5cKuxQAAAAA9yFCOv5xTpw4IYvFovj4+Hzvu3HjxkpOTpabm1u+9w0AAAAAd1OksAsAzMTBwUGenp6FXQYAAACA+xRH0lGgmjVrpsGDB2v06NHy8PCQp6enJk6caNMmKSlJHTp0kIuLi1xdXdW5c2edOXMmxz79/PwkSXXq1JHFYlGzZs0kSRkZGZo8ebIqVqwoR0dH1a5dW2vWrLEul3kEfsWKFWrcuLGKFSummjVravPmzdY22Z3uHhsbq2bNmql48eIqWbKkWrVqpYsXL/79jQMAAAAAf0JIR4FbsmSJnJ2dFRcXpzfffFOTJ0/WunXrJN0O1h06dNCFCxe0efNmrVu3TseOHVOXLl1y7G/Hjh2SpPXr1ys5OVmffvqpJGnWrFmKjIzU9OnTtW/fPrVq1UqPP/64Dh8+bLP8qFGjNGLECO3Zs0chISFq3769zp8/n+1Y8fHxat68uQIDA7Vt2zZt3bpV7du3V3p6erbtr1+/rtTUVJsXAAAAAOSWxTAMo7CLwL9Xs2bNlJ6eru+++846rWHDhnrkkUcUERGhdevWqU2bNjp+/Li8vb0lSQcPHlSNGjW0Y8cONWjQIEufJ06ckJ+fn/bs2aPatWtbp1eoUEEvvfSSXn31VZuxGjRooLlz51qXi4iI0CuvvCJJunXrlvz8/PTyyy9r9OjRiomJ0cMPP6yLFy/K3d1dzzzzjJKSkrR169Zcre/EiRM1adKkLNN79+4tBweHXPVxJwsWLPjbfQAAAAAwL46ko8AFBwfbvPfy8tLZs2clSQkJCfL29rYGdEkKDAyUu7u7EhIScj1GamqqTp06pdDQUJvpoaGhWfoJCQmx/lykSBHVr18/x7Eyj6Tn1tixY5WSkmJ9nTx5MtfLAgAAAAA3jkOBK1q0qM17i8WijIyMQqomb5ycnPLU3tHRUY6OjgVUDQAAAIB/O46ko1AFBATo5MmTNkecDx48qEuXLikwMDDbZTJPG//jdeGurq4qX768YmNjbdrGxsZm6Wf79u3Wn2/duqXdu3crICAg27GCg4O1YcOGvK0UAAAAAPxFHElHoWrRooWCgoLUvXt3zZw5U7du3dLAgQMVFham+vXrZ7tM2bJl5eTkpDVr1qhixYoqVqyY3NzcNGrUKE2YMEGVK1dW7dq1FRUVpfj4eC1fvtxm+blz58rf318BAQGaMWOGLl68qD59+mQ71tixYxUUFKSBAwdqwIABcnBw0KZNm/T000+rdOnS+b49AAAAANzfOJKOQmWxWPTFF1+oZMmSatq0qVq0aKFKlSrpo48+ynGZIkWKaPbs2VqwYIHKly+vDh06SJIGDx6s4cOHa8SIEQoKCtKaNWu0atUq+fv72ywfERGhiIgI1apVS1u3btWqVatyDNxVq1bV2rVrtXfvXjVs2FAhISH64osvVKQI328BAAAAyH/c3R33jZzuCl+QUlNT5ebmxt3dAQAAAOQKR9IBAAAAADAJQjoAAAAAACbBhbW4b/j6+oqrOwAAAACYGUfSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEz0kHClDmc9JTUlLk6upa2OUAAAAAMDmOpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwiSKFXQBwP/jf+EAVd+Q7sX+qbtOSCrsEAAAA3CdIDQAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCRMG9INw9Dzzz8vDw8PWSwWxcfH39PxY2JiZLFYdOnSpXs6bkHq3bu3OnbsmKdloqOj5e7uXiD1AAAAAABsFSnsAnKyZs0aRUdHKyYmRpUqVVLp0qULuyQAAAAAAAqUaUP60aNH5eXlpcaNG+fY5saNG3JwcLiHVeGfIj09XRaLRXZ2pj1ZBAAAAACyMGWC6d27t15++WUlJSXJYrHI19dXktSsWTMNGjRIQ4cOVenSpdWqVStJ0o8//qg2bdrIxcVF5cqV07PPPqvffvvN2l9GRobCw8Pl5+cnJycn1apVS5988onNmF9//bWqVq0qJycnPfzwwzpx4kSWulauXKkaNWrI0dFRvr6+ioyMtJnv6+urqVOnqmfPnnJxcZGPj49WrVqlc+fOqUOHDnJxcVFwcLB27dp1x/V/++23FRQUJGdnZ3l7e2vgwIFKS0uzzs88Bf3bb79VQECAXFxc1Lp1ayUnJ1vbpKena/jw4XJ3d1epUqU0evRoGYZx120fHR2tBx54QMWLF9cTTzyh8+fPZ2nzxRdfqG7duipWrJgqVaqkSZMm6datW9b5FotFCxYsULt27VS8eHEFBARo27ZtOnLkiJo1ayZnZ2c1btxYR48etel3/vz5qly5shwcHFStWjUtW7bMZv6lS5f0wgsvqFy5cipWrJhq1qypr776ymabrFq1SoGBgXJ0dFRSUpJ27typli1bqnTp0nJzc1NYWJh++OGHXPV75coVubq6Zvld+fzzz+Xs7KzLly/fdXsCAAAAQF6YMqTPmjVLkydPVsWKFZWcnKydO3da5y1ZskQODg6KjY3Vu+++q0uXLumRRx5RnTp1tGvXLq1Zs0ZnzpxR586drcuEh4dr6dKlevfdd3XgwAENGzZMPXr00ObNmyVJJ0+eVKdOndS+fXvFx8erX79+GjNmjE1Nu3fvVufOndW1a1ft379fEydO1Lhx4xQdHW3TbsaMGQoNDdWePXv02GOP6dlnn1XPnj3Vo0cP/fDDD6pcubJ69ux5x8BsZ2en2bNn68CBA1qyZIk2btyo0aNH27S5evWqpk+frmXLlmnLli1KSkrSyJEjrfMjIyMVHR2t999/X1u3btWFCxf02Wef3XG7x8XFqW/fvho0aJDi4+P18MMPa+rUqTZtvvvuO/Xs2VNDhgzRwYMHtWDBAkVHR+v111+3aTdlyhT17NlT8fHxql69up555hm98MILGjt2rHbt2iXDMDRo0CBr+88++0xDhgzRiBEj9OOPP+qFF17Qc889p02bNkm6/UVLmzZtFBsbqw8++EAHDx5URESE7O3tbbbJtGnTtHjxYh04cEBly5bV5cuX1atXL23dulXbt2+Xv7+/2rZtaw3Yd+rX2dlZXbt2VVRUlM26RUVF6amnnlKJEiWybMPr168rNTXV5gUAAAAAuWUxcnN4tRDMnDlTM2fOtDmi3axZM6WmptocCZ06daq+++47ffvtt9Zpv/zyi7y9vZWYmCgfHx95eHho/fr1CgkJsbbp16+frl69qg8//FCvvvqqvvjiCx04cMA6f8yYMZo2bZouXrwod3d3de/eXefOndPatWutbUaPHq3Vq1dbl/P19VWTJk2sR4BPnz4tLy8vjRs3TpMnT5Ykbd++XSEhIUpOTpanp2eutsUnn3yiAQMGWM8OiI6O1nPPPacjR46ocuXKkqR58+Zp8uTJOn36tCSpfPnyGjZsmEaNGiVJunXrlvz8/FSvXj19/vnn2Y7zzDPPKCUlRatXr7ZO69q1q9asWWO9gV6LFi3UvHlzjR071trmgw8+0OjRo3Xq1ClJt4+kv/baa5oyZYrNOr/33nvq06ePJGnFihV67rnn9Pvvv0uSQkNDVaNGDS1cuNDab+fOnXXlyhWtXr1aa9euVZs2bZSQkKCqVatmqT1zm8THx6tWrVo5bsuMjAy5u7vrww8/VLt27e7a744dO9S4cWOdPHlSXl5eOnv2rCpUqKD169crLCwsS/uJEydq0qRJWaYvHlJBxR1N+Z0YcqHbtKTCLgEAAAD3iX9caqhXr57N+71792rTpk1ycXGxvqpXry7p9nXtR44c0dWrV9WyZUubNkuXLrWebp2QkKBGjRrZ9PvHQJ/ZJjQ01GZaaGioDh8+rPT0dOu04OBg68/lypWTJAUFBWWZdvbs2RzXcf369WrevLkqVKigEiVK6Nlnn9X58+d19epVa5vixYtbA7oka4CUpJSUFCUnJ9usU5EiRVS/fv0cx8xcx7tth71792ry5Mk227J///5KTk62qS832+HatWvWI805bd+EhARJUnx8vCpWrJhtkM7k4OBgM64knTlzRv3795e/v7/c3Nzk6uqqtLQ0JSUl5arfhg0bqkaNGlqyZImk219I+Pj4qGnTptm2Hzt2rFJSUqyvkydP5lgvAAAAAPyZaW8clxNnZ2eb92lpaWrfvr2mTZuWpa2Xl5d+/PFHSdLq1atVoUIFm/mOjo75Xl/RokWtP1sslhynZWRkZLv8iRMn1K5dO7344ot6/fXX5eHhoa1bt6pv3766ceOGihcvnqXPzH7vxUkRaWlpmjRpkjp16pRlXrFixaw//93t8GdOTk65apPZb6ZevXrp/PnzmjVrlnx8fOTo6KiQkBDduHEj1/3269dPc+fO1ZgxYxQVFaXnnnsuyziZHB0dC+T3CgAAAMD94R8X0v+sbt26WrlypXx9fVWkSNbV+eNNxLI7PVmSAgICtGrVKptp27dvz9ImNjbWZlpsbKyqVq1qc13037V7925lZGQoMjLSemfyjz/+OE99uLm5ycvLS3FxcdYjvrdu3dLu3btVt27dHJcLCAhQXFyczbQ/b4e6desqMTFRVapUyVNNd5O5fXv16mWdFhsbq8DAQEm3j8z/8ssv+umnn+54NP3PYmNjNW/ePLVt21bS7fsP/PGmgrnpt0ePHho9erRmz56tgwcP2tQIAAAAAPnpHx/SX3rpJS1atEjdunXT6NGj5eHhoSNHjmjFihVavHixSpQooZEjR2rYsGHKyMjQQw89pJSUFMXGxsrV1VW9evXSgAEDFBkZqVGjRqlfv37avXt3lhvCjRgxQg0aNNCUKVPUpUsXbdu2Te+8847mzZuXr+tTpUoV3bx5U3PmzFH79u2tN8jLqyFDhigiIkL+/v6qXr263n77bet15TkZPHiwQkNDNX36dHXo0EHffvut1qxZY9Nm/PjxateunR544AE99dRTsrOz0969e/Xjjz9muclcXowaNUqdO3dWnTp11KJFC3355Zf69NNPtX79eklSWFiYmjZtqieffFJvv/22qlSpokOHDslisah169Y59uvv769ly5apfv36Sk1N1ahRo2yOnuem35IlS6pTp04aNWqUHn30UVWsWPEvrycAAAAA3Mk/7pr0PytfvrxiY2OVnp6uRx99VEFBQRo6dKjc3d2tR6KnTJmicePGKTw8XAEBAWrdurVWr14tPz8/SdIDDzyglStX6vPPP1etWrX07rvv6o033rAZp27duvr444+1YsUK1axZU+PHj9fkyZPVu3fvfF2fWrVq6e2339a0adNUs2ZNLV++XOHh4XnuZ8SIEXr22WfVq1cvhYSEqESJEnriiSfuuMyDDz6oRYsWadasWapVq5bWrl2r1157zaZNq1at9NVXX2nt2rVq0KCBHnzwQc2YMUM+Pj55rvGPOnbsqFmzZmn69OmqUaOGFixYoKioKDVr1szaZuXKlWrQoIG6deumwMBAjR492uZ+ANl57733dPHiRdWtW1fPPvusBg8erLJly9q0yU2/mZcbZN74DgAAAAAKgmnv7g6YybJlyzRs2DCdOnVKDg4OuV4uNTVVbm5u3N39H467uwMAAOBe+cef7g4UpKtXryo5OVkRERF64YUX8hTQAQAAACCvOLQH3MGbb76p6tWry9PT0+bZ8AAAAABQEDjdHShAnO7+78Dp7gAAALhXSA0AAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASXB3d6AAZd7dPSUlRa6uroVdDgAAAACT40g6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMoUtgFAPeD05+760pxS2GXgfuA11PphV0CAAAA/gaOpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpCPXoqOj5e7unu/9njhxQhaLRfHx8aboBwAAAAAKCyHdpGJiYmSxWHTp0qXCLsWUevfurY4dO9pM8/b2VnJysmrWrFk4RQEAAADA30RI/5czDEO3bt0qtPFv3rx5z8ayt7eXp6enihQpcs/GBAAAAID8REgvIBkZGQoPD5efn5+cnJxUq1YtffLJJ5JuB+cWLVqoVatWMgxDknThwgVVrFhR48eP14kTJ/Twww9LkkqWLCmLxaLevXvftV/p/47Af/PNN6pXr54cHR21detWNWvWTIMHD9bo0aPl4eEhT09PTZw40abmt99+W0FBQXJ2dpa3t7cGDhyotLS0XK9z5unmH330kcLCwlSsWDEtX75ckrR48WIFBASoWLFiql69uubNm5djP+np6erbt691HatVq6ZZs2ZZ50+cOFFLlizRF198IYvFIovFopiYmGxPd9+8ebMaNmwoR0dHeXl5acyYMTZfWtxtuxiGoYkTJ+qBBx6Qo6Ojypcvr8GDB+d6mwAAAABAXnDIsYCEh4frgw8+0Lvvvit/f39t2bJFPXr0UJkyZRQWFqYlS5YoKChIs2fP1pAhQzRgwABVqFBB48ePl8Vi0cqVK/Xkk08qMTFRrq6ucnJyylW/mcaMGaPp06erUqVKKlmypCRpyZIlGj58uOLi4rRt2zb17t1boaGhatmypSTJzs5Os2fPlp+fn44dO6aBAwdq9OjRdwzU2RkzZowiIyNVp04da1AfP3683nnnHdWpU0d79uxR//795ezsrF69emVZPiMjQxUrVtT//vc/lSpVSt9//72ef/55eXl5qXPnzho5cqQSEhKUmpqqqKgoSZKHh4dOnTpl08+vv/6qtm3bqnfv3lq6dKkOHTqk/v37q1ixYjZB/E7bZeXKlZoxY4ZWrFihGjVq6PTp09q7d2+O6379+nVdv37d+j41NTVP2w4AAADA/Y2QXgCuX7+uN954Q+vXr1dISIgkqVKlStq6dasWLFigsLAwVahQQQsWLFDPnj11+vRpff3119qzZ4/1VG0PDw9JUtmyZa03a8tNv5kmT55sDd+ZgoODNWHCBEmSv7+/3nnnHW3YsMHabujQoda2vr6+mjp1qgYMGJDnkD506FB16tTJ+n7ChAmKjIy0TvPz89PBgwe1YMGCbEN60aJFNWnSJOt7Pz8/bdu2TR9//LE6d+4sFxcXOTk56fr16/L09Myxjnnz5snb21vvvPOOLBaLqlevrlOnTumVV17R+PHjZWdnd9ftkpSUJE9PT7Vo0UJFixbVAw88oIYNG+Y4Znh4uE3tAAAAAJAXhPQCcOTIEV29ejVLSL5x44bq1Kljff/000/rs88+U0REhObPny9/f/986VeS6tevn2X54OBgm/deXl46e/as9f369esVHh6uQ4cOKTU1Vbdu3dK1a9d09epVFS9e/M4rncPYV65c0dGjR9W3b1/179/fOv3WrVtyc3PLsY+5c+fq/fffV1JSkn7//XfduHFDtWvXznUNkpSQkKCQkBBZLBbrtNDQUKWlpemXX37RAw88IOnO2+Xpp5/WzJkzValSJbVu3Vpt27ZV+/btc7zufezYsRo+fLj1fWpqqry9vfNUNwAAAID7FyG9AGRex7169WpVqFDBZp6jo6P156tXr2r37t2yt7fX4cOH861fSXJ2ds6yfNGiRW3eWywWZWRkSLp9PXm7du304osv6vXXX5eHh4e2bt2qvn376saNG3kK6X8cO7PmRYsWqVGjRjbt7O3ts11+xYoVGjlypCIjIxUSEqISJUrorbfeUlxcXK5ryIs7bRdvb28lJiZq/fr1WrdunQYOHKi33npLmzdvzrKcdHs//HlfAAAAAEBuEdILQGBgoBwdHZWUlGRzCvqfjRgxQnZ2dvrmm2/Utm1bPfbYY3rkkUckSQ4ODpJu30Qtr/3+Fbt371ZGRoYiIyOtp4F//PHHf7vfcuXKqXz58jp27Ji6d++eq2ViY2PVuHFjDRw40Drt6NGjNm0cHBxstk12AgICtHLlShmGYT2aHhsbqxIlSqhixYq5XgcnJye1b99e7du310svvaTq1atr//79qlu3bq77AAAAAIDcIKQXgBIlSmjkyJEaNmyYMjIy9NBDDyklJUWxsbFydXVVr169tHr1ar3//vvatm2b6tatq1GjRqlXr17at2+fSpYsKR8fH1ksFn311Vdq27atnJycctXvX1WlShXdvHlTc+bMUfv27RUbG6t33303X7bHpEmTNHjwYLm5ual169a6fv26du3apYsXL9qcGp7J399fS5cu1bfffis/Pz8tW7ZMO3fulJ+fn7WNr6+vvv32WyUmJqpUqVLZnjo/cOBAzZw5Uy+//LIGDRqkxMRETZgwQcOHD7d+EXE30dHRSk9PV6NGjVS8eHF98MEHcnJyko+Pz1/fIAAAAACQAx7BVkCmTJmicePGKTw8XAEBAWrdurVWr14tPz8/nTt3Tn379tXEiROtR2MnTZqkcuXKacCAAZKkChUqaNKkSRozZozKlSunQYMG3bXfv6NWrVp6++23NW3aNNWsWVPLly9XeHj439sI/1+/fv20ePFiRUVFKSgoSGFhYYqOjs6x5hdeeEGdOnVSly5d1KhRI50/f97mqLok9e/fX9WqVVP9+vVVpkwZxcbGZumnQoUK+vrrr7Vjxw7VqlVLAwYMUN++ffXaa6/lunZ3d3ctWrRIoaGhCg4O1vr16/Xll1+qVKlSedsIAAAAAJALFiPzQd0A8l1qaqrc3NyUuMSiEsUtd18A+Ju8nrrzZSAAAAAwN46kAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCQI6QAAAAAAmAQhHQAAAAAAkyhS2AUA9wPPjpfk6upa2GUAAAAAMDmOpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRQp7AKA+8GQ/9WQQ3G+EwPMakG3nwu7BAAAAEkcSQcAAAAAwDQI6QAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCQI6ciTiRMnqnbt2nlaxmKx6PPPPy+QegAAAADg34SQjjwZOXKkNmzYUNhlAAAAAMC/UpHCLgD/LC4uLnJxcSnsMnTjxg05ODgUdhkAAAAAkK84kv4v9MknnygoKEhOTk4qVaqUWrRooStXrkiSMjIyNHnyZFWsWFGOjo6qXbu21qxZY7P8L7/8om7dusnDw0POzs6qX7++4uLiJGU93X3nzp1q2bKlSpcuLTc3N4WFhemHH37IU72XL19W9+7d5ezsLC8vL82YMUPNmjXT0KFDrW18fX01ZcoU9ezZU66urnr++eclSStXrlSNGjXk6OgoX19fRUZG2vSd3an27u7uio6OliSdOHFCFotFK1asUOPGjVWsWDHVrFlTmzdvtra/ePGiunfvrjJlysjJyUn+/v6KiorK0zoCAAAAQG4Q0v9lkpOT1a1bN/Xp00cJCQmKiYlRp06dZBiGJGnWrFmKjIzU9OnTtW/fPrVq1UqPP/64Dh8+LElKS0tTWFiYfv31V61atUp79+7V6NGjlZGRke14ly9fVq9evbR161Zt375d/v7+atu2rS5fvpzrmocPH67Y2FitWrVK69at03fffZdt0J8+fbpq1aqlPXv2aNy4cdq9e7c6d+6srl27av/+/Zo4caLGjRtnDeB5MWrUKI0YMUJ79uxRSEiI2rdvr/Pnz0uSxo0bp4MHD+qbb75RQkKC5s+fr9KlS2fbz/Xr15WammrzAgAAAIDc4nT3f5nk5GTdunVLnTp1ko+PjyQpKCjIOn/69Ol65ZVX1LVrV0nStGnTtGnTJs2cOVNz587Vhx9+qHPnzmnnzp3y8PCQJFWpUiXH8R555BGb9wsXLpS7u7s2b96sdu3a3bXey5cva8mSJfrwww/VvHlzSVJUVJTKly+f7VgjRoywvu/evbuaN2+ucePGSZKqVq2qgwcP6q233lLv3r3vOvYfDRo0SE8++aQkaf78+VqzZo3ee+89jR49WklJSapTp47q168v6fZR/ZyEh4dr0qRJeRobAAAAADJxJP1fplatWmrevLmCgoL09NNPa9GiRbp48aIkKTU1VadOnVJoaKjNMqGhoUpISJAkxcfHq06dOtaAfjdnzpxR//795e/vLzc3N7m6uiotLU1JSUm5Wv7YsWO6efOmGjZsaJ3m5uamatWqZWmbGZIzJSQkZLsuhw8fVnp6eq7GzxQSEmL9uUiRIqpfv751m7z44otasWKFateurdGjR+v777/PsZ+xY8cqJSXF+jp58mSe6gAAAABwfyOk/8vY29tr3bp1+uabbxQYGKg5c+aoWrVqOn78eK6Wd3JyytN4vXr1Unx8vGbNmqXvv/9e8fHxKlWqlG7cuPFXyr8jZ2fnPC9jsVisp/pnunnzZp76aNOmjX7++WcNGzZMp06dUvPmzTVy5Mhs2zo6OsrV1dXmBQAAAAC5RUj/F7JYLAoNDdWkSZO0Z88eOTg46LPPPpOrq6vKly+v2NhYm/axsbEKDAyUJAUHBys+Pl4XLlzI1VixsbEaPHiw2rZta72B22+//ZbrWitVqqSiRYtq586d1mkpKSn66aef7rpsQEBAtutStWpV2dvbS5LKlCmj5ORk6/zDhw/r6tWrWfravn279edbt25p9+7dCggIsE4rU6aMevXqpQ8++EAzZ87UwoULc72OAAAAAJBbXJP+LxMXF6cNGzbo0UcfVdmyZRUXF6dz585ZA+eoUaM0YcIEVa5cWbVr11ZUVJTi4+O1fPlySVK3bt30xhtvqGPHjgoPD5eXl5f27Nmj8uXL25wSnsnf31/Lli1T/fr1lZqaqlGjRuXpaHyJEiXUq1cvjRo1Sh4eHipbtqwmTJggOzs7WSyWOy47YsQINWjQQFOmTFGXLl20bds2vfPOO5o3b561zSOPPKJ33nlHISEhSk9P1yuvvKKiRYtm6Wvu3Lny9/dXQECAZsyYoYsXL6pPnz6SpPHjx6tevXqqUaOGrl+/rq+++somwAMAAABAfuFI+r+Mq6urtmzZorZt26pq1ap67bXXFBkZqTZt2kiSBg8erOHDh2vEiBEKCgrSmjVrtGrVKvn7+0uSHBwctHbtWpUtW1Zt27ZVUFCQIiIirEem/+y9997TxYsXVbduXT377LMaPHiwypYtm6ea3377bYWEhKhdu3Zq0aKFQkNDFRAQoGLFit1xubp16+rjjz/WihUrVLNmTY0fP16TJ0+2uWlcZGSkvL291aRJEz3zzDMaOXKkihcvnqWviIgIRUREqFatWtq6datWrVplvYO7g4ODxo4dq+DgYDVt2lT29vZasWJFntYRAAAAAHLDYvz5gl2gkF25ckUVKlRQZGSk+vbtW6BjnThxQn5+ftqzZ4/N89/zS2pqqtzc3NR7cUU5FOc7McCsFnT7ubBLAAAAkMTp7jCBPXv26NChQ2rYsKFSUlI0efJkSVKHDh0KuTIAAAAAuLcI6TCF6dOnKzExUQ4ODqpXr56+++476+nmAAAAAHC/IKSj0NWpU0e7d+8ulLF9fX2zPKINAAAAAAoLF8kCAAAAAGAShHQAAAAAAEyCkA4AAAAAgEnkOaSnpKTowoULWaZfuHBBqamp+VIUAAAAAAD3ozw/J71NmzZq3769Bg4caDP93Xff1apVq/T111/na4HAP1nmc9JTUlLk6upa2OUAAAAAMLk8H0mPi4vTww8/nGV6s2bNFBcXly9FAQAAAABwP8pzSL9+/bpu3bqVZfrNmzf1+++/50tRAAAAAADcj/Ic0hs2bKiFCxdmmf7uu++qXr16+VIUAAAAAAD3oyJ5XWDq1Klq0aKF9u7dq+bNm0uSNmzYoJ07d2rt2rX5XiAAAAAAAPeLPB9JDw0N1bZt2+Tt7a2PP/5YX375papUqaJ9+/apSZMmBVEjAAAAAAD3hTzf3R1A7nF3dwAAAAB5kavT3VNTU60B427PQieIAAAAAADw1+QqpJcsWVLJyckqW7as3N3dZbFYsrQxDEMWi0Xp6en5XiQAAAAAAPeDXIX0jRs3ysPDQ5K0adOmAi0IAAAAAID7FdekAwWIa9IBAAAA5EWeH8EmSRcvXtR7772nhIQESVJgYKCee+4569F2AAAAAACQd3l+BNuWLVvk6+ur2bNn6+LFi7p48aJmz54tPz8/bdmypSBqBAAAAADgvpDn092DgoIUEhKi+fPny97eXpKUnp6ugQMH6vvvv9f+/fsLpFDgn4jT3QEAAADkRZ5DupOTk+Lj41WtWjWb6YmJiapdu7Z+//33fC0Q+CcjpAMAAADIizyf7l63bl3rteh/lJCQoFq1auVLUQAAAAAA3I/yfOO4wYMHa8iQITpy5IgefPBBSdL27ds1d+5cRUREaN++fda2wcHB+VcpAAAAAAD/cnk+3d3O7s4H3y0WiwzDkMViUXp6+t8qDvin43R3AAAAAHmR5yPpx48fL4g6AAAAAAC47+U5pPv4+BREHQAAAAAA3PfyHNIl6ejRo5o5c6b1BnKBgYEaMmSIKleunK/FAQAAAABwP8nz3d2//fZbBQYGaseOHQoODlZwcLDi4uJUo0YNrVu3riBqBAAAAADgvpDnG8fVqVNHrVq1UkREhM30MWPGaO3atfrhhx/ytUDgn4wbxwEAAADIizyH9GLFimn//v3y9/e3mf7TTz8pODhY165dy9cCgX8yQjoAAACAvMjz6e5lypRRfHx8lunx8fEqW7ZsftQEAAAAAMB9Kdc3jps8ebJGjhyp/v376/nnn9exY8fUuHFjSVJsbKymTZum4cOHF1ihAAAAAAD82+X6dHd7e3slJyerTJkymjlzpiIjI3Xq1ClJUvny5TVq1CgNHjxYFoulQAsG/kk43R0AAABAXuQ6pNvZ2en06dM2p7RfvnxZklSiRImCqQ74hyOkAwAAAMiLPD0n/c9HyQnnAAAAAADknzyF9KpVq971dPYLFy78rYKAf6MzDWbpqn2xwi4DQC54HhxV2CUAAID7WJ5C+qRJk+Tm5lZQtQAAAAAAcF/LU0jv2rUrj1kDAAAAAKCA5Po56dy1HQAAAACAgpXrkJ7Lm8ADAAAAAIC/KNenu2dkZBRkHQAAAAAA3PdyfSQdAAAAAAAULEI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIf1fJjo6Wu7u7tb3EydOVO3ate+4zIkTJ2SxWBQfH59vdVgsFn3++ef51h8AAAAA3A8I6f9yI0eO1IYNG6zve/furY4dO9q08fb2VnJysmrWrHmPq8t/MTExslgsunTpUmGXAgAAAAB5lutHsOGfycXFRS4uLndsY29vL09Pz3tUEQAAAAAgJxxJN5FmzZpp0KBBGjRokNzc3FS6dGmNGzdOhmFY21y8eFE9e/ZUyZIlVbx4cbVp00aHDx/Osc8/nu4+ceJELVmyRF988YUsFossFotiYmKyPd39wIEDateunVxdXVWiRAk1adJER48elSTt3LlTLVu2VOnSpeXm5qawsDD98MMPeVrXTz75REFBQXJyclKpUqXUokULXblyRVu2bFHRokV1+vRpm/ZDhw5VkyZNJEk///yz2rdvr5IlS8rZ2Vk1atTQ119/rRMnTujhhx+WJJUsWVIWi0W9e/eWJGVkZCg8PFx+fn5ycnJSrVq19Mknn1j7zzwC/+2336pOnTpycnLSI488orNnz+qbb75RQECAXF1d9cwzz+jq1at5WlcAAAAAyC1CusksWbJERYoU0Y4dOzRr1iy9/fbbWrx4sXV+7969tWvXLq1atUrbtm2TYRhq27atbt68ede+R44cqc6dO6t169ZKTk5WcnKyGjdunKXdr7/+qqZNm8rR0VEbN27U7t271adPH926dUuSdPnyZfXq1Utbt27V9u3b5e/vr7Zt2+ry5cu5Wsfk5GR169ZNffr0UUJCgmJiYtSpUycZhqGmTZuqUqVKWrZsmbX9zZs3tXz5cvXp00eS9NJLL+n69evasmWL9u/fr2nTpsnFxUXe3t5auXKlJCkxMVHJycmaNWuWJCk8PFxLly7Vu+++qwMHDmjYsGHq0aOHNm/ebFPbxIkT9c477+j777/XyZMn1blzZ82cOVMffvihVq9erbVr12rOnDk5rtv169eVmppq8wIAAACA3OJ0d5Px9vbWjBkzZLFYVK1aNe3fv18zZsxQ//79dfjwYa1atUqxsbHWcL18+XJ5e3vr888/19NPP33Hvl1cXOTk5KTr16/f8fT2uXPnys3NTStWrFDRokUlSVWrVrXOf+SRR2zaL1y4UO7u7tq8ebPatWt313VMTk7WrVu31KlTJ/n4+EiSgoKCrPP79u2rqKgojRo1SpL05Zdf6tq1a+rcubMkKSkpSU8++aR1mUqVKlmX9fDwkCSVLVvWegO969ev64033tD69esVEhJiXWbr1q1asGCBwsLCrMtPnTpVoaGh1jrGjh2ro0ePWsd46qmntGnTJr3yyivZrlt4eLgmTZp0120AAAAAANnhSLrJPPjgg7JYLNb3ISEhOnz4sNLT05WQkKAiRYqoUaNG1vmlSpVStWrVlJCQkG81xMfHq0mTJtaA/mdnzpxR//795e/vLzc3N7m6uiotLU1JSUm56r9WrVpq3ry5goKC9PTTT2vRokW6ePGidX7v3r115MgRbd++XdLtO9Z37txZzs7OkqTBgwdbw/SECRO0b9++O4535MgRXb16VS1btrReo+/i4qKlS5daT+HPFBwcbP25XLlyKl68uM2XAOXKldPZs2dzHGvs2LFKSUmxvk6ePJmrbQIAAAAAEiEd2XBycrrj/F69eik+Pl6zZs3S999/r/j4eJUqVUo3btzIVf/29vZat26dvvnmGwUGBmrOnDmqVq2ajh8/Lun2UfD27dsrKipKZ86c0TfffGM91V2S+vXrp2PHjunZZ5/V/v37Vb9+/Tuegp6WliZJWr16teLj462vgwcP2lyXLsnmiwmLxZLliwqLxaKMjIwcx3J0dJSrq6vNCwAAAAByi5BuMnFxcTbvM6/5tre3V0BAgG7dumXT5vz580pMTFRgYGCu+ndwcFB6evod2wQHB+u7777L8Tr32NhYDR48WG3btlWNGjXk6Oio3377LVfjZ7JYLAoNDdWkSZO0Z88eOTg46LPPPrPO79evnz766CMtXLhQlStXtp6Cnsnb21sDBgzQp59+qhEjRmjRokXW9ZNks46BgYFydHRUUlKSqlSpYvPy9vbOU90AAAAAUJAI6SaTlJSk4cOHKzExUf/97381Z84cDRkyRJLk7++vDh06qH///tq6dav27t2rHj16qEKFCurQoUOu+vf19dW+ffuUmJio3377LdsgPmjQIKWmpqpr167atWuXDh8+rGXLlikxMdFax7Jly5SQkKC4uDh17979rkff/yguLk5vvPGGdu3apaSkJH366ac6d+6cAgICrG1atWolV1dXTZ06Vc8995zN8kOHDtW3336r48eP64cfftCmTZusy/r4+Mhiseirr77SuXPnlJaWphIlSmjkyJEaNmyYlixZoqNHj+qHH37QnDlztGTJklzXDQAAAAAFjZBuMj179tTvv/+uhg0b6qWXXtKQIUP0/PPPW+dHRUWpXr16ateunUJCQmQYhr7++uscrx//s/79+6tatWqqX7++ypQpo9jY2CxtSpUqpY0bNyotLU1hYWGqV6+eFi1aZB3jvffe08WLF1W3bl09++yzGjx4sMqWLZvrdXR1ddWWLVvUtm1bVa1aVa+99poiIyPVpk0baxs7Ozv17t1b6enp6tmzp83y6enpeumllxQQEKDWrVuratWqmjdvniSpQoUKmjRpksaMGaNy5cpp0KBBkqQpU6Zo3LhxCg8Pty63evVq+fn55bpuAAAAAChoFuOPD+FGoWrWrJlq166tmTNnFnYpptC3b1+dO3dOq1atKuxS/rLU1FS5ubnpp6qTVcK+WGGXAyAXPA+OKuwSAADAfYxHsMF0UlJStH//fn344Yf/6IAOAAAAAHlFSIfpdOjQQTt27NCAAQPUsmXLwi4HAAAAAO4ZQrqJxMTEFHYJpsB2AAAAAHC/4sZxAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyC56QDBSjzOekpKSlydXUt7HIAAAAAmBxH0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYRJHCLgC4H4wbs0aOjsULuwwAhejNGe0KuwQAAPAPwJF0AAAAAABMgpAOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCQI6QAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0EzAMQ88//7w8PDxksVgUHx9/12VOnDiR67Z/NnHiRNWuXTvPy+XFoUOH9OCDD6pYsWIFPlZ27sU6AgAAAEB+I6SbwJo1axQdHa2vvvpKycnJqlmzZoGON3LkSG3YsKFAx5gwYYKcnZ2VmJhY4GNlJ6/r+He+9AAAAACA/FKksAuAdPToUXl5ealx48YFOo5hGEpPT5eLi4tcXFwKdKyjR4/qsccek4+PT4GOk5N7sY4AAAAAkN84kl7IevfurZdffllJSUmyWCzy9fWVdPvo+kMPPSR3d3eVKlVK7dq109GjR7Msf+jQITVu3FjFihVTzZo1tXnzZuu8mJgYWSwWffPNN6pXr54cHR21devWbE8Ff//991WjRg05OjrKy8tLgwYNyrHmjIwMTZ48WRUrVpSjo6Nq166tNWvWWOdbLBbt3r1bkydPlsVi0cSJE7Pt55NPPlFQUJCcnJxUqlQptWjRQleuXMnVGJL0yy+/qFu3bvLw8JCzs7Pq16+vuLg4Sdmf7r548WIFBASoWLFiql69uubNm2ed5+fnJ0mqU6eOLBaLmjVrpi1btqho0aI6ffq0TT9Dhw5VkyZNctw+AAAAAPBXEdIL2axZs6xhNDk5WTt37pQkXblyRcOHD9euXbu0YcMG2dnZ6YknnlBGRobN8qNGjdKIESO0Z88ehYSEqH379jp//rxNmzFjxigiIkIJCQkKDg7OUsP8+fP10ksv6fnnn9f+/fu1atUqValS5Y41R0ZGavr06dq3b59atWqlxx9/XIcPH5YkJScnq0aNGhoxYoSSk5M1cuTILH0kJyerW7du6tOnjxISEhQTE6NOnTrJMIxcjZGWlqawsDD9+uuvWrVqlfbu3avRo0dn2T6Zli9frvHjx+v1119XQkKC3njjDY0bN05LliyRJO3YsUOStH79eiUnJ+vTTz9V06ZNValSJS1btszaz82bN7V8+XL16dMn23GuX7+u1NRUmxcAAAAA5BanuxcyNzc3lShRQvb29vL09LROf/LJJ23avf/++ypTpowOHjxoc836oEGDrG3nz5+vNWvW6L333tPo0aOtbSZPnqyWLVvmWMPUqVM1YsQIDRkyxDqtQYMGObafPn26XnnlFXXt2lWSNG3aNG3atEkzZ87U3Llz5enpqSJFisjFxcVmnf4oOTlZt27dUqdOnaynxAcFBeV6jA8//FDnzp3Tzp075eHhIUl3/GJhwoQJioyMVKdOnSTdPnJ+8OBBLViwQL169VKZMmUkSaVKlbKpuW/fvoqKitKoUaMkSV9++aWuXbumzp07ZztOeHi4Jk2alGMdAAAAAHAnHEk3qcOHD6tbt26qVKmSXF1drafBJyUl2bQLCQmx/lykSBHVr19fCQkJNm3q16+f4zhnz57VqVOn1Lx581zVlZqaqlOnTik0NNRmemhoaJZx76RWrVpq3ry5goKC9PTTT2vRokW6ePFirseIj49XnTp1rAH9Tq5cuaKjR4+qb9++1mvVXVxcNHXq1GwvIfij3r1768iRI9q+fbskKTo6Wp07d5azs3O27ceOHauUlBTr6+TJk3etDwAAAAAycSTdpNq3by8fHx8tWrRI5cuXV0ZGhmrWrKkbN27kua+cAqUkOTk5/Z0y/zJ7e3utW7dO33//vdauXas5c+boP//5j+Li4lSqVKm7Lp+XutPS0iRJixYtUqNGjbLUcSdly5ZV+/btFRUVJT8/P33zzTeKiYnJsb2jo6McHR1zXRsAAAAA/BFH0k3o/PnzSkxM1GuvvabmzZsrICDAepT5zzKP8ErSrVu3tHv3bgUEBOR6rBIlSsjX1zfXjytzdXVV+fLlFRsbazM9NjZWgYGBuR5Xun2DudDQUE2aNEl79uyRg4ODPvvss1yNERwcrPj4eF24cOGu45QrV07ly5fXsWPHVKVKFZtX5g3jHBwcJEnp6elZlu/Xr58++ugjLVy4UJUrV85yhB8AAAAA8gtH0k2oZMmSKlWqlBYuXCgvLy8lJSVpzJgx2badO3eu/P39FRAQoBkzZujixYs53tQsJxMnTtSAAQNUtmxZtWnTRpcvX1ZsbKxefvnlbNuPGjVKEyZMUOXKlVW7dm1FRUUpPj5ey5cvz/WYcXFx2rBhgx599FGVLVtWcXFxOnfunPULhruN0a1bN73xxhvq2LGjwsPD5eXlpT179qh8+fI2lwBkmjRpkgYPHiw3Nze1bt1a169f165du3Tx4kUNHz5cZcuWlZOTk9asWaOKFSuqWLFicnNzkyS1atVKrq6umjp1qiZPnpynbQsAAAAAeUFINyE7OzutWLFCgwcPVs2aNVWtWjXNnj1bzZo1y9I2IiJCERERio+PV5UqVbRq1SqVLl06T+P16tVL165d04wZMzRy5EiVLl1aTz31VI7tBw8erJSUFI0YMUJnz55VYGCgVq1aJX9//1yP6erqqi1btmjmzJlKTU2Vj4+PIiMj1aZNm1yN4eDgoLVr12rEiBFq27atbt26pcDAQM2dOzfb8fr166fixYvrrbfe0qhRo+Ts7KygoCANHTpU0u3r+WfPnq3Jkydr/PjxatKkifW0djs7O/Xu3VtvvPGGevbsmet1BAAAAIC8shiZz7wCkKO+ffvq3LlzWrVqVZ6WS01NlZubmwa/+JEcHYsXUHUA/gnenNGusEsAAAD/ABxJB+4gJSVF+/fv14cffpjngA4AAAAAeUVIB+6gQ4cO2rFjhwYMGHDHZ80DAAAAQH4gpAN3cKfHrQEAAABAfuMRbAAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJWAzDMAq7CODfKjU1VW5ubkpJSZGrq2thlwMAAADA5DiSDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkihR2AcD94MgAd7k4WAq7DAAAgH+EqtHphV0CUGg4kg4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIx9+WkZGh8PBw+fn5ycnJSbVq1dInn3xinX/gwAG1a9dOrq6uKlGihJo0aaKjR49al508ebIqVqwoR0dH1a5dW2vWrLEue+LECVksFn366ad6+OGHVbx4cdWqVUvbtm2zqWHlypWqUaOGHB0d5evrq8jISJv5vr6+mjp1qnr27CkXFxf5+Pho1apVOnfunDp06CAXFxcFBwdr165dkqQrV67I1dXVZj0k6fPPP5ezs7MuX76cr9sQAAAAACRCOvJBeHi4li5dqnfffVcHDhzQsGHD1KNHD23evFm//vqrmjZtKkdHR23cuFG7d+9Wnz59dOvWLUnSrFmzFBkZqenTp2vfvn1q1aqVHn/8cR0+fNhmjP/85z8aOXKk4uPjVbVqVXXr1s3ax+7du9W5c2d17dpV+/fv18SJEzVu3DhFR0fb9DFjxgyFhoZqz549euyxx/Tss8+qZ8+e6tGjh3744QdVrlxZPXv2lGEYcnZ2VteuXRUVFWXTR1RUlJ566imVKFEi221x/fp1paam2rwAAAAAILcshmEYhV0E/rmuX78uDw8PrV+/XiEhIdbp/fr109WrV+Xr66sVK1YoMTFRRYsWzbJ8hQoV9NJLL+nVV1+1TmvYsKEaNGiguXPn6sSJE/Lz89PixYvVt29fSdLBgwdVo0YNJSQkqHr16urevbvOnTuntWvXWvsYPXq0Vq9erQMHDki6fSS9SZMmWrZsmSTp9OnT8vLy0rhx4zR58mRJ0vbt2xUSEqLk5GR5enpqx44daty4sU6ePCkvLy+dPXtWFSpU0Pr16xUWFpbt9pg4caImTZqUZfrubha5OFjyunkBAADuS1Wj0wu7BKDQcCQdf8uRI0d09epVtWzZUi4uLtbX0qVLdfToUcXHx6tJkybZBvTU1FSdOnVKoaGhNtNDQ0OVkJBgMy04ONj6s5eXlyTp7NmzkqSEhIRs+zh8+LDS09Oz7aNcuXKSpKCgoCzTMvtt2LChatSooSVLlkiSPvjgA/n4+Khp06Y5bo+xY8cqJSXF+jp58mSObQEAAADgz4oUdgH4Z0tLS5MkrV69WhUqVLCZ5+joqKFDh+bLOH8M+RbL7SPSGRkZf7uPu/Xbr18/zZ07V2PGjFFUVJSee+45a7vsODo6ytHRMU91AQAAAEAmjqTjbwkMDJSjo6OSkpJUpUoVm5e3t7eCg4P13Xff6ebNm1mWdXV1Vfny5RUbG2szPTY2VoGBgbmuISAgINs+qlatKnt7+7+2Yv9fjx499PPPP2v27Nk6ePCgevXq9bf6AwAAAIA74Ug6/pYSJUpo5MiRGjZsmDIyMvTQQw8pJSVFsbGxcnV11aBBgzRnzhx17dpVY8eOlZubm7Zv366GDRuqWrVqGjVqlCZMmKDKlSurdu3aioqKUnx8vJYvX57rGkaMGKEGDRpoypQp6tKli7Zt26Z33nlH8+bN+9vrV7JkSXXq1EmjRo3So48+qooVK/7tPgEAAAAgJ4R0/G1TpkxRmTJlFB4ermPHjsnd3V1169bVq6++qlKlSmnjxo0aNWqUwsLCZG9vr9q1a1uvIR88eLBSUlI0YsQInT17VoGBgVq1apX8/f1zPX7dunX18ccfa/z48ZoyZYq8vLw0efJk9e7dO1/Wr2/fvvrwww/Vp0+ffOkPAAAAAHLC3d2Bu1i2bJmGDRumU6dOycHBIU/Lpqamys3Njbu7AwAA5AF3d8f9jCPpQA6uXr2q5ORkRURE6IUXXshzQAcAAACAvOLGcUAO3nzzTVWvXl2enp4aO3ZsYZcDAAAA4D7A6e5AAeJ0dwAAgLzjdHfczziSDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEd3cHClDm3d1TUlLk6upa2OUAAAAAMDmOpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRQp7AKA+0H1DybIzsmxsMsAAAAA7hu/PBdR2CX8JRxJBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJP5VId3X11czZ860vj99+rRatmwpZ2dnubu7F1pd+a13797q2LFjYZehEydOyGKxKD4+XpIUExMji8WiS5cu3fNaDMPQ888/Lw8PD5ua/ig6Otrm92DixImqXbu2TZuJEyeqXLlyslgs+vzzzwu0ZgAAAAD4s39VSP+zGTNmKDk5WfHx8frpp58Ku5x/vcaNGys5OVlubm6SsobigrRmzRpFR0frq6++UnJysmrWrHnXZUaOHKkNGzZY3yckJGjSpElasGCBkpOT1aZNm4IsGQAAAACyKFLYBRSko0ePql69evL39//LfaSnp8tiscjO7l/9fUa+cHBwkKenZ6GMffToUXl5ealx48a5XsbFxUUuLi42fUhShw4dZLFY8r1GAAAAALibQkueX331ldzd3ZWeni5Jio+Pl8Vi0ZgxY6xt+vXrpx49eljfb926VU2aNJGTk5O8vb01ePBgXblyJdv+fX19tXLlSi1dulQWi0W9e/eWJL399tsKCgqSs7OzvL29NXDgQKWlpVmXyzz6u2rVKgUGBsrR0VFJSUm6fv26Ro4cqQoVKsjZ2VmNGjVSTEzMHdcxt2N9++23CggIkIuLi1q3bq3k5GRrm/T0dA0fPlzu7u4qVaqURo8eLcMw7rp9o6Oj9cADD6h48eJ64oknFBkZaXNUO7tT5ocOHapmzZpZ369Zs0YPPfSQdex27dpZg2x2/ni6e0xMjJ577jmlpKTIYrHIYrFo4sSJmjx5crZHuWvXrq1x48bl2PfmzZvVsGFDOTo6ysvLS2PGjNGtW7es6/Lyyy8rKSlJFotFvr6+d90+ku3p7hMnTlT79u0lSXZ2djYhffHixQoICFCxYsVUvXp1zZs3L1f9AwAAAEBeFVpIb9KkiS5fvqw9e/ZIuh3CSpcubRN8N2/ebA2NR48eVevWrfXkk09q3759+uijj7R161YNGjQo2/537typ1q1bq3PnzkpOTtasWbMk3Q5gs2fP1oEDB7RkyRJt3LhRo0ePtln26tWrmjZtmhYvXqwDBw6obNmyGjRokLZt26YVK1Zo3759evrpp9W6dWsdPnw4x3XM7VjTp0/XsmXLtGXLFiUlJWnkyJHW+ZGRkYqOjtb777+vrVu36sKFC/rss8/uuG3j4uLUt29fDRo0SPHx8Xr44Yc1derUOy6TnStXrmj48OHatWuXNmzYIDs7Oz3xxBPKyMi467KNGzfWzJkz5erqquTkZCUnJ2vkyJHq06ePEhIStHPnTmvbPXv2aN++fXruueey7evXX39V27Zt1aBBA+3du1fz58/Xe++9Z12nWbNmafLkyapYsaKSk5Nt+s6tkSNHKioqSpKs9UrS8uXLNX78eL3++utKSEjQG2+8oXHjxmnJkiXZ9nP9+nWlpqbavAAAAAAgtwrtdHc3NzfVrl1bMTExql+/vmJiYjRs2DBNmjRJaWlpSklJ0ZEjRxQWFiZJCg8PV/fu3TV06FBJkr+/v2bPnq2wsDDNnz9fxYoVs+m/TJkycnR0lJOTk80p2JnLS7ePtk+dOlUDBgywOTp68+ZNzZs3T7Vq1ZIkJSUlKSoqSklJSSpfvryk26FuzZo1ioqK0htvvJHtOuZ2rHfffVeVK1eWJA0aNEiTJ0+2zp85c6bGjh2rTp06SZLeffddffvtt3fctrNmzVLr1q2tXwhUrVpV33//vdasWXPH5f7sySeftHn//vvvq0yZMjp48OBdr/l2cHCQm5ubLBaLzfZ3cXFRq1atFBUVpQYNGkiSoqKiFBYWpkqVKmXb17x58+Tt7a133nlHFotF1atX16lTp/TKK69o/PjxcnNzU4kSJWRvb/+XT7d3cXGxnmnwxz4mTJigyMhI6/b38/PTwYMHtWDBAvXq1StLP+Hh4Zo0adJfqgEAAAAACvVC67CwMMXExMgwDH333Xfq1KmTAgICtHXrVm3evFnly5e3Xk++d+9eRUdHW68jzgx7GRkZOn78eK7HXL9+vZo3b64KFSqoRIkSevbZZ3X+/HldvXrV2sbBwUHBwcHW9/v371d6erqqVq1qM/7mzZvvePp3bsYqXry4NaBLkpeXl86ePStJSklJUXJysho1amSdX6RIEdWvX/+O65iQkGCzjCSFhITcZctkdfjwYXXr1k2VKlWSq6ur9TTypKSkPPf1R/3799d///tfXbt2TTdu3NCHH36oPn365Ng+ISFBISEhNqegh4aGKi0tTb/88svfquVOrly5oqNHj6pv3742+33q1Kk57vexY8cqJSXF+jp58mSB1QcAAADg36dQbxzXrFkzvf/++9q7d6+KFi2q6tWrq1mzZoqJidHFixetR9ElKS0tTS+88IIGDx6cpZ8HHnggV+OdOHFC7dq104svvqjXX39dHh4e2rp1q/r27asbN26oePHikiQnJyebQJiWliZ7e3vt3r1b9vb2Nn3+8cZjf2WsokWL2ixnsVhydc3532VnZ5dlnJs3b9q8b9++vXx8fLRo0SKVL19eGRkZqlmzpm7cuPG3xm7fvr0cHR312WefycHBQTdv3tRTTz31t/osCJn3D1i0aFGWLz3+/HuQydHRUY6OjgVeGwAAAIB/p0IN6ZnXpc+YMcMayJs1a6aIiAhdvHhRI0aMsLatW7euDh48qCpVqvzl8Xbv3q2MjAxFRkZa79b+8ccf33W5OnXqKD09XWfPnlWTJk0KdKw/cnNzk5eXl+Li4tS0aVNJ0q1bt7R7927VrVs3x+UCAgIUFxdnM2379u0278uUKaMff/zRZlp8fLz1S4Pz588rMTFRixYtsq7z1q1b81S/g4OD9caAf1SkSBH16tVLUVFRcnBwUNeuXeXk5HTH9Vm5cqUMw7B+eRIbG6sSJUqoYsWKeaopL8qVK6fy5cvr2LFj6t69e4GNAwAAAACZCvV095IlSyo4OFjLly+33iCuadOm+uGHH/TTTz/ZHEl/5ZVX9P3331tvhnb48GF98cUXOd44LjtVqlTRzZs3NWfOHB07dkzLli3Tu+++e9flqlatqu7du6tnz5769NNPdfz4ce3YsUPh4eFavXp1vo71Z0OGDFFERIQ+//xzHTp0SAMHDtSlS5fuuMzgwYO1Zs0aTZ8+XYcPH9Y777yT5Xr0Rx55RLt27dLSpUt1+PBhTZgwwSa0lyxZUqVKldLChQt15MgRbdy4UcOHD89T7b6+vkpLS9OGDRv022+/2Zzm369fP23cuFFr1qy546nukjRw4ECdPHlSL7/8sg4dOqQvvvhCEyZM0PDhwwv80XiTJk1SeHi4Zs+erZ9++kn79+9XVFSU3n777QIdFwAAAMD9qdAf/h0WFqb09HRrSPfw8FBgYKA8PT1VrVo1a7vg4GBt3rxZP/30k5o0aaI6depo/Pjx1hu55UatWrX09ttva9q0aapZs6aWL1+u8PDwXC0bFRWlnj17asSIEapWrZo6duyonTt35niq/d8Z649GjBihZ599Vr169VJISIhKlCihJ5544o7LPPjgg1q0aJFmzZqlWrVqae3atXrttdds2rRq1Urjxo3T6NGj1aBBA12+fFk9e/a0zrezs9OKFSu0e/du1axZU8OGDdNbb72Vp9obN26sAQMGqEuXLipTpozefPNN6zx/f381btxY1atXz3Iq+Z9VqFBBX3/9tXbs2KFatWppwIAB6tu3b5Z1Kgj9+vXT4sWLFRUVpaCgIIWFhSk6Olp+fn4FPjYAAACA+4/FuBcXQKPQRUdHa+jQoXc9Cn+vGIYhf39/DRw4MM9H6P9JUlNTb1+2MHeo7Jy4Vh0AAAC4V355LqKwS/hLCvWadNyfzp07pxUrVuj06dM5PhsdAAAAAO5HhHTcc2XLllXp0qW1cOFClSxZsrDLAQAAAADTIKTfJ3r37q3evXsXdhmSdE8eMQcAAAAA/0SFfuM4AAAAAABwGyEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyC56QDBSjzOekpKSlydXUt7HIAAAAAmBxH0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTIKQDAAAAAGAShHQAAAAAAEyCkA4AAAAAgEkQ0gEAAAAAMAlCOgAAAAAAJkFIBwAAAADAJAjpAAAAAACYBCEdAAAAAACTKFLYBQD/ZoZhSJJSU1MLuRIAAAAAZlCiRAlZLJYc5xPSgQJ0/vx5SZK3t3chVwIAAADADFJSUuTq6prjfEI6UIA8PDwkSUlJSXJzcyvkapApNTVV3t7eOnny5B3/QOLeYZ+YE/vFnNgv5sR+MSf2i/mwT24fSb8TQjpQgOzsbt/2wc3N7b79I2Rmrq6u7BeTYZ+YE/vFnNgv5sR+MSf2i/mwT3LGjeMAAAAAADAJQjoAAAAAACZBSAcKkKOjoyZMmCBHR8fCLgV/wH4xH/aJObFfzIn9Yk7sF3Niv5gP++TuLEbmM6IAAAAAAECh4kg6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMFZO7cufL19VWxYsXUqFEj7dixo7BL+teYOHGiLBaLzat69erW+deuXdNLL72kUqVKycXFRU8++aTOnDlj00dSUpIee+wxFS9eXGXLltWoUaN069YtmzYxMTGqW7euHB0dVaVKFUVHR9+L1fvH2LJli9q3b6/y5cvLYrHo888/t5lvGIbGjx8vLy8vOTk5qUWLFjp8+LBNmwsXLqh79+5ydXWVu7u7+vbtq7S0NJs2+/btU5MmTVSsWDF5e3vrzTffzFLL//73P1WvXl3FihVTUFCQvv7663xf33+Ku+2X3r17Z/n8tG7d2qYN+yV/hYeHq0GDBipRooTKli2rjh07KjEx0abNvfy7xb9Pt+VmvzRr1izL52XAgAE2bdgv+Wv+/PkKDg6Wq6urXF1dFRISom+++cY6n89K4bjbfuGzks8MAPluxYoVhoODg/H+++8bBw4cMPr372+4u7sbZ86cKezS/hUmTJhg1KhRw0hOTra+zp07Z50/YMAAw9vb29iwYYOxa9cu48EHHzQaN25snX/r1i2jZs2aRosWLYw9e/YYX3/9tVG6dGlj7Nix1jbHjh0zihcvbgwfPtw4ePCgMWfOHMPe3t5Ys2bNPV1XM/v666+N//znP8ann35qSDI+++wzm/kRERGGm5ub8fnnnxt79+41Hn/8ccPPz8/4/fffrW1at25t1KpVy9i+fbvx3XffGVWqVDG6detmnZ+SkmKUK1fO6N69u/Hjjz8a//3vfw0nJydjwYIF1jaxsbGGvb298eabbxoHDx40XnvtNaNo0aLG/v37C3wbmNHd9kuvXr2M1q1b23x+Lly4YNOG/ZK/WrVqZURFRRk//vijER8fb7Rt29Z44IEHjLS0NGube/V3i3+f/k9u9ktYWJjRv39/m89LSkqKdT77Jf+tWrXKWL16tfHTTz8ZiYmJxquvvmoULVrU+PHHHw3D4LNSWO62X/is5C9COlAAGjZsaLz00kvW9+np6Ub58uWN8PDwQqzq32PChAlGrVq1sp136dIlo2jRosb//vc/67SEhARDkrFt2zbDMG6HGDs7O+P06dPWNvPnzzdcXV2N69evG4ZhGKNHjzZq1Khh03eXLl2MVq1a5fPa/Dv8OQxmZGQYnp6exltvvWWddunSJcPR0dH473//axiGYRw8eNCQZOzcudPa5ptvvjEsFovx66+/GoZhGPPmzTNKlixp3S+GYRivvPKKUa1aNev7zp07G4899phNPY0aNTJeeOGFfF3Hf6KcQnqHDh1yXIb9UvDOnj1rSDI2b95sGMa9/bvFv085+/N+MYzbwWPIkCE5LsN+uTdKlixpLF68mM+KyWTuF8Pgs5LfON0dyGc3btzQ7t271aJFC+s0Ozs7tWjRQtu2bSvEyv5dDh8+rPLly6tSpUrq3r27kpKSJEm7d+/WzZs3bbZ/9erV9cADD1i3/7Zt2xQUFKRy5cpZ27Rq1Uqpqak6cOCAtc0f+8hswz7MnePHj+v06dM229DNzU2NGjWy2Q/u7u6qX7++tU2LFi1kZ2enuLg4a5umTZvKwcHB2qZVq1ZKTEzUxYsXrW3YV3kTExOjsmXLqlq1anrxxRd1/vx56zz2S8FLSUmRJHl4eEi6d3+3+Pfpzv68XzItX75cpUuXVs2aNTV27FhdvXrVOo/9UrDS09O1YsUKXblyRSEhIXxWTOLP+yUTn5X8U6SwCwD+bX777Telp6fb/BGSpHLlyunQoUOFVNW/S6NGjRQdHa1q1aopOTlZkyZNUpMmTfTjjz/q9OnTcnBwkLu7u80y5cqV0+nTpyVJp0+fznb/ZM67U5vU1FT9/vvvcnJyKqC1+3fI3I7ZbcM/buOyZcvazC9SpIg8PDxs2vj5+WXpI3NeyZIlc9xXmX3AVuvWrdWpUyf5+fnp6NGjevXVV9WmTRtt27ZN9vb27JcClpGRoaFDhyo0NFQ1a9aUpHv2d+vixYv8+5SD7PaLJD3zzDPy8fFR+fLltW/fPr3yyitKTEzUp59+Kon9UlD279+vkJAQXbt2TS4uLvrss88UGBio+Ph4PiuFKKf9IvFZyW+EdAD/OG3atLH+HBwcrEaNGsnHx0cff/wx4Rm4i65du1p/DgoKUnBwsCpXrqyYmBg1b968ECu7P7z00kv68ccftXXr1sIuBX+Q0355/vnnrT8HBQXJy8tLzZs319GjR1W5cuV7XeZ9o1q1aoqPj1dKSoo++eQT9erVS5s3by7ssu57Oe2XwMBAPiv5jNPdgXxWunRp2dvbZ7nT6JkzZ+Tp6VlIVf27ubu7q2rVqjpy5Ig8PT1148YNXbp0yabNH7e/p6dntvsnc96d2ri6uvJFQC5kbsc7fQ48PT119uxZm/m3bt3ShQsX8mVf8XnLnUqVKql06dI6cuSIJPZLQRo0aJC++uorbdq0SRUrVrROv1d/t/j3KXs57ZfsNGrUSJJsPi/sl/zn4OCgKlWqqF69egoPD1etWrU0a9YsPiuFLKf9kh0+K38PIR3IZw4ODqpXr542bNhgnZaRkaENGzbYXLeD/JOWlqajR4/Ky8tL9erVU9GiRW22f2JiopKSkqzbPyQkRPv377cJIuvWrZOrq6v1tK2QkBCbPjLbsA9zx8/PT56enjbbMDU1VXFxcTb74dKlS9q9e7e1zcaNG5WRkWH9xz0kJERbtmzRzZs3rW3WrVunatWqqWTJktY27Ku/7pdfftH58+fl5eUlif1SEAzD0KBBg/TZZ59p48aNWS4VuFd/t/j3ydbd9kt24uPjJcnm88J+KXgZGRm6fv06nxWTydwv2eGz8jcV9p3rgH+jFStWGI6OjkZ0dLRx8OBB4/nnnzfc3d1t7miJv27EiBFGTEyMcfz4cSM2NtZo0aKFUbp0aePs2bOGYdx+PMsDDzxgbNy40di1a5cREhJihISEWJfPfAzIo48+asTHxxtr1qwxypQpk+1jQEaNGmUkJCQYc+fO5RFsf3L58mVjz549xp49ewxJxttvv23s2bPH+Pnnnw3DuP0INnd3d+OLL74w9u3bZ3To0CHbR7DVqVPHiIuLM7Zu3Wr4+/vbPOrr0qVLRrly5Yxnn33W+PHHH40VK1YYxYsXz/KoryJFihjTp083EhISjAkTJty3j/oyjDvvl8uXLxsjR440tm3bZhw/ftxYv369UbduXcPf39+4du2atQ/2S/568cUXDTc3NyMmJsbm8URXr161trlXf7f49+n/3G2/HDlyxJg8ebKxa9cu4/jx48YXX3xhVKpUyWjatKm1D/ZL/hszZoyxefNm4/jx48a+ffuMMWPGGBaLxVi7dq1hGHxWCsud9guflfxHSAcKyJw5c4wHHnjAcHBwMBo2bGhs3769sEv61+jSpYvh5eVlODg4GBUqVDC6dOliHDlyxDr/999/NwYOHGiULFnSKF68uPHEE08YycnJNn2cOHHCaNOmjeHk5GSULl3aGDFihHHz5k2bNps2bTJq165tODg4GJUqVTKioqLuxer9Y2zatMmQlOXVq1cvwzBuP4Zt3LhxRrly5QxHR0ejefPmRmJiok0f58+fN7p162a4uLgYrq6uxnPPPWdcvnzZps3evXuNhx56yHB0dDQqVKhgREREZKnl448/NqpWrWo4ODgYNWrUMFavXl1g6212d9ovV69eNR599FGjTJkyRtGiRQ0fHx+jf//+Wf5zw37JX9ntD0k2f1Pu5d8t/n267W77JSkpyWjatKnh4eFhODo6GlWqVDFGjRpl8+xnw2C/5Lc+ffoYPj4+hoODg1GmTBmjefPm1oBuGHxWCsud9guflfxnMQzDuHfH7QEAAAAAQE64Jh0AAAAAAJMgpAMAAAAAYBKEdAAAAAAATIKQDgAAAACASRDSAQAAAAAwCUI6AAAAAAAmQUgHAAAAAMAkCOkAAAAAAJgEIR0AAAAAAJMgpAMAANzB6dOn9fLLL6tSpUpydHSUt7e32rdvrw0bNtzTOiwWiz7//PN7OiYA4N4rUtgFAAAAmNWJEycUGhoqd3d3vfXWWwoKCtLNmzf17bff6qWXXtKhQ4cKu0QAwL+MxTAMo7CLAAAAMKO2bdtq3759SkxMlLOzs828S5cuyd3dXUlJSXr55Ze1YcMG2dnZqXXr1pozZ47KlSsnSerdu7cuXbpkcxR86NChio+PV0xMjCSpWbNmCg4OVrFixbR48WI5ODhowIABmjhxoiTJ19dXP//8s3V5Hx8fnThxoiBXHQBQSDjdHQAAIBsXLlzQmjVr9NJLL2UJ6JLk7u6ujIwMdejQQRcuXNDmzZu1bt06HTt2TF26dMnzeEuWLJGzs7Pi4uL05ptvavLkyVq3bp0kaefOnZKkqKgoJScnW98DAP59ON0dAAAgG0eOHJFhGKpevXqObTZs2KD9+/fr+PHj8vb2liQtXbpUNWrU0M6dO9WgQYNcjxccHKwJEyZIkvz9/fXOO+9ow4YNatmypcqUKSPp9hcDnp6ef2OtAABmx5F0AACAbOTmisCEhAR5e3tbA7okBQYGyt3dXQkJCXkaLzg42Oa9l5eXzp49m6c+AAD/fIR0AACAbPj7+8tisfztm8PZ2dllCfw3b97M0q5o0aI27y0WizIyMv7W2ACAfx5COgAAQDY8PDzUqlUrzZ07V1euXMky/9KlSwoICNDJkyd18uRJ6/SDBw/q0qVLCgwMlCSVKVNGycnJNsvGx8fnuZ6iRYsqPT09z8sBAP5ZCOkAAAA5mDt3rtLT09WwYUOtXLlShw8fVkJCgmbPnq2QkBC1aNFCQUFB6t69u3744Qft2LFDPXv2VFhYmOrXry9JeuSRR7Rr1y4tXbpUhw8f1oQJE/Tjjz/muRZfX19t2LBBp0+f1sWLF/N7VQEAJkFIBwAAyEGlSpX0ww8/6OGHH9aIESNUs2ZNtWzZUhs2bND8+fNlsVj0xRdfqGTJkmratKlatGihSpUq6aOPPrL20apVK40bN06jR49WgwYNdPnyZfXs2TPPtURGRmrdunXy9vZWnTp18nM1AQAmwnPSAQAAAAAwCY6kAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJENIBAAAAADAJQjoAAAAAACZBSAcAAAAAwCQI6QAAAAAAmAQhHQAAAAAAkyCkAwAAAABgEoR0AAAAAABMgpAOAAAAAIBJ/D84Ei6MsHb1GwAAAABJRU5ErkJggg==\n"},"metadata":{}}],"source":["from matplotlib import pyplot as plt\n","import seaborn as sns\n","\n","\n","# Group the DataFrame by 'topic_8' and calculate the size of each group\n","grouped_data = df_source_corpus.groupby('topic_8').size()\n","\n","# Sort the grouped data by size in descending order\n","sorted_data = grouped_data.sort_values(ascending=False)\n","\n","# Plot the sorted data as a horizontal bar plot\n","plt.figure(figsize=(10, 6))  # Adjust figure size if needed\n","sorted_data.plot(kind='barh', color=sns.color_palette('Dark2', len(sorted_data)))\n","\n","# Remove top and right spines from the plot\n","plt.gca().spines[['top', 'right']].set_visible(False)\n","\n","# Add labels and title if needed\n","plt.xlabel('Count')\n","plt.ylabel('Topic')\n","plt.title('Number of Sentences per Topic')\n","\n","# Show the plot\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"aceUbR3zUuVR"},"source":["## Sentence Tokenization"]},{"cell_type":"code","execution_count":11,"metadata":{"executionInfo":{"elapsed":3,"status":"ok","timestamp":1715157773138,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"YOJ23UjupL5u"},"outputs":[],"source":["text = \"K. Alex Müller on the right track: Soon afterwards, he and M.A's J. Georg Bednorz discovered the first high-temperature superconductor. The 2 are nobel prize winners.\""]},{"cell_type":"markdown","metadata":{"id":"p4Rs-OPsVKUL"},"source":["**NLTK**: fast with some errors"]},{"cell_type":"code","execution_count":12,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":1741,"status":"ok","timestamp":1715157795875,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"yeMqtEnAhZdm","outputId":"13a8a806-fe84-4fb8-fa94-1106a0ef5fb9"},"outputs":[{"output_type":"stream","name":"stderr","text":["[nltk_data] Downloading package punkt to /root/nltk_data...\n","[nltk_data]   Unzipping tokenizers/punkt.zip.\n"]}],"source":["import nltk\n","nltk.download('punkt')\n","from nltk import sent_tokenize"]},{"cell_type":"code","execution_count":13,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":343,"status":"ok","timestamp":1715157804305,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"0dkD2rd1K-A7","outputId":"b90f52a0-8bb6-4cf4-fed2-b3a0c491b125"},"outputs":[{"output_type":"stream","name":"stdout","text":["[\"K. Alex Müller on the right track: Soon afterwards, he and M.A's J. Georg Bednorz discovered the first high-temperature superconductor.\", 'The 2 are nobel prize winners.']\n"]}],"source":["# by puntuation\n","sentences = sent_tokenize(text) # split document into sentences\n","print(sentences)"]},{"cell_type":"markdown","metadata":{"id":"90g9OtsTVRBl"},"source":["**Spacy**: better than NLTK"]},{"cell_type":"code","execution_count":15,"metadata":{"id":"6PYqJHpdhf6R","executionInfo":{"status":"ok","timestamp":1715157882230,"user_tz":-120,"elapsed":1052,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[],"source":["import spacy\n","# by language\n","nlp = spacy.load('en_core_web_sm')\n"]},{"cell_type":"code","execution_count":17,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"K64syxonk_OF","outputId":"5d345430-28da-4152-ab5a-e552c52e20b0","executionInfo":{"status":"ok","timestamp":1715157919508,"user_tz":-120,"elapsed":250,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["[K. Alex Müller on the right track: Soon afterwards, he and M.A's J. Georg Bednorz discovered the first high-temperature superconductor., The 2 are nobel prize winners.]\n"]}],"source":["doc = nlp(text)\n","sentences = list(doc.sents)\n","print(sentences)"]},{"cell_type":"code","execution_count":19,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":239,"status":"ok","timestamp":1715157963862,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"nQIHpFeshsia","outputId":"340d833a-cf89-4ebf-c88c-c9a5a1e9f279"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["0.0"]},"metadata":{},"execution_count":19}],"source":["doc.sentiment"]},{"cell_type":"markdown","metadata":{"id":"vI3aBVkIVYn9"},"source":["# Pre Processing\n","\n","\n","\n","0.   Choose the unit (sentence, document, paragraph, speech)\n","\n","1.   Capitalization\n","2.   Puntuation\n","3.   Tokens\n","4.   Numbers\n","5.   Stopwords\n","6.   Stemming\n","7.   Lemmatizing\n","\n"]},{"cell_type":"markdown","metadata":{"id":"8c0d699mjVAt"},"source":["### 1. Capitalization"]},{"cell_type":"code","execution_count":20,"metadata":{"executionInfo":{"elapsed":232,"status":"ok","timestamp":1715158012668,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"eW2KQ-Vhk_Kq"},"outputs":[],"source":["# Capitalization\n","text_lower = text.lower() # go to lower-case"]},{"cell_type":"code","execution_count":21,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":73},"executionInfo":{"elapsed":227,"status":"ok","timestamp":1715158014834,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"zIcnxWUIVhmA","outputId":"919a85b8-25ff-45da-ffbb-547627869ae6"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["\"k. alex müller on the right track: soon afterwards, he and m.a's j. georg bednorz discovered the first high-temperature superconductor. the 2 are nobel prize winners.\""],"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"}},"metadata":{},"execution_count":21}],"source":["text_lower"]},{"cell_type":"markdown","metadata":{"id":"1dppmw9_jaO8"},"source":["### 2. Punctuation"]},{"cell_type":"code","execution_count":22,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":233,"status":"ok","timestamp":1715158018410,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"c54ZmC35iS9-","outputId":"a4658022-a6b9-4889-d0f4-dbda9e76154c"},"outputs":[{"output_type":"stream","name":"stdout","text":["punctuation: !\"#$%&'()*+,-./:;<=>?@[\\]^_`{|}~\n"]}],"source":["# recipe for fast punctuation removal\n","from string import punctuation\n","print (\"punctuation:\", punctuation)"]},{"cell_type":"code","execution_count":23,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":224,"status":"ok","timestamp":1715158100841,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"T4jUXfILVgyx","outputId":"631a2366-81b2-4f53-e59c-9ab710e4906c"},"outputs":[{"output_type":"stream","name":"stdout","text":["k alex müller on the right track soon afterwards he and mas j georg bednorz discovered the first hightemperature superconductor the 2 are nobel prize winners\n"]}],"source":["#maktrans function from str, args are: find-character, replace-character, remove-character\n","punc_remover = str.maketrans('','',punctuation)\n","text_nopunc = text_lower.translate(punc_remover)\n","print(text_nopunc)"]},{"cell_type":"markdown","metadata":{"id":"BI316WRxkht7"},"source":["### 3. Tokenization of words"]},{"cell_type":"code","execution_count":24,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":239,"status":"ok","timestamp":1715158116611,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"T1013LQkVjov","outputId":"69a6aa61-70fb-40ce-8bdb-6870d3514ea9"},"outputs":[{"output_type":"stream","name":"stdout","text":["['k', 'alex', 'müller', 'on', 'the', 'right', 'track', 'soon', 'afterwards', 'he', 'and', 'mas', 'j', 'georg', 'bednorz', 'discovered', 'the', 'first', 'hightemperature', 'superconductor', 'the', '2', 'are', 'nobel', 'prize', 'winners']\n"]}],"source":["# Tokens\n","tokens = text_nopunc.split() # splits a string on white space\n","print(tokens)"]},{"cell_type":"markdown","metadata":{"id":"-TkmGJydkxsS"},"source":["### 4. Numbers"]},{"cell_type":"markdown","metadata":{"id":"-1F60q--i9Lc"},"source":["\n","\n","> Replace the number found by the # character\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":92,"status":"ok","timestamp":1715150372814,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"KbU_X5IkjNh6","outputId":"a876d404-dcb9-4e3a-8111-83ba74ed0c74"},"outputs":[{"name":"stdout","output_type":"stream","text":["['k', 'alex', 'müller', 'on', 'the', 'right', 'track', 'soon', 'afterwards', 'he', 'and', 'mas', 'j', 'georg', 'bednorz', 'discovered', 'the', 'first', 'hightemperature', 'superconductor', 'the', 'are', 'nobel', 'prize', 'winners']\n","Ellipsis\n"]}],"source":["#### YOUR CODE STARTS HERE ####\n","\n","\n","\n","# keep if not a digit, else replace with \"#\"\n","norm_numbers = ...\n","#print(no_numbers )\n","print(norm_numbers)\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"eSpiLaQLjNbS"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Uu15P4rWjNX6"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"HBML92dmjNUl"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LgfShpz9jNRD"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"InQYZcpkjNNe"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"254HFjiTjNKA"},"outputs":[],"source":[]},{"cell_type":"code","source":["</\"\""],"metadata":{"id":"Hrdg-SVEaPGQ"},"execution_count":null,"outputs":[]},{"cell_type":"code","execution_count":28,"metadata":{"id":"2C-k-KtkjNG5","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1715158399129,"user_tz":-120,"elapsed":8,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"5237f45d-422b-419b-de64-b3a077441146"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["['k',\n"," 'alex',\n"," 'müller',\n"," 'on',\n"," 'the',\n"," 'right',\n"," 'track',\n"," 'soon',\n"," 'afterwards',\n"," 'he',\n"," 'and',\n"," 'mas',\n"," 'j',\n"," 'georg',\n"," 'bednorz',\n"," 'discovered',\n"," 'the',\n"," 'first',\n"," 'hightemperature',\n"," 'superconductor',\n"," 'the',\n"," 'are',\n"," 'nobel',\n"," 'prize',\n"," 'winners']"]},"metadata":{},"execution_count":28}],"source":["[t   for t in tokens if t!='</\"\"' ]"]},{"cell_type":"code","source":["[t if not t.isdigit() else '#' for t in tokens ]"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"wLU965YlaGfa","executionInfo":{"status":"ok","timestamp":1715158412700,"user_tz":-120,"elapsed":233,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"63c58992-ffe0-4619-a921-ca870ce508ad"},"execution_count":29,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['k',\n"," 'alex',\n"," 'müller',\n"," 'on',\n"," 'the',\n"," 'right',\n"," 'track',\n"," 'soon',\n"," 'afterwards',\n"," 'he',\n"," 'and',\n"," 'mas',\n"," 'j',\n"," 'georg',\n"," 'bednorz',\n"," 'discovered',\n"," 'the',\n"," 'first',\n"," 'hightemperature',\n"," 'superconductor',\n"," 'the',\n"," '#',\n"," 'are',\n"," 'nobel',\n"," 'prize',\n"," 'winners']"]},"metadata":{},"execution_count":29}]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nB-UZ9abjNCp"},"outputs":[],"source":["[t if not t.isdigit() else '#' for t in tokens ]\n","\n","for t in tokens:\n","  if not t.isdigit():\n","    t\n","    else:\n","      '#'"]},{"cell_type":"code","execution_count":34,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":264,"status":"ok","timestamp":1715158598359,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"mtgf7zJJjCDm","outputId":"8080ae82-5d11-476c-fb36-1788451bdc02"},"outputs":[{"output_type":"stream","name":"stdout","text":["['k', 'alex', 'müller', 'on', 'the', 'right', 'track', 'soon', 'afterwards', 'he', 'and', 'mas', 'j', 'georg', 'bednorz', 'discovered', 'the', 'first', 'hightemperature', 'superconductor', 'the', '#', 'are', 'nobel', 'prize', 'winners']\n"]}],"source":["#### YOUR CODE STARTS HERE ####\n","\n","\n","\n","# keep if not a digit, else replace with \"#\"\n","norm_numbers = [t if not t.isdigit() else '#'\n","                for t in tokens ]\n","\n","print(norm_numbers)\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"]},{"cell_type":"markdown","metadata":{"id":"2L4ZtOCQjjzp"},"source":["### 5. Stopwords"]},{"cell_type":"markdown","source":["From NLTK"],"metadata":{"id":"lGkrp9P89OPB"}},{"cell_type":"code","execution_count":30,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":309,"status":"ok","timestamp":1715158555497,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"Y55Qorfej1k3","outputId":"08f787c7-b151-46ff-a89f-6d893afb233c"},"outputs":[{"output_type":"stream","name":"stderr","text":["[nltk_data] Downloading package stopwords to /root/nltk_data...\n","[nltk_data]   Unzipping corpora/stopwords.zip.\n"]}],"source":["# Stopwords\n","nltk.download('stopwords')\n","from nltk.corpus import stopwords"]},{"cell_type":"code","execution_count":32,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":237,"status":"ok","timestamp":1715158586534,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"YEsf3cpsj3aj","outputId":"b072ea3f-e588-4844-dcf9-4eb8371a4b01"},"outputs":[{"output_type":"stream","name":"stdout","text":["stop words: ['i', 'me', 'my', 'myself', 'we', 'our', 'ours', 'ourselves', 'you', \"you're\", \"you've\", \"you'll\", \"you'd\", 'your', 'yours', 'yourself', 'yourselves', 'he', 'him', 'his', 'himself', 'she', \"she's\", 'her', 'hers', 'herself', 'it', \"it's\", 'its', 'itself', 'they', 'them', 'their', 'theirs', 'themselves', 'what', 'which', 'who', 'whom', 'this', 'that', \"that'll\", 'these', 'those', 'am', 'is', 'are', 'was', 'were', 'be', 'been', 'being', 'have', 'has', 'had', 'having', 'do', 'does', 'did', 'doing', 'a', 'an', 'the', 'and', 'but', 'if', 'or', 'because', 'as', 'until', 'while', 'of', 'at', 'by', 'for', 'with', 'about', 'against', 'between', 'into', 'through', 'during', 'before', 'after', 'above', 'below', 'to', 'from', 'up', 'down', 'in', 'out', 'on', 'off', 'over', 'under', 'again', 'further', 'then', 'once', 'here', 'there', 'when', 'where', 'why', 'how', 'all', 'any', 'both', 'each', 'few', 'more', 'most', 'other', 'some', 'such', 'no', 'nor', 'not', 'only', 'own', 'same', 'so', 'than', 'too', 'very', 's', 't', 'can', 'will', 'just', 'don', \"don't\", 'should', \"should've\", 'now', 'd', 'll', 'm', 'o', 're', 've', 'y', 'ain', 'aren', \"aren't\", 'couldn', \"couldn't\", 'didn', \"didn't\", 'doesn', \"doesn't\", 'hadn', \"hadn't\", 'hasn', \"hasn't\", 'haven', \"haven't\", 'isn', \"isn't\", 'ma', 'mightn', \"mightn't\", 'mustn', \"mustn't\", 'needn', \"needn't\", 'shan', \"shan't\", 'shouldn', \"shouldn't\", 'wasn', \"wasn't\", 'weren', \"weren't\", 'won', \"won't\", 'wouldn', \"wouldn't\"]\n"]}],"source":["stoplist = stopwords.words('english')\n","print (\"stop words:\", stoplist)"]},{"cell_type":"code","execution_count":35,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":232,"status":"ok","timestamp":1715158611836,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"qnEUQNSWVu4M","outputId":"68f2f241-4b87-42f0-ac8e-bdf696e1fdfa"},"outputs":[{"output_type":"stream","name":"stdout","text":["['k', 'alex', 'müller', 'right', 'track', 'soon', 'afterwards', 'mas', 'j', 'georg', 'bednorz', 'discovered', 'first', 'hightemperature', 'superconductor', '#', 'nobel', 'prize', 'winners']\n"]}],"source":["# keep if not a stopword\n","nostop = [t for t in norm_numbers if t not in stoplist]\n","print(nostop)"]},{"cell_type":"markdown","source":["From scikit-learn"],"metadata":{"id":"8eZAiCcq9Ptz"}},{"cell_type":"code","execution_count":36,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":266,"status":"ok","timestamp":1715158645184,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"YhtfQ9X6V7PL","outputId":"efb2224f-560b-47d8-a108-a487a2042056"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["['a',\n"," 'about',\n"," 'above',\n"," 'across',\n"," 'after',\n"," 'afterwards',\n"," 'again',\n"," 'against',\n"," 'all',\n"," 'almost',\n"," 'alone',\n"," 'along',\n"," 'already',\n"," 'also',\n"," 'although',\n"," 'always',\n"," 'am',\n"," 'among',\n"," 'amongst',\n"," 'amoungst']"]},"metadata":{},"execution_count":36}],"source":["# scikit-learn stopwords\n","# depending on sklearn version, for sklearn==0.24.1, stop_words are here\n","from sklearn.feature_extraction._stop_words import ENGLISH_STOP_WORDS as stop_words\n","sorted(list(stop_words))[:20]"]},{"cell_type":"code","execution_count":37,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":228,"status":"ok","timestamp":1715158650944,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"OfOlO-3CWDcZ","outputId":"9d42bdf9-7098-499a-cd37-45b520cbba28"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["[\"'d\",\n"," \"'ll\",\n"," \"'m\",\n"," \"'re\",\n"," \"'s\",\n"," \"'ve\",\n"," 'a',\n"," 'about',\n"," 'above',\n"," 'across',\n"," 'after',\n"," 'afterwards',\n"," 'again',\n"," 'against',\n"," 'all',\n"," 'almost',\n"," 'alone',\n"," 'along',\n"," 'already',\n"," 'also']"]},"metadata":{},"execution_count":37}],"source":["# spacy stopwords\n","sorted(list(nlp.Defaults.stop_words))[:20]"]},{"cell_type":"markdown","metadata":{"id":"fuA_VrFJkGy3"},"source":["### 6. Stemming\n","\n","Heuristic based, reduce variations of words like -ed, -s"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"flULQprzkGh7"},"outputs":[],"source":["# Stemming\n","from nltk.stem import SnowballStemmer\n","stemmer = SnowballStemmer('english') # snowball stemmer, english"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":34,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"9hcjO0MTWGyM","outputId":"b94b8142-2509-4b2b-c8a7-b6b53b723a66"},"outputs":[{"name":"stdout","output_type":"stream","text":["['k', 'alex', 'müller', 'on', 'the', 'right', 'track', 'soon', 'afterward', 'he', 'and', 'mas', 'j', 'georg', 'bednorz', 'discov', 'the', 'first', 'hightemperatur', 'superconductor', 'the', '2', 'are', 'nobel', 'prize', 'winner']\n"]}],"source":["# remake list of tokens, replace with stemmed versions\n","tokens_stemmed = [stemmer.stem(t) for t in tokens]\n","print(tokens_stemmed)"]},{"cell_type":"markdown","metadata":{"id":"hPo5zOX2kMex"},"source":["### 7. Lemmatizing\n","\n","Linguistic-based, reduces words with linguistic meaning. Superlatives and Verbs infinitive/base form."]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":27,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"DfA6RpZCkMK_","outputId":"4b932729-1052-4d07-9a29-2da4554a9f81"},"outputs":[{"name":"stderr","output_type":"stream","text":["[nltk_data] Downloading package wordnet to /root/nltk_data...\n","[nltk_data]   Package wordnet is already up-to-date!\n","[nltk_data] Downloading package omw-1.4 to /root/nltk_data...\n","[nltk_data]   Package omw-1.4 is already up-to-date!\n"]}],"source":["# Lemmatizing\n","nltk.download('wordnet')\n","nltk.download('omw-1.4')\n","from nltk.stem import WordNetLemmatizer"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":19,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"4e0AUpTlWKRu","outputId":"091d5644-1c85-4eda-d871-33b424e5d209"},"outputs":[{"data":{"text/plain":["('corporation', 'corporation')"]},"execution_count":105,"metadata":{},"output_type":"execute_result"}],"source":["wnl = WordNetLemmatizer()\n","wnl.lemmatize('corporation'), wnl.lemmatize('corporations')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"executionInfo":{"elapsed":11,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"bwKiDkeGlOuF","outputId":"d257f705-cd46-4791-ec28-9df99930d7b5"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'corpor'"]},"execution_count":106,"metadata":{},"output_type":"execute_result"}],"source":["stemmer.stem('corporations')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"executionInfo":{"elapsed":10,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"FpHA7ZkPlOX2","outputId":"28167698-f95a-45a1-df74-603b95fcf6cd"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'wa'"]},"execution_count":107,"metadata":{},"output_type":"execute_result"}],"source":["wnl.lemmatize('was')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"executionInfo":{"elapsed":10,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"5FbT2LTIlh_o","outputId":"ff93fab3-77a5-4161-bf96-19057fffa708"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'went'"]},"execution_count":108,"metadata":{},"output_type":"execute_result"}],"source":["wnl.lemmatize('went') #go"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"executionInfo":{"elapsed":9,"status":"ok","timestamp":1715150372815,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"mZ_oDZQYluio","outputId":"f88126f4-f66a-401d-a79c-2d51a1105727"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'better'"]},"execution_count":109,"metadata":{},"output_type":"execute_result"}],"source":["wnl.lemmatize('better') #good"]},{"cell_type":"code","source":["df_source_corpus.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":226},"id":"Z7bXnrGsfxhD","executionInfo":{"status":"ok","timestamp":1715159908870,"user_tz":-120,"elapsed":276,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"bc93aebc-38ba-4b0b-dbfa-a1ef5175b82c"},"execution_count":38,"outputs":[{"output_type":"execute_result","data":{"text/plain":["                   topic_44                topic_8  \\\n","0                 democracy  freedom and democracy   \n","1  freedom and human rights  freedom and democracy   \n","2             law and order      fabric of society   \n","3                  no topic               no topic   \n","4          civic mindedness      fabric of society   \n","\n","                                                text  \n","0  Two hundred summers ago, this Democratic Party...  \n","1  In 1992, the party Thomas Jefferson founded in...  \n","2  Our land reverberates with a battle cry of fru...  \n","3                     America is on the wrong track.  \n","4                   The American people are hurting.  "],"text/html":["\n","  <div id=\"df-17ac55ac-1547-43ae-8026-bdf1796a8a9a\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>topic_44</th>\n","      <th>topic_8</th>\n","      <th>text</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>democracy</td>\n","      <td>freedom and democracy</td>\n","      <td>Two hundred summers ago, this Democratic Party...</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>freedom and human rights</td>\n","      <td>freedom and democracy</td>\n","      <td>In 1992, the party Thomas Jefferson founded in...</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>law and order</td>\n","      <td>fabric of society</td>\n","      <td>Our land reverberates with a battle cry of fru...</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>no topic</td>\n","      <td>no topic</td>\n","      <td>America is on the wrong track.</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>civic mindedness</td>\n","      <td>fabric of society</td>\n","      <td>The American people are hurting.</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-17ac55ac-1547-43ae-8026-bdf1796a8a9a')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-17ac55ac-1547-43ae-8026-bdf1796a8a9a button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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doc.lower() # all lower case\n","    nopunc = lower.translate(translator) # remove punctuation\n","    words = nopunc.split() # split into tokens\n","    nostop = [w for w in words if w not in stoplist] # remove stopwords\n","    no_numbers = [w if not w.isdigit() else '#' for w in nostop] # normalize numbers\n","    stemmed = [stemmer.stem(w) for w in no_numbers] # stem each word\n","    return stemmed"]},{"cell_type":"code","source":[],"metadata":{"id":"DHsN3jO6gRo9"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"FOJhxGT8mN0D"},"source":["\n","\n","> Apply the normalized_text function to the text column of df_source_corpus\n","\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"bl4waJqqmaAN"},"outputs":[],"source":["#### YOUR CODE STARTS HERE ####\n","\n","\n","df_source_corpus['tokens_cleaned'] = ...\n","\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"QOcI6YIpmezG"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"eTFraRH6meuo"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"xdKxA7U3ma0R"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"9iIyMZ18mau7"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"c8uUFDLAmapr"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":41,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":324},"id":"T6PhuVLxWZan","outputId":"9e8c9767-c90c-4693-bab7-1d250b96a2e2","executionInfo":{"status":"error","timestamp":1715160042029,"user_tz":-120,"elapsed":5951,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"error","ename":"AttributeError","evalue":"'float' object has no attribute 'replace'","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)","\u001b[0;32m<ipython-input-41-e49f5f701c8d>\u001b[0m in \u001b[0;36m<cell line: 1>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mdf_source_corpus\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'tokens_cleaned'\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdf_source_corpus\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'text'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mapply\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnormalize_text\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      2\u001b[0m \u001b[0mdf_source_corpus\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'tokens_cleaned'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/pandas/core/series.py\u001b[0m in \u001b[0;36mapply\u001b[0;34m(self, func, convert_dtype, args, **kwargs)\u001b[0m\n\u001b[1;32m   4628\u001b[0m         \u001b[0mdtype\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mfloat64\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4629\u001b[0m         \"\"\"\n\u001b[0;32m-> 4630\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mSeriesApply\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mconvert_dtype\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mapply\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[0m\u001b[1;32m   4631\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4632\u001b[0m     def _reduce(\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/pandas/core/apply.py\u001b[0m in \u001b[0;36mapply\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m   1023\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1024\u001b[0m         \u001b[0;31m# self.f is Callable\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1025\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mapply_standard\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[0m\u001b[1;32m   1026\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1027\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0magg\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\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/usr/local/lib/python3.10/dist-packages/pandas/core/apply.py\u001b[0m in \u001b[0;36mapply_standard\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m   1074\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1075\u001b[0m                 \u001b[0mvalues\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mobj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mastype\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mobject\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_values\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1076\u001b[0;31m                 mapped = lib.map_infer(\n\u001b[0m\u001b[1;32m   1077\u001b[0m                     \u001b[0mvalues\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1078\u001b[0m                     \u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/pandas/_libs/lib.pyx\u001b[0m in \u001b[0;36mpandas._libs.lib.map_infer\u001b[0;34m()\u001b[0m\n","\u001b[0;32m<ipython-input-40-b9214adedfe2>\u001b[0m in \u001b[0;36mnormalize_text\u001b[0;34m(doc)\u001b[0m\n\u001b[1;32m      8\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mnormalize_text\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdoc\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[1;32m      9\u001b[0m     \u001b[0;34m\"Input doc and return clean list of tokens\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m     \u001b[0mdoc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdoc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreplace\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'\\r'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m' '\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreplace\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'\\n'\u001b[0m\u001b[0;34m,\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[0m\u001b[1;32m     11\u001b[0m     \u001b[0mlower\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdoc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlower\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# all lower case\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     12\u001b[0m     \u001b[0mnopunc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlower\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtranslate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtranslator\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# remove punctuation\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mAttributeError\u001b[0m: 'float' object has no attribute 'replace'"]}],"source":["df_source_corpus['tokens_cleaned'] = df_source_corpus['text'].apply(normalize_text)\n","df_source_corpus['tokens_cleaned']"]},{"cell_type":"markdown","metadata":{"id":"EK9ELFL1W5aV"},"source":["Print the rows that are not string and add a clening step"]},{"cell_type":"code","execution_count":42,"metadata":{"executionInfo":{"elapsed":5,"status":"ok","timestamp":1715160100029,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"3m7jmomsWkW2"},"outputs":[],"source":["non_string_rows = df_source_corpus[~df_source_corpus['text'].apply(lambda x: isinstance(x, str))]\n"]},{"cell_type":"code","execution_count":43,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":132},"executionInfo":{"elapsed":230,"status":"ok","timestamp":1715160170443,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"kJzz1UaiW2Uw","outputId":"17f2f799-6f0f-4d55-f8c1-21bdf64cafbc"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["                        topic_44                      topic_8 text\n","30723   freedom and human rights        freedom and democracy  NaN\n","111003   welfare state expansion  welfare and quality of life  NaN"],"text/html":["\n","  <div id=\"df-1c56f244-3047-4da6-9b7f-9e3736631259\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>topic_44</th>\n","      <th>topic_8</th>\n","      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hurt]\n","                                ...                        \n","115405    [theyll, run, deficit, ultim, necessit, massiv...\n","115406    [drive, price, everyth, canadian, famili, buy,...\n","115407    [threaten, canada, econom, prospect, shut, res...\n","115408    [bring, back, cost, wast, ineffect, longgun, r...\n","115409    [repeal, import, reform, strengthen, canadian,...\n","Name: tokens_cleaned, Length: 115408, dtype: object"]},"metadata":{},"execution_count":44}],"source":["df_source_corpus = df_source_corpus.dropna(subset=['text'])\n","df_source_corpus['tokens_cleaned'] = df_source_corpus['text'].apply(normalize_text)\n","df_source_corpus['tokens_cleaned']"]},{"cell_type":"markdown","metadata":{"id":"rgCC0QgMXK6F"},"source":["**Gensim**: All in one"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"6p_lIeHHXGCP","outputId":"9585cb0a-acf4-4e93-f44e-39de57a943a8","executionInfo":{"status":"ok","timestamp":1715151371140,"user_tz":-120,"elapsed":751,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["['alex', 'müller', 'on', 'the', 'right', 'track', 'soon', 'afterwards', 'he', 'and', 'georg', 'bednorz', 'discovered', 'the', 'first', 'high', 'temperature', 'superconductor', 'the', 'are', 'nobel', 'prize', 'winners']\n"]}],"source":["from gensim.utils import simple_preprocess # lowercase, tokenized, punctuations/numbers removed\n","print(simple_preprocess(text))"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"457Z-YyTXPvS","outputId":"678a7c0e-7b9b-41b3-8d5f-a0920a160aa3","executionInfo":{"status":"ok","timestamp":1715151380517,"user_tz":-120,"elapsed":4075,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["0         [two, hundred, summers, ago, this, democratic,...\n","1         [in, the, party, thomas, jefferson, founded, i...\n","2         [our, land, reverberates, with, battle, cry, o...\n","3                      [america, is, on, the, wrong, track]\n","4                     [the, american, people, are, hurting]\n","                                ...                        \n","115405    [they, ll, do, this, by, running, deficits, th...\n","115406    [driving, up, the, price, of, everything, cana...\n","115407    [threatening, canada, economic, prospects, by,...\n","115408    [bringing, back, the, costly, wasteful, and, i...\n","115409    [repealing, our, important, reforms, that, hav...\n","Name: tokens_cleaned, Length: 115408, dtype: object"]},"metadata":{},"execution_count":29}],"source":["# I have cleaned 'text' colunm before\n","df_source_corpus['tokens_cleaned'] = df_source_corpus['text'].apply(simple_preprocess)\n","df_source_corpus['tokens_cleaned']"]},{"cell_type":"markdown","metadata":{"id":"RmyojdMYXdXV"},"source":["(OPTIONAL) If you want to customize the gensim:"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"background_save":true,"base_uri":"https://localhost:8080/"},"id":"Ff1kyyRzXY-5","outputId":"74c57f06-2f5e-4a69-9806-526bd386dd6a"},"outputs":[{"name":"stderr","output_type":"stream","text":["ERROR:root:Internal Python error in the inspect module.\n","Below is the traceback from this internal error.\n","\n"]},{"name":"stdout","output_type":"stream","text":["Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3553, in run_code\n","    exec(code_obj, self.user_global_ns, self.user_ns)\n","  File \"<ipython-input-115-b6a3b95e667f>\", line 3, in <cell line: 3>\n","    from gensim.parsing.preprocessing import preprocess_string, \\\n","  File \"<frozen importlib._bootstrap>\", line 1027, in _find_and_load\n","  File \"<frozen importlib._bootstrap>\", line 1002, in _find_and_load_unlocked\n","  File \"<frozen importlib._bootstrap>\", line 945, in _find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1439, in find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1408, in _get_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1366, in _path_importer_cache\n","OSError: [Errno 107] Transport endpoint is not connected\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'OSError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1101, in get_records\n","    return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 248, in wrapped\n","    return f(*args, **kwargs)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 281, in _fixed_getinnerframes\n","    records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n","  File \"/usr/lib/python3.10/inspect.py\", line 1662, in getinnerframes\n","    frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n","  File \"/usr/lib/python3.10/inspect.py\", line 1620, in getframeinfo\n","    filename = getsourcefile(frame) or getfile(frame)\n","  File \"/usr/lib/python3.10/inspect.py\", line 829, in getsourcefile\n","    module = getmodule(object, filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 861, in getmodule\n","    file = getabsfile(object, _filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 845, in getabsfile\n","    return os.path.normcase(os.path.abspath(_filename))\n","  File \"/usr/lib/python3.10/posixpath.py\", line 384, in abspath\n","    cwd = os.getcwd()\n","OSError: [Errno 107] Transport endpoint is not connected\n"]},{"name":"stderr","output_type":"stream","text":["ERROR:root:Internal Python error in the inspect module.\n","Below is the traceback from this internal error.\n","\n","ERROR:root:Internal Python error in the inspect module.\n","Below is the traceback from this internal error.\n","\n"]},{"name":"stdout","output_type":"stream","text":["Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3553, in run_code\n","    exec(code_obj, self.user_global_ns, self.user_ns)\n","  File \"<ipython-input-115-b6a3b95e667f>\", line 3, in <cell line: 3>\n","    from gensim.parsing.preprocessing import preprocess_string, \\\n","  File \"<frozen importlib._bootstrap>\", line 1027, in _find_and_load\n","  File \"<frozen importlib._bootstrap>\", line 1002, in _find_and_load_unlocked\n","  File \"<frozen importlib._bootstrap>\", line 945, in _find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1439, in find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1408, in _get_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1366, in _path_importer_cache\n","OSError: [Errno 107] Transport endpoint is not connected\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'OSError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3473, in run_ast_nodes\n","    if (await self.run_code(code, result,  async_=asy)):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3575, in run_code\n","    self.showtraceback(running_compiled_code=True)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2101, in showtraceback\n","    stb = self.InteractiveTB.structured_traceback(etype,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1367, in structured_traceback\n","    return FormattedTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1267, in structured_traceback\n","    return VerboseTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1124, in structured_traceback\n","    formatted_exception = self.format_exception_as_a_whole(etype, evalue, etb, number_of_lines_of_context,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1082, in format_exception_as_a_whole\n","    last_unique, recursion_repeat = find_recursion(orig_etype, evalue, records)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 382, in find_recursion\n","    return len(records), 0\n","TypeError: object of type 'NoneType' has no len()\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'TypeError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1101, in get_records\n","    return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 248, in wrapped\n","    return f(*args, **kwargs)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 281, in _fixed_getinnerframes\n","    records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n","  File \"/usr/lib/python3.10/inspect.py\", line 1662, in getinnerframes\n","    frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n","  File \"/usr/lib/python3.10/inspect.py\", line 1620, in getframeinfo\n","    filename = getsourcefile(frame) or getfile(frame)\n","  File \"/usr/lib/python3.10/inspect.py\", line 829, in getsourcefile\n","    module = getmodule(object, filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 861, in getmodule\n","    file = getabsfile(object, _filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 845, in getabsfile\n","    return os.path.normcase(os.path.abspath(_filename))\n","  File \"/usr/lib/python3.10/posixpath.py\", line 384, in abspath\n","    cwd = os.getcwd()\n","OSError: [Errno 107] Transport endpoint is not connected\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3553, in run_code\n","    exec(code_obj, self.user_global_ns, self.user_ns)\n","  File \"<ipython-input-115-b6a3b95e667f>\", line 3, in <cell line: 3>\n","    from gensim.parsing.preprocessing import preprocess_string, \\\n","  File \"<frozen importlib._bootstrap>\", line 1027, in _find_and_load\n","  File \"<frozen importlib._bootstrap>\", line 1002, in _find_and_load_unlocked\n","  File \"<frozen importlib._bootstrap>\", line 945, in _find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1439, in find_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1408, in _get_spec\n","  File \"<frozen importlib._bootstrap_external>\", line 1366, in _path_importer_cache\n","OSError: [Errno 107] Transport endpoint is not connected\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'OSError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3473, in run_ast_nodes\n","    if (await self.run_code(code, result,  async_=asy)):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3575, in run_code\n","    self.showtraceback(running_compiled_code=True)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2101, in showtraceback\n","    stb = self.InteractiveTB.structured_traceback(etype,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1367, in structured_traceback\n","    return FormattedTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1267, in structured_traceback\n","    return VerboseTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1124, in structured_traceback\n","    formatted_exception = self.format_exception_as_a_whole(etype, evalue, etb, number_of_lines_of_context,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1082, in format_exception_as_a_whole\n","    last_unique, recursion_repeat = find_recursion(orig_etype, evalue, records)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 382, in find_recursion\n","    return len(records), 0\n","TypeError: object of type 'NoneType' has no len()\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'TypeError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3030, in _run_cell\n","    return runner(coro)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/async_helpers.py\", line 78, in _pseudo_sync_runner\n","    coro.send(None)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3257, in run_cell_async\n","    has_raised = await self.run_ast_nodes(code_ast.body, cell_name,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 3492, in run_ast_nodes\n","    self.showtraceback()\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2101, in showtraceback\n","    stb = self.InteractiveTB.structured_traceback(etype,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1367, in structured_traceback\n","    return FormattedTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1267, in structured_traceback\n","    return VerboseTB.structured_traceback(\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1142, in structured_traceback\n","    formatted_exceptions += self.format_exception_as_a_whole(etype, evalue, etb, lines_of_context,\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1082, in format_exception_as_a_whole\n","    last_unique, recursion_repeat = find_recursion(orig_etype, evalue, records)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 382, in find_recursion\n","    return len(records), 0\n","TypeError: object of type 'NoneType' has no len()\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/interactiveshell.py\", line 2099, in showtraceback\n","    stb = value._render_traceback_()\n","AttributeError: 'TypeError' object has no attribute '_render_traceback_'\n","\n","During handling of the above exception, another exception occurred:\n","\n","Traceback (most recent call last):\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 1101, in get_records\n","    return _fixed_getinnerframes(etb, number_of_lines_of_context, tb_offset)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 248, in wrapped\n","    return f(*args, **kwargs)\n","  File \"/usr/local/lib/python3.10/dist-packages/IPython/core/ultratb.py\", line 281, in _fixed_getinnerframes\n","    records = fix_frame_records_filenames(inspect.getinnerframes(etb, context))\n","  File \"/usr/lib/python3.10/inspect.py\", line 1662, in getinnerframes\n","    frameinfo = (tb.tb_frame,) + getframeinfo(tb, context)\n","  File \"/usr/lib/python3.10/inspect.py\", line 1620, in getframeinfo\n","    filename = getsourcefile(frame) or getfile(frame)\n","  File \"/usr/lib/python3.10/inspect.py\", line 829, in getsourcefile\n","    module = getmodule(object, filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 861, in getmodule\n","    file = getabsfile(object, _filename)\n","  File \"/usr/lib/python3.10/inspect.py\", line 845, in getabsfile\n","    return os.path.normcase(os.path.abspath(_filename))\n","  File \"/usr/lib/python3.10/posixpath.py\", line 384, in abspath\n","    cwd = os.getcwd()\n","OSError: [Errno 107] Transport endpoint is not connected\n"]}],"source":["complicated_text = \"<div>Prof. Zurich <i>hailed</i> from Zurich., She got 3 M.A.'s from ETH.</div>\" # added html tags\n","\n","from gensim.parsing.preprocessing import preprocess_string, \\\n","strip_tags, strip_punctuation, strip_multiple_whitespaces, strip_numeric, remove_stopwords, strip_short, stem_text\n","\n","preprocess_string(complicated_text) # with all default filters: lowercase, tags, puncations, whitespaces, numerics, short words, stop words.\n","\n","# remove some filters to keep more tokens.\n","# e.g. If I want to keep stopwords, short words, and numbers and keep the words not stemmed\n","CUSTOM_FILTERS = [lambda x: x.lower(), strip_tags, strip_punctuation, strip_multiple_whitespaces]\n","preprocess_string(complicated_text, CUSTOM_FILTERS) # only use the customized filters"]},{"cell_type":"markdown","metadata":{"id":"fouG1yxRXueZ"},"source":["# Full analysis with Spacy"]},{"cell_type":"code","execution_count":45,"metadata":{"id":"HgXK_oiGXwjh","executionInfo":{"status":"ok","timestamp":1715160407993,"user_tz":-120,"elapsed":18513,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[],"source":["dfs = df_source_corpus.sample(1000)\n","# Reality\n","dfs['doc'] = dfs['text'].apply(nlp)"]},{"cell_type":"code","source":["dfs['doc'].head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"2fXWN6IehhpK","executionInfo":{"status":"ok","timestamp":1715160410467,"user_tz":-120,"elapsed":248,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"166f82a6-bf8e-4467-8a54-290f8e4a8adb"},"execution_count":46,"outputs":[{"output_type":"execute_result","data":{"text/plain":["33191    (increase, access, by, disabled, people, to, t...\n","70759    (Yet, families, that, have, been, on, welfare,...\n","32806    (review, the, terms, of, the, cap, on, tax, re...\n","40955    (Ireland, is, 100, %, compliant, with, EU, air...\n","17256    (We, will, implement, the, proposals, of, Labo...\n","Name: doc, dtype: object"]},"metadata":{},"execution_count":46}]},{"cell_type":"code","execution_count":47,"metadata":{"executionInfo":{"elapsed":236,"status":"ok","timestamp":1715160423842,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"dGtVeni5p3u_"},"outputs":[],"source":["dfs=dfs.reset_index()"]},{"cell_type":"code","execution_count":49,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"CTNJlDSImwei","executionInfo":{"status":"ok","timestamp":1715160456172,"user_tz":-120,"elapsed":238,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"f5cde653-d0be-4b0f-b398-9874436b0043"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["increase access by disabled people to the workforce by allowing them to earn over €120 per week without losing the Disability Allowance;"]},"metadata":{},"execution_count":49}],"source":["# The spacy model already gives you sentences and tokens.\n","# For example:\n","sent1 = list(dfs['doc'].iloc[0].sents)[0]\n","sent1 # sentence"]},{"cell_type":"code","execution_count":50,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":225,"status":"ok","timestamp":1715160462592,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"3BNZzz60m3hA","outputId":"f6449130-d1f3-41ab-8357-e783b6d0241c"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["[increase,\n"," access,\n"," by,\n"," disabled,\n"," people,\n"," to,\n"," the,\n"," workforce,\n"," by,\n"," allowing,\n"," them,\n"," to,\n"," earn,\n"," over,\n"," €,\n"," 120,\n"," per,\n"," week,\n"," without,\n"," losing,\n"," the,\n"," Disability,\n"," Allowance,\n"," ;]"]},"metadata":{},"execution_count":50}],"source":["# tokens\n","list(sent1)"]},{"cell_type":"code","execution_count":51,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":230,"status":"ok","timestamp":1715160473080,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"cNJ7EFu3m561","outputId":"3a44363d-818c-46d9-fb05-511a05b8dee8"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["['increase',\n"," 'access',\n"," 'by',\n"," 'disabled',\n"," 'people',\n"," 'to',\n"," 'the',\n"," 'workforce',\n"," 'by',\n"," 'allow',\n"," 'they',\n"," 'to',\n"," 'earn',\n"," 'over',\n"," '€',\n"," '120',\n"," 'per',\n"," 'week',\n"," 'without',\n"," 'lose',\n"," 'the',\n"," 'Disability',\n"," 'Allowance',\n"," ';']"]},"metadata":{},"execution_count":51}],"source":["# lemmas\n","[x.lemma_ for x in sent1]"]},{"cell_type":"code","execution_count":52,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":306,"status":"ok","timestamp":1715160489211,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"AaQjLD-gm9kG","outputId":"1fb8ee39-3016-4e05-adb0-4578cf9ffd56"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["['VB',\n"," 'NN',\n"," 'IN',\n"," 'JJ',\n"," 'NNS',\n"," 'IN',\n"," 'DT',\n"," 'NN',\n"," 'IN',\n"," 'VBG',\n"," 'PRP',\n"," 'TO',\n"," 'VB',\n"," 'IN',\n"," '$',\n"," 'CD',\n"," 'IN',\n"," 'NN',\n"," 'IN',\n"," 'VBG',\n"," 'DT',\n"," 'NNP',\n"," 'NNP',\n"," ':']"]},"metadata":{},"execution_count":52}],"source":["# POS tags\n","[x.tag_ for x in sent1]"]},{"cell_type":"code","execution_count":53,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"pY4P_xfvry6D","executionInfo":{"status":"ok","timestamp":1715160540825,"user_tz":-120,"elapsed":302,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"e4a8eb3b-8e87-40cf-f7ee-c3678331b769"},"outputs":[{"output_type":"stream","name":"stdout","text":["Counter({'the': 945, '.': 822, 'and': 757, ',': 676, 'to': 674, 'of': 599, 'in': 347, 'a': 314, 'will': 299, 'for': 279, 'that': 198, '-': 181, 'We': 169, 'is': 152, 'by': 135, 'with': 135, 'be': 122, 'our': 120, 'on': 118, 'are': 117, 'The': 93, 'we': 87, 'their': 87, 'as': 87, ' ': 77, 'have': 75, 'from': 74, '’s': 65, 'or': 65, 'more': 64, 'all': 64, 'new': 63, 'people': 58, 'ensure': 58, 'an': 53, 'at': 51, 'has': 50, 'government': 50, 'public': 48, 'support': 48, 'not': 47, 'health': 46, 'which': 44, 'work': 44, 'this': 44, 'This': 41, ';': 39, 'through': 39, ')': 38, 'can': 38, 'it': 37, 'system': 35, ':': 34, '•': 34, 'over': 33, '(': 33, 'education': 32, '$': 32, 'economic': 32, 'been': 31, 'its': 31, 'Government': 31, 'make': 30, 'provide': 30, 'local': 30, 'services': 29, 'they': 29, 'who': 29, 'Australia': 29, 'years': 29, 'increase': 28, 'tax': 28, 'National': 28, 'South': 28, 'should': 27, 'community': 27, 'other': 27, 'economy': 27, 'out': 27, \"'s\": 27, '–': 27, 'children': 27, 'per': 26, 'year': 26, 'country': 26, 'such': 26, 'would': 26, 'time': 26, 'care': 26, 'first': 26, 'up': 25, 'those': 25, '€': 24, 'funding': 24, 'so': 24, 'also': 24, 'Ireland': 23, 'New': 23, 'than': 23, 'students': 23, 'but': 23, 'A': 23, '\\xa0 ': 23, '%': 22, 'jobs': 22, '<': 22, '>': 22, 'continue': 22, 'In': 22, 'one': 22, 'where': 22, 'need': 22, 'do': 21, 'must': 21, 'national': 21, 'improve': 21, 'It': 21, 'billion': 21, 'policy': 21, 'families': 20, 'sector': 20, 'Labor': 20, 'number': 20, 'business': 20, 'world': 20, 'Australian': 20, 'help': 20, 'access': 19, 'plan': 19, 'schools': 19, 'every': 19, 'regional': 19, 'income': 19, 'reduce': 19, '\\xa0': 19, 'school': 18, 'being': 18, 'develop': 18, 'no': 18, 'resources': 17, 'any': 17, 'security': 17, 'social': 17, 'training': 17, 'communities': 17, 'high': 17, 'cost': 17, 'these': 17, 'million': 17, 'quality': 16, 'best': 16, 'development': 16, 'policies': 16, 'small': 16, 'service': 16, 'greater': 16, 'use': 16, 'there': 16, 'sustainable': 16, 'term': 16, 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1, 'entered': 1, 'partial': 1, 'duplication': 1, 'site': 1, 'located': 1, 'banking': 1, 'engine': 1, 'competence': 1, 'ethical': 1, 'Furthermore': 1, 'definition': 1, 'varies': 1, 'Fair': 1, 'Bureau': 1, 'Statistics': 1, 'Commerce': 1, '83.7': 1, 'sentencing': 1, 'custodial': 1, 'voice': 1, '80': 1, 'nominal': 1, 'fee': 1, 'creates': 1, 'disadvantaging': 1, 'seismic': 1, 'surveys': 1, 'exploratory': 1, 'wells': 1, 'drilled': 1, 'wages': 1, 'focusing': 1, 'Asian': 1, 'Pillar': 1, 'strengths': 1, 'Manufacturing': 1, 'Agriculture': 1, 'Advanced': 1, 'Research': 1, 'Mining': 1, 'reliable': 1, 'Implement': 1, 'disaster': 1, 'producer': 1, 'warning': 1, 'fires': 1, 'disease': 1, 'pest': 1, 'outbreaks': 1, 'speak': 1, 'Fire': 1, 'Rescue': 1, 'coordinate': 1, 'respond': 1, 'Arab': 1, 'Spring': 1, 'unleashed': 1, 'movements': 1, 'overthrow': 1, 'dictators': 1, 'menaces': 1, 'safeguard': 1, 'offered': 1, 'judicial': 1, 'goals': 1, 'qualifications': 1, 'Investing': 1, 'visible': 1, 'responsive': 1, 'presence': 1, 'Overall': 1, 'packages': 1, 'passport': 1, 'type': 1, 'document': 1, 'suitability': 1, 'ease': 1, 'RD&E': 1, 'sectoral': 1, 'compensate': 1, 'BUPA': 1, 'Vivas': 1, 'VHI': 1, '27': 1, 'below': 1, 'EU15': 1, 'planned': 1, 'conscience': 1, 'proposing': 1, 'bar': 1, 'dues': 1, 'wars': 1, 'consolidation': 1, 'apply': 1, 'condemn': 1, 'campus': 1, 'BDS': 1, 'Boycott': 1, 'Divestment': 1, 'Sanctions': 1, 'designated': 1, 'foods': 1, 'havens': 1, 'corrupt': 1, 'rulers': 1, 'exploit': 1, 'shelter': 1, 'gotten': 1, 'Today': 1, 'somewhere': 1, 'else': 1, 'launching': 1, 'railways': 1, 'internet': 1, 'connections': 1, 'push': 1, 'Almost': 1, 'trebled': 1, 'presided': 1, 'Devolving': 1, 'Employers': 1, 'PRSI': 1, 'mitigate': 1, '1985': 1, 'Reef': 1, 'coral': 1, 'register': 1, 'considered': 1, 'unsafe': 1, 'regardless': 1, 'discount': 1, 'BERL': 1, 'showed': 1, 'passed': 1, 'consumers': 1, 'bottom': 1, 'lines': 1, 'date': 1, 'robust': 1, 'Contributory': 1, 'rating': 1, 'cumulative': 1, '2.2': 1, '2021': 1, 'Part': 1, 'V': 1, '36,500': 1, 'uranium': 1, 'unresolved': 1, 'presents': 1, 'phenomenally': 1, 'atmosphere': 1, 'announcement': 1, 'Afghan': 1, 'exchanges': 1, 'bilateral': 1, 'ties': 1, 'negotiated': 1, 'paramount': 1, '\\xa0 \\xa0': 1, 'talk': 1, 'anymore': 1, 'Already': 1, 'routine': 1, 'weekend': 1, 'evening': 1, 'surgery': 1, 'nearby': 1, '2019': 1, 'Direct': 1, 'Provision': 1, 'assigned': 1, 'deterrent': 1, 'ultimate': 1, 'align': 1, 'takeovers': 1, 'inherited': 1, 'parks': 1, 'recruitment': 1, 'probation': 1, 'Challenges': 1, 'Workshop': 1, 'appear': 1, 'conspicuously': 1, 'quiet': 1, 'additive': 1, 'extend': 1, 'nationally': 1, 'coordinated': 1, 'incarceration': 1, 'victimisation': 1, 'reductions': 1, 'guided': 1, 'empowerment': 1, 'affirmative': 1, '2007': 1, 'streamlined': 1, 'Calman': 1, 'demonstrated': 1, 'transition': 1, 'underpin': 1, 'Upgraded': 1, 'cabling': 1, 'third': 1, 'ready': 1, 'ultra': 1, 'hunters': 1, 'compatible': 1, 'Indeed': 1, 'indictment': 1, 'worsened': 1, 'prevalent': 1, 'Tshwane': 1, 'smart': 1, 'meters': 1, 'useful': 1, 'Rugby': 1, 'Cricket': 1, 'Cups': 1, 'Athletics': 1, 'Championships': 1, 'frontiers': 1, 'Examples': 1, 'Overturn': 1, '7': 1, '9.5': 1, 'Coastal': 1, 'remit': 1, 'whenua': 1, 'grant': 1, 'Ahu': 1, 'Topu': 1, 'confirm': 1, 'Organizations': 1, 'Leadership': 1, 'PMO': 1, 'practical': 1, 'reflecting': 1, 'ordinated': 1, 'ambulance': 1, 'Waste': 1, 'Management': 1, 'caused': 1, 'nitrates': 1, 'sources': 1, 'regard': 1, 'tribute': 1, 'magnificent': 1, 'Peter': 1, 'Costello': 1, 'architect': 1, 'restraining': 1, 'endorse': 1, 'consistent': 1, 'appropriations': 1, 'whenever': 1, 'determines': 1, 'maintenance': 1, 'handed': 1, 'Boards': 1, 'my': 1, 'myself': 1, 'Later': 1, 'knocks': 1, 'door': 1, 'daughter': 1, 'park': 1, 'Tories': 1, 'April': 1, 'fit': 1, '29': 1, 'Korea': 1, 'ballistic': 1, 'missiles': 1, 'Foreign': 1, 'Fighters': 1, 'Task': 1, 'coercive': 1, 'uncover': 1, 'disadvantage': 1, 'R1.6': 1, 'R3': 1, 'Claims': 1, 'Environmental': 1, 'nonpartisan': 1, 'Attorney': 1, 'Bray': 1, 'Cork': 1, 'Dun': 1, 'Laoghaire': 1, 'Galway': 1, 'Tralee': 1, '2002': 1, 'Protected': 1, 'proclamations': 1, 'customary': 1, 'tenure': 1, 'ecologically': 1, 'bands': 1, 'Loyal': 1, 'Orders': 1, 'connect': 1, 'tech': 1, 'firms': 1, 'lowincome': 1, 'credits': 1, 'applicants': 1, 'siblings': 1, 'points': 1, 'Entry': 1, 'Iraqi': 1, 'No': 1, 'hungry': 1, 'partnerships': 1, 'classroom': 1, 'integrating': 1, 'walls': 1, 'monthly': 1, 'diagnostic': 1, 'scans': 1, 'flora': 1, 'fauna': 1, 'planet': 1, 'native': 1, 'wildlife': 1, 'appointment': 1, 'Commissioner': 1, 'plumbing': 1, 'Inspectorate': 1, 'report': 1, '139': 1, 'closures': 1, 'opened': 1, 'wide': 1, 'destroying': 1, 'dence': 1, 'sapping': 1, 'dead': 1, 'weight': 1, 'necks': 1, 'farmer': 1, 'Any': 1, 'drilling': 1, 'minimize': 1, 'unreasonably': 1, 'preclude': 1, 'actual': 1, 'Require': 1, 'kindergarten': 1, 'foundations': 1, 'positively': 1, 'misplacement': 1, 'Opposition': 1, 'resolved': 1, 'Seek': 1, 'PFI': 1, 'represent': 1, 'longevity': 1, 'celebration': 1, 'findings': 1, 'Tasmanian': 1, 'Together': 1, 'allocate': 1, 'fulfilment': 1, 'arts': 1, 'Wise': 1, 'taxation': 1, 'Russia': 1, 'friendship': 1, 'divide': 1, 'LGBTI': 1, 'accessing': 1, 'Literacy': 1, 'reintroduce': 1, 'enact': 1, 'handful': 1, 'formal': 1, 'homeless': 1, 'Davies': 1, 'airport': 1, 'London': 1, 'Operating': 1, 'Clean': 1, 'Energy': 1, 'Finance': 1, 'Corporation': 1, 'financing': 1, 'deploy': 1, 'combination': 1, 'guarantees': 1, 'stringent': 1, 'physically': 1, 'Northland': 1, 'agency': 1, 'combating': 1, 'indirect': 1, 'red': 1, 'tape': 1, 'imposed': 1, 'Alcohol': 1, 'occupied': 1, 'night': 1, 'quarter': 1, 'presenting': 1, 'attendances': 1, 'collecting': 1, 'categorical': 1, 'pocket': 1, 'code': 1, 'imposes': 1, 'draconian': 1, 'anomaly': 1, 'considerably': 1, 'speci': 1, 'c': 1, 'struggling': 1, 'Rejection': 1, 'undermine': 1, 'Automotive': 1, 'Supplier': 1, 'course': 1, 'trial': 1, 'homework': 1, 'entirely': 1, 'draft': 1, 'Statement': 1, 'Funding': 1, 'university': 1, 'links': 1, 'scientific': 1, 'breakthroughs': 1, 'Rolled': 1, 'smartphones': 1, 'tablets': 1, '6,500': 1, '500,000': 1, 'equivalent': 1, '354': 1, 'embracing': 1, 'constrained': 1, 'stay': 1, '75': 1, 'signed': 1, 'veterinary': 1, 'IN': 1, 'OUR': 1, '2009': 1, 'MAINFESTO': 1, 'SAID': 1, 'THAT': 1, 'COPE': 1, 'therefore': 1, 'unity': 1, 'patriotism': 1, 'combining': 1, 'underdevelopment': 1, 'War': 1, 'illnesses': 1, 'Kingdom': 1, 'Studies': 1, 'uninsured': 1, 'dependent': 1, 'Banks': 1, 'comply': 1, 'CCma': 1, 'grace': 1, 'capitalist': 1, '12.1': 1, 'Justin': 1, 'Trudeau': 1, 'says': 1, 'woes': 1, 'symptoms': 1, 'pursuit': 1, 'merely': 1, 'perpetuated': 1, 'boom': 1, 'bust': 1, 'Fail': 1, 'keeps': 1, 'NHCC': 1, 'mammals': 1, 'animals': 1, 'conserve': 1, 'awareness': 1, 'serious': 1, 'referrals': 1, 'ageing': 1, 'Maintain': 1, 'Superannuation': 1, '66': 1, 'Super': 1, 'different': 1, 'dangerous': 1, 'containment': 1, 'U+201F': 1, 's': 1, 'energize': 1, 'grown': 1, '9.923': 1, '1993': 1, 'Formulate': 1, 'Safe': 1, 'jointly': 1, 'ADF': 1, 'dumped': 1, 'Deposits': 1, 'meanstesting': 1, 'rigorous': 1, 'mobility': 1, 'backgrounds': 1, 'Taxes': 1, 'Abolishing': 1, 'unnecessary': 1, 'quangos': 1, 'Big': 1, 'Society': 1, '49': 1, 'fulfill': 1, 'ago': 1, 'Treating': 1, 'differently': 1, 'condoned': 1, 'begin': 1, 'urgently': 1, 'variable': 1, 'ESA': 1, 'listing': 1, 'endangered': 1, 'designation': 1, 'habitats': 1, 'resist': 1, 'dilution': 1, 'legitimacy': 1, 'discourse': 1, 'Staff': 1, 'stick': 1, 'Therefore': 1, 'eco': 1, '•Drug': 1, 'modified': 1, 'rapidly': 1, 'seize': 1, 'involved': 1, 'distribution': 1, 'adoption': 1, 'technologies': 1, 'Real': 1, 'latest': 1, 'infection': 1, 'Last': 1, 'initially': 1, '12.3': 1, 'turned': 1, '43.4': 1, '+': 1, 'blow': 1, 'Chicago': 1, 'Convention': 1, 'inspection': 1, 'search': 1, 'aircraft': 1, 'Through': 1, 'tough': 1, 'realterms': 1, 'broadest': 1, 'history': 1, 'Throughout': 1, 'recruit': 1, 'Second': 1, 'series': 1, 'conventions': 1, 'devise': 1, 'followed': 1, 'republic': 1, 'repairs': 1, 'Subsequently': 1, 'purpose': 1, 'unbalanced': 1, 'Whanau': 1, 'Ora': 1, 'imposing': 1, 'austerity': 1, 'seven': 1, 'promises': 1, 'claiming': 1, 'athletes': 1, 'Olympics': 1, 'Paralympics': 1, 'thrilled': 1, 'payable': 1, 'taxable': 1, '270': 1, 'medicine': 1, 'Confiscating': 1, 'proceeds': 1, 'Methamphetamine': 1, 'hit': 1, 'Automatic': 1, 'Online': 1, 'Voter': 1, 'Registration': 1, 'once': 1, 'failed': 1, 'failing': 1, 'sanctuaries': 1, 'terrorists': 1, 'signing': 1, 'trebling': 1, 'Cost': 1, 'Savings': 1, 'headcount': 1, '8,000': 1, 'redundancy': 1, 'Unleash': 1, 'civic': 1, 'spirit': 1, 'pretend': 1, 'substitute': 1, 'Accountability': 1, 'expertise': 1, 'signi': 1, 'cant': 1, 'Transfer': 1, 'function': 1, 'led': 1, 'worst': 1})\n"]}],"source":["from collections import Counter\n","# Initialize a Counter to count tokens\n","token_counter = Counter()\n","\n","# Iterate over each Doc object in the 'doc' column and count tokens\n","for doc in dfs['doc']:\n","    token_counter.update([token.text for token in doc])\n","\n","# Print the token counts\n","print(token_counter)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":223,"status":"ok","timestamp":1715151470770,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"4RPyMlGCr43J","outputId":"c503651b-43e5-4e66-910f-f31336710740"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["[('the', 881),\n"," ('.', 793),\n"," ('to', 728),\n"," ('and', 715),\n"," (',', 626),\n"," ('of', 560),\n"," ('in', 345),\n"," ('a', 319),\n"," ('will', 281),\n"," ('for', 249),\n"," ('-', 186),\n"," ('that', 170),\n"," ('We', 147),\n"," ('is', 142),\n"," ('with', 138),\n"," ('our', 122),\n"," ('be', 121),\n"," ('on', 113),\n"," ('by', 106),\n"," ('are', 104)]"]},"metadata":{},"execution_count":36}],"source":["token_counter.most_common()[:20]"]},{"cell_type":"markdown","source":["\n","\n","> Print the 20 least common tokens\n","\n","\n"],"metadata":{"id":"Y6s-4OtI_4Au"}},{"cell_type":"code","source":["#### YOUR CODE STARTS HERE ####\n","\n","\n"," ...\n","\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"],"metadata":{"id":"bSf6kfzf_3sa"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"-TtfB7EuAEQ1"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"t7WuWoMYAEMy"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"D9cRlqfiAEJK"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"YSCriid1AEFK"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"387oMIURAD_L"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["token_counter.most_common()[-20:]"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"zFoqwYoZ_otu","executionInfo":{"status":"ok","timestamp":1715151525380,"user_tz":-120,"elapsed":212,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"fb3ee8b5-4170-4e90-b4af-786f6749c1b7"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[('4bn', 1),\n"," ('Programme', 1),\n"," ('RDP', 1),\n"," ('injury', 1),\n"," ('July', 1),\n"," ('1993', 1),\n"," ('views', 1),\n"," ('concerned', 1),\n"," ('direction', 1),\n"," ('recognised', 1),\n"," ('stance', 1),\n"," ('accompanied', 1),\n"," ('inner', 1),\n"," ('hallmarks', 1),\n"," ('transformed', 1),\n"," ('Disciplinary', 1),\n"," ('instituted', 1),\n"," ('warranted', 1),\n"," ('Watching', 1),\n"," ('Briefs', 1)]"]},"metadata":{},"execution_count":39}]},{"cell_type":"code","source":["len(token_counter)"],"metadata":{"id":"IQSMsW0TEHwF","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1715160837963,"user_tz":-120,"elapsed":295,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"2e475a63-24de-4e40-cfe0-9f5c9b6f0567"},"execution_count":55,"outputs":[{"output_type":"execute_result","data":{"text/plain":["4441"]},"metadata":{},"execution_count":55}]},{"cell_type":"code","execution_count":57,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"-_99nka5nB4G","executionInfo":{"status":"ok","timestamp":1715160869897,"user_tz":-120,"elapsed":254,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"22088c9d-5167-4796-c87e-7e8e8ddd58d2"},"outputs":[{"output_type":"stream","name":"stdout","text":["4441 words in corpus.\n","4.441 words per sentence.\n"]}],"source":["dfs['num_words'] = dfs['doc'].apply(lambda x: len(list(x)))\n","dfs['num_sents'] = dfs['doc'].apply(lambda x: len(list(x.sents)))\n","\n","\n","print(len(token_counter),'words in corpus.')\n","words_per_sent = len(token_counter) / len(dfs['doc'])\n","print(words_per_sent,'words per sentence.')"]},{"cell_type":"code","execution_count":59,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":5,"status":"ok","timestamp":1715160890152,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"ewiR1d2Mqo3A","outputId":"972ec210-b019-4fc9-e112-ddc946569b1a"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["21165"]},"metadata":{},"execution_count":59}],"source":["dfs['num_words'].sum(axis=0)"]},{"cell_type":"markdown","source":["[CountVectorizer Doc](https://scikit-learn.org/stable/modules/generated/sklearn.feature_extraction.text.CountVectorizer.html)"],"metadata":{"id":"qO5vuBlDBTy_"}},{"cell_type":"code","source":["dfs.shape [1000,1000]"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"4_kjS4NykjRH","executionInfo":{"status":"ok","timestamp":1715161153860,"user_tz":-120,"elapsed":4,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"344a18c1-1945-44e7-e366-ca7fa2de767d"},"execution_count":61,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1000, 8)"]},"metadata":{},"execution_count":61}]},{"cell_type":"code","source":["dfs.columns"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"O7O9cwWaklBp","executionInfo":{"status":"ok","timestamp":1715161166805,"user_tz":-120,"elapsed":5,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"0cada646-e2c9-4137-9dd6-b38b92041367"},"execution_count":62,"outputs":[{"output_type":"execute_result","data":{"text/plain":["Index(['index', 'topic_44', 'topic_8', 'text', 'tokens_cleaned', 'doc',\n","       'num_words', 'num_sents'],\n","      dtype='object')"]},"metadata":{},"execution_count":62}]},{"cell_type":"code","execution_count":63,"metadata":{"id":"V8cLjUsznTP5","executionInfo":{"status":"ok","timestamp":1715161186439,"user_tz":-120,"elapsed":641,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[],"source":["from sklearn.feature_extraction.text import CountVectorizer\n","vec = CountVectorizer(min_df=0.01, # at min 1% of docs\n","                        max_df=.9,\n","                        max_features=1000,\n","                        stop_words='english',\n","                        ngram_range=(1,3))\n","X = vec.fit_transform(dfs['text'])\n","\n","# save the vectors\n","#pd.to_pickle(X,'X.pkl')\n","\n"]},{"cell_type":"code","source":["X.toarray().shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"UVuhYV-AksSH","executionInfo":{"status":"ok","timestamp":1715161243797,"user_tz":-120,"elapsed":256,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"b92ff277-4cb0-49ff-974b-4db7474f085b"},"execution_count":68,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1000, 185)"]},"metadata":{},"execution_count":68}]},{"cell_type":"code","source":["X[0].toarray()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"62R0WYJDlBP_","executionInfo":{"status":"ok","timestamp":1715161278618,"user_tz":-120,"elapsed":314,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"7098eed6-50d8-438e-fcbd-5a843381ca2e"},"execution_count":69,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n","        0, 0, 0, 0, 0, 0, 0, 0, 0]])"]},"metadata":{},"execution_count":69}]},{"cell_type":"code","source":["vec.get_feature_names_out()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ZzBTQ1xIlD-O","executionInfo":{"status":"ok","timestamp":1715161326394,"user_tz":-120,"elapsed":4,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"826a7c00-88ab-499c-a8c9-f5aa46858501"},"execution_count":71,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array(['000', '100', 'able', 'access', 'act', 'action', 'africa', 'allow',\n","       'areas', 'australia', 'australian', 'available', 'based', 'basis',\n","       'believe', 'benefit', 'benefits', 'best', 'better', 'billion',\n","       'build', 'building', 'business', 'businesses', 'care', 'cent',\n","       'change', 'child', 'children', 'commission', 'commitment',\n","       'communities', 'community', 'continue', 'cost', 'costs', 'country',\n","       'create', 'crime', 'current', 'currently', 'deliver', 'democratic',\n","       'develop', 'development', 'economic', 'economy', 'education',\n","       'effective', 'employment', 'encourage', 'end', 'energy', 'ensure',\n","       'ensuring', 'environment', 'establish', 'fair', 'families',\n","       'family', 'federal', 'fine', 'fine gael', 'food', 'free', 'fund',\n","       'funding', 'future', 'gael', 'generation', 'global', 'government',\n","       'greater', 'growth', 'health', 'help', 'high', 'home', 'homes',\n","       'housing', 'improve', 'including', 'income', 'increase',\n","       'increased', 'industry', 'interests', 'international', 'introduce',\n","       'investment', 'ireland', 'irish', 'job', 'jobs', 'labor', 'labour',\n","       'land', 'law', 'legislation', 'level', 'local', 'long',\n","       'long term', 'low', 'make', 'making', 'management', 'market',\n","       'million', 'national', 'need', 'needs', 'new', 'new zealand',\n","       'number', 'opportunity', 'parents', 'particularly', 'party', 'pay',\n","       'people', 'plan', 'policies', 'policy', 'political', 'potential',\n","       'poverty', 'power', 'president', 'primary', 'private', 'programs',\n","       'projects', 'promote', 'protect', 'provide', 'public', 'quality',\n","       'real', 'recent', 'reduce', 'regional', 'research', 'resources',\n","       'review', 'right', 'safety', 'scheme', 'school', 'schools',\n","       'science', 'sector', 'security', 'service', 'services', 'set',\n","       'skills', 'small', 'social', 'society', 'south', 'south africa',\n","       'spending', 'state', 'strategy', 'strong', 'students', 'support',\n","       'sustainable', 'tax', 'term', 'time', 'trade', 'training', 'uk',\n","       'use', 'women', 'work', 'workers', 'working', 'world', 'year',\n","       'years', 'young', 'zealand'], dtype=object)"]},"metadata":{},"execution_count":71}]},{"cell_type":"markdown","source":["\n","\n","> Print the shape of the Count Vectorizer and one of its samples\n","\n"],"metadata":{"id":"_DfbsVliFysX"}},{"cell_type":"code","source":["#### YOUR CODE STARTS HERE ####\n","\n","\n"," ...\n","\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"],"metadata":{"id":"LqqkoL2wGCko"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"la757T9kGDzO"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"LzO-_e4RGDuB"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"ACj7erDnGFUC"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"SGI05N5UGFQZ"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["X[0].toarray()"],"metadata":{"id":"M6EgyTcGGDqH"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["X.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Y3uYKrlLAZJ6","executionInfo":{"status":"ok","timestamp":1715151677169,"user_tz":-120,"elapsed":302,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"fd07d3dc-1aac-4006-9eb3-3c6b9f6819c2"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1000, 164)"]},"metadata":{},"execution_count":42}]},{"cell_type":"code","source":["vec.get_feature_names_out()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"LuhLWwNiBhBd","executionInfo":{"status":"ok","timestamp":1715161309359,"user_tz":-120,"elapsed":241,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"8b3f6609-9cd4-4e62-d660-06ccece5ab83"},"execution_count":70,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array(['000', '100', 'able', 'access', 'act', 'action', 'africa', 'allow',\n","       'areas', 'australia', 'australian', 'available', 'based', 'basis',\n","       'believe', 'benefit', 'benefits', 'best', 'better', 'billion',\n","       'build', 'building', 'business', 'businesses', 'care', 'cent',\n","       'change', 'child', 'children', 'commission', 'commitment',\n","       'communities', 'community', 'continue', 'cost', 'costs', 'country',\n","       'create', 'crime', 'current', 'currently', 'deliver', 'democratic',\n","       'develop', 'development', 'economic', 'economy', 'education',\n","       'effective', 'employment', 'encourage', 'end', 'energy', 'ensure',\n","       'ensuring', 'environment', 'establish', 'fair', 'families',\n","       'family', 'federal', 'fine', 'fine gael', 'food', 'free', 'fund',\n","       'funding', 'future', 'gael', 'generation', 'global', 'government',\n","       'greater', 'growth', 'health', 'help', 'high', 'home', 'homes',\n","       'housing', 'improve', 'including', 'income', 'increase',\n","       'increased', 'industry', 'interests', 'international', 'introduce',\n","       'investment', 'ireland', 'irish', 'job', 'jobs', 'labor', 'labour',\n","       'land', 'law', 'legislation', 'level', 'local', 'long',\n","       'long term', 'low', 'make', 'making', 'management', 'market',\n","       'million', 'national', 'need', 'needs', 'new', 'new zealand',\n","       'number', 'opportunity', 'parents', 'particularly', 'party', 'pay',\n","       'people', 'plan', 'policies', 'policy', 'political', 'potential',\n","       'poverty', 'power', 'president', 'primary', 'private', 'programs',\n","       'projects', 'promote', 'protect', 'provide', 'public', 'quality',\n","       'real', 'recent', 'reduce', 'regional', 'research', 'resources',\n","       'review', 'right', 'safety', 'scheme', 'school', 'schools',\n","       'science', 'sector', 'security', 'service', 'services', 'set',\n","       'skills', 'small', 'social', 'society', 'south', 'south africa',\n","       'spending', 'state', 'strategy', 'strong', 'students', 'support',\n","       'sustainable', 'tax', 'term', 'time', 'trade', 'training', 'uk',\n","       'use', 'women', 'work', 'workers', 'working', 'world', 'year',\n","       'years', 'young', 'zealand'], dtype=object)"]},"metadata":{},"execution_count":70}]},{"cell_type":"code","source":["len(vec.get_feature_names_out())"],"metadata":{"id":"Poy0FEsgBsqG"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"9U1NmJS1GImr"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Select tokens with counts greater than 300\n","selected_tokens = {token: count for token, count in token_counter.items() if 12< count < 90 }\n"],"metadata":{"id":"P7aDBJtzETsr","executionInfo":{"status":"ok","timestamp":1715161380194,"user_tz":-120,"elapsed":274,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"execution_count":72,"outputs":[]},{"cell_type":"code","source":["len(selected_tokens)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"zXbWSZVgEW06","executionInfo":{"status":"ok","timestamp":1715161393199,"user_tz":-120,"elapsed":371,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"88741ae2-3dae-42a1-988d-653100dd6e8f"},"execution_count":74,"outputs":[{"output_type":"execute_result","data":{"text/plain":["184"]},"metadata":{},"execution_count":74}]},{"cell_type":"markdown","source":["Tf means term-frequency while tf-idf means term-frequency times inverse document-frequency.\n"],"metadata":{"id":"lmaBa1XIGwDB"}},{"cell_type":"code","execution_count":75,"metadata":{"id":"YTblS3EHnYf9","executionInfo":{"status":"ok","timestamp":1715161555082,"user_tz":-120,"elapsed":240,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}}},"outputs":[],"source":["# tf-idf vectorizer up-weights rare/distinctive words\n","from sklearn.feature_extraction.text import TfidfVectorizer\n","tfidf = TfidfVectorizer(min_df=0.01,\n","                        max_df=0.9,\n","                        max_features=1000,\n","                        stop_words='english',\n","                        use_idf=True, # the new piece\n","                        ngram_range=(1,2),\n","                        smooth_idf=True)\n","\n","X_tfidf = tfidf.fit_transform(dfs['text'])\n","#pd.to_pickle(X_tfidf,'X_tfidf.pkl')"]},{"cell_type":"code","source":["X_tfidf[0].toarray()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"au4PQgQtEv9P","executionInfo":{"status":"ok","timestamp":1715161557445,"user_tz":-120,"elapsed":3,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"}},"outputId":"00f0fc79-eb68-4da1-de47-046cb8d1dd21"},"execution_count":76,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[0.        , 0.        , 0.        , 0.64188122, 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.       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       0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ,\n","        0.        , 0.        , 0.        , 0.        , 0.        ]])"]},"metadata":{},"execution_count":76}]},{"cell_type":"code","execution_count":77,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":271,"status":"ok","timestamp":1715161566542,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"qg87tIDanfDt","outputId":"259b1dec-1a76-4d9c-e6cb-f005dda87d58"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["topic_8\n","welfare and quality of life    323\n","economy                        246\n","political system               103\n","fabric of society              103\n","social groups                   94\n","external relations              77\n","freedom and democracy           47\n","no topic                         7\n","Name: count, dtype: int64"]},"metadata":{},"execution_count":77}],"source":["dfs['topic_8'].value_counts()"]},{"cell_type":"code","execution_count":79,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":242,"status":"ok","timestamp":1715161584040,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"hOD0P0u-ni-y","outputId":"8d1bce1c-76e3-41fb-8c90-34ff143e1b02"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["(array(['000', '100', 'able', 'access', 'act', 'action', 'africa', 'allow',\n","        'areas', 'australia'], dtype=object),\n"," array(['use', 'women', 'work', 'workers', 'working', 'world', 'year',\n","        'years', 'young', 'zealand'], dtype=object))"]},"metadata":{},"execution_count":79}],"source":["vocab = tfidf.get_feature_names_out()\n","vocab[:10], vocab[-10:]"]},{"cell_type":"code","execution_count":80,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"executionInfo":{"elapsed":2939,"status":"ok","timestamp":1715161589895,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"Rn3cclItnlO1","outputId":"b695423a-b3db-4633-ea2f-d7dd592dd7d4"},"outputs":[{"output_type":"stream","name":"stdout","text":["welfare and quality of life\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["economy\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["social groups\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["political system\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 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\n"},"metadata":{}}],"source":["from wordcloud import WordCloud\n","import matplotlib.pyplot as plt\n","import numpy as np\n","\n","for topic_id in ['welfare and quality of life','economy','social groups','political system']:\n","    slicer = dfs['topic_8'] == topic_id\n","\n","    #selecting rows\n","    f = X_tfidf[slicer.values]\n","\n","    #sum of freq per row\n","    total_freqs = list(np.array(f.sum(axis=0))[0])\n","\n","    #put vocab and frew to feed Wordcloud\n","    fdict = dict(zip(vocab,total_freqs))\n","    # generate word cloud of words with highest counts\n","    wordcloud = WordCloud().generate_from_frequencies(fdict)\n","    print(topic_id)\n","    plt.clf()\n","    plt.imshow(wordcloud, interpolation='bilinear')\n","    plt.axis(\"off\")\n","    plt.show()"]},{"cell_type":"markdown","source":["\n","\n","> Use the replication material to build a Political Science Topic Classifier\n","\n","[Topic Classification for Political Texts](https://www.cambridge.org/core/journals/political-analysis/article/crossdomain-topic-classification-for-political-texts/F074564984969CE168BCBCF5E7D931C8#article)\n","\n","\n","*What could they have done different in the pre process step?*"],"metadata":{"id":"GJK3H5MGJFRa"}},{"cell_type":"code","source":["#### YOUR CODE STARTS HERE ####\n","\n","\n"," ...\n","\n","\n","\n","\n","##### YOUR CODE ENDS HERE ####"],"metadata":{"id":"qc50vtC9JZKn"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"eHKBBxC3JZ1F"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"n-5hMSXaJZxu"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"xctrwdUAJZuE"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"OrfPcCURJZqZ"},"execution_count":null,"outputs":[]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":558039,"status":"ok","timestamp":1715154471408,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"n8FKS8fWs6wm","outputId":"577f935a-39c2-47ea-fd60-533bed26b0e7"},"outputs":[{"output_type":"stream","name":"stdout","text":["(115410,)\n","{'C': 2, 'class_weight': None}\n"]}],"source":["import os\n","import pandas as pd\n","import numpy as np\n","from sklearn.model_selection import train_test_split\n","from sklearn.utils import shuffle\n","from sklearn.linear_model import LogisticRegression\n","from sklearn.model_selection import GridSearchCV\n","from sklearn.feature_extraction.text import TfidfVectorizer\n","from sklearn.metrics import f1_score, confusion_matrix, accuracy_score, precision_score, recall_score, balanced_accuracy_score\n","from multiprocessing import cpu_count\n","cpus = cpu_count() - 1\n","\n","\n","##Prepare data\n","\n","\n","#Read manifesto data\n","data = pd.read_csv('/content/drive/MyDrive/dlss24/source_corpus.csv', encoding='utf-8', sep=',')\n","data = data[['topic_8', 'text']]\n","\n","#Rename several topic\n","data['topic_8'] = data['topic_8'].astype(str)\n","data['text'] = data['text'].astype(str)\n","\n","data = shuffle(data, random_state=87)\n","\n","X = data['text']\n","Y = data['topic_8']\n","\n","tfidf_vectorizer = TfidfVectorizer(stop_words='english', use_idf=True, ngram_range=(1,3), min_df=10, max_df=.4)\n","tfidf_vectorizer.fit(X)\n","print(X.shape)\n","\n","\n","\n","X_train, X_test, Y_train, Y_test = train_test_split(X, Y, train_size=.75, random_state=77)\n","\n","#Reset the index\n","X_test = X_test.reset_index(drop=True)\n","Y_test = Y_test.reset_index(drop=True)\n","\n","X_train_tfidf = tfidf_vectorizer.transform(X_train)\n","X_test_tfidf = tfidf_vectorizer.transform(X_test)\n","\n","\n","\n","##Train and assess model using training and test set\n","\n","\n","#Cross-validated grid-search\n","lin_clf = LogisticRegression(solver='newton-cg',\n","                             multi_class='multinomial',\n","                             n_jobs=cpus)\n","\n","param_grid = {'C':[1,2,10,100], 'class_weight':[None,'balanced']}\n","CV_clf = GridSearchCV(estimator=lin_clf, param_grid=param_grid, cv=3)\n","CV_clf.fit(X_train_tfidf, Y_train)\n","print(CV_clf.best_params_)\n","\n","#Train model on training data using best parameters\n","lin_clf2 = LogisticRegression(C=CV_clf.best_params_['C'], class_weight=CV_clf.best_params_['class_weight'], solver='newton-cg', multi_class='multinomial', n_jobs=cpus)\n","\n","lin_clf2.fit(X_train_tfidf, Y_train)\n","Y_pred = lin_clf2.predict(X_test_tfidf)\n","\n","#Table 2: Compute within-domain metrics\n","metrics = {'metric': ['Top-1 Accuracy', 'F1 Score (Micro)', 'Balanced Accuracy', 'F1 Score (Macro)'], 'score': [accuracy_score(Y_test, Y_pred), f1_score(Y_test, Y_pred, average='micro'), balanced_accuracy_score(Y_test, Y_pred), f1_score(Y_test, Y_pred, average='macro')]}\n","metrics = pd.DataFrame(metrics)\n","metrics['domain'] = 'within-domain'\n","metrics['topics'] = '8'"]},{"cell_type":"code","execution_count":null,"metadata":{"executionInfo":{"elapsed":302,"status":"ok","timestamp":1715154495437,"user":{"displayName":"Catarina Pereira","userId":"01889833079344592364"},"user_tz":-120},"id":"h9siGHb1x3mz","colab":{"base_uri":"https://localhost:8080/","height":170},"outputId":"15a1d059-fed0-4bce-f544-65825bc3b195"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["              metric     score         domain topics\n","0     Top-1 Accuracy  0.641043  within-domain      8\n","1   F1 Score (Micro)  0.641043  within-domain      8\n","2  Balanced Accuracy  0.504325  within-domain      8\n","3   F1 Score (Macro)  0.523126  within-domain      8"],"text/html":["\n","  <div id=\"df-e4f285bf-9664-43db-a58f-7aed0244b2c1\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>metric</th>\n","      <th>score</th>\n","      <th>domain</th>\n","      <th>topics</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>Top-1 Accuracy</td>\n","      <td>0.641043</td>\n","      <td>within-domain</td>\n","      <td>8</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>F1 Score (Micro)</td>\n","      <td>0.641043</td>\n","      <td>within-domain</td>\n","      <td>8</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>Balanced Accuracy</td>\n","      <td>0.504325</td>\n","      <td>within-domain</td>\n","      <td>8</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>F1 Score (Macro)</td>\n","      <td>0.523126</td>\n","      <td>within-domain</td>\n","      <td>8</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    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