Text_Classification.ipynb

{
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  "metadata": {
    "colab": {
      "provenance": [],
      "authorship_tag": "ABX9TyMyHHISmvBW3iZzyMKPiypR",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/EduardoMoraesRitter/spark/blob/main/Text_Classification.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# multi-class\n",
        "https://datascienceplus.com/multi-class-text-classification-with-pyspark/\n",
        "\n",
        "https://www.youtube.com/watch?v=b8K_zEZBf9s"
      ],
      "metadata": {
        "id": "YNexdAmg4CJl"
      }
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "AsvouQUlZBsv",
        "outputId": "6a336d16-b7f1-443b-bdb2-d7f37618b5b5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Collecting pyspark\n",
            "  Downloading pyspark-3.3.1.tar.gz (281.4 MB)\n",
            "\u001b[K     |████████████████████████████████| 281.4 MB 44 kB/s \n",
            "\u001b[?25hCollecting py4j==0.10.9.5\n",
            "  Downloading py4j-0.10.9.5-py2.py3-none-any.whl (199 kB)\n",
            "\u001b[K     |████████████████████████████████| 199 kB 49.8 MB/s \n",
            "\u001b[?25hBuilding wheels for collected packages: pyspark\n",
            "  Building wheel for pyspark (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for pyspark: filename=pyspark-3.3.1-py2.py3-none-any.whl size=281845512 sha256=848f96e38671dca738a0d09b51ae50d095103a2b333bd5f70c9025f987d2627c\n",
            "  Stored in directory: /root/.cache/pip/wheels/43/dc/11/ec201cd671da62fa9c5cc77078235e40722170ceba231d7598\n",
            "Successfully built pyspark\n",
            "Installing collected packages: py4j, pyspark\n",
            "Successfully installed py4j-0.10.9.5 pyspark-3.3.1\n"
          ]
        }
      ],
      "source": [
        "!pip install pyspark"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from pyspark.sql import SparkSession"
      ],
      "metadata": {
        "id": "EFURTBIXac0-"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "spark = SparkSession.builder \\\n",
        "    .master('local[*]') \\\n",
        "    .appName(\"TextClassification\") \\\n",
        "    .getOrCreate()"
      ],
      "metadata": {
        "id": "y7QvdOOoaZGs"
      },
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#https://www.kaggle.com/datasets/andrewmvd/udemy-courses\n",
        "\n",
        "import pandas as pd\n",
        "\n",
        "url = 'https://raw.githubusercontent.com/EduardoMoraesRitter/spark/main/dados/udemy_courses.csv'\n",
        "df_pandas = pd.read_csv(url, index_col=0)\n",
        "print(df_pandas.head(5))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lupXQ08LaiT_",
        "outputId": "29c503cf-c102-4c90-f698-d239566ab142"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                                                course_title  \\\n",
            "course_id                                                      \n",
            "1070968                   Ultimate Investment Banking Course   \n",
            "1113822    Complete GST Course & Certification - Grow You...   \n",
            "1006314    Financial Modeling for Business Analysts and C...   \n",
            "1210588    Beginner to Pro - Financial Analysis in Excel ...   \n",
            "1011058         How To Maximize Your Profits Trading Options   \n",
            "\n",
            "                                                         url  is_paid  price  \\\n",
            "course_id                                                                      \n",
            "1070968    https://www.udemy.com/ultimate-investment-bank...     True    200   \n",
            "1113822        https://www.udemy.com/goods-and-services-tax/     True     75   \n",
            "1006314    https://www.udemy.com/financial-modeling-for-b...     True     45   \n",
            "1210588    https://www.udemy.com/complete-excel-finance-c...     True     95   \n",
            "1011058    https://www.udemy.com/how-to-maximize-your-pro...     True    200   \n",
            "\n",
            "           num_subscribers  num_reviews  num_lectures               level  \\\n",
            "course_id                                                                   \n",
            "1070968               2147           23            51          All Levels   \n",
            "1113822               2792          923           274          All Levels   \n",
            "1006314               2174           74            51  Intermediate Level   \n",
            "1210588               2451           11            36          All Levels   \n",
            "1011058               1276           45            26  Intermediate Level   \n",
            "\n",
            "           content_duration   published_timestamp           subject  \n",
            "course_id                                                            \n",
            "1070968                 1.5  2017-01-18T20:58:58Z  Business Finance  \n",
            "1113822                39.0  2017-03-09T16:34:20Z  Business Finance  \n",
            "1006314                 2.5  2016-12-19T19:26:30Z  Business Finance  \n",
            "1210588                 3.0  2017-05-30T20:07:24Z  Business Finance  \n",
            "1011058                 2.0  2016-12-13T14:57:18Z  Business Finance  \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dados = spark.createDataFrame(df_pandas)\n",
        "dados.limit(5).show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "p2ggRBkOdJ56",
        "outputId": "7be939f2-5f3a-4e83-a2f1-d583269c7bd8"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+----------------+--------------------+----------------+\n",
            "|        course_title|                 url|is_paid|price|num_subscribers|num_reviews|num_lectures|             level|content_duration| published_timestamp|         subject|\n",
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+----------------+--------------------+----------------+\n",
            "|Ultimate Investme...|https://www.udemy...|   true|  200|           2147|         23|          51|        All Levels|             1.5|2017-01-18T20:58:58Z|Business Finance|\n",
            "|Complete GST Cour...|https://www.udemy...|   true|   75|           2792|        923|         274|        All Levels|            39.0|2017-03-09T16:34:20Z|Business Finance|\n",
            "|Financial Modelin...|https://www.udemy...|   true|   45|           2174|         74|          51|Intermediate Level|             2.5|2016-12-19T19:26:30Z|Business Finance|\n",
            "|Beginner to Pro -...|https://www.udemy...|   true|   95|           2451|         11|          36|        All Levels|             3.0|2017-05-30T20:07:24Z|Business Finance|\n",
            "|How To Maximize Y...|https://www.udemy...|   true|  200|           1276|         45|          26|Intermediate Level|             2.0|2016-12-13T14:57:18Z|Business Finance|\n",
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+----------------+--------------------+----------------+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(dados.count())\n",
        "len(dados.columns)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XDdu5jEBcrLO",
        "outputId": "6b4c3969-c477-4c55-88db-e5efbc210c70"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "3678\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "11"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dados.printSchema()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3Kvxl41-dF0I",
        "outputId": "7f55a4c8-5858-474b-f392-8d330cb9238f"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "root\n",
            " |-- course_title: string (nullable = true)\n",
            " |-- url: string (nullable = true)\n",
            " |-- is_paid: boolean (nullable = true)\n",
            " |-- price: long (nullable = true)\n",
            " |-- num_subscribers: long (nullable = true)\n",
            " |-- num_reviews: long (nullable = true)\n",
            " |-- num_lectures: long (nullable = true)\n",
            " |-- level: string (nullable = true)\n",
            " |-- content_duration: double (nullable = true)\n",
            " |-- published_timestamp: string (nullable = true)\n",
            " |-- subject: string (nullable = true)\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dados.limit(100).show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ud2kv_0gdNYH",
        "outputId": "5221b5e3-e65a-46ff-e9be-450c5f50be86"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+------------------+--------------------+----------------+\n",
            "|        course_title|                 url|is_paid|price|num_subscribers|num_reviews|num_lectures|             level|  content_duration| published_timestamp|         subject|\n",
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+------------------+--------------------+----------------+\n",
            "|Ultimate Investme...|https://www.udemy...|   true|  200|           2147|         23|          51|        All Levels|               1.5|2017-01-18T20:58:58Z|Business Finance|\n",
            "|Complete GST Cour...|https://www.udemy...|   true|   75|           2792|        923|         274|        All Levels|              39.0|2017-03-09T16:34:20Z|Business Finance|\n",
            "|Financial Modelin...|https://www.udemy...|   true|   45|           2174|         74|          51|Intermediate Level|               2.5|2016-12-19T19:26:30Z|Business Finance|\n",
            "|Beginner to Pro -...|https://www.udemy...|   true|   95|           2451|         11|          36|        All Levels|               3.0|2017-05-30T20:07:24Z|Business Finance|\n",
            "|How To Maximize Y...|https://www.udemy...|   true|  200|           1276|         45|          26|Intermediate Level|               2.0|2016-12-13T14:57:18Z|Business Finance|\n",
            "|Trading Penny Sto...|https://www.udemy...|   true|  150|           9221|        138|          25|        All Levels|               3.0|2014-05-02T15:13:30Z|Business Finance|\n",
            "|Investing And Tra...|https://www.udemy...|   true|   65|           1540|        178|          26|    Beginner Level|               1.0|2016-02-21T18:23:12Z|Business Finance|\n",
            "|Trading Stock Cha...|https://www.udemy...|   true|   95|           2917|        148|          23|        All Levels|               2.5|2015-01-30T22:13:03Z|Business Finance|\n",
            "|Options Trading 3...|https://www.udemy...|   true|  195|           5172|         34|          38|      Expert Level|               2.5|2015-05-28T00:14:03Z|Business Finance|\n",
            "|The Only Investme...|https://www.udemy...|   true|  200|            827|         14|          15|        All Levels|               1.0|2017-04-18T18:13:32Z|Business Finance|\n",
            "|Forex Trading Sec...|https://www.udemy...|   true|  200|           4284|         93|          76|        All Levels|               5.0|2015-09-11T16:47:02Z|Business Finance|\n",
            "|Trading Options W...|https://www.udemy...|   true|  200|           1380|         42|          17|        All Levels|               1.0|2016-10-18T22:52:31Z|Business Finance|\n",
            "|Financial Managem...|https://www.udemy...|   true|   30|           3607|         21|          19|        All Levels|               1.5|2016-02-03T18:04:01Z|Business Finance|\n",
            "|Forex Trading Cou...|https://www.udemy...|   true|  195|           4061|         52|          16|        All Levels|               2.0|2016-03-16T15:40:19Z|Business Finance|\n",
            "|Python Algo Tradi...|https://www.udemy...|   true|  200|            294|         19|          42|        All Levels|               7.0|2017-04-28T16:41:44Z|Business Finance|\n",
            "|Short Selling: Le...|https://www.udemy...|   true|   75|           2276|        106|          19|Intermediate Level|               1.5|2015-06-22T21:18:35Z|Business Finance|\n",
            "|Basic Technical A...|https://www.udemy...|   true|   20|           4919|         79|          16|    Beginner Level|               1.5|2016-01-08T17:21:26Z|Business Finance|\n",
            "|The Complete Char...|https://www.udemy...|   true|  200|           2666|        115|          52|        All Levels|               4.0|2015-08-10T21:07:35Z|Business Finance|\n",
            "|7 Deadly Mistakes...|https://www.udemy...|   true|   50|           5354|         24|          23|        All Levels|               1.5|2015-09-21T18:10:34Z|Business Finance|\n",
            "|Financial Stateme...|https://www.udemy...|   true|   95|           8095|        249|          12|    Beginner Level|0.5833333333333334|2013-06-09T00:21:26Z|Business Finance|\n",
            "+--------------------+--------------------+-------+-----+---------------+-----------+------------+------------------+------------------+--------------------+----------------+\n",
            "only showing top 20 rows\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dados.groupBy('subject').count().show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "spRQThgfdPT0",
        "outputId": "561eda92-f9c9-43cc-8259-818e96533abc"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+-------------------+-----+\n",
            "|            subject|count|\n",
            "+-------------------+-----+\n",
            "|   Business Finance| 1195|\n",
            "|     Graphic Design|  603|\n",
            "|Musical Instruments|  680|\n",
            "|    Web Development| 1200|\n",
            "+-------------------+-----+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = dados.select('course_title','subject')"
      ],
      "metadata": {
        "id": "WzHs0t0xdUL9"
      },
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from pyspark.sql.types import * \n",
        "from pyspark.sql.functions import *     "
      ],
      "metadata": {
        "id": "G-FaP0kQglrD"
      },
      "execution_count": 18,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.select([count(when(isnull(c), 1)).alias(c) for c in df.columns]).show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2t_HFyJPdtZZ",
        "outputId": "c2ea18c2-cd95-4c88-8129-98ccf965e16a"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+------------+-------+\n",
            "|course_title|subject|\n",
            "+------------+-------+\n",
            "|           0|      0|\n",
            "+------------+-------+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# PIPE\n",
        "\n",
        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)"
      ],
      "metadata": {
        "id": "IZQs3cnBhBbF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pyspark.ml.feature"
      ],
      "metadata": {
        "id": "W2B9pTrhd6dq"
      },
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "dir(pyspark.ml.feature)"
      ],
      "metadata": {
        "id": "XtAI8K37hvdc"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# label Encoding / Lavel Indexing \n",
        "from pyspark.ml.feature import StringIndexer\n",
        "\n",
        "labelEncoder = StringIndexer(inputCol='subject', outputCol='label').fit(df)\n",
        "\n",
        "labelDF = labelEncoder.transform(df)\n",
        "\n",
        "labelDF.limit(5).show(truncate=False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kQorpWWFkJSr",
        "outputId": "e872e871-801a-4ec9-c68a-2fb7ce2fbb0b"
      },
      "execution_count": 117,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+-----------------------------------------------------------+----------------+-----+\n",
            "|course_title                                               |subject         |label|\n",
            "+-----------------------------------------------------------+----------------+-----+\n",
            "|Ultimate Investment Banking Course                         |Business Finance|1.0  |\n",
            "|Complete GST Course & Certification - Grow Your CA Practice|Business Finance|1.0  |\n",
            "|Financial Modeling for Business Analysts and Consultants   |Business Finance|1.0  |\n",
            "|Beginner to Pro - Financial Analysis in Excel 2017         |Business Finance|1.0  |\n",
            "|How To Maximize Your Profits Trading Options               |Business Finance|1.0  |\n",
            "+-----------------------------------------------------------+----------------+-----+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#amostra\n",
        "train, test = labelDF.randomSplit([0.7, 0.3], seed=42)"
      ],
      "metadata": {
        "id": "SyZu75wZlu1N"
      },
      "execution_count": 41,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#pipe e processos\n",
        "from pyspark.ml.feature import Tokenizer, StopWordsRemover, CountVectorizer, IDF, HashingTF\n",
        "\n",
        "#1 token\n",
        "tokenizer = Tokenizer(inputCol='course_title', outputCol='mytokens')\n",
        "\n",
        "#2 remover stopWord\n",
        "stopword_remover = StopWordsRemover(inputCol='mytokens', outputCol='removed')\n",
        "\n",
        "#3 vetor\n",
        "vectorizer = CountVectorizer(inputCol='removed', outputCol='vetorized')\n",
        "\n",
        "#4 idf balanciado\n",
        "idf = IDF(inputCol='vetorized', outputCol='balanced')"
      ],
      "metadata": {
        "id": "pBGuF6BQiXin"
      },
      "execution_count": 42,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#modelo\n",
        "from pyspark.ml.classification import LogisticRegression"
      ],
      "metadata": {
        "id": "y28Bk0h5koSQ"
      },
      "execution_count": 43,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#5 estimator\n",
        "lr = LogisticRegression(featuresCol='balanced', labelCol='label')"
      ],
      "metadata": {
        "id": "J7bayGBXmJpj"
      },
      "execution_count": 44,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from pyspark.ml import Pipeline\n",
        "\n",
        "pipeline = Pipeline(stages=[tokenizer, stopword_remover, vectorizer, idf, lr])\n",
        "print(pipeline)\n",
        "print(pipeline.stages)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zLgqSSQsmh_v",
        "outputId": "b4bd25ab-c7d5-44c4-b3e8-4f479f4477bf"
      },
      "execution_count": 45,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Pipeline_2fea66522795\n",
            "Pipeline_2fea66522795__stages\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#treinar\n",
        "lr_model = pipeline.fit(train)\n",
        "lr_model"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "XpSNcVSznBR_",
        "outputId": "78a70a06-a5a7-4662-cd3a-5dfda831afdb"
      },
      "execution_count": 46,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PipelineModel_d5f08a58dcf0"
            ]
          },
          "metadata": {},
          "execution_count": 46
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#predizer\n",
        "predictions = lr_model.transform(test)\n",
        "predictions.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IrijEXlbnVJU",
        "outputId": "fb0475f9-484a-4da2-c197-8922d12eb74a"
      },
      "execution_count": 55,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+--------------------+-------------------+-----+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "|        course_title|            subject|label|            mytokens|             removed|           vetorized|            balanced|       rawPrediction|         probability|prediction|\n",
            "+--------------------+-------------------+-----+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "|#12 Hand Coordina...|Musical Instruments|  2.0|[#12, hand, coord...|[#12, hand, coord...|(3701,[363,597,67...|(3701,[363,597,67...|[3.49840125714720...|[0.85541251159737...|       0.0|\n",
            "|* An Integrated A...|   Business Finance|  1.0|[*, an, integrate...|[*, integrated, a...|(3701,[31,71,581]...|(3701,[31,71,581]...|[-6.1326095106357...|[1.10442420459782...|       1.0|\n",
            "|1. Principles of ...|   Business Finance|  1.0|[1., principles, ...|[1., principles, ...|(3701,[86,496,974...|(3701,[86,496,974...|[-5.3300355346476...|[1.43693045399541...|       1.0|\n",
            "|10 Numbers Every ...|   Business Finance|  1.0|[10, numbers, eve...|[10, numbers, eve...|(3701,[50,123,132...|(3701,[50,123,132...|[-6.6429921306732...|[7.93315199483597...|       1.0|\n",
            "|15  Motion Graphi...|     Graphic Design|  3.0|[15, , motion, gr...|[15, , motion, gr...|(3701,[36,87,403,...|(3701,[36,87,403,...|[-20.538936659766...|[1.91360712192075...|       3.0|\n",
            "|15 Mandamientos p...|   Business Finance|  1.0|[15, mandamientos...|[15, mandamientos...|(3701,[66,73,403,...|(3701,[66,73,403,...|[-6.2811618379392...|[5.85037394957635...|       1.0|\n",
            "|150 Rock Guitar L...|Musical Instruments|  2.0|[150, rock, guita...|[150, rock, guita...|(3701,[6,132,243,...|(3701,[6,132,243,...|[-9.3350960467962...|[5.70313709441553...|       2.0|\n",
            "|2. Principles of ...|   Business Finance|  1.0|[2., principles, ...|[2., principles, ...|(3701,[0,40,86,49...|(3701,[0,40,86,49...|[-1.5735571380612...|[3.95783177695523...|       1.0|\n",
            "|3 documentos clav...|   Business Finance|  1.0|[3, documentos, c...|[3, documentos, c...|(3701,[66,77,157,...|(3701,[66,77,157,...|[-0.9306897342248...|[0.00771977328283...|       1.0|\n",
            "|3. Compound Inter...|   Business Finance|  1.0|[3., compound, in...|[3., compound, in...|  (3701,[974],[1.0])|(3701,[974],[6.77...|[-1.2038504922274...|[1.66551600032390...|       1.0|\n",
            "|31 Day Guitar Cha...|Musical Instruments|  2.0|[31, day, guitar,...|[31, day, guitar,...|(3701,[6,98,1238]...|(3701,[6,98,1238]...|[-12.176409642864...|[5.82801005380364...|       2.0|\n",
            "|48 Logo Designs a...|     Graphic Design|  3.0|[48, logo, design...|[48, logo, design...|(3701,[48,170,351...|(3701,[48,170,351...|[-10.946461452225...|[3.29287804698073...|       3.0|\n",
            "|5 Exotic Guitar S...|Musical Instruments|  2.0|[5, exotic, guita...|[5, exotic, guita...|(3701,[6,78,302,3...|(3701,[6,78,302,3...|[-0.5091243044787...|[4.71820628405487...|       2.0|\n",
            "|6 Must Know Trick...|Musical Instruments|  2.0|[6, must, know, t...|[6, must, know, t...|(3701,[132,221,40...|(3701,[132,221,40...|[5.14796663486751...|[0.85170502306300...|       0.0|\n",
            "|60 Minutes to Fun...|   Business Finance|  1.0|[60, minutes, to,...|[60, minutes, fun...|(3701,[31,115,159...|(3701,[31,115,159...|[-11.991371458767...|[5.89945746629524...|       1.0|\n",
            "|7 Deadly Mistakes...|   Business Finance|  1.0|[7, deadly, mista...|[7, deadly, mista...|(3701,[79,212],[1...|(3701,[79,212],[4...|[0.74378024613923...|[2.56291239604289...|       1.0|\n",
            "|7 Secrets To Desi...|     Graphic Design|  3.0|[7, secrets, to, ...|[7, secrets, desi...|(3701,[212,401,41...|(3701,[212,401,41...|[-1.9399415799005...|[0.00328445393312...|       3.0|\n",
            "|8 Stunden profess...|     Graphic Design|  3.0|[8, stunden, prof...|[8, stunden, prof...|(3701,[111,154,35...|(3701,[111,154,35...|[-1.8095695178072...|[0.00249051414830...|       3.0|\n",
            "|:::Beginners Guid...|     Graphic Design|  3.0|[:::beginners, gu...|[:::beginners, gu...|(3701,[20,106,309...|(3701,[20,106,309...|[0.64935097181018...|[0.08997460759163...|       3.0|\n",
            "|A Beginner's Guid...|   Business Finance|  1.0|[a, beginner's, g...|[beginner's, guid...|(3701,[20,225,226...|(3701,[20,225,226...|[-2.3479786886168...|[2.46144531803782...|       1.0|\n",
            "+--------------------+-------------------+-----+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "only showing top 20 rows\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Evaluation\n",
        "\n",
        "*   Accuracy\n",
        "*   Precision\n",
        "*   Recall\n",
        "*   F1score"
      ],
      "metadata": {
        "id": "WPKozf_9ouzZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from pyspark.ml.evaluation import MulticlassClassificationEvaluator"
      ],
      "metadata": {
        "id": "DZg-rOxaoc0Z"
      },
      "execution_count": 49,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "accuracy = MulticlassClassificationEvaluator(labelCol='label', \n",
        "                                               predictionCol='prediction', \n",
        "                                               metricName='accuracy')\n",
        "\n",
        "accuracy.evaluate(predictions)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8J_eeYKmpHbH",
        "outputId": "3d5779d0-f248-4cd2-b0ca-aa5b381e8858"
      },
      "execution_count": 57,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.9364326375711575"
            ]
          },
          "metadata": {},
          "execution_count": 57
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# metrics\n",
        "from pyspark.mllib.evaluation import MulticlassMetrics"
      ],
      "metadata": {
        "id": "K32TOSqCpkSH"
      },
      "execution_count": 54,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "lr_metric = MulticlassMetrics(predictions['label', 'prediction'].rdd)\n",
        "\n",
        "print(\"accuracy\",lr_metric.accuracy)\n",
        "print(\"precision\",lr_metric.precision(1.0))\n",
        "print(\"recall\",lr_metric.recall(1.0))\n",
        "print(\"F1Score\",lr_metric.fMeasure(1.0))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6TKLCOlPsG0Z",
        "outputId": "379b25a2-3c3f-4cfc-9132-f98c189ae35c"
      },
      "execution_count": 66,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "accuracy 0.9364326375711575\n",
            "precision 0.9611940298507463\n",
            "recall 0.9096045197740112\n",
            "F1Score 0.9346879535558782\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#filtar a label\n",
        "labels = dados.select(['subject']).dropDuplicates(['subject']).toPandas()\n",
        "labels = labels['subject'].to_numpy()\n",
        "labels"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1ANvTFp1z16W",
        "outputId": "3863636f-cdf7-4eb8-ec5b-9302e790664a"
      },
      "execution_count": 114,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array(['Business Finance', 'Graphic Design', 'Musical Instruments',\n",
              "       'Web Development'], dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 114
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# matriz de confução\n",
        "df_cm = lr_metric.confusionMatrix().toArray()\n",
        "df_cm"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5waq65iAw8Ga",
        "outputId": "ad3c0130-61f4-4cb1-8409-ec53f9b9c797"
      },
      "execution_count": 105,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[349.,   8.,   5.,   8.],\n",
              "       [  7., 322.,  11.,  14.],\n",
              "       [  1.,   2., 178.,   1.],\n",
              "       [  5.,   3.,   2., 138.]])"
            ]
          },
          "metadata": {},
          "execution_count": 105
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_matrix = pd.DataFrame(df_cm, index = labels, columns = labels)\n",
        "df_matrix"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 254
        },
        "id": "cv3KZ_d30Onm",
        "outputId": "0d488d20-bd13-469d-806b-497f5a6cd6f8"
      },
      "execution_count": 115,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                     Business Finance  Graphic Design  Musical Instruments  \\\n",
              "Business Finance                349.0             8.0                  5.0   \n",
              "Graphic Design                    7.0           322.0                 11.0   \n",
              "Musical Instruments               1.0             2.0                178.0   \n",
              "Web Development                   5.0             3.0                  2.0   \n",
              "\n",
              "                     Web Development  \n",
              "Business Finance                 8.0  \n",
              "Graphic Design                  14.0  \n",
              "Musical Instruments              1.0  \n",
              "Web Development                138.0  "
            ],
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            ]
          },
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sn\n",
        "\n",
        "s = sn.heatmap(df_matrix, annot=True, cmap='Blues', fmt='.4')\n",
        "s.set(xlabel='Predito', ylabel='Real');"
      ],
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      },
      "execution_count": 116,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ],
            "image/png": 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w1oEAPHfNMUx69m+MG3AeT/zzSDLSg6/iqT3aMObJcxk74Dy++t8Z7N2iQZH7/Uuj2gx76EymPt+fl67vTZWM5Poq33Lj9fTs3pWTTzh2c9kXn33Kyccfw37t2zB92tS4244cMZwTeh/JcccczvPPPJWIcMvVbTddz+GHdOXUE48ttOyVF5+jU/s9WLpkSZHbDvrgfU489nBOPPZwBn3wfnmHWmbKaoDzREiub1YoHPn9fWCYmbUwsw7AqQSPPdl63TKtLZvZB2Z2dyk3O8TM9iZ4AnYL4MntPPbfzGz69mxbETRr3oLX336f199+n1feeIfMzGoccuhhBdYZMXwYv86Zw8CPBnPDTbdy1+23RBRt2Vi3IY8jrn6d/c9/jv3Pf45eHZvTaY+deP3L6bQ772k69n+WalUzOPfItgDMXrCMXv98lf36P8tdr4zk0cuPKHK/d/ytOw+/O469zhnAkpVrOeeItol8W3/asX2O4+HHCz4WsOWurbj3gYfZp0PHuNvl5eVxz5238dBjA3jrvQ8Z/OlHzPp5ZnmHW66O7n0cDz5W6BGJ5CyYz+hRI2jUuHERW8GyZUt5+slHefblN3julTd5+slHWb58WXmHWyZK89DlqCVlkgR6AOvN7In8AjObY2YPA0g6R9IHkr4EhkjKkjRE0oSwRtcnXK+ZpO8lvSJphqS3JVWPOc4lMdu0jtn3I+F0tqT3JE0KXwcUF7SZrQTOB46TVC/cx9WSxoZP0L4lLKsh6aNwn1MlnRKWfy2pYzjdT9KPksZIeiompuclPSRpZFjL7lsG57vMjfl2FDs3bcpOOxV8KPjXXw3hmN59kETbdu1ZsWI5CxfmRhRl2Vi1dgMAVTLSyMhIw8wYPGbW5uXjvp9PkwY1ARg9fR5LV64DYMyMeZvLt3Zw+114d9j3ALzy2VSO7bpbeb6FMrdvh/2oVatOgbLmLVrSrFnzYrebNnUyTZvuws47N6VKlR3odcRRDP36y/IMtdwVdS4AHvjP3Vxy+VWoyPG7YfTIEezf+QBq165DrVq12b/zAYwa8U15h1smvCZZ/vYEJmxjnX2BvmZ2MLAWON7M9gUOAf6rLWd/d+AxM9sDWA5cGLOPP8JtHgeuKuIYDwFDzaxdeLxttg2GT83+BWglqRfB88w6ETxBu4Okg4AjgN/NrJ2Z7QV8GrsPSTsB/wd0JnhUTOutDtMYOBA4BihtrTchBn/yMYcfeXSh8tzcHLIbbfnl3DC7EQtzcwqtl0zS0sToJ87h17cu4csJsxn7/fzNyzLS0zjtsD35fOwvhbY754h2DB47q1D5jrWqsWzlOvI2GQDz/ljBTjtmld8bqEByc3PJbtRo83zDhtnk5iT356MoQ78aQoMG2ey2+9Zf7S0W5ubQMPZcZGcnzXfFa5IJJunRsNY1Nqb4czNbnL8KcKekycAXQBMgO1z2m5mNCKdfJkgu+d4N/x0PNCvi0D0IEihmlmdmJW3ryP9f3yt8fUeQ9FsTJM0pQE9J90jqVsR+OxEk58VmtgF4a6vl75vZprBpNpsiSOovaZykcc8+Xbippzxt2LCeYV9/Sc9eRTclVjabNhmdz3+eXU97jI67N6ZNsy2Xuh+8tBcjpsxlxNS5BbY5qN0unH1kW2546usER+uitnbNGp5/ZgD/uPCSqEMpN8lUk0zW3q3TgBPzZ8zsorCTzbiYdVbFTJ8ONAA6mNkGSbOB/M4zttW+Y+fXhf/mUUbnSlJNgoT7I0GyvMvMCl2jlLQvcBRwu6QhZnZrKQ6zLma6yE+ZmQ0ABgCsWm9bn4NyNWL4cFrv0YYd6xfqF0XDhtnkLNhS08rNWUCDhkXm+aSzbNU6hk76lV4dWzB99h9cd0ZXGtSuxin/K9BQwF7NG/D4lUfQ57q3WLxibaH9LFq+htpZVUlPE3mbjCb1a/L7opWJehuRatiwITkLFmyez83NoWF25fh85Js79zd+nzeX008+Dgje45mnnchzL79B/fpbOnI1aJjNhHFjNs/n5uSwb8dOCY93e6R779Zy9yWQKemCmLLq8VYGagO5YYI8BPhLzLJdJHUJp/8KlKZRfwhwAYCkdEm1i1tZUhbwGEFNbwkwGDgvLEdSE0kNw+bU1Wb2MnAfQVNurLHAwZLqhh2TTiSJfPrJR0U2tQIcfEgPBn0wEDNj8qSJZGXVpEGDhgmOsOzUr12N2jWqApC5QwaH7tuMH35bxDlHtqVnx+acdeeHxP5EadqgJq/fdDz97vmImfOK7tEIMGzSr5xwUNAUd3qvvRg08qdyfR8VRZs99+a3X+cwb+5cNmxYz2effsxBBx8SdVhlatdWuzH4qxEM/GQIAz8ZQsOG2bz02jsFEiRA5wO6MnrUCJYvX8by5csYPWoEnQ/oGlHUpZNMza1JWZM0M5N0HPCApH8BCwlqjv+Os8krwIeSphDUNr+PWfYDcJGkZ4HphM2nJXQZMEBSP4La5gXAqCLW+yq8BpoGvAfcFr6PzyTtAYwKmxVWAmcAuwL3SdoEbAj3G/v+50m6ExgDLA7fT1J0a1uzejXfjhrB9Tdu6bX69puvA9D35FM5sNvBfDNsGH2O6kVmZiY3335nVKGWiUb1snjqX0eTnibSJN4Z9j2ffPszKz69ml9zlvH1Q2cAMPCbH7nr5ZFce2ZX6tWqxv8u7QnAxrxNHHjRiwC8d0dfLrz/U+YvWsn1T33NS9f35qZzujHp5xye/3RyZO9xe1z3738yftwYli5dylE9u9P/goupXbs29919B0uWLObyi89nt91b88gTT7MwN5fbbrmBhx4dQEZGBldfewOXXPA38jZtovdxJ9By11ZRv50/5YZrtpyLY3p15+8XXEyf44vubzd92lTefft1brjpdmrXrkO//hdwzuknA/C3/hdSu3bhDkAVUUVoRi0pWWJb2ioUSc2AQWHnmKQiKcvMVoY1yfeAZ83sve3ZV6KbWyuy+kffG3UIFULuh1dHHUKFscm/HQXUrvbn20qPfPzbEp/VTy7YP9KMmpQ1SQfAzZIOI7i2+hnBfaPOOVfhJVNNMqWTpJnNBpKuFglgZkXdkuKccxVemidJ55xzrmhJ1Lk1aXu3OuecS1JldZ+kpKaSvlIwLvY0SZeF5fUkfS7pp/DfumG5whHJZoajnG1950AhniSdc84lVBneArIR+KeZtSEYgewiBQ+BuAYYYmatCG7Vy38oxZEEA7a0AvpTgrsZPEk655xLqDSpxK/imNl8M5sQTq8AZhCMqNYHyH/E0AvAceF0H+BFC4wG6kgqegT5/Fi3/20655xzpVcegwmEt/TtA3wLZJtZ/tBdC9gyPGcT4LeYzeaGZXF5xx3nnHMJVZqHLkvqT9A0mm9AOKxm7DpZwDvA5Wa2PPZaZjj4zHbf7epJ0jnnXEKV5haQ2HGmiyKpCkGCfMXM8h9KkSOpsZnND5tT85+3Nw9oGrP5zmFZ/FhLHKlzzjlXBlSKV7H7CaqMzwAzzOz+mEUfAGeH02cDA2PKzwp7uXYGlsU0yxbJa5LOOecSqgxH3OkKnAlMkTQxLLuO4Dm6b4bjas8BTg6XfUzwdKWZwGrg3G0dwJOkc865hCqrwQTM7BviVzgPLWJ9Ay4qzTE8STrnnEsoH7vVOeeci6M0vVuj5knSOedcQiVRjiw+SUp6GIh7f4mZXVrmETnnnKvUKlNz67iEROGccy5lJE+K3EaSNLMXilvunHPOlVale56kpAbAv4E2QGZ+uZn1KKe4nHPOVVLJ1HGnpCPuvEIwunpz4BZgNjC2nGJyzjlXiZXHAOflpaRJckczewbYYGZDzew8wGuRzjnnSq2sHpWVCCW9BWRD+O98SUcDvwP1yick55xzlVkFyH0lVtIkebuk2sA/gYeBWsAV5RaVS6j0JLo+UN6WfPLvqEOoMK4YOD3qECqEB/q0iTqESqcy3QICgJkNCieXAYeUXzjOuYrAE6QrT8n0+KkSxSppN0lDJE0N59tKuqF8Q3POOVcZpaepxK+olTShPwVcS3ht0swmA6eWV1DOOecqrzSV/BW1kl6TrG5mY7ZqR95YDvE455yr5CrdNUngD0ktCcdxldQXKPZpzs4551xRKkINsaRKmiQvAgYArSXNA34BTi+3qJxzzlVaSVSRLHHv1lnAYZJqEFzHXE1wTXJOOcbmnHOuEspIoixZbMcdSbUkXSvpEUk9CZLj2cBM4OREBOicc65ySaZh6bZVk3wJWAKMAv4OXE/wlJPjzWxiOcfmnHOuEqoIw82V1LaSZAsz2xtA0tMEnXV2MbO15R6Zc865SimJcuQ2k2T+mK2YWZ6kuZ4gnXPO/RmVqXdrO0nLw2kB1cJ5AWZmtco1Ouecc5VOMjW3Fttxx8zSzaxW+KppZhkx054gnXPOlVp6Wslf2yLpWUm5+cOmhmU3S5onaWL4Oipm2bWSZkr6QdLh29p/Mo0z65xzrhJQKf4rgeeBI4oof8DM2oevjwEktSG4fXHPcJvHJKUXt3NPks455xKqLMduNbNhwOISHroP8LqZrTOzXwhuZ+xUbKwl3LFzzjlXJkqTJCX1lzQu5tW/hIe5WNLksDm2bljWBPgtZp25YVn8WLfj/TnnnHPbTVKJX2Y2wMw6xrwGlOAQjwMtgfYEty7+d3tjLenYrc4551yZKO9bQMwsJ39a0lPAoHB2HtA0ZtWdw7K4vCbpnHMuocr7ocuSGsfMHg/k93z9ADhVUlVJzYFWwJji9uU1SeeccwlVljVJSa8B3YH6kuYCNwHdJbUneLzjbOAfAGY2TdKbwHSCZyJfZGZ5xe3fk6RzzrmEKsuxBMzstCKKnylm/TuAO0q6f0+SzjnnEiqtZPc/VgjlliQlGfCKmZ0RzmcQ9DL61syO2Y79PQ3cb2bTS7ldd+CqrY8Zr7yE+7wcGGBmq0u7bXkImxV2yr9htiK78YZrGTb0a+rV25F3Bw4qtNzMuOeuO/hm2FAyq2Vy2x13s0ebPSOItHwtmD+f66/9F4sXLQKJviedzOlnnl1gncp2Ls7s0Ji9G9VkxbqN3PbFLAD6dWpCds2qAFSvksbqDZu4c8gs0gRndtiJpnUySZP49telDP5hUaF97li9Cv3235kaO6Tz65I1PD92HnmW0LdV5lLhO5JEo9KVa8edVcBekqqF8z3ZRi+i4pjZ30qbIMvR5UD1ohZsa/SGctIeOGqba1UAfY47gceffDru8m+GD+PXObP58JPPuPHm27j91psTF1wCpWekc9W/ruG9Dz/m5dfe4PXXXuXnmTMLrFPZzsWoOct4eMSvBcqeGTOPO4fM4s4hs/hu3gomzguGiu6wcy0y0sTtX8ziri9n0a15XepVr1Jon8fv3ZAvf1rETYNnsnpDHl2b1y20TrJJhe9IRppK/Ipaefdu/Rg4Opw+DXgtf0E4tt5VMfNTJTWTVEPSR5ImhWWnhMu/ltQxnD5C0oRwnSFhWSdJoyR9J2mkpN1LGmQYy7PhMWZJujQsLxRLuGwn4CtJX4XrrZT0X0mTgC6SZkuqHy7rKOnrmOO8IGm4pDmSTpB0r6Qpkj6VVCVcr4OkoZLGSxqc31MrjO8eSWMk/Sipm6QdgFuBU8IxCk+RdHDMmIXfSapZ6v9z5aRDx/2oVbt23OVffTmEY3sfhyTatmvPihXLWbgwN4ERJkaDBg03//qvUSOLFi1akJubU2CdynYuZv6xmlXr4/eR2HfnWoydGyRJM9ghI400wQ7paWzcZKzdUHjb3RvUYEKYWEfPWUa7nSrMR327pcJ3JJkeulzeSfJ1gu62mUBb4NsSbHME8LuZtTOzvYBPYxdKagA8BZxoZu2Ak8JF3wPdzGwf4EbgzlLG2ho4nGCIopvChFUoFjN7CPgdOMTMDgm3rUHQjNzOzL7ZxnFaAj2A3sDLwFfhMzvXAEeHx30Y6GtmHYBnKXiROcPMOhHUZm8ys/Xh+30jHKPwDeAqgl5b7YFu4b6TQm5uDtmNGm2ez85uRG5OTjFbJL958+by/YwZ7N22XYHyVDoXu9avzop1G1m4cj0AE+YtZ/3GTdx99G7ccWQrvvhpEas3bCqwTY0d0lm9YRObwubVpWs2UCez8nezqAyfizSpxK+olWuSNLPJQDOCWu0gAakAACAASURBVGRJr5dNAXqGNaZuZrZsq+WdgWHhuHuYWf6YfbWBt8KR4B8gGMC2ND4Kx/P7A8gFsksQS7484J0SHucTM9sQ7judLT8CphCcq92BvYDPJU0EbiC44TXfu+G/48P1izICuD+s9dYxs41brxA71NMzT5VkAAtXHlavWsU/L7+Uq6+5jqysrKjDicx+TWsx9rctX69m9aqxyeCaj37k/z79icNa7Uj9GoWbW11y8ppkQR8A/yGmqTW0cavjZwKY2Y/AvgRJ43ZJN5bwOLcR1Mr2Ao7N318prIuZziOosZU0lrVb3WsT+962jmMdgJltAjaYWX43g00EHakETIsZvX5vM+tVRJx5xOl4ZWZ3A38DqgEjJLUuYp3NQz31+3tJh0Isfw0bZpOzYMHm+ZycBTTMzo4wovKzYcMGrrz8Uo46+lgO69mr0PJUORdpgvY71WL83OWbyzo1rc20nJVsMlixLo+fF61mlzrVCmy3an0e1aukbb7nrk61KixdW+j3YKVTGT4XaaV4RS0RMTwL3GJmU7Yqn02QgJC0L9A8nN4JWG1mLwP35a8TYzRwUDhaApLqheW12dIx6JyyCLyYWFYAxV38mA10CKdPLOVhfwAaSOoSxlBF0rZqxQXikdTSzKaY2T3AWIKm5KTQ/ZAefPjB+5gZkydNJCurJg0aNIw6rDJnZtx84/W0aNGCs845t8h1UuVctG5YgwUr1rF0zZYEt3j1BnZvUAOAHdJF83rVyVmxrtC2Pyxczb5Ngkfbdv5LbSb9viIxQUeoMnwuSjN2a9TKvQHfzOYCDxWx6B3gLEnTCK5V/hiW7w3cJ2kTsAG4YKv9LVQwCvy7ktIImkZ7AvcCL0i6AfiojMKPF8sA4FNJv8dcl4x1C/CMpNuAr0tzQDNbL6kv8JCk2gT/j/4HTCtms6+Aa8Lm2buAAyUdQlA7nQZ8UpoYytO/r7qScWPHsHTpEnr2OIgLLrqEjRuDP44nn3Ia3Q46mG+GDeWYI3uSmVmNW28v7aXl5PDdhPEM+mAgrXbbjZNP6APAJZdfyfz5vwOV81yc16kJu9WvTlbVDO48shWDZixk5OyldNy5NuN+W15g3aE/L+bMjk34v54tEGLUnKXMWx4kyYu6NuXl8fNZtnYj70/NoV+nnTl2z4b8tnQtI2cn17W5oqTCdyS9AiS/ktKW1j6XqtZuxD8EroArBlaUu62i90CfNlGHUKFkZvz5kQBeGT+3xH9zTu+wc6QZtfJ3BXPOOVehJFFF0pOkc865xKoI1xpLypOkc865hKoIvVZLypOkc865hPKapHPOORdHRRhJp6Q8STrnnEsob251zjnn4vDmVueccy6O5EmRniSdc84lWBJVJD1JOuecS6xkGpbOk6RzzrmEUhI1uHqSdM45l1BJVJFMqp64zjnnKoE0VOLXtkh6VlKupKkxZfUkfS7pp/DfumG5JD0kaaakyeFjGrcRq3POOZdAUslfJfA8cMRWZdcAQ8ysFTAknAc4EmgVvvoDj29r554knXPOJVRZJkkzGwYs3qq4D/BCOP0CcFxM+YsWGA3UkdS4uP17knTOOZdQ6VKJX5L6SxoX8+pfgkNkm9n8cHoBkB1ONwF+i1lvblgWl3fccc45l1Cl6d1qZgOAAdt7LDMzSdv9YHmvSTrnnEuoMr4mWZSc/GbU8N/csHwe0DRmvZ3Dsrg8STrnnEsoleK/7fQBcHY4fTYwMKb8rLCXa2dgWUyzbJG8udU551xCpZXhfZKSXgO6A/UlzQVuAu4G3pTUD5gDnByu/jFwFDATWA2cu639e5J0zjmXUGU54o6ZnRZn0aFFrGvARaXZvydJ55xzCVWWNcnypiCxulS2eoN/CPIl05iS5S2Zhg4rT8+PnR11CBXK+V2a/elPxqiZS0v8N6fLrnUi/SR6TdI5V4gnSFeekunj5UnSOedcYiVRlvQk6ZxzLqGS6bKGJ0nnnHMJlUwddzxJOuecSyxPks4551zRvLnVOeeciyOZek97knTOOZdQSZQjPUk655xLsCTKkp4knXPOJVRaErW3epJ0zjmXUMmTIj1JOuecS7QkypKeJJ1zziWU3wLinHPOxZFElyQ9STrnnEusJMqRniSdc84llpKoKulJ0jnnXEIlUY70JOmccy6xkihHepJ0zjmXYEmUJT1JOuecSyi/BcQ555yLoywfuixpNrACyAM2mllHSfWAN4BmwGzgZDNbsj37TyubMJ1zzrkSUileJXOImbU3s47h/DXAEDNrBQwJ57dLZDVJSQ8Ac8zsf+H8YOA3M/tbOP9fYJ6Z3R9n+6+Bq8xsXDHH6A4MBGYB1YEc4F4zG1SGbwVJ5wAdzezistzvnyGpGXCAmb0acSgFHNWrBzVq1CAtLZ309HReffOdAsvNjHvvuoMRw4eRmZnJLXfcxR5t9owo2vKzbt06zjv7dDasX8/GvDwO63k4F158aYF11q9fzw3X/osZ06dRu04d7vnPAzRpsnNEEZefBfPnc/21/2LxokUg0fekkzn9zLMLrGNm3HPXHXwzbCiZ1TK57Y67k/pz8dkz/2XWxG+pXqsOZ90xAICR77zAz9+NQhLVatXh8L9dRVbdHVm3ehWfPHkPKxbnsikvj45H9mXPbocX2mfO7J8Y/PR/2Lh+Hc3bdqL76RdU2FstEtDc2gfoHk6/AHwN/Ht7dhRlc+sI4GTgf5LSgPpArZjlBwBXlMFxhpvZMQCS2gPvS1pjZkPKYN8VWTPgr0CFSpIAA559kbp16xa57Jvhw/j11zkM/HgwUyZP4s7bbuGl195McITlb4cdduCpZ1+gevUabNiwgXPP+isHdjuItu3ab17nvXffolatWnz4yed8+vFHPHj/f7j3v/+LMOrykZ6RzlX/uoY92uzJqlUrOfWkE+ncpSstd9118zrfDB/Gr3Nm8+EnnzFl8iRuv/VmXnn9rQij/nPaHNiLdof2ZvBT920u63BUXw44Mfhx8N3n7zN64Mscds5lTBryATs22YXjrriV1cuX8vy1/WjdpQfpGVUK7HPICw/R85zLadSyNe/ffwOzp4yjedv9Evq+Sqo0uVtSf6B/TNEAMxsQM2/AZ5IMeDJclm1m88PlC4Ds7Y01yubWkUCXcHpPYCqwQlJdSVWBPYAJkjpIGippvKTBkhrH7ONMSRMlTZXUaVsHNLOJwK3AxQCSGkh6R9LY8NVVUpqk2ZLq5G8n6SdJ2UWtv/UxJDWT9KWkyZKGSNolLH9e0hOSxkn6UVJ+4j5H0vuSPg+Pe7GkKyV9J2l02LaOpJaSPg3Pw3BJrWP2+5CkkZJmSeobhnI30C08P2XxYyMhhn41hGN690ESbdu1Z8WK5SxcmBt1WGVOEtWr1wBg48aNbNy4sdCv/q+//JJj+xwPwGG9DmfMt6Mws4THWt4aNGi4uVZYo0YWLVq0IDc3p8A6X305hGN7H1dpPhc77743mTVqFiirWq3G5ukN69Zu+TxIrF+7BjNjw7q1ZNaoSVpaeoFtVy5dxPo1q2m86x5IYo+uh/HzhJHl/j62V2laW81sgJl1jHkN2Gp3B5rZvsCRwEWSDopdaMGXZru/OJElSTP7HdgYJpEDgFHAtwSJsyMwheCNPQz0NbMOwLPAHTG7qW5m7YELw2UlMQFoHU4/CDxgZvsBJwJPm9kmgiba4wEk7U/QLJxT1PpF7P9h4AUzawu8AjwUs6wZ0Ak4GnhCUmZYvhdwArBf+P5Wm9k+4Tk5K1xnAHBJeB6uAh6L2W9j4EDgGILkCEEb/PCwnf6BEp6bcieJC/v3468nn8A7b71RaHluTg6NGm35HZSd3YjcnJxC61UGeXl5nHxiH3ocdACduxzA3m3bFViem7vlXGRkZJCVVZOlS7er70HSmDdvLt/PmFHkuchu1GjzfGX9XIx4+zmeuvJ0vh/1JV2OD7767Q/tzeLff2XA5X/lpRv+Qfe/XoDSCv7pXrlkEVn16m+ez6pbn5VL/kho7KVShtckzWxe+G8u8B7B39ic/ApV+O92/6KKunfrSIIEeQBwP9AknF5G0By7O0EC+Tz8VZUOzI/Z/jUAMxsmqZakOma2dBvHjD3thwFtYn7B15KURdAr6kbgOeDUcL649WN1IUh4AC8B98YsezNMwj9JmsWWZP2Vma0gqEkvAz4My6cAbcNjHAC8FXPsqjH7fT/c73RJ292skAjPvfgqDbOzWbxoEef//TyaNW9Bh44Vs0movKWnp/PmOwNZvnw5V152ETN/+pFdW+0WdViRWb1qFf+8/FKuvuY6srK2/lqlhq59z6Vr33MZM+h1Jg75gAOOP4vZU8fTYJeW9P33vSzL/Z137ruWJrvvVaDmmWzK6qHLkmoAaWa2IpzuRdBa+AFwNkGl4WyCis92ibp36wiCP/57EzS3jiZIMgcQJFAB08LaUHsz29vMesVsv3UVuiRV6n2AGeF0GtA5Zv9NzGwlQQ1uV0kNgOOAd7exfknFi3ddTNmmmPlNBD9k0oClMcdtb2Z7xGwTu32JPn2S+odNv+OefXrr1ovy0zA7yOH1dtyRHocexrQpkwstX7Bgy++gnJwFm7eprGrVqsV+nfZnxDfDC5Q3bLjlXGzcuJGVK1dQp07R13KT3YYNG7jy8ks56uhjOaxnr0LLGzbMJmfBgs3zlf1z0bpLD2aO+waA6cM/Y9cOXZFEnewm1G7QiCXzfyuwflbdHVm5eEvNceWSP8iqW5+KqgwrktnAN5ImAWOAj8zsU4Lk2FPSTwSVm7uL2Uexok6SIwmaCBebWZ6ZLQbqECTKkcAPQANJXQAkVZEU26XtlLD8QGCZmS0r7mCS2gL/BzwaFn0GXBKzvD1sbsN+j6B2O8PMFhW3fhHv6dRw+nQg9i/fSeE1z5ZAi/D9bZOZLQd+kXRSeFxJareNzVYANeMtjG3nP+9v/eOtVqbWrF7NqlUrN0+PGjmCllvVnA7u3oNBHwzEzJg8aSJZWTVp0KBhQuJLpMWLF7N8+XIA1q5dy+hRI2nevEWBdQ4+pAcfDnwPgC8+G8x++3eusL0V/wwz4+Ybr6dFixacdc65Ra7T/ZAefPjB+5X6c7FkwbzN0z9PGEXdxk0BqLljA36bPhGAVcuWsHj+XGo3aFxg26w6O7JDterMnzkDM2PGiC9ouU8XKqwyypJmNsvM2oWvPc3sjrB8kZkdamatzOywMLdsl6ibW6cQ9Gp9dauyLDP7AyDsiPKQpNoE8f4PmBauu1bSd0AV4Lw4x+gWrlOdoF360pierZcCj0qaHO57GHB+uOwNYCxwTsy+ils/3yXAc5KuBhYCsd/6Xwl+7dQCzjeztaX4o3c68LikG8L3+zowqZj1JwN54S+s5yvCdclFixZx5WXBXTJ5eXkcedQxdD2wG2+98ToAJ51yKgcedDDfDB9G7yN7kVktk5tvuzPKkMvNHwtz+b/rr2FTXh6bzOh1+BEc1P0QHnvkQdrsuRfdDzmU40/oy/XXXs2xR/akVu3a3HNf5P8Ly8V3E8Yz6IOBtNptN04+oQ8Al1x+JfPn/w7AyaecRreDDuabYUM55sieZGZW49bbk/tz8fHjd/Hb95NZu3IZT11xOl2OO5NfJo9hyYK5SGnU3LEhh50T3BK0f+/TGfz0f3jxhn+AGd1O7ke1mrUBePn/LuCM2x4HoMdZl/DZ0/9h4/r1NGvbkWYVtGcrJNeIO6qMveUqIknPA4PM7O2oY9na6g3+IciXTF/e8lQJK6zb7fmxs6MOoUI5v0uzP/3p+HXxuhL/zdmlXtVIP41R1ySdc86lmLIclq68eZJMEDM7J+oYnHOuYkieLOlJ0jnnXEIlU3O+J0nnnHMJlUQ50pOkc865xPKapHPOORdHMvUi9yTpnHMuobwm6ZxzzsXhSdI555yLw5tbnXPOuXiSJ0d6knTOOZdYSZQjPUk655xLLL8m6ZxzzsVRVg9dToSonyfpnHPOVVhek3TOOZdQSVSR9CTpnHMusfwWEOeccy4Or0k655xzcXiSdM455+Lw5lbnnHMuDq9JOuecc3EkUY70JOmccy7BkihLepJ0zhVillxNYi65JNM1SZlZ1DE4B4Ck/mY2IOo4KgI/FwE/D1v4uYiGD0vnKpL+UQdQgfi5CPh52MLPRQQ8STrnnHNxeJJ0zjnn4vAk6SoSv96yhZ+LgJ+HLfxcRMA77jjnnHNxeE3SOeeci8OTpHPOOReHJ0nnnKuAJF1WkjJXvjxJukhJ+oukw8LpapJqRh2Ti46kGpLSwundJPWWVCXquCJydhFl5yQ6iFTnHXdcZCT9neAG6Xpm1lJSK+AJMzs04tASTtIJwD1AQ4KRLQWYmdWKNLAEkzQe6AbUBUYAY4H1ZnZ6pIElkKTTgL8CBwLDYxbVBDal4vcjSj52q4vSRUAn4FsAM/tJUsNoQ4rMvcCxZjYj6kAiJjNbLakf8JiZ3StpYtRBJdhIYD5QH/hvTPkKYHIkEaUwT5IuSuvMbL3CkbQlZQCp2rSR4wkSAEnqApwO9AvL0iOMJ+HMbA4wB+gSdSzOk6SL1lBJ1wHVJPUELgQ+jDimqIyT9AbwPrAuv9DM3o0upEhcBlwLvGdm0yS1AL6KOKZIeBN8xeDXJF1kwg4a/YBeBH8ABgNPWwp+KCU9V0Sxmdl5CQ8mQpJOMrO3tlWWCiTNxJvgI+dJ0kVGUg1grZnlhfPpQFUzWx1tZC4qkiaY2b7bKksFkkaYWdeo40h13tzqojQEOAxYGc5XAz4DDogsoohIeqiI4mXAODMbmOh4Ek3SkcBRQJOtzkUtYGM0UUXOm+ArAE+SLkqZZpafIDGzlZKqRxlQhDKB1kB+s+KJwC9AO0mHmNnlkUWWGL8D44DewPiY8hXAFZFEFL1awGqCyxH5DPAkmUDe3OoiI2kEcImZTQjnOwCPmFnK9eqTNBroGtP0nEFwj9yBwBQzaxNlfIkiqYqZbYg6DufyeU3SRely4C1JvxN03GkEnBJtSJGpC2QRNLEC1CAYZCFP0rr4m1U6nSTdDPyF4O9Tfo/OFpFGFQFJuwGPA9lmtpektkBvM7s94tBSiidJFxkzGyupNbB7WPRDCtci7gUmSvqaIDEcBNwZdm76IsrAEuwZgubV8UBexLFE7SngauBJADObLOlVwJNkAnlzq4uUpAOAZsT8YDOzFyMLKEKSGhOMQAQw1sx+jzKeKEj61sz2jzqOikDSWDPbT9J3ZrZPWDbRzNpHHVsq8Zqki4ykl4CWwES21BoMSJkkKam1mX0vKf8Wh9/CfxtJapR/vTaFfCXpPoLOKbE9OlPtPAD8Iakl4ShUkvoSDFfnEshrki4ykmYAbVJx8IB8kgaYWX9JRY0qY2bWI+FBRcjPwxbhaEMDCG6JWkLQ2/kMM5sdZVypxpOki4ykt4BLzcx/HTsXR3hdOs3MVkQdSyry5lYXpfrAdEljKNi01ju6kKIh6STgUzNbIekGYF/gNjP7LuLQEkpSNnAnsJOZHSmpDdDFzJ6JOLSEk1QHOIvwmn3+gwDM7NIIw0o5XpN0kZF0cFHlZjY00bFETdJkM2sr6UCC3ov3ATemWicWSZ8AzwHXm1m78H7R78xs74hDSzhJI4HRwBRgU365mb0QWVApyGuSLjKpmAyLkd9x6WhggJl9JCkVu/rXN7M3JV0LYGYbJaXqrSCZZnZl1EGkurSoA3CpS1JnSWMlrZS0XlKepOVRxxWReZKeJBhM4WNJVUnN7+cqSTuypUdnZ7YMsJBqXpL0d0mNJdXLf0UdVKrx5lYXGUnjgFMJxivtSHD9ZTczuzbSwCIQjll7BMEQdD+F90zubWafRRxaQoW3wjwM7AVMBRoAfc1scqSBRUDSRcAdwFK2PIw8JUcfipInSRcZSePMrGP+9biwbPON06kmvB7Zysyek9QAyDKzX6KOK9HC65C7E4w8lLKjMEmaBXQysz+ijiWV+TVJF6XVknYgGI7tXoIbpVOxiRFJNxHUpncn6LhSBXgZSKnnCYbPFD2KLaMw9ZKEmd0faWDRmEnwFBAXIU+SLkpnEiTFiwnG62xK8IioVHQ8sA8wAcDMfpdUM9qQIvEhsJatenSmqFUEPyC/ouAtUn4LSAJ5knSRMbM54eRa4JYoY6kA1puZScrvsFIj6oAisnN+07vj/fDlIuRJ0kVGUlfgZrY8FgmAFO2Y8GbYu7WOpL8D5xE8BSLVfCKpV6p1WCqKmb0QXo5oTdBx5wczWx9xWCnHO+64yEj6niIei2RmiyILKkKSehI8hV7AYDP7POKQEk7S8QTXYtOADWx5nmStSAOLgKSjCB6T9TPBeWgO/MPMPok0sBTjSdJFxh+LtEU4BFmrcPZHM0vJewMl/QL0IbgVJqX/OIU/Io8xs5nhfEvgIzNrHW1kqcWbW12UUv6xSOGgAU8CxwGzCGpQf5H0HnB+Cjav/QZMTfUEGVqRnyBDswAf5DzBvCbpIuOPRQJJtxI8U/P8/Kc8hL1aHwXmmNn/RRlfokl6HmgBfELBH04pdwuIpMcJrte/SXBN8iTgV+ALADN7N7roUocnSeciJGkqwQ3jq7cqzwJGm9le0UQWjfB+0ULMLOV6P0t6rpjFZmbnJSyYFOZJ0iWcpDPM7GVJRQ7enEq1htjRhopYNiUVn37hXEXi1yRdFKqH/6bizfJbM0l1CXovbi3lbqYPm+AL/XJPpSb4fJJ2JhjHNn/UpeHAZWY2N7qoUo8nSReFZhA0oUnqmYq3OsSoTXALTFFJMhWbea6Kmc4kGIFpY0SxRO054FWCa5EAZ4RlPSOLKAV5c6tLOEkTzGzfraedK4qkMWbWKeo4Ek3SRDNrv60yV768JumcqzC2el5iGtCBoLadihZJOgN4LZw/DUjJgTai5EnSRaFh2GlHMdObpVLHHVfIeIJmZhE0s/4C9Is0ouicR3BN8gGCczISODfSiFKQN7e6hIvXzT9fKnb3dyApDehiZiOijsW5fJ4knasAJHUGpsUMKFAL2MPMvo02ssRK5Ydu55P0MMV02vJHZSWWN7c6VzE8DsR2YFpZRFkqGCLpRODdFB6ablzUAbgtvCbpXAUQpydj3IEGKitJK4AaBNcj15LCTwHJJ6n61iMyucRJizoA5xwAsyRdKqlK+LqMYEDrlGJmNc0szcx2MLNa4XxKJkhJXSRNB74P59tJeizisFKOJ0kXGUmXSaqlwDOSJkjqFXVcETkfOACYB8wF9gf6RxpRBCQNKUlZivgfcDjhbR9mNgk4KNKIUpBfk3RROs/MHpR0OFAXOBN4CUi5p9KbWS5watRxREVSJsFwhfW3GqavFtAkssAiZma/SQUGY8qLt64rH54kXZTyv/1HAS+Z2TRt9RehspP0LzO7N16PxhTqyfgP4HJgJwoO07cceCSqoCL2m6QDCMb3rQJcBsyIOKaU40nSRWm8pM+A5sC14XMUU21Q7/w/eindo9HMHgQelHSJmT0cdTwVxPnAgwQ16XkELSwXRRpRCvLerS4y4c3j7YFZZrY0HJJsZzObHHFoLiKSTgI+NbMVkm4guAXmdjObEHFoCSepgZktjDqOVOcdd1yUugA/hAnyDOAGYFnEMUVC0m6SBkj6TNKX+a+o44rA/4UJ8kDgMOAZgvtFU9GI8PPQT1KdqINJVV6TdJGRNBloB7QFngeeBk42s4OjjCsKkiYBTxBcj9vcOcPMxkcWVATyR9yRdBcwxcxeTeVReCR1IujQdRwwHXjdzF6ONqrU4knSRSb/MVmSbgTmmdkzqfroLEnjzaxD1HFETdIggutvPQmaWtcAY8ysXaSBRUxSfeB+4HQzS486nlTiza0uSiskXUtw68dH4TXKKhHHlFCS6oXXYj+UdKGkxvllWz02KlWcDAwGDjezpUA94OpoQ4pGeA/x2ZI+IXgCyHwg5Z6rGTWvSbrISGoE/BUYa2bDJe0CdDezFyMOLWEk/cKWR0NtzcysRYJDipykdCCbmN73ZvZrdBFFI/xsvA+8aWajoo4nVXmSdJGS9BeglZl9Iak6kJ7/JAyXeiRdAtwE5LDldiBLtTFsASTJzMzHbo2WJ0kXGUl/Jxh6rZ6ZtZTUCnjCzA6NOLSEC0ecuRA4kKBmOZzgXKyNNLAEkzQT2N/MFkUdS9QkdSHo3ZtlZrtIagf8w8wujDi0lOLXJF2ULgK6Eoyqgpn9BDSMNKLovAjsSfAk+kfC6ZcijSgav5GitwEVwcdurQB8xB0XpXVmtj5/JDpJGRTzsNlKbi8zaxMz/1X4BIhUMwv4WtJHwLr8QjO7P7qQouNjt0bPa5IuSkMlXQdUk9QTeAv4MOKYojJBUuf8GUn7k5pD1f0KfA7sANSMeaWiAmO3SroKH7s14fyapItMeMtHP6AXQe/OwcDTqfhEekkzgN0JkgTALsAPBA8fTsmOK6kuvDfyQYKRh0Qwdutlfr02sTxJOlcBhL184zKzOYmKJQqSPqSYpnYz653AcJzbzJOki4ykrsDNwF8Iro+LFL03MJ+khkBm/nyq3B8oqdihCM1saKJiqQgkHQJcQtC6AEEz6yNm9nVkQaUoT5IuMpK+///27j5Uz7qO4/j7MzXdlKltpobYhEqZ083N4UMazp60iSkoEg5FMk1bpiPCNBESyhJBSqiWppgyaaQladN8mFq5zT25raUYWaZms3JmQ2tun/74XXfn3tF7RG337/ZcnxfcnOvhXPf5nrOz871+D9f3B1zCm+uVtq47SdLJwLWU9RTXUW4cfmP74KqBRd9JmkmZ4fwVYDnl5nEqZQGA2bbvqRhe6yRJRjWSFts+onYcg6ApcH48cH9T4HsGMMv2pyqHFn0maSFl7PGJYccPBb7VxgUAasojIFHTQ5KuAe5gy+n+rVs7ENho+6+SRkkaZfshSdfVDiqq2Gd4ggSwvUrS3jUCarMkyaip04o8vOuYKS2qtlkvaTfgEeA2SeuADZVjSK7L8AAAB5VJREFUijq29u+e34k+S3drxACQtCtlWahRwJnA7sBtbRmfzezWIZLWU26W3nQKOMb2nn0OqdWSJKPvJM2yfaukOW91vm3VVZpVL+63PaN2LLVkduuQ/CwGS7pbo4Zdm49traSyBdubJG2WtLvtVtYtzR/+IflZDJa0JCMGgKSfAIdRSrL9Z9zJ9kXVgqqgWQnma8BEtnxetLXPzkZdqd0a1Uj6RrP6+k6SHpD0kqRZteOq5A7gCspY1LKuV9vcBHybUo5vBmV1lFurRhStlpZkVCNppe0pkk4FTgLmAI/Ynlw5tKhE0jLb0ySttn1I97HasdUiaSylElUWI68gLcmoqTMmPhOY38bxOEmfkPTZrv3Fkn7XvE6rGVsl/2wK3z8taXZzA7Vb7aBqkDRd0mpgFbBG0hOSWnuzUEuSZNT006Y03TTgAUl7Aa9Xjqnfvgjc1bW/MzAdOA64oEZAlX0eGANcRPm9mAWcXTWiem4ELrQ9wfZ7KIuU31Q5ptZJd2tUJemdwCvNDM8xwFjbL9aOq18kPW57etf+9bZnN9uLbB/Z++oYySStsH3YsGPLbU+tFVMb5RGQqEbSWV3b3adu6X801WzxYHgnQTb26nMs1Un6OXC67fXN/p7A7bY/Vjey/pHUSYIPS/ouMI9SaOEMYGGtuNoqSTJqmt61vQvwIcqqB21Kkoslfdr297oPSjofWFIppprGdxIkgO2Xm+XD2uTaYftXdm2n66/P0t0aA0PSHpRWwwm1Y+mXJgH8mFLgvVPYfRplbPIU23+uFVsNkpYBp3bW0WwWo74zXYxRS1qSMUg2AAfUDqKfbK8DjpZ0PNBZO/Ju2w9WDKumy4FfSHqYUqv0WOC8uiHV0az48VXg3bZPlDQROMr2jZVDa5W0JKOaYUWtR1GqrPzQ9qX1ooraJI0HOhOWFtn+S814apH0M8ps1sttT5a0I7Ci8/xo9EeSZFQzrJDzG8AfbD9XK56oR9JBtp/smrSyhTauMdqZ+dw9y7VTgKN2bG2S7taopruQc9N6aMWyUPGW5lC6VYdPWoH2rjG6QdI4mt4WSUcCrSu4UVtaktF3zX/2q4G/AVcBPwDGU7pcz7K9oGJ4EQOhqa7zTWASsIbySNBptldVDaxlkiSj7yQtBS6jLCw8FzjR9iJJBwHzhj9AHe0h6XRgge1XJX0ZmApcZXtF5dD6RtLFwK8Ymu18IGUS01O2N1YLrKVSli5q2NH2fbbnAy/aXgRg+8nKcUV9VzQJ8hjgw5TSbN+pHFO/7QdcB6wDHgDOBCaQ9VerSJKMGjZ3bb827Fy6NtptU/NxJjDX9t3AOyrG03e2v2D7aGAf4EuUYYlzKEXO11YNroUycSdqmCzp75QupNHNNs3+Lr0vixZ4vinF9hHg65J2pr0386OBsZRhid2BF4DVVSNqoYxJRsTAaIrcnwCstv20pH2BQ2zfVzm0vpE0l1JY4lVgMbCI8rzoy1UDa6m23qFFxGAaDyylrCu5P7AT0Lax6v0pZQlfBJ4HngPWb/WK2G7SkoyIgdEsMmyGut4PoMzqPHirF44wKsviHAwc3bwmUcYmH7N95daujW0rSTIiBlZTgedC2+fWjqUGSfsBH6AkypOAcbb3qBtVuyRJRsRAk7S6TfVKJV3EUAtyI+WZyc5rte3NW7k8trHMbo2IgSFpTtfuKEoxgRcqhVPLBGA+cIntP1WOpfXSkoyIgSGpe7ztDeD3wI9sv14nomi7JMmIiIge0t0aEdVJumtr522f3K9YIrolSUbEIDgK+CMwj/IAveqGE1GkuzUiqpO0A6UU3SeBQ4G7KSvC/LpqYNF6qbgTEdXZ3mR7ge2zgSOB3wILJc2uHFq0XLpbI2IgNMXMZ1JakxMoCw7fWTOmiHS3RkR1km6hlF67B7jd9prKIUUASZIRMQAkbQY2NLvdf5QE2PbY/kcVkSQZERHRUybuRERE9JAkGRER0UOSZERERA9JkhEjkKRNklZKWiNpvqQx/8d73SzptGb7BkkTm+3LtlW8EYMqSTJiZHrN9hTbk4B/AZ/pPinpf3pG2va5ttc2u0mSMeIlSUaMfI8C75V0nKRHm2LiayXtIOkaSY9LWiXpfAAV10t6StL9wLs6byRpoaTDJV0NjG5aq7c15+Y0Ldc1ki6u8Y1GbGupuBMxgjUtxhOBBc2hqcAk289IOg94xfb0ptrNLyXdBxwGHAhMBPYG1gLf735f25dKmm17SvN1pgHnAEdQnm1cLOlh2yu2/3cZsf2kJRkxMo2WtBJYCjwL3NgcX2L7mWb7o8BZzectBsYB7wM+SCkuvsn2C8CD/8XXOwa40/YG2/8A7gCO3XbfTkQdaUlGjEyvdVp5HZJgqKoNlBbf52zfO+zzPr79w4t4e0hLMqK97gUukLQTgKT3S9oVeAQ4oxmz3BeY0eP6jZ1rKeOep0ga07zHqc2xiLe1tCQj2usGymoby1WamS8Bp1BW3jieMhb5LPBYj+vnAqskLbd9pqSbgSWd9854ZIwEqd0aERHRQ7pbIyIiekiSjIiI6CFJMiIioockyYiIiB6SJCMiInpIkoyIiOghSTIiIqKHfwPd7dSgp6dQmgAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Teste"
      ],
      "metadata": {
        "id": "uiD4AeoQ4Rvr"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "teste = spark.createDataFrame([\n",
        "    ('Business Analysts and Consultants', StringType())], \n",
        "    [\"course_title\"])\n",
        "\n",
        "teste.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HSXC9WRK4T8U",
        "outputId": "47a305d6-4187-4489-cd14-4ea3f3b29bb7"
      },
      "execution_count": 119,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+--------------------+---+\n",
            "|        course_title| _2|\n",
            "+--------------------+---+\n",
            "|Business Analysts...| {}|\n",
            "+--------------------+---+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pred = lr_model.transform(teste)\n",
        "\n",
        "pred.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bvcUE0E95VdI",
        "outputId": "10d76a41-7006-4b67-d179-a9b2c8944504"
      },
      "execution_count": 123,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "+--------------------+---+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "|        course_title| _2|            mytokens|             removed|           vetorized|            balanced|       rawPrediction|         probability|prediction|\n",
            "+--------------------+---+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "|Business Analysts...| {}|[business, analys...|[business, analys...|(3701,[50,638],[1...|(3701,[50,638],[4...|[-2.9759905335450...|[3.25566634542569...|       1.0|\n",
            "+--------------------+---+--------------------+--------------------+--------------------+--------------------+--------------------+--------------------+----------+\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# salvar modelo"
      ],
      "metadata": {
        "id": "_IybOCWk58jT"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "path = 'model/pyspark_model_2021'"
      ],
      "metadata": {
        "id": "GwNkFuuC6w3a"
      },
      "execution_count": 128,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# salvar modelo\n",
        "lr_model.save(path)"
      ],
      "metadata": {
        "id": "yHHm8D_c5wzw"
      },
      "execution_count": 126,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# carregar modelo\n",
        "from pyspark.ml.pipeline import PipelineModel\n",
        "\n",
        "model = PipelineModel.load(path)\n",
        "model"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5QmlGJNX6G4e",
        "outputId": "2ac1015f-2c49-4c9b-9e5a-020ad6de42dd"
      },
      "execution_count": 129,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "PipelineModel_d5f08a58dcf0"
            ]
          },
          "metadata": {},
          "execution_count": 129
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "Z1OIOi8W6su4"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}