diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..a11bbb44 --- /dev/null +++ b/.gitignore @@ -0,0 +1,181 @@ + +# Created by https://www.gitignore.io/api/git,macos,python,jupyternotebooks,visualstudiocode +# Edit at https://www.gitignore.io/?templates=git,macos,python,jupyternotebooks,visualstudiocode + +### Git ### +# Created by git for backups. To disable backups in Git: +# $ git config --global mergetool.keepBackup false +*.orig + +# Created by git when using merge tools for conflicts +*.BACKUP.* +*.BASE.* +*.LOCAL.* +*.REMOTE.* +*_BACKUP_*.txt +*_BASE_*.txt +*_LOCAL_*.txt +*_REMOTE_*.txt + +### JupyterNotebooks ### +# gitignore template for Jupyter Notebooks +# website: http://jupyter.org/ + +.ipynb_checkpoints +*/.ipynb_checkpoints/* + +# IPython +profile_default/ +ipython_config.py + +# Remove previous ipynb_checkpoints +# git rm -r .ipynb_checkpoints/ + +### macOS ### +# General +.DS_Store +.AppleDouble +.LSOverride + +# Icon must end with two \r +Icon + +# Thumbnails +._* + +# Files that might appear in the root of a volume +.DocumentRevisions-V100 +.fseventsd +.Spotlight-V100 +.TemporaryItems +.Trashes +.VolumeIcon.icns +.com.apple.timemachine.donotpresent + +# Directories potentially created on remote AFP share +.AppleDB +.AppleDesktop +Network Trash Folder +Temporary Items +.apdisk + +### Python ### +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +pip-wheel-metadata/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +.hypothesis/ +.pytest_cache/ + +# Translations +*.mo +*.pot + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +target/ + +# pyenv +.python-version + +# pipenv +# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. +# However, in case of collaboration, if having platform-specific dependencies or dependencies +# having no cross-platform support, pipenv may install dependencies that don't work, or not +# install all needed dependencies. +#Pipfile.lock + +# celery beat schedule file +celerybeat-schedule + +# SageMath parsed files +*.sage.py + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# Mr Developer +.mr.developer.cfg +.project +.pydevproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +### VisualStudioCode ### +.vscode/* +!.vscode/settings.json +!.vscode/tasks.json +!.vscode/launch.json +!.vscode/extensions.json + +### VisualStudioCode Patch ### +# Ignore all local history of files +.history + +dtr.pdf +Heart Disease UCI code.ipynb + +# End of https://www.gitignore.io/api/git,macos,python,jupyternotebooks,visualstudiocode \ No newline at end of file diff --git a/Kick-Off.md b/Kick-Off.md deleted file mode 100644 index 5694243e..00000000 --- a/Kick-Off.md +++ /dev/null @@ -1,104 +0,0 @@ -Ironhack Logo - -# Welcome to your Final Project! - -## Content -- [Project Description](#project-description) -- [Project Goals](#project-goals) -- [Requirements](#requirements) -- [Deliverables](#deliverables) -- [Schedule](#schedule) -- [Presentation](#presentation) -- [Tips & Tricks](#tips-&-tricks) - - - -## Project Description -In this project, you will pick a topic of your choosing and perform an end-to-end analysis using what you have learned. You will apply the statistical or machine learning techniques we have learned over the last few weeks and present your results to all of us as well as to the jury for the HackShow. - - - -## Project Goals -* Ask interesting and thoughful questions and find the data to answer them. -* Focus on improving in areas that are hard for you or learning more about something with which you feel comfortable. -* Apply the statistical and/or machine learning techniques we have learned. -* Create useful and clear graphs. -* Present your insights in a thoughtful, clear and accurate way. - - - -## Requirements -* You must plan your project. That is why creating a Kanban or Trello Board is mandatory. -* You **CAN'T CODE** until you project is planned. -* Create a *.gitignore* file and include it in your repository. -* You may be on team (3 people max) or work on your own. -* You can include ML or statistics, but it is not required to do so, as long as you have a rigorous analysis. -* You may use the data from your last project or from past projects. - - - -## Deliverables -* A well-commented notebook with your analysis (Jupyter or Zeppelin). -* A 5 minute presentation in the auditorium (+2 minutes of questions) -* A 5 minute presentation for the jury (+5 minutes of questions) -* Repository with your workflow + documentation + code. Even if you are working alone, you need to keep good practices! -* The database where you have kept your data. - - - -## Schedule -*Wednesday* -* Choose your topic and to work as a team or individually. - -*Thursday* -* Create your repository and README overview (template provided). -* Choose the dataset you would like to use. -* Teacher's validation - -**NO CODE UNTIL HERE** - -*Monday morning* -* Database schema validation. - -*Monday* -* Data in the database. - -*Tuesday evening* -* Analysis validation. - -*Wednesday* -* First rehearsal. - -*Thursday morning* -* General rehearsal. - -*Thursday evening* -* Presentation! - -*Friday morning* -* Jury presentation: they will select their two prefered projects. -* We will vote for the third project to be presented at Friday's HackShow. - -*Friday evening. HACKSHOW!* -* Auditorium presentation at 18:00. -* Vote for the winner of the HackShow. - - - -## Presentation -* 5 minute presentation in the auditorium (+2 minutes of questions) -* 5 minute presentation for the jury (+5 minutes of questions) - - - -## Tips & Tricks -* Organize yourself (don't get lost!). Respect deadlines. -* Ask for help vs Google is your friend. -* Define a simple approach first. You never know how the data can betray you 😉. -* Document yourself. Learn about the problem and what research has been done before you. -* Before making a graph, think what you want to represent. -* Don't force yourself to use tecniques if they are not helpful for your objective. -* If using machine learning, remember: - * This is an iterative process. Try your best to improve your model performance by: - * Try different models and select one that is the simplest yet produce the best result. - * Try different hyperparameters and see if they improve the result. diff --git a/README.md b/README.md new file mode 100644 index 00000000..895fb518 --- /dev/null +++ b/README.md @@ -0,0 +1,129 @@ +# Analysis of Heart Disease Diagnosis # + +Zak Abou Merieme + +[DAFT, Barcelona Jan 2020] + +## Content ## + +* [Project Description](#Project-Description "Goto Project-Description") +* [Questions](#Questions "Goto Questions") +* [Dataset](#Dataset "Goto Dataset") +* [Cleaning](#Cleaning "Goto Cleaning") +* [Analysis](#Analysis "Goto Analysis") +* [Model Training and Evaluation](#Model-Training-and-Evaluation "Goto Model-Training-and-Evaluation") +* [Conclusions](#Conclusions "Goto Conclusions") +* [Future Work](#Future-Work "Goto Future-Work") +* [Workflow](#Workflow "Goto Workflow") +* [Repo structure](#Repo-structure "Goto Repo-structure") +* [Links](#Links "Goto Links") + + +## Project Description ## + +The idea behind this project is to analyse the Heart Disease UCI dataset, find insights about people diagnosed with heart disease, and train a machine learning model to predict the diagnosis. + +to achieve that, the breakdown of the project goes as described below: + + * Data cleaning: A deepdive into the dataset, and get it ready for EDA + * Exploratory Data Analysis (EDA): Aims to appraoch the data from both a qualitative and a quantitative approach for main insights + * Diagnose prediction using Machine Learning: A look into the different algorithms to predict the diagnosis, and choose the best one (hightest accuracy) + + +## Questions ## + +1. describe the features in this dataset. + +2. What are the features that most correlate to having a heart disease? + +3. What features (simptoms) can help with diagnosis of a heart disease? + +4. What is the best algorithm to predict the diagnosis + + +## Dataset ## + +The dataset is acquired online through the use of [Kaggle](https://www.kaggle.com/ronitf/heart-disease-uci "Kaggle") + +Which, can also be found in [UCI](https://archive.ics.uci.edu/ml/datasets/Heart+Disease "UCI") website + + +## Cleaning ## + +The cleaning process starts off with having a look at the data types and records available in the dataset. + +The dataset was very clean, no missing values at all + + +## Analysis ## + +Exploratory Data Analysis refers to the critical process of performing initial investigations on data so as to discover patterns,to spot anomalies,to test hypothesis and to check assumptions with the help of summary statistics and graphical representations. + +Here we aim to apply EDA to: + +Maximize insight into a data set; +Uncover underlying structure; +Extract important variables; +Detect outliers and anomalies; +Test underlying assumptions + +link to [EDA](https://github.com/Zak-ScorpiuS/Project-Week-8-Final-Project/blob/master/code/EDA%20(Exploratory%20Data%20Analysis).ipynb "EDA") notebook + +## Model Training and Evaluation ## + +Once we are done with the EDA, we gonna try several methods of Machine Learning to see which model is the most accurate. + +link to the [Machine-Learning](https://github.com/Zak-ScorpiuS/Project-Week-8-Final-Project/blob/master/code/Machine%20Learning.ipynb "Machine-Learning") notebook + +as the results were not as expected, let's scale our data and try again + +link to the [Scaled](https://github.com/Zak-ScorpiuS/Project-Week-8-Final-Project/blob/master/code/Scaling.ipynb "Scaled") data Machine Learning notebook + +## Conclusions ## + +It's hard to diagnose heart disease just by common knowledge of medicine, in fact having an anginal chest pain is negatively correllated, which means people that have never experienced this pain are prune to have a heart disease. +Regarding Cholesterol, people with heart disease diagnose have overall lower cholesterol than people without heart disease. +And a downsloping in the ST segment depression test does correlate, it is an indicator of having a heart disease. + +In order to have a machine learning model trained to predict new data, the algorithm with highest accuracy was the Random Forest Regressor (max depth of 6) which achived 83% accuracy. +Although this result can be improved by scaling the data first, then applying the previous algorithm we reach 88% accuracy, which is quite high, and special mention to the SVM algorithm that reached 84% accuracy. + + +## Future Work ## + +Next step is to try neural network, although the amount of data is low (only 300 rows) + + +## Workflow ## + +First of all, was to get a dataset with a target (0 or 1) to which I could apply several processes, to name some: + + * Data Cleaning + * Data Analysis + * Scaling + * Machine learning + +Heart Disease is one of the major concerns for society today, after searching for a suitable dataset on the internet, I found this dataset on [Kaggle](https://www.kaggle.com/ronitf/heart-disease-uci "Kaggle") + +Then what's explained in this file was applied + +## Repo structure ## + +My repo has the following folders and structure: + +code: +* EDA.ipynb +* Machine Learning.ipynb +* Scaling.ipynb + +datasets: +* heart.csv (original dataset from kaggle) + +This README file + +.gitignore file + +## Links ## + +[Repository](https://github.com/Zak-ScorpiuS/Project-Week-8-Final-Project) +[Presentation](https://docs.google.com/presentation/d/160yekMr4LnS_HnE-x0Hdr0Vmo_vUbpn95FNOjZfQ5RY/edit?usp=sharing) diff --git a/code/EDA (Exploratory Data Analysis).ipynb b/code/EDA (Exploratory Data Analysis).ipynb new file mode 100644 index 00000000..0204a2f2 --- /dev/null +++ b/code/EDA (Exploratory Data Analysis).ipynb @@ -0,0 +1,806 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "(299, 14)" + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = pd.read_csv('../datasets/heart.csv')\n", + "data.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data check" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
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It may feel like pressure or squeezing in your chest. The discomfort also can occur in your shoulders, arms, neck, jaw, or back. Angina pain may even feel like indigestion.)\n", + "\n", + "'trestbps' : resting blood pressure (in mm Hg on admission to the hospital)\n", + "\n", + "'chol' : serum cholestoral in mg/dl\n", + "\n", + "'fbs' : fasting blood sugar > 120 mg/dl (0 = false, 1 = true)\n", + "\n", + "'restecg' : resting electrocardiographic results: 0 = normal 1 = having ST-T wave abnormality (T wave inversions and/or ST elevation or depression of > 005 mV) 2 = left ventricular hyperthrophy\n", + "\n", + "'thalach' : maximum heart rate achieved in beats per minute (bpm)\n", + "\n", + "'exang' : exercise induced angina (0 = no, 1 = yes)\n", + "\n", + "'oldpeak' : ST depression induced by exercise relative to rest\n", + "\n", + "'slope' : the slope of the peak exercise ST segment : 0 = upsloping 1 = flat 2 = downsloping\n", + "\n", + "'ca' : number of major vessels (0-3) colored by flourosopy\n", + "\n", + "'thal' : thalassemia: 3 = normal; 6 = fixed defect; 7 = reversable defect\n", + "\n", + "'target' : Diagnosis of heart disease : Displays whether the individual is suffering from heart disease or not : 0 = absence 1 = present." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's have an overall look into the histogram of each feature" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "data.hist(figsize=(15,9))\n", + "plt.show()\n", + "\n", + "# age follows a distribution between 30 and 70 years, almost normally distributed but skewed around 60 years\n", + "# chol (cholesterol) also has a normal distribution surrounding 250 mg/dl\n", + "# cp (chest pain) most of the values are for 0 and 2 types, good as each value determines the presence of heart disease or not (explained later)\n", + "# sex, in our sample we have double number of males than females\n", + "# exang (exercise induced angina) this also predicts the presence of disease or not, explained later\n", + "# oldpeak, has 6 different values, most of them are 0 type, and it is our target as this particulary helps diagnose the presence of disease" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# And now, into the correlations heatmap" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize= (16,9), dpi=100)\n", + "sns.heatmap(data.corr(), annot=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# separating the positive and negative correlations regarding the target.\n", + "positive_corr = data[['cp', 'thalach', 'slope', 'target']]\n", + "negative_corr = data[['age', 'sex', 'exang', 'oldpeak', 'ca', 'thal', 'target']]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# let's explore the positive correlations\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(positive_corr, hue='target', corner=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "cp = data[['cp', 'target']]\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(cp, hue='target')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Insight : we can see that typical angina relates to non disease, while non-anginal pain relates to disease\n", + "\n", + "'cp' : chest pain type, displays the type of chest-pain experienced by the individual using the following format : 0 = typical angina 1 = atypical angina 2 = non—anginal pain 3 = asymptotic (Angina is chest pain or discomfort caused when your heart muscle doesn’t get enough oxygen-rich blood. It may feel like pressure or squeezing in your chest. The discomfort also can occur in your shoulders, arms, neck, jaw, or back. Angina pain may even feel like indigestion.)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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l1JOm0YuVUv8aTWea8HQNjLL5WDfXzq8IG7c3GffASTzuipDRDFOxpAxODyi6Ryzu9+Wn9ka76SO8WUT2A5cCq0VkH3A/8OYU57QCX8NY09iMMdD0m4f/xrzGXtMX+dPm588B7xORRhG5PhIbp5x2isj7QxxDKfVUJB1prPFsYxt+BddFOOUEY+Sz6tkymSXmus7uTh+31luYEBVUQU9qB6AopT5kodnySe9/rZR6yBz5nsaIvEEp1Q3cG6SPIxgrqRET6p7vvSGOKUCLzwae2t3C/Mp8akpyIztRKdyDJ+mfcU1U/c4rAofA3jM+bq23sK+YXwVNfwK/z6hcO3140NxucGNMNZ+xq6NQUQ0ft6tTTXAOtQ9wqH2Qj6+pj/jcrNFuXJ5zUY98bhfUF0Kj1XyeBVXg98JgOxTXRtVnKqKU+odE9RXxJnvgM73JHn+e2tWCyyFc3VAe8bm5A8YUcCzv4iKZVllQAls7fCilwq/i5U/Y65tG4kskYSf35ibivRgrPQLcw9SrRZoo8fr8PL27lUtnl1AUJidnMNz9hvjG86MX38IS6B+HUwMWIhzOB9Wm9IpnSmNlq2GNUup+4KxS6kvANby18aiJE5uOdtN9bpwbLMbtTSZ34Dh+RzYed+SjZoCFZqD8HitTz8DIp4Nqo8aK+CZvsnvQm+xxZ92uFgrdLi6bbS1VxGRy+48zll9jbH5HyZxCI5X8vm4L4nO5wV2qR74Y0JvsKUDf8DgvHujg2oYKS6kigpHbfzxiz5bJOB0wtxj2nbG66JLae32JwkpZhGCEXXBRSn3FfPmkiDwPuJVS/aHO0UTGs41teHyKGxdFN+V0eEfJGWploHpyTuLImV8Mr7X68CsVfpM/DeL67GZCWYRbMVJhbheR9Uqpg6HPtFirQUTWiMiHMBZe7hCR+y2eZ+kXQUTuEhElIqutXHe68fiOZurL86i3mCpiMu6BEwjKmHbGyPxiGPJAU78FT5eCKuhvAX+Udd6nB+fLIpgpVgJlEcJiZbXzlxhpBK8DrjAfYUVipVCK2a4Q+BxGTFXGcaCtnwNtA9xoMSdnMPL6jgAwVjA7TMvwzC82nvdZSStRUA2+MSOwNnMJVhZhlpUT7UwXb6VQCsBXgP8E/jHC608LntjRQpZTonInC5DbfxQlzqg32CdSVwhZDth/xscd88NseUzM4VkYe9+Zhp3p4sP+IojIKmC2Uuq3UVw/7QnU21tdX0aBO4J6CZPI6zvCWN5MlCP6awRwOWBuEey3suIZqNeX2fd9VsoiBCWUY/VzGD6chRjp4rcBY4HjSqnbpzrXCma+jO8AH7PQdloWStlwoIP+EQ83LYp+ygmm+Ari52XSUAx/arfg6RIIqs3sen3nyyJgiO6DgBWH7rDp4gVjSnjnhM8Dn4Uj3C9CIYZH+WvmH3gGsF5EbldK7Zh4IaXUQ8BDAKtXr7ajWlJSeHx7M1WFOSyrCV1vLxQO7wg551oYqIp9pTNAQ7GRVqJ5UFFXFEJ8WW5wl2T0yDdVWQQr51pJF58VeB3ATBkfjpC/COZ2xfkbHRF5DfiHycKbrjT3DrP5eA/3XF4bcdzeRHL7jiAoRuM48gUWXfZ3+6grCnNnootlBi2LYIVQVYr+0gw+XGQGEAYeJ4G9FgzyAoFfhEPA44FCKROT8GYqT+xsQcByGvipyD97CIDRwvi5284pBKfAAav3fbpGe1SEmnb+GiNR0n9gZIIKMBhIMBOOcIVSJn2+1so1pwM+v+KJHc2sqC2mvCAnpmvl9x7E58rDkxu/uoXZTkOAlhddTm+djnF9thNq2tmPEUJ/X+LMyQw2H+umvX+Uey6PfV8u7+xBRgvqYvLpDMa8Yth1xh9+0aVwBvg9MNAGJbH/ezKJ+P7FNJZYt7OFghwXq+ut5+QMivKTf/ZQXKecAeYXQ++oonM4zPpWYH9PTz0jRosvwfSPeNhwoIM1DeVkRelEHcA92ITTO8JoYfy3XxoCiy7hnKwLtPiiRYsvwfx2bztjXn/UcXsTKeg2kimPFMU/a/S8ImNPaX84N7P8ChBnpu/1RYUWX4J5cmcLs0pzmVcRnRP1RAq7G/E53XHdYA/gdsHsAguLLg6XEVqUwSOfiDwiIl1mmkLLaPElkFM9Q+w8fZbr51fElOk4QMGZRkaL5sV9sSXAvOIIVjx7T9piQ5rwKPDOSE/S4ksgT+9uRYguJ+dkxDdGXt8hhovtK1Qyvxg6hiwk0i2cCb3HbbMj1VFKbQQsbb9NRIsvQShl1NtbWlMU894eGPd7Dr+XkeIFcbAuOOfDi8ItuhTWwMhZ46GxjBZfgmhs7uNUz3BEVWZDUdy5FYUwVLo4LtcLxvkVz3CLLkVm+orMnnpGjBZfgni2sY0sp3DV3LK4XK+o43VGC+vxZ8VUpSokeVlQm29ksQ5JoRlB35va6eNTDS2+BOD1+XluTxuX1ZWSlx17zJ34xig8s5uhsosSA8Sd+SVWpp3mXp8WX0Ro8SWALcd76Bka57qGOE05O17H4R9nqMxKMb3YCCy6nBkOMfV05Rh5PDNUfCLyGPA6RhBCi4h80sp5sf8Ma8LybGMbedlOVkaZk3MyZadfxOfKTYj4Fpgm7z3j4+Y5IX6rC2dA9zHb7UlFlFJR+T/rkc9mRj0+Nhzo4Ir6sohKPE+J30dZ8x84V74S5Yg8rXykNBQb/0nCZrEuqoWeoxBxqp/MRYvPZl59s4tzY17WRFH8JBjFHVvIGuthoOrKuFwvHLkuqCuCPeHu+4prYbQPhroTYtd0QIvPZtbvaaMkN4tlNcVxuV71kV/hzSpisOryuFzPCgtLjJEvZAK7QKWi7iOJMWoaoMVnIwOjHl4+1MVV88pxOmJ3J8s+10pZy8v0zboxIVPOAAtLoG/MKBs9JcVmLJ8Wn2W0+Gxkw/4Oxn3+uE056xq/jRIHvbW3xuV6VglULwpZODO/Apw50H00MUZNA7T4bOTZxjaqCnNYUBX7RnhR+xYqTz5DT9278OTGZ8vCKvWF4HbC7lDiEwcUz4Luw4kzLM3R4rOJrsFRthzvZk1D7BEM7oGTLNz0N4zm19A9987wJ8QZp8MY/XZ0eEM3LJ4NXW8mxqhpgK3iC1coRUT+TkQOmlnRXhaRaVPx9rk97fhV7BEMhZ3bWLbhA4jfS/OKv8Xvcoc/yQaWlMGhHj/DnhD3faVzYKAFRnURKyvYJj6LhVJ2A6uVUiuAdcA37LIn0Ty1q4W5FfnMKrWS4jQIfi+zG7/Lsj98COXI5uQV/8Z4gaX6G7awpBR8KoyfZ0m98dx1KCE2pTt2jnxhSycppV5VSg2bb7diZLVOe452DnKgbSDqUc85PsDSlz9K7b4f0DfjOk5c9dWYaq3Hg8VmrqednSHEV1pvPHdaStic8dgpvkhLJ30SI09o2vPU7lYcQlSrnM7xAZb+4cMUdm6nddlf0Lb80/hdUY6ecaQw26hgtK09xH1ffiVk5UFX2LqQGlLEt1NEPoxRiuzGKY6nTaEUn1/x1K4WVtaWUJKXHdnJfh8LNn2e/LOHOL3ybzlXucoeI6NkeZlRtdbrV7iC7VuKQMkcPfJZxM6Rz1LpJBG5BfgX4Hal1Njk42AUSlFKrVZKra6sjF9mZjvYdPQMnQNjUaWBrzn035S2vUb7ovtTTngAKypg2BsmuLZsHnTsy/RqtZawU3znC6WISDZGoZT1ExuIyGXATzGENy3Kmz6xs4VCt4tVcyJLiOvuP87sxu8wUHUFZ2tvscm62FhmxgFvbQsx9SxvgPFzGZ3TxSq2ic9ioZRvAgXAEyLSKCLrp7hcWtA7NM6LBzq4tqEisoS4SjF3+5dRDhdtiz9hTN9SkDK3kU5wa1uIRZdyM6dM2+7EGJXG2HrPF65QilIqNX/io+TJnS14fIq3LY6s2GVJ22uUtG+ifdFH8OXExwHbLi4ph9davYz5FDnOID8SJXXgzIa2RljxgcQbmEZoD5c4oZTi19tOs6i6kNlleRGc6Kdu9zcZz61OuM9mNFxeZdz37eyYYvRzOI37vrZdiTUsDdHiixNbjvdwsnso4lGv7PTvyT/7Jl0NdxnZn1OcFRVG7b4/Noe476tYZIjPO544w9IQLb448eiWJorcLq6eF8HenvJTu/cHjOXX0D9jjX3GxZE8l7HwsrElhPiql4J3DNr3JM6wNESLLw409w7z8qFO3ra4KqJUEaUtL5Pfd5gzc++0LeW7HVxeZfh5tg5OsZ1QZXoRnn49cUalIenzF09hHt3SBMAtS6qtn6QUs/b9iPHcKvqrr7HHMJu4xswU+GKTJ3iD3FIoqtHiC4MWX4z0j3h4bNtprmmoiCgNfFHH6xT27KF7znvSrpzyrAIjxu93J0NNPZdD05/AFyYMKYPR4ouRX71xiuFxH+9ZMTOi82bt/zGenBL6am6wyTJ7WTMTtrf7ps7nWbMKxgagdUdiDUsjtPhiYHjcy8ObTrKytpj6cuv19gq691DSsZmeuttQzgj9P1OE62tAAeuPTTH1nHmpcR977OWE2pVOaPHFwK/fOE3v0DjvXxVZJNSsvT/Am1XA2dqbbbLMfuoKjej2Jw57gmc1yymAykVwdEPijUsTtPii5NyYlx+/dpzls4pYWF1o+bz8nn2Utb5Cz5zbUiJUKBZumQ1v9vo5MJWj9eyrje0GXb0oKFp8UfLwphP0DI1z7+rIQpzqdn8Lb1YhvbPfbpNlieOGGiOx0qP7p9hMr7/OeD7wdOKMSiO0+KKgo3+Un248wZVzy5gfQWayovbNlLRvonvu7fhdEbigpSiF2cbo98wxD51DQUa/gmrD22XfEzqNfBC0+KLg/75wCK/Pz4eutD7qid/D3O1fYjy3Ki18OK3yvgYjdO/hvVOMfvNvMSLbm7cl1rA0QIsvQl59s4vn9rRx+8oaqousZxKbefBh8vqP0bHwI2m7whmMGXlwU60x9WweCDL6zVsLWfmw/WeJNi3l0eKLgLND43xh3V7qyvK441LrmcTyzh5i9p7v0V91JYMpGKEeK/cvBofAV18fvXjlMysXFtwC+5+CHh1gOxEtPot4fX4+89guzg6P85drGywHy7rG+lj02qfxZRXQviR1A2VjoSIXPrgANjR5efpokH2/5XcbERuvfi3xxqUwWnwW8PsVX3xmP5uP9fDJ6+Za3lB3jg+w5OWPkT3cTvOKz+HLLrLZ0uRx13wj2uGLm0bZ3z0p1i+3FJbeAfvXwYnXkmJfKqLFF4Yxr48vPLmX32xv5s5LZ7F2kbV4PfdAE8t/fzf5vQdoXvE5RkoW2mxpcnEKfGEV5GfBx14Y5kjvJAGuuBcKZ8Kzn4Xh3uQYmWJo8YVgT3Mf7//RFtbtbOGuVbP4wOrwnizi9zDz4H+z4rfvJnu4g1OrHuBcZeJq6SWTilz48lXgV4q7nh3ipYlRD64cuP7vYbAN1n3CiPfLcCRkwcMUZPXq1WrHDvucdXuHxvnjkS6e3NnKn451U5KXxSeuncsV9WWhT/R7qWh6ntq93yd38BSDFZfStuSTeN3xKQ+WTnQNw1d2wIl+eN+CLL5wZQ4zC8zf+WMvwebvwYJ3wD3/A9nWfWKnIG1vom0Vn4i8E/g+4AQeVkp9fdLxHOAXwOVAD3CvUqop1DXjKT6lFC1nR9h2spedp8+yo6mXI53nACjPz+aWJdW8fVk1edlTp3dweIapPLGOmgMP4x5qYaSgjq7593Ku4tJpubhiFY8PHjsKTx03voZ7FmXx8eXZzC91wuEX4I2fQNUSeP/PoHpZLF2l7Zdsm/jMQilHgFsxUsVvB+5TSh2c0OavgBVKqU+LyAeB9yml7g113VjF194/wtYTPWw+1sOWY9209Y8CkJftZEFVAYtmFHHJrGLmVebjmEo8SpF39hBVx9dRefwpXJ4BhosX0F3/XmMrIY2i0u2mYxgePwqvtIDHD6uqHbynIYv3uvdSuev7MDYIl38M1nzGSLwUOVp8F11Y5BrgQaXUO8z3/wyglPqPCW02mG1eFxEX0AFUqhBGhRKf368Y8/oZGvcyMOKhZ2ictr4RTnYPcbhjkD3NfefFVpjjYsnMIpbWFLF4hpFx7CKx+b04vcO4xvrIHu4gd+AEBd17KG7fjHuoBaMsTMAAAAVuSURBVL/DxWDlFfTUvWPaL6jESv8YvNQMr7RC04Dx2fKCQR7IWcc1w6/iVF6GKi/FW78W16zLyKqcS1bRDMRdBC53qFlE2orPznRZwQqlXDVVG6WUV0T6gXKgO5KOPvvYbl7Y147PH1yzAswodtNQWcC7V8xkWU0xcyumHtlmbfwCpUcfR9TFHhu+rHxGypbSueBOztWswW9uH0wfnxV7qMyH+8rgvpXQMuhje7uXvV0u/rb3EzhG7uAu50be3rmTS7q+j1OC/B0dWfDAqXjcI6YMqZ+rjgsLpQDnRCRc7eEKJgm4CaMGWewMAO2ApSDRi+xIEilvxzbgn8Kd/e9Bndh/r5R6Z2xmJQc7xWelUEqgTYs57SzGWHi5AKXUQ8BDVjsWkR1KqdURWxxntB2paUeqkNRCKeb7j5qv7wZeCXW/p9FMJ2wb+cx7uEChFCfwSKBQCrBDKbUe+G/glyJyDOjFEKhGkxEku1DKKHCPDV1bnqLajLbjQlLFjpQg7TxcNJrpgt4N1miSRNqLT0SaRGSfWVxzh/lZmYj8QUSOms+RlYm13vcjItIlIvsnfBa0bzH4LxE5JiJ7RSRuUbVT2PGgiLSa30ujiNw24dg/m3YcFpF3xMmG2SLyqogcFJEDIvI58/OEfx9pg1IqrR8YW3gVkz77BvCA+foB4D9t6vsGYBWwP1zfwG3A7zD2/K8G3rDZjgeBfwjSdimwB8gB5gLHAWccbJgJrDJfF2K4Fi5NxveRLo+0H/mm4A7g5+brnwN32tGJUmojxiqtlb7vAH6hDLYCJSISWY75yOyYijuA3yilxpRSJ4FjwJVxsKFdKbXLfD2IUQp8Fkn4PtKF6SA+BbwoIjtNTxiAaqVUu/m6A4igfFDMTNV3MHc764lgouMz5pTukQlTb9vtEJF64DLgDVLr+0gppoP4rlNKrQLeBfy1iFxQeUQZc5ykLOkms2/gx0ADcCmGP9y3E9GpiBQATwKfV0oNTDyW5O8j5Uh78SmlWs3nLuBpjClUZ2AKYz53JdCkqfq24m4XN5RSnUopn1LKD/yMt6aWttkhIlkYwvuVUuop8+OU+D5SkbQWn4jki0hh4DXwdmA/F7qtfRR4NoFmTdX3euB+c5XvaqB/wnQs7ky6f3ofxvcSsOODIpIjInOBBRh+zbH2JxgeS4eUUt+ZcCglvo+UJNkrPrE8gHkYK3d7gAPAv5ifl2OEHRwFXgLKbOr/MYwpnQfjnuWTU/WNsar3Q4zVxX3Aapvt+KXZz16M/+gzJ7T/F9OOw8C74mTDdRhTyr1Ao/m4LRnfR7o8tIeLRpMk0nraqdGkM1p8Gk2S0OLTaJKEFp9GkyS0+DSaJKHFl2BEpMTMV4qIrBWR5yM8/1ERuTuKfiPuS2MvWnyJpwT4q2QboUk+WnyJ5+tAg4g0At8ECkRknYi8KSK/Mj1FEJF/E5HtIrJfRB4KfD6RqdqIyHwReUlE9ojILhFpME8J2pcmSSR7lz/THkA9ZtwdsBbox/BrdACvYziKwwSvHAxvlfearx8F7g7T5g2M1PsAbiAvVF/6kZyHHvmSzzalVIsyHKAbMcQJcJOIvCEi+4C3AcGqiVzUxvR1naWUehqMJFVKqeEwfWmSQFpkrJ7mTCxU5wNcIuIGfoTh79gsIg9ijGDnsdLGSl8x2q6JAT3yJZ5BjDQLoQiIqNuMjwu2uhm0jTKiyFtE5E4wyrCJSF7sZmvijf7lSzBKqR4R2WwmOxoBOoO06RORn2GEAXVgZP+OpM1HgJ+KkaDYgz25UTUxoqMaNJokoaedGk2S0OLTaJKEFp9GkyS0+DSaJKHFp9EkCS0+jSZJaPFpNElCi0+jSRL/HyjK/gAtRdRAAAAAAElFTkSuQmCC\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "thalach = data[['thalach', 'target']]\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(thalach, hue='target')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## thalach : maximum heart rate achieved by an individual\n", + "\n", + "We can see that the people with heart disease generally achieved a higher maximum heart rate than people with no disease\n", + "\n", + "Insight, peak heart rates above 150 may tell us about a heart disease." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# let's try to get these two last insights in one graph\n", + "from mpl_toolkits.mplot3d import Axes3D\n", + "fig = plt.figure(figsize=(20,10))\n", + "ax = fig.add_subplot(111, projection='3d')\n", + "ax.scatter(data.age[data.target == 0], data[\"thalach\"][data.target == 0], data[\"cp\"][data.target == 0], c='blue', s=60, label = 'No disease')\n", + "ax.scatter(data.age[data.target == 1], data[\"thalach\"][data.target == 1], data[\"cp\"][data.target == 1], c='red', s=60, label = 'Heart disease')\n", + "ax.view_init(30, 185)\n", + "plt.xlabel(\"age\")\n", + "plt.ylabel(\"thalach\")\n", + "ax.set_zlabel('cp')\n", + "plt.title('positively correlated')\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## As we can see on the 3D graph, it is hard to classify the people with disease from the people without, as there are red and blue bubbles everywhere, but still we can try to achieve a good accuracy score." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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X0AgwxLfsovk9IwvJ1Uqpt9u4bMu093cqpW4zPd99GDtvUEp1ATPiHEqpk8DWVOyzu9TwFeBjwDHz9TER+XIqH6iZnY55ppZZlHtchMdi8+/VNxKEsdD8Ip0ArmIjaJP7KWafF5GDGEsPZzDFlwnser4bgG1KqRiAiPwEOICRbK1JIx0D4aR68iVicrswX9E8xJyONT4wlhc8FTnfNEUp9cmF+qxkxjaT95P4022IxqAjOJJUT75EWNHS9vnO+9KR3WJRrDsWTcau5/sycEBEHsdYM7kCYxFTk0aUUnQGR9i+av6heKtd2LwX2q3eevNdagAjN7RPZyVa2BKfUuouEXkC2GEe+jullE5RTzN9oTEiseR68iWibLxF9DzFF0yj+IoDcO65hcxyyWlmFZ+IXDrtUJP5c7mILFdK7c+MWUuTVHryJcLjduJ2OugIznPYGWw1s1uK520TngBEwhDuNwrpLnHm8nz/HueYmvT7q9Noy5LHEsqsnk8pylqeoGCkn74VVxIpjD9EFRHKva75t4gOtoKnMj2eanLTlEUkPrPe7DcAJ/ADpdRX7Nw3q/iUUq8yH34j8KCZmGolnn5xtns1yWMNEWdbajjv+W9Rd+jrAAyVbeTI9b8i5vLGvbas2D3/YedA6/yXGSyKzaFrsBWqL0jPM7OMnbYIibAb7fx7U3ivxPB2P8AoqDSXYXM2SjGve7OIKBHZbtOeRcnEsDO+5/O3PkXdoa/TV/tKGrd+HE/fKc7ffWvC55V5XLTNN9oZbEnPfA8m5XcuqnCBnbYIcbErPqsYyJ8CtyulfgfMGhWY9I3wGmATcJOIbIpznQ9jAf85m7YsWjqCYYpdDooS9ORbfuT7jBZV0HLh+wgu20n3qtdQdeY3uIem1yI2mHeLaKXMROg0LDPAYi0haKctQlzsiq9ZRL6PkV7zgIgU2rjX7jfCF4GvAmkuNJl/GNkt8b/TivtOUdb2NL3nXY0yC9f21F0HCmpeuCPuPWUeF4MjEYZHUyykFOoxtgGly/O5isHlXWyeL2Xsiu9GjC1E1yml+oAAcMsc98z5jWBGU+tMT7rk6RgIJ5zvLTt1FzGHi94VEzGuseJKBqq3U33ql0hsbMY9VtQ05YhnOpcZLDwBGGhJ3/Oyj522CHGxu6shpJT6tVLqlPm+VSn1cNJmTsKsl/EfwCdsXLskGqW0DyTwfEoRaHyIwYqtRN1TN5H0116Ga7QPX8feGbdZc8f2VIMuGRFfxcTC/eLATluEuGSzUYoPI6P8CXNz48uA++MFXZZCoxSlFG39YSq8M8Xn6T1BYaiVYNX0ZVcYClxEzOGivOnRGecC5rNa+4dTMyoj4quEAVuOIS9I1BbBzr1Za5SilOpXSlUqpVYrpVYDuzBK0M/8Cl8C9IXGGI3G4kY6y5seQSEEK2eKL1ZQxFBgM4FzjxgBkklY4ks5v9MaHs6xl28sqniqKcLJHhtzS2+FUZYiunhqLiulHlBKbVBKrVVK/bPd+7LdKEVjYi0JxPN85U2PMexfS7Qwfj57sPJSigYbKRqY2uDJ4y6g2OWgtT9F8fU3GRFKZ+J1x76w4tq7B3nn70Lc8Kshfnh4jiGupxJUFIZ0E+KM9WSHuRulTDt+VSZtyXXaTIGUTxOfczRISc/zdK1O/H01WGFsdPW3PUvYv3bKuYC3cPzZSTPQDN7KhKeVUnz2j8OcCyo+eQn8sQW++OwIO2sLuKgqQZ8J63kDLVC6PDW7FgnZ7kyrMbE8X2Ca+Hyd+xAVY6j8woT3jhVXM1pUQWn7zKXSco8rdfH1NxmeKgHPNEd5oD7COzfCq86DT1wCZW74wjNh1LQh8DjW/LG/Kf75JYQWX47Q2h9GmJlaVtr+HDEpIFQ2o2HvBCKEyi6gtH1X3HlfSsNOpQyBzOL5fnJ0FL8b3rjGeO91wU0bYU9blL1tCeZ/nkmeb4mjxZcjtPcba3wFjqn/JKXtzzHsX4NyFiW402CofBPucPeMeV/AW0hncIRoLIEnSkS4zygfkUB8TcEYjzREuG4luCeNMK8+D4qccO/JmeuOwER320UU8UwVLb4coXUgPGPI6RgL4e0+Qqhs7iTkULlxzfShZ8DrIqrUeCVs2/Sb4vBWxz39m1NjxBS8ZloRvuICuKwWfvviGMNjcQQvYghaez4tvlyhrX94xjKDt+cIDhUhVLZxzvtHPTVEXKX4Og9MOR7wFgIkP/S0PFMCz/fgmTEuKIfqOEWsr66DoTF4pCHBcoKnYlGJT0R+JCIdZplC22jx5Qht/eEZkU5flyGk4WkRzLiIEPKvw9e5b8phy5smHXSxAiJxAi7NwRhHumK8vCb+rVsqoNQNjzUmEl/lYgu4/Bi4PtmbtPhygNBohIFwJE6k8wAjnpoZKWWJGC5bT3HwLAUjvePHrHXDlr4ks1wGmsHhjLvA/vBZYz6XSHxOgUur4PHGsfhzTW+VkT2zSBbalVJPAj3J3qfFlwM09xrCqCopnDioFCWd+xn2r7P9nJB5bUnXwfFjvqIC3AUOmpMVX3+TsfnVMXO97vHGCOeVwIpZ2oTsWAZ9I3CwI07Us6TaWGgPLp6hZypo8eUATaYwKieJr3CoGXe4i5B/liWGaYRL16JwTJn3iQhVJYXjArdNXyOUzMyjHYkqdrdGuWSOFNuXVIFD4IlzcbybFcTpOzfz3BJCiy8HsIRRWTIx7LS8l635nkmsoIiwr26K57Oee643lJxRvWehpHbG4f3tUcJR2JZ4+Q8AnxvWl8EzzXHEV2J25+rX4tNkmea+YZwOmRLtLOk+TMzhYqRkZVLPGi5dS0nXYTCKiwOGR01q2DkWNuZkvmUzTj3VFMEhsNXGRoetFXCoI8bQ9CUHy6P2Ndq3aRGixZcDNPcOU+F143BMVAgr6TpE2Lca5Ugu/XbYv5aCsQGKgmfHj1X5CukLjTFkt2+D5ZFKZkZUnm6OsLEM7FQ3vLgSIgr2tE6b9zndRiBnkYhPRO4CngU2ikiTiLzXzn1afDlAc9/wlPkesQje7ucZLl2T9LOGS41haknX4fFj1rNte7/es8bPaZ5vaEzxfGeMrXMMOS0uLIcCgWdbEsz7Fon4lFI3KaVqlVIupdR5Sqkf2rlPiy8HaOoNTZnvefpP44yGk5rvWYyUnEfUWURJ16HxY1W+wvHPsYUlvmmeb19blKiCLTbrKRUVwMbyBOIrWTziSxUtviwzGonRMTBCpW/C83m7Da+ViudDHIRLV08Juox7PrsRz96zE0PDSexuNeZ7FyZRzGxzAI52xQjNmPdVG2uJsVj8G5cAWnxZprV/GMXUNb6SrkNECzyMehKsYs/BcOk6vL3HkOhEEd4Ch9CUjPh8NTOqVO9qjbLOb+Rv2mVzBUQVHGifNu/zLoPo6GIrI5gUWnxZpql35hpfSfdhw+tJav88w/61OGJjeHuN7scOEap9hTT22Bx29jVMLAeYhCOKQx1RtiRZzuXCcqOt1e62aUNPn/nF0lM/456lghZfljnTNQRArd/YMuSIhPH0vpDakNNkItNlYt5X4y+ivnNo7puVMgQxbb53qCPKWMz+fM/C64Lz/XEintYudi0+TbZo6B7C7XSMJ1V7eo/hUJGUgi0WkcIAY4XlU+Z9Nf5iGnqGiM21ry/YCqND4K+bcniPuTl2UwrFqzcH4EBHlLHopM/2VoGjALpfTP6BiwQtvixzpivEstJCHOb8yloisJYMUkKE4dI1U8VXWkR4LDZ374bOF4yf/vOmHN7dGmG1z8hcSZbNARiOwLHuScEVh9MYevZo8WWEuRqliMjfisgxETksIo+KyKp4z1nMnOkaZFnpxC71ku5DjBWWEymaX3+EYf86c4dDHzAxrD3bNcfQs+uU8XOS+CIxxd62aEpeDya85Z4Z875a6NbDzrRjs1HKAWC7Umor8CvgXzNlTy4SjSkae0LU+CfE5+s8kNROhkSE/BsAKOk0+pda4qufU3wnjX4Kk5YZjnfHCEWMyGUqVBRBrSfOvM+3HHrrZ9SdWSpk0vPN2ShFKfW4UsoKwe3CqGq9ZGjtH2YsqqgxPV9BuJuiwcbxgMl8GPavQYkDnym+cq8bd4HDhuc7Cf4VU5YZnms1PFaywZbJbAoY88YpVc1Kl8PY8JJtnJJJ8SXbOum9wP9l0J6c42yX8b1jeb6JnQzzF59yFjLsWz2+s90hQk1p0Xh0NSFdJ2fM955rjVLrhcp5dIbeFICesKK+f9K8bzziuTTnfTkRcBGRdwLbga8lOL8oG6Wc6TaEYHk+X+dBlDgYLj0/Lc8f9q+npOvQeAejWn8RpzoGE98wEjSinZPEF1OKPa2ReXk9YHx9cMrQs9T8Lu46Ob+H5ynZbJQCgIhcA3wOo09D3BJbi7VRyqn2IMUu53j5iJKuA4RLVs5ZJtAuobINOKNhPL3HAVgZ8NDYE0q8u6Hd7O/hn4h7vdATo28ELppnr5QVXigrNLzoON4qcHmg4/j8Hp6nZK1RCoCIXAJ8H0N4S654/4m2IHWBYkQEYhF8XQfTMuS0sEoOlrbvBmBlhWf8c+PSYi5NVEwsc1hiSTazZToixpKDNX8cP1i2CjrmbF++KMl2o5SvASXAPSJyUERs9TVbDCilONE2QF25IQhv73GckRBDNmp02iVSVM6IpxZ/27MArAoYn3W8dSD+Da2HjCjnpJZgTzdHqPXAsjglApPlogpoGVScC06a95XVGR53CUY8s9ooRSl1TSY/P5dpHxhhYDhCnSkIX8ceAELlc9foTIah8k3423dBLEJlSSFet5MTbYnEdxACa8cjnZGY4tnmCK+cWU0iJSzvuaslQt1Gc7W+bBWcehiGOo2dDkuInAi4LEUsAVjiK+3Yw2hxFZGiNDaiBIYCm3BGhijpPoKIUBfwcLwlzrBzbNjIbpk05DzcGWVwDLalaZq9ygd+NzzbPGneV27OL5fg0FOLL0u8YM67VpZ7QClK2/fYKgufLEPlRl6Dv+1p4/MCHo63DczM8Ww/apTzq5iYcz7VFEWwV6/FDg6BrZXwVHNkYr2vzBLf0gu6aPFliRNtQQJeNyVFBRT3n8Y10pPW+Z5FtNDPcOkaypseA2BtVQmh0SgnO6Z5v0ZjXkjlhvFDT5wbY10Z+AtJGxdXQkdI8WKfOe8rKjNerYdnv3ERosWXJfY39rKm0guAv/UpAIYqtmTks4KVl1LSdRDXcCcX1PgA2H1mWoHl+ifAv3I82NIZinGgPcZLZxYwmxdWycFnrKGnCFSuh+al1w1ci28WugZH+MkzZ/ncfc/zzUdPzZ2aZZOeoVEaukOsrzZKPpe1PsWIp5ax4sysYQarLkVQlDU/TpWvkAqvm+cmiy8yAg1PQ+3F44ceb4ygIO3iq/EYryebJi05VG40ErrD/en9sBwno9HOfOaevef4wv8eIxiO4HU7GRqN8vVHTvK+y9fwqes2UuBM/XvrQKPRS2H9Mh8SHaW0fRd9ta9Ml+kzCPtWMVpUSUXjQ3Suu5GNNT52n+lBKWWsMTbtMQIutdvG73n4bIRlxXC+vTYRthGB7dXwaFOEcERRVCDmUFdBywFYc1V6PzCH0Z4vDt969BS3/OowdeUe/vXNW/nBu3fw3XdcylUbq7ntyXo+cMc+xqKpF/7Z39iL0yGsqfLi69yPMzLMUOCiNP4F0xChv+YVlLX8AXeojQtqSukMjnC228xpP/UwiBNqjGFvX1jxh3MRXjazjEta2FFt7O/b1WIOPSvNkvjN+xLftAjR4pvGHbsa+Pffn+TydZV89oYLx5cCyjxu3n/5Gt7zitU8eryDW+45lLjv+Bzsb+hjVcBDYYGT8nO/J+ZwMRTYnM4/YwZ9K65CVIyqF+9l63l+AB462gbRMTh4F6x4CbiNOehvXxxjLAbX1M32xNTZWml0r32s0exeW+gz8jyblta8T4tvEs/Vd3Pr/xzlkroyPnDlWpyOmV/7f7K5hhu31/Gbgy3c9mTyG0GHRiLsbegxAh9KUXHuIYYCW4gVzGPLgA1GPTUMlm9i2ck7qfXAuiovvz3UAicfhKEO2HDd+LX3vDDKGj+s8WfGFrfTiHo+fDZCzPoCq95kzDtjCXq5L0K0+Ex6hkb56F0HqPIV8pFXr4srPK016PQAAAqrSURBVIs3blvOS88P8NUHT/BcfXdSn/P06S7GoopLVpbj7TlK4VALA9U75mu+LbrWvInCUCu1x27n5WsrOd7SR/gPXzcinCu2A7CnNcLhzhjXZsjrWVy+HNqGFPutkoLLLzECLi0HZr9xEaHFh5Fn+el7D9MzNMpfX70ej3v2OJSI8IEr1lLtK+LjvzxIX2jU9mc9/kIHHreTC2p8VDQ8gMJBsOrS+f4JthgKbKa/eifnHfkOf+Z6hs8W3ElR21645F3jffj+fc8IgUL4kwyL76U14HbAb0+bQ8/aiwGBFx/L7AfnEFp8wK/2NfHwsXbeuqOO8821NwDXcCeBxgepOfFTKuvvo2jg7Pi5YreTj7x6HR3BET573/O25n+xmOLR4x1ctMJPgcSoqr+XwcqLbXeeTQdtF/wlYe95XLLnFt5X8AD3Rq/gVOBKAO47Ocqu1ih/vs4o9Z5JPAVG1PN39REiMQVFfiO7ZgmJb8kvNTT1hvj8b49yYa2PG7YYGcSFwQZWHvg3Ao0P4VBT974NVO/g3MV/w0DNy1hbVcKN2+u4a3cjv9xzjrftnL2d19MvdtERHOHG7XVG5HG4k7YN78zY3xaPSGEZZ3fciq9jN73OSj6/bx2+/xvmdWtd/PD5US6qgNesXhhbXl0Hz7QpHmmIcP35LmPoeeReGOoGb3pzXHORJe35YjHFLfccJhZTfPCKtTgEao7/N9vuv47ypkfpWXkd9Tu/wIkrv8vpl/8rbevfTtFAPZt//3bWPPsZHJFhXru1li0rSrn1/qOJdwuY/PTZBkqLC9h5foCak3cy5i4jWHnJAv21EyhHAQM1r8BZtYEvvMyBKMXth0bZEoDPbQfXAv1fsbPaKE3x82PmsH315UZ+6dFfL4wBWWZJe77b/1jPs/Xd3HzFGmqKY6x78iNUNP4fA1WX0nrBe4kUTVTwirr9jJScR0/dtVTV/5rq03fj69zPiVfdxoevWsdn7nueD/xsH7/50GXjBXAnc64nxKPH23n9xcvx9x+nvPlxOta8xSgcm0U2lMF3XwWj0eR6MKQDpwOuXwl3vBDlxb4oawPnQ9lqOHw37Hz/whqTBZas59vf2MvXHnqBnecHuLYONj/8NgKND9G2/u2cu/gTU4Q3GeUspGP9TTRc+mncoVYueuCN1AUP8vGrN9DcO8zNP9tLaHTqUFUpxT/85gjuAgfXXLiMusPfJFrgoXvldXE/Y6FxysILz+I1q4w1v//ab3q/NVdC027oOp0dgxaQJSm+rsERPvzz/QS8bj52seKiB9+Mp/8Ujdv+lu7Vr7WV1jFUcRFndn6BqMvLpkfeySuHHuJDV61lX0Mvf/GD3bT2Gw1QlFLc/sd6njjZyY3b61jb/wyBc7+ne9UNxFzeOT5l8VNWCH+6Gv7n9Bine6Ow7hqjPdnTX8+2aRlHUs3SyBbbt29Xe/emngkRHovy9tt3caR5gG9fFuJVBz+OQmjcdgthf/LNSRxjg9Qd/iYlPUdo3fhuflVxM9/6wzkKnMI1Fy6ja3CEZ17sZsfqcm65LMDFD7we5XRR/9J/Rjls9FZeAvSPwPsfh4sqndz1Og/y3PeMlLe/PmCUmZidDCTALQxLyvONRKL8vzv2sb+xl+9ecJCr995MxFXCmR2fT0l4ADFXCQ2X/B1dK19D7Qs/4a+Ov4/brnZwycpynjrdRWNPiLdur+OWywJsfvRduEZ6ad78QS28SfgL4a8uNPr/3XFsDLa82Rh9PPjpRV3bZcl4vv7QGB/6+T6ef7GBO5ffw5ae3xOs3EbTlg+nbfjn69hL7Yn/xjXSS+/yq+ipu5ax4kq8PUepPfFjHJFhGrd9kqGKDCZR5ylKwa3PwaFuuONPPbys5zew78fwpu/DxW+b7da89XwZFZ+IXA98A3ACP1BKfWXa+ULgp8BLgG7grUqps7M9MxXxPVffzafu2c/O4CPcWnQ33mgfHWveTNf5b0i5AWUiHGMhKs49SHnTY7hGjD1zCmGoYgutG9/FqHe2ot1Lm8Ex+ORT0B2G71zt5qoTt0LnSXjbnbDhTxLdpsU348FGo5STwLUYpeL3ADcppY5NuuZDwFal1AdF5G3Am5RSb53tuXbFp5RiX0Mvv3x8H97T9/Me1yOsooVQ6VpaL3wP4Xk0n7SFUriH23FEhhkrqljQLJZ8pjsM/7Qb6vvhPRtG+czAF3H1n4ErboErPgXOGWFZLb4ZDxZ5OfB5pdR15vvPACilvjzpmofMa54VkQKgDahSsxgVT3zDgwO0tLXS291Bb3sjA60vEms/xsbICbbIWRyiGPStpef81xGs3p52b6dJL8MRuOMFuL8eSiXEt0p/yktjB3F/dDeUzqhjmLfiy+TqTrxGKS9NdI1SKiIi/UAF0JXMBw3+4q9Y2/T7KceGpYge31o6VtzEyIpXMOpfDUAKvR01C4wb+PBO+LNNMX73opvPNX+I1611cMtM4eU1eZHhIiI3AzebbwdF5IW57xoAOoBnge+lw4xKkvxSyDC5Zg9k0KY/Ap+6Ke6pB5VS12fiMzNNJsVnp1GKdU2TOez0YwRepqCUug24LUN22kJE9iqltmfThsnkmj2QmzblMlltlGK+f7f5+1uAx2ab72k0i4mMeT5zDmc1SnECP7IapQB7lVL3Az8EfiYip4EeDIFqNEuCvFtkzxYicrM5/M0Jcs0eyE2bchktPo0mS+gFL40mS2jxzYGIXC8iL4jIaRH5dA7Y8yMR6RCRI9m2BUBE6kTkcRE5JiJHReRj2bYpX9DDzlmwkyKXBZuuAAaBnyqlMtNZJTl7aoFapdR+EfEB+4A3ZvO/Ub6gPd/s7AROK6XqlVKjwC+AN2TTIKXUkxiR4ZxAKdWqlNpv/h7EaAGus8dtoMU3O/FS5PT/WAkQkdXAJcBz2bUkP9Di06QFESkB7gU+rpSavYybBtDimws7KXJLHhFxYQjv50qppVH3Lw1o8c2OnRS5JY2ICEam0nGl1H9k2558QotvFpRSEcBKkTsO3K2UOppNm0TkLoytGhtFpElE3ptNe4DLgL8AXi0iB83XDVm2KS/QSw0aTZbQnk+jyRJafBpNltDi02iyhBafRpMltPg0miyhxZfDiMgTIqJroixStPg0miyhxZcjiIhXRH4nIodE5IiIvHXa+ZtE5Hnz3FcnHR8Ukf8099I9KiJV5vG1IvKgiOwTkT+KyAUL/TdpZkeLL3e4HmhRSl1s7tN70DohIsuBrwKvBrYBO0TkjeZpL0ZBqs3AH4BbzeO3AR9VSr0E+CTwnYX5MzR20eLLHZ4HrhWRr4rI5Uqp/knndgBPKKU6zZS3nwNXmOdiwC/N3+8AXmnuMHgFcI+IHAS+Dyyucs+LgLyoWL0UUEqdFJFLgRuAL4nIo6k+CuNLtU8ptS1tBmrSjvZ8OYI5tAwppe4AvgZcOun0buBKEak0S1vchDHEBOPf8C3m728HnjL3050RkT83ny0icvFC/B0a+2jx5Q4XAbvNYeKtwJesE0qpVuDTwOPAIWCfUup/zNNDwE6zoNKrgS+Yx98BvFdEDgFHyXL5C81M9K6GPEdEBpVSJdm2Q5M82vNpNFlCez6NJktoz6fRZAktPo0mS2jxaTRZQotPo8kSWnwaTZbQ4tNossT/B8MGuwSFmFNJAAAAAElFTkSuQmCC\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "slope = data[['slope', 'target']]\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(slope, hue='target')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 'slope' : the slope of the peak exercise ST segment :\n", + "0 = upsloping \n", + "1 = flat \n", + "2 = downsloping\n", + "\n", + "a flat slope of the peak exercise ST segment is usually healthy, while a downsloping indicates a heart disease, see the following picture to understand the concept" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# and now let's explore the negative correlations\n", + "\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(negative_corr, hue='target', corner=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "sex_exang = data[['sex','exang' , 'target']]\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(sex_exang, hue='target')\n", + "\n", + "\n", + "#sex (0 = female, 1 = male)\n", + "# from our sample, heart disease is almost equally distributed among male and female, but healthy people shows a lot more males than females\n", + "\n", + "#exercise induced angina (0 = no, 1 = yes)\n", + "# it's curious to see how most people with a hear disease did not get angina induced by exercise (follows the previous insight proving that angina has nothing to do with heart disease)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": "
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\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "oldpeak_ca = data[['oldpeak','ca' , 'target']]\n", + "plt.figure(figsize= (16,16), dpi=150)\n", + "sns.pairplot(oldpeak_ca, hue='target')\n", + "\n", + "#'oldpeak' : ST depression induced by exercise relative to rest, float values from 0 to 6\n", + "#'ca' : number of major vessels (0-3) colored by flourosopy\n", + "#we can see visually that 0 value in oldpeak and ca are related to positive heart disease, where both distributions are skewed on that value." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "variables = ['trestbps', 'chol', 'thalach']\n", + "fig, ax = plt.subplots(1,3,figsize= (16,5), dpi=100)\n", + "for i, j in zip(variables, ax.flatten()):\n", + " sns.regplot('age', i, data=data, scatter=True, color='black', ax=j)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1,3,figsize= (16,5), sharey=True, dpi=100)\n", + "sns.regplot(x='age', y='trestbps', data=data, marker=\"+\", color='black', truncate=False, ax=ax[0])\n", + "sns.regplot(x='age', y='trestbps', data=data.loc[data.target == 0], marker=\"+\", color='g', truncate=False, ax=ax[1])\n", + "sns.regplot(x='age', y='trestbps', data=data.loc[data.target == 1], marker=\"+\", color='r', truncate=False, ax=ax[2])\n", + "# resting blood pressure vs age, it does not change for people with disease vs non disease" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1,3,figsize= (16,5), dpi=100)\n", + "sns.regplot(x='age', y='chol', data=data, marker=\"+\", color='black', truncate=False, ax=ax[0])\n", + "sns.regplot(x='age', y='chol', data=data.loc[data.target == 0], marker=\"+\", color='g', truncate=False, ax=ax[1])\n", + "sns.regplot(x='age', y='chol', data=data.loc[data.target == 1], marker=\"+\", color='r', truncate=False, ax=ax[2])\n", + "# insight: people with heart disease usually have lower cholesterol level than healthy people" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "" + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1,3,figsize= (16,5), dpi=100)\n", + "sns.regplot(x='age', y='thalach', data=data, marker=\"+\", color='black', truncate=False, ax=ax[0])\n", + "sns.regplot(x='age', y='thalach', data=data.loc[data.target == 0], marker=\"+\", color='g', truncate=False, ax=ax[1])\n", + "sns.regplot(x='age', y='thalach', data=data.loc[data.target == 1], marker=\"+\", color='r', truncate=False, ax=ax[2])\n", + "# insight: the slope of the regression line (maximum heart rate vs age) is more negative for people with heart disease, and also these people achive higher peaks during late 30's and low 40's, like if the heart works in a higher bpm frequency" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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pRnwEAGQJcQ0A0NUgicQfGtsoAABIL+IjACBLiGsAgK76TiRaa//c/29jzD5JPyPpWHPVRUn/wlp7O7zhAcnmuq5OnjwpSVpfX6ehh3ofk6Qcr6jHkZT9xngQHzFubtXVyc81P0OeWKcpxwCCjh3HtjuOzeQirgFIJNeVmtdUWl+XuKaKTW6YJxlj8pJekfRLklabX78k6Yox5r3hDQ8AgPQgPgIAsoS4BgDYadiuzb8h6YuSftZaW5MkY8y0pN+V9GlJ7wtneEAyua7b9n3n8iTOOOt1TFzXleM4sR+vqM8b75OJRHxEaNxq8zOk5vsM8S0zQ6y7oGPXaR3HdhvvO+xAXAMQL+/6yXcd1bbMNVXk+u7a3PYkY1xJj1lrX9qx/rikc9bahZDGFzQOOoEhFvl8vufj586di2gkydHrmFy6dEnHjh3r+nhUxyvq88b7pF1Wu1v6jRofiWvwy58N+Ax5arI+QwYRdOyCTPKx5X3XW8M2VKqV5FZdlQolvePAOyTiWrfnEtMAjC7gmkoTdk01LuPq2ty2DUnvlPTSjvVHJN0d8jUBAEg74iMAZEypVlKhUlChWlCpVmqtn63PxjiqyBDXAABthp2R+JuSflTSP5D0H5qr/3NJ/0zSF6y1HwtthL3HwV+5UizNDSj8JaunTp2SJK2trbX2IU370s2g56fXMfGXNsd5vKI+b5PwPhnEhMxIHCk+EteGl8XGEP4S01PPND9DHl+TM938DMnAPgYZ9rwGHbvWz03wse2G951Ub9RVrBZVqBZUrBZVa9Q6/txsdVbvOvwuibjW7bnENACj85c2N6+ptLZ2r6R5wq6pxiWKGYn/QJKV9Pu+16hK+oykXxnyNYHU6JQAchxn4hJDfr2OSVKOV9TjSMp+I1LER4SmU8LGmXYmIpEzqmGOHcd226S+7yr1irYqW9qqbLXNOgRxDUDMOl07OQ4JxBgNlUi01lYk/aIx5uOSjjZXX7HWFkMbGTKLBhTJxvkBhkd8jB6NIbKJ84oouFVXhWpBW5UtVeqVuIeTSMQ1AMBOQ5U2JwXT5dOJBhTJxvnBuExCafOoiGuDozFENnFeMQ4N22jd67BQKahu6yO93iSUNo+CmJmrW5EAACAASURBVAYA6RFFaTMAAAAAJFq1XtVWZUuFakFu1ZVVeidRAACQBCQSEbn19XVJ3RtQIF6cHwBpsv5E8zMroKkG0oXzimFZa+XW3NbMQ0qWAQAIF4lERG5SGlCktSv1qOcnrfs9ThwTYHwmtTFE1oV1XrPYzTsqaTp29Ua9Va5cqBbUsI24hwQgTVxXav6urvV1mngAAUgkAgAAAEgVr8tyoVJoa8QDAADGi0QiYuM4TiYbd2Sl6/Gg5ycr+x0mjgkQHWfGoQFHBg17Xun6PLykHjuvZNlLHlYb1VjGASBDvN/Lfb+fty3zuzrQEV2bgZBNatfjSd3vXjgm7ejaHIy4BoSDrs/DS9Kx80qWtypbKlaLiStZpmtzb8Q0JF7A7+qasN/VMdno2gwAAAAgVbxZh8VqUcVqUaVaKe4hAQCAHZiRCITMX87aqetxVstZx7nfYTcriar5yaS+F7phRmIw4hoQDn95bqeuz5Q2dxf1sas1aq0mKUmcddgLMxJ7I6Yh8fylzc3f1bW2dq+kecJ+Vw/VOBrY0BRnrJiRCMRoUrpS7zSp+90LxwQA4kE37+GN+9g1bKM149CtuirXy6G8LgAMrNPv5I5DggoIQCIRQGKF3ayE5icAAESvVCu1Zh1SrgwAGTaOBjY0xUkcSpsBJFbYzUpofhIvSpuDEdcAZEHDNlqJw0KloLqtxz2ksaC0uTdiGjCBxtHAhqY4kaC0GQAAAEAkrLUq1Urb5co1V27VlVV6JysAAIDuSCQCKRFVg5B+thfVWNbX11vb69SsZNBxBL0eAKCdW3V18nPNz9kn1iO/x2DQ9uMeXy9JHlsYvMShd69DEocAADWvt7o2sEnKa2IkJBIBJFZQsxL//Q3DeD0AANBZpV5pSxxmtVwZADCCcTSwoSlO4pBIBBIu6gYhvbbnuq4cx4m9WQlNUwBgvNxq83O25vuc9S2Pe3Zd0PY7rYtyfL3EfezCUm/UVagWWsnDWqMW95AAAEAC0GwFSLioG4T02t6lS5d07NixyMbSDU1T0olmK8GIa0iK/NmAz9mnxvs5G7T9IOMeXy9xH7thefc59BqklOvluIeUeDRb6Y2YBgDpQbMVAAAAAD3VGjUVKtuzDgvVghq2EfeQAABAwjEjEUg4fxlvpwYh4yxt3rk9f2lzFGMZZoxRjgODYUZiMOIaksJfnnvqmebn7ONrcqabn7MRljZ32n7r52IaXy9xH7teqvVqq6uyW3NVqVdiG0sWMCOxN2IaAKQHMxKBDBm1QcignY17bS8pzUqSMg4AyKpOyS5n2hk4CTZs5+Jhtj/M+MYhrGMXhlqj1rrHIfc5BAAAYSCRCAAAAKSctVZuzVWpVmp9kTgEAABho7QZyCjKf5E0lDYHI64hK5Jc3psl1Xq11RylWC3KKr2/16cRpc29EdMAID0obQbQKmf28xKKEp2NAQDj45Uz+3kJRSm5nYvToFQraauyRWdlAAAQCxKJAIBIVKvVuIcAAKlTqpVUrBZbDVLorAwAAOJEIhF969W0Y9CGHmkS9b4Ns71Oz1lfX2891qm0eRzjiNrGxoaOHDkiSbp69apWV1djG0sajlfUrLVyXVdbW1sqFAq6e/du3ENCjIZtujEJ4jw2o2672/PXn2jGoICuy+MeX5yGHXu1XlWxWlShul2uPK7EYala0pnnz0iSnj39rOZn5seyHQAJ4rqSV7W0vi7x+yriwPsw9WJNJBpjPi7ptKSHJbmS/oOkX7bWvhznuIAsoLMx4lCv11UoFFpfjQYzZ4BJlKTOxUlXrpXl1tzWjEMapAAAgCSLe0bi+yX9jqSvNMfySUlrxpjj1tpCrCNDi79pR6d1juN0fExKd0OPXvsthb9vw2xvHGOMer+HsbGxIUna3NxsrfMvRzkzMQ3Ha9yq1aq2tra0tbXVtu+A1N50o7XOtzzJiaU4j82o2x732NP8vgka+8zUjNyq25p1GHXisFQtbX+vl+6t8y0zMxHIIO/3M//vaf7lCfh9FQnA+zAzEtW12RizX9Kbkt5vrf3/Ojw+J2nOt2qPpNfpBDZe+Xy+62OXLl3SsWPHuj6e5oYevfZbCn/fhtneOMYY9X4PY3FxsefjhUJ0f4dIw/Eah1Kp1EoeViqVvp/znve8R6K7ZcskxLX82YD/IxPcdCPOYzPqtsc99jS/b3aOvWEbrS9rrb7wY1+IaWTbTj93uufjz//Y8xGNJP3o2txuEmJaagX8vqqM/r6KhOF9mGhp7tq8t/l9o8vjH5f0axGNBQDQ5L/f4dbWlmo1Su9CQlwDMsZa2548VHL+aA+MGTENACZAYmYkGmNykv5vSfustX+ry8/wV64Y+Es3dzbt8Jc2d2rokeayzl77LY23tLnf7Y1jjFHv9zD8pc0nTpyQJJ0/f14rKyuS4ittTurxGlaj0VCxWGw1S6nX6yO9HjMSd5uEuOYv8+zUdCPJJarjFuexGXXb4x57mt43lXqldX/DYrWorfKWpO1y4Sf/6ElJ0tMfflrzU9slw3GXDvtLm5M4vqSz1upO+Y6ubV3TW5tv6ckffFIirkmajJiWWv6S0ubvq1pbu1dKmuLfV5EivA8TLa0zEn9H0qOSOiYRJclaW5ZU9v5tjIlgWOjVtGOUhh5J73IbdbOSYbbXz3MG7Ww8zv0Oq/N3p31YWVmJpWtz1pra1Go1FQoFbW1tqVgsKil/bMqqSYhrNN3oLs5jM+q2+33+sJ2Lozo2vcbX6TFrrUq1kkq1UqtBSt22/5GlUyJufmo+MQm6pI8vTtZabZY2dW3rWuvr+tb17eXCvX+37nlZ6v16k2YSYlpqdfq91HH6T9zQZTc6WT7Wo74PkRiJSCQaY35b0gclvc9a+3rc4wGASVIul1vJw1KJqyIAkO6VKFtrdX3runK5nMq1MqXKKdWwDd0s3txOBhau704WNhOFlXp/9/0FAGBSxZpINNt/pvotST8q6W9ba78V53jQm+M4XRtH9Hpsp7R1uR1k3+LaXqfnjNrZOMz9Hlfn79XV1Ugbq/QS9ftkVMVisZU8rFarcQ8HE8CZcRLdICNOcR6bUbfd7flhdV0e17HpNr5KvaKN4obqqutW6VYrqfRm8c2BS3/nZ+YT3bgk6eMbRL1R11vFt+4lBwvXdiUK3yy8qWojvHg3NzWnQ/sO6VW9GtprAmPnOIM1tKDLbnQm6VgP+j5E4sR6j0RjzD+XdEbShyW97HvotrXW7fystucvS7rNfTfSZVK73EYtLZ2Ns9z5O0kajYYKhULra9T7HQ6DeyQGI64hK5LedTl/Ni9rraxsW0dlK6srm1d0dOVo1+dmJfmWFtV6VTeKN3aVGr+x9UZrJuGNwo1dJeajcKYdHVo61Po6uHhQh/Yc0qHFQzq857AOLh7Uvvl9mqvN0bW5B2JaBtBlNzoca8QsTfdI/Gjz+5/tWP+EpN+LdCQAkDHc7zC9rm9dl5tzlTM5GWNkZFrfcybX+tr5mP+79zMAtsuUK/VK6/6GlXpFDduIe1gTr1Kv6Hrhuq5vXdcbd9/QtYLvnoTNr7eKb4VaTr40u6SDiwd1eOmwDi5tfz+0dEgHlg5sr1s8qOW5Ze7vBwBAF7EmEq21ROgJsLOJxvr6emt9py63YW4raWXSUbp69aqk7p2Ng4R5LHudc6+0+Tvf+Y4efPBBSdLly5f19re/vfX8bg1jBm0kM05Jee9Vq1VtbW3p7t273O8wxe5W7sqWR79wNjKayk1pykx1/D6dm25bTnLicdimHWnfdlqtP9H83O/Sdblfwx57a22ri3KxWtx1b8M/+NE/kNS5c3GpVtL89Lxul2/r1B80x/7frWnv3N62bdxyb+n9n3+/JOnPf+rPtc/Z1/Z4qVrSmefPSJKePf3sxDUzKdVKHWcP+mcV3nRvhrrNvXN7dXDpoA4tHWolCg8tNmcVNtcvzS6Fuk0g05q/w3ftsovwpPFYD9sYJkkNZZI0lhSJe0YiJlDWutwmVVo6G3uPzc/fu8Can5/n/TCASqXSSh6Wy+XgJ2BiWFnVGjXVVJP6qPozMtvJxWZi0fuaMlNt63fOfgR2irojdbVebc02LNfLcqtuz1lsvToXe4+Vavf+GDM3NTdxicBeCpXCvZmEW290bFpyq3Qr1G2uzK+0zSD0lr1k4cGlg1qYWQh1m8DEo8tudDjWSBESiRiboKYqUW6LpFT/oj6WXlOYW7fuXXDcunVLjuNoY2NDq6uruxrGeM/xJzAGaSQTprjee6VSSYVCQXfv3lWlQodJhMPKqtqoDtSQwCu39s9q7DTj0f99kORjWE07hhHntiddp2NfqBZaZclTuSlV61VV6hVV6pVQS19L1e0EYrl+7w8z5Xq5td5LMN4p37t9kH95frqZiKzfS0T6l5OckLTWaquy1da0xF9q7CUO71buhrrd/Qv7WzMGDy4ebLs3oXdPwrnpuVC3CQAY0rCNYZLUUCZJY0mhWJutjIob+CZblE1VaOASnqiPZa+mMMViUQsLu2cXFItFSer4mJScRjJSeMfLWtvWablWq4XyulGi2UowL6799bf+Wkt7slt+55/h6CUecybXNgtyZmpG07npWJt2JL1hSFZY20xg16uq27rqjbp+6PM/1Gp+4v2u6k8WjrPhyennTvd8/MrmlZ6P92rUIsXXrMVaq9vl222lxf5SY29mYbFaDG2bOZPTfQv3tc0i9N+f8NDSIR1YPKDZqdnQthml2eoszVZ64FoNyKhhG8MkqaFMksaSEGlqtgIA6KJer7c1S2k0aAyAbKjb+nbn8IByayOjcq3cmsFodG8mo1dafbd8tzUj0mswM+isR4Sn1qi1uiB7X/VGvZUgrNt62/pao9ax226tkb4/lsTJWqvN0mZbkxJ/ctArOfaXa49qyky1EoM7S469ZOH+xf2aznG5AQBAljAjEWPjL/ns1FQlzJLPKLeVdVEfS69MuVNTGH9ps/8x73PLGNOxkUxcpc1hHK9yuaytrS0VCoXMNUthRmKwSZmROIhWOWmHphhS9zJRf4l1p87WknYlG3fOfPPKa0u1ks584YysrJ79e89qbmq7xNKZcdo6afvvLenNsvQSnEambUadf7adlW0l16y1Msa0xu491z9e7+f8z/M/31vv36fWdjs85o3L/7P+LuGd7odZa9RaiUAvGRhm8m/Y8x7Ftv2lzR/6Vx+SJH3xx7+o5bnt30X9pc1hjL1hG7pZvLmdECzcKzNuNTBprq/Uw7vNxUxuRgcWD+jwnsOt+w/6G5gcXDyo+xbu01RuKrRtphEzEnvjWg3IKH9ZcKfGMP2UNg/yvHFI0lgSghmJSIQom6rQwCU8UR/LXk1hghrGeEnIneujNOrxajQarZLlQqGQypJlYJx6NcXoxUusDXK/x268mXTS9v9ZO7WdcAuzBBTthj3vUWy70+PLc8u7ujZ3e75fvVHXW8W32u5JuHNW4fXC9VCTtHNTc7tmDh7ac+je8tIhrTgrie7iDgCI0bCNYZLUUCZJY0khEokAELFardaadVgsFnfNGAIApJ/XDKbWqOlPX/lTbZQ2dnU3vlG40bG0e1gLMwutBiXeTMK2suPFg9o3v4/SfwAAMDRKmwEgAl7J8tbWlsrlcvATMojS5mCUNgPpUKlXdL1wva2j8c6vt4pvhdpNeml2qb2bcTM5eGDpQGt5z+wekoQRorS5N67VACA9KG0GgJhRsrx9v7U33nhDFy5c0IULF/TCCy/EPSQACFSqlVoJwtZ9CH3dja9tXdNN92ao21yeW753D8LFgzq055AOLR66lzhcOqilWf64AAAA4kciEQBCUi6XW8lD13UnqmTZWqvXX3+9lTS8ePGiXnzxRd26dSvuoQFAS6FS0LXCtV0zCf3JwlulcD+3Vp3V1ixC/4xCL1l4cOmgFmYWQt0mAADAuJBITDjXdXXy5ElJ0vr6Os1DEqbX+Qn73G1sbOjIkSOSpKtXr/bdWGQcY8zy+3KQ4zU/Py/XdVsly8PMOiyVSjpz5owk6dlnn9X8/PgbCYyq0Wjo1VdfbSULL168qIsXL+rOHaq64lSqlnTm+eZ76fSzkTSlQDIk+dxHNTZrrbYqW21NS/zJQi9ReKcc7ufU/oX9rY7G/kShP2E4Nz0X6jb7leT3BQBEznWl5u/xWl8ff1ONjQ2pee2mq1elsJpCDrsfUe9/1KLev6wfzwAkEgFgANZaNRoNXbt2TY1GQ/V6eDfJT6J6va5vf/vbrYShN9uwUCj0/Rrf9V3fpUcffVTvfve79du//dtjHC2ALLLW6nb5dltp8c5S4ze23gi1i3bO5LR/YX/H2YNeCfL+xf2anZoNbZsAAABpQCIxoVzXbfu+czlLM8DSqNf5cV1XjuOEdu42NjYkSZubm611/uVuMxPHMcYsvy+77Zu1Vpubm2o0Gtrc3Gw1Srlx40Zr9uAwswhLpVLb953LccxMrNVqunLlSitheOHCBb300ksqFvu/OH/nO9+pRx55pPV1/Phx7du3T9L2/pFIDF+p2nwv1X3vJd8ys5CyK8nnvt+xWWu1Wdrs2rDEm0lYqpUUlikzpQOLB3bNHDy05949Cvcv7td0Lp2/Jif5fQEAkfN+t/f9jt+2HPb1S/PaTb7rtbblYWcmDrsfUe9/1KLev6wfzz7RtTmh8vl8z8fPnTsX0UjQSa/zc+nSJR07dqzr44Oeu8XFxZ6Pd5sZNo4xZvl96d83a63q9boajYYajYauXLmio0ePdn3u888/P/D2Tp8+3fPxYV5zENVqVa+88korYeglDfvtKG2M0f33399KFnrfe30W07U52DBdm08/F/Be+rHxvpcQnySf+9PPnZa1VjVbU61eU7VR3f6qV1Vr1PTg2x7cThQWrqtSr4S23ZncjA4uHWx1NfaXHR/es50kvG/hPk3lpkLbZtIk+X2RNXRt7i3L12pIkYDrF4V9/RJw7aYBqnraDLsfUe9/1KLevwwfT7o2A8AAvHJlL3mY5j+wdFKpVHT58uW2exq+/PLLqlT6u3jP5XI6evRoK2H4yCOP6OGHH9bSEh1EgUlVb9T1VvGt1szBnd2NL9+8rGqj2vX5X/nOVwbe5uzU7O7koO/fh5YOadVZVc7kRtk1AAAA9MCMxITyl1meOnVKkrS2ttYqHU1zCaknzQ07ep0fr2x4Y2NDDz74oCTp8uXLrRLkUUqbT5w4IUk6f/68VlZWJPVX2hzWGLP0vqzVaioUCioUCioWi63y3VKppCeffFKS9PTTT2t+fl6lUknz8/O6fft22343/2Izcmnzzu0N+5re612+fLntnobf+MY3VK12v6D3m5qa0gMPPNBWnvzQQw9pYWH0jqLMSAw2zIxEfxnjk3/UfC99+GnNTzXfS5QxZta4zn21XtWN4o328mLvvoR3t7/fKNxQ3YZ3j1hn2tlODi7dSw56ZcbeTMJ98/tkjAltm1nFZ0J0mJHYW5av1SZOmhtL+EtRm7/Ha23t3j44Trj75y9tbl676fx5qXntNnJp88aG1Lx+0+XL916vn9LmbvufZlGf3wwfT2YkZkCnhIzjOKlK1GRZr/PTKak2yrnrlChcWVkJ7No8jjGm/X1ZKpVayUP//Qilzom7+fn51pf3fM/c3NxI9zHstb1+FYtFvfTSS233NHzllVf6bgAzMzOjBx98UMePH9fx48f16KOP6qGHHtLcXDwdRjGcTkmB+al5kgUTYJhzX6lX2roZ7+xufG3rmt4qviWr8P7QnDM5zeRm9N7D79XhPYd1eOlwK1noJQr3zO4hSRgSPhMAwKfTdYrjjC/h0+kabWVl9K7NnRJV/exH1Psftaj3L+vHs08kEhG5LDfskLrvn/fvJOxfGsYYhkaj0TbrsFarDfU6XgLRf//AcrncWh9FY5StrS299NJLbTMNv/nNb6rRaPT1/NnZWT300ENtTVAefPBBzc7ScRTIioZt6NXbr7aal/hLjb1k4U33Zqjb3Du3t62Tsf/+hIeWDmnv3F499cdPSZI++4HPkswCgDTJemOJNO1ft7F6/07SWJMiTec3ZShtRuSy3LBDSsf+pWGMw6pUKq3kodd1eVRRN0a5c+eOLl682EoYvvjii3r11Vf73pe5uTkdO3asdU/DRx99VEePHtXMzEyo4xwUpc3BhiltxmQoVAodZw9e37reuj/hrfKtULe56qze62i8s8Nxswx5YWb02x4AaUVpc29cq2VAhhtLSErX/qVprEnBMRsIpc0AJoa1VsVisZU87PdegEmxubnZVpp88eJFvfbaa30/f2FhQQ8//HDbPQ2/+7u/W9PTfLwDaWCt1VZlq2ep8bWta7pbuRvaNo2M3rbwtnvJwcVDbQ1LDi8d1oHFA5qb5jYHAAAAaMeMREQuSw07OknD/qVhjL14jVK2trZULBbH3mU5rMYoN2/ebEsYXrhwQX/zN3/T9zgWFxfbOic/8sgjuv/++zU1NTXgHsWDGYnBmJGYLdZa3S7f3t2wxPfvN7beULFaDG2bOZPT/oX9raTggcUDrTJjL1l4YPGAZqe4rQEwKmYk9sa1WgZkuLGEpHTtX5rGmhQcs4EwIzFDktTZuNdYBhnnOBt2JOF4edt0XVeXLl3atX5YYR3/bmMJ6xxsbGzoyJEjkqSrV68GNoXp53lbW1s6efKkGo2GnnvuOeVyucDXK5VKOnPmjCTp2WefjbwxyptvvtlKGnqJw2vXrvW9zeXl5bYmKI888oje+c539rXvAMbPWtu6F2GnL+/+hKVaKfjF+jRlplr3IGwrM96zPavw8J7Dum/hPk3nwvv1rlQt6czzzc/S08+m7h6Ht9xbev/n3y9J+vOf+nPtc/aF9txRj03ajy2ApqR1NO41nkHHOs7GEkk4bt42XVfyXbeNfSzD7DtNPgbHMRsbEokAEscrV/a+bt261SpZrlQqkTQ36Ze1VteuXds10/DGjRt9v8a+ffv06KOPtiUO3/GOd9DBFIhJwzZ0s3izPTnYnEn45tabreVKvRLaNmdyM60ZgzvvSeh9vc15m6Zy6ZiBDAAAgGwikZhQSeps3GssruvKcZyhxuk4TmhNPZJ4vCTp2LFju9YPOpZxHX/v8bDOwcbGhqTte/55/MvdZiZ6z7t+/bqstbLW6mtf+5r27NmjcrmsvXv3tkqLJbUtd0oo+suQ+31Ov+bm5vRbv/VbunDhgj7zmc+0kofePvTjvvvua2uCcvz4cR0+fJikIRCReqOut4pvtScI77aXHF8vXFetMVyX907mpuba7kF4aLH5fc+95RVnRTmTnBnHpWrzs7Tu+yz1LSd99twtd7vxzJ3yvcoc/3KvmYlBz52f3t73YY9N2o8tgKakdYTtNR7X3R7PsGN1nPAaUyTpuPm367tuG1sn5DD2PcxzMSk4ZqHjHokJlaSuur3GcunSpbZk2U5RjTMtx0safCxpOP7S9v37eikUCm3/rtfrKhaLOnjwYNd7HJbLZR0/frzra3bqlhxWh2Vrra5evbprpuGtW/13RT148OCuexoeOHBgYpOG3CMxGPdIHE21XtWbhTdbDUv89yH0So1vFG6obuuhbXNhZqHjDMKDiwd1eM9hHVw8qH3z+1L3//70cwGfpT8Wbrf6sL3ns+/p+fjXP/L1oZ97dOVoz8eDjk3ajy3u4R6JvWX5Wk1S8jrC9hrPpUvtibKdohxrko5b1GNJ0r4DO3CPRACJU6/X5bquisWiXNdVuVyWpLE3SulHo9HQq6++uuuehnfv9t8l9e1vf7seeeSRVuLw+PHj2r9//xhHDUyWSr3S3s24Q3fjt4pvySq8z5Sl2aXthODS4dbsQf/MwoOLB7U8t5y6JGEaGRkZY5QzudayX87kNJOb0XRuWjNTMzLqfU7evuftstaqYRuy2p4N7713gp7r3YPSyHR8v+1faP/s94/VWtv2/E6PH1o6JKPmvjb32YuV3lgbttHxy+reY94+7dyOt95aq7qtq96oh/r/BgAAZBszEhMqSV11e43FX1ob5zjTcryGGcuoxz+qBjT+0uYTJ07IWquvfOUrmp2dleu6XUuKvRl+d+7c0Yc+9CFJ0he/+EUtLy+3lTb32y05qMPyzMyMvvWtb7UlDC9evLhrxmQvR44cad3L0LuvYb9NZSYZMxKDTeqMxFKtpOtb1/XG1httjUr83Y1vujdD3ebeub2tTsaHlw5vJwgX2/+9NDs552Anf/ntk3/U/Cz98NOan2p+/g5RfmtkNJ2bbvvKmVxfX4MmazeKzZhU2tSJz56QJJ3/yHmtzK9IklYXun9mBz3XmWk2Vau5OvVMM/Y+viZn2ml7vBu36o70/HFo2IbqjbpqjZpqjZrqdnu5Wq+21nnJR+/nST4yIzFIlq/VJCWvI2yv8fhLm+Mea5KOW9Rj6Wd7SWhCg4nEjMQMGGdX3TDHkpRxJmUc4xhLGo6/JC0tLcl1XVUqFTUaDUnb5cwzMzM970u4b9/u+1QtLy93XC8Fd0v2P2atVblc1pe//GV94xvf0IsvvqiXXnqp7T6SQe6///628uTjx497H7AA+lCoFDrOHvQnC2+V+r9lQD/2ze/bnkXozRzskCxcmFkIdZtZ0ylROD81H5hAnDJTmpma0ezUbOtrOjetmdxMpI1iOiUKV+ZXeiYQR3muM+30nQDs9HODPH8ccian3FROM1MzfT/HP6PRSzx6yciGbahu663Zkd7PNGxjjHsBRCxpHWF7jSdJY53ksSRp34ERkEgEMmrcDWi8exwWCgUVi0XVatuNCQYpBw5TpVLRK6+80ppp+MILL+jSpUuy1upXf/VXA59vjNH999/f1gTl+PHj2rNnTwSjB9Jpq7KlN+6+savUuHVPwq1rulsJ7zPByOhtC29r3ZOwlRzccW/Cuem50LaJdkZGs1Ozmpma0Uxupu27N8MQk8EYo2kz3SrV7sfO5GO9Ue9You1PQnqJfsU5hQAAIABJREFUSGZBAsi0JDWhweRoNKRSafvrxo2+n0ZpM5BR42hAUy6XVSwWtbW1NdCsvrCVy2W9/PLLrQYoFy5c0OXLl1WtVvt6fi6X09GjR9vuafjwww9raWlyyxijQGlzsKSUNltrdbt8u620eGep8bWtaypU+78lQJCcyem+hftaMwkPLh1s3Z/QSxYeWDyg2anZ0LaJ3oxMK1HozDian56XM+1wT0jExj/70f9VrVfbEpRRzXyktLk3rtWAAdCIBePWaEjl8r3EYakk+a6f72xtae/3fZ9EaTOAUZTL5bYGKfV6eJ1O++W6rl5++eW2RiivvPJKawZkkOnpaT3wwANt9zR8+OGHYyn/zjJjjKampjQ9Pa2ZmRlNT0/v+ioWi3EPE9pOEm6WNneXGe/oblyqlULb5pSZaiUG/bMHDyweaCUO9y/uH2hmE8I1ZaY0Nz2n+el5zU/Pa25qTtO5aZKGSJSp3JSmNBX4BwWvIY2XVPTPfPQ3pPGa0uycBemVZwMAkFo7k4bNZqdh4Dd2tImqMcco24pyjKPY2NjQkSNHJElXr15ta8bRax+6PdbrOZ22tb6+3nrswQcflCRdvny5bRz+57322mtaWFiQ67pyXVelUqlr4rBUKunMmTOSpGeffbbtvoS9Huvl1q1bet/73idrrX7+539e3/zmN3Xx4kVduXKl7wTmzMyMHnzwwbZ7Gj700EOam6PMcRTGmJ4JQu+rn9fBeDVsQzeLN7eTg4Xr22XHO2YSXi9cV6VeCW2bM7kZHVg8oIOLB3Vl84qmc9P6mcd+Rkf2HmklDu9buC/S++MNqlQt6czzzc+t088O1UgkToOO3+twPD8935ppOOxMT7fq6uTnmrHpifVd9/kLenyjuKEjn27Gr49d7esehmFuf5TXRnIZYzRltpOOw7LWtjWe8d8D0ltva+mt7AIGkvUGIL32L6rHmtduXRuxJFHW3xdpUqu1Jw1Lpe0ZiGNCIhHIqE5dov2NWCqViu7cuSNrt7swfvOb34y0icjW1lZbafILL7ygcvOvJJ/61KcCnz87O6uHH364rTz53e9+t2ZnKXscRC6XC0wSTk0lNwE0SeqNut4qvnVvJmGHUuM3C2+q2uivxL8fc1Nz7fcgXGx+33NvecVZUc7k2pJZP/k9P5m6ZFwWTeemNTc1p7npOc1NzbXKlJOc1AWSwphmab+6N6C5Y6hmBhASGrGgX/V6+yzDUmk7kRghEomQNP7GHGFsK8oxjmJjY0OStLm52VrnLbuuq9XV1Y774LquHMfZ9VinexF66zY2NuQ4Tl/bstbq+vXrunXrlt544w3NzMy0EomSdPv27dZyt47JpVKp7fvOdfPz8x0fu3Pnjq5cuaILFy60koff/va3O26jk/n5eR07dqwtaXj06FHNzPTfXXIS7ZxJuPP79PS0cjkaIyTRM19/Rpt2s6278Y3CDdVteLcXcKad9iYlzc7G/rLjlfmVwJmkpWrzM6Du+7/vW05yQjHNY5fax29kZIzRwuyC9s3t0/z0vJbmxnefTbfajF01X8yqdYhXXR73nr9Z8sUv33LQzMRRt99rdmHQazMzEcDEyHoDkF7757rb+xfVY1J6jmfW3xdJUq/vLlGOOGnYCc1WIGk8jTnC3laUYxzF4uJi18dKpZIee+yxjo9dunRJx44d67heUsfHvvrVr3YtHXZdV+95z3vUaDTUaDTk/79+8eLFnuW+X//61zuuP336dNfnXLlyRUePHlWtVlOpVGqVR7uu23cTFI8xRrlcTrlcTn/4h3+od73rXcyK8/Hfj3Bqaqr15SUH/YnCJLlz544365Wb0nfhxTX9iqQRclhLs0ttXYz9CUNv3fLccijl5qef6/65IEnP/9jzI29jXNI69ikzpfnpeX3g2Q/IyChnch3P5bmnxhcX82cDbgof4NJbl3o+XvhE70Y+o26/17EJeu1xHlekC3GtN67VMiDrDUB67d+lS1KH66+xPSal53hm/X0RF6+Dsj9xOOB19ChotgJMIH+i0FseNIE3qFqt1koYViqVgTonS9KePXtUKBRaiUNjTOvL88ADD4xj6InjlRj7E4P+BOHOxCEm1965va3ZgwcXD7bKjFvrlg5qaZYO5FkyOzUrZ9rRwsyC5qfnNTO1PRub5jQAAAApZO3u8uRKePcwHzdmJEJSe3ntqebNXdfW1jreZy+ubUU5xlH4S5tPnDghSTp//rxWVlbayo137oO/tNn/mJ+3/ktf+pIk6dq1a5KkN998Ux/84AclSV/84he1vLyscrmsvXv3qlQq6cknn5QkPf3005qfn9ft27c1NzenO3fu6EMf+lDb86TOpc3/f3v3Hh3Hdd8H/Hv3/QLBBV8QSVASCfEBUFQU0U6qylUrO7aVxk2kxraOG7exlTh+JbXTuE7cNE3c1omTHkVtbcVxUqmua+nUiWXnyD5O1MiOQtmKVTOUaAIgaUiiCIEPkFqAL+wCWOz0j9k7O7OY187O7szsfj/n7NnFDnbmzt3Hxf5wf/d3/vx5PP/885iamsKxY8fw7LPPuq6cLPcp05Ll9cjICC5fVv/Z0UpboqZ5zUH9jMFkMol4PN4XhUg4c8OZHNfe8EdvwPZN2w3BQRkszCVzQTfTQJ9e+96/qH/W/PTDyMTVKZVhTg8OS9vjQq1Cm06kkYqnkIgl1EIRsTgSsQRiwnwJAn0K7pu/WB833v0kson6uNjBFFynY2u/Z7Fdn9p84HP1sfL9R1HMFAG0ltrs5fhuU5u73a8ULRzX7PG7Wg/Qp7CaFQAJyfcvz+zOT5+G3I1tQHT6s9dfF52wtKReyuVG0DBksTjOSKSWmQXh9IU5wnCsbrbRLbNKyvqqyFKxWDS9H2icg935raysoFQqYWVlBbVaDWfPnkUmk9HSkwcGBrTHrFu3zjL4lslktEsz+ThFUXDmzBlDIZTJyUlcuHDBuUPq4vE4stks7rvvPtxyyy0YGxvDtm3bTINlZm21O4ewiMVia9YclOnYzanGURCVauj94sG3PojCQDRmFZoF2zLxTKgDiFJQbU/Gksgms8gmssgms54rJpsFtOQ+O83LsfXbzX6vmCm6rtrc7vH93jcRUU/qpQIgZhWG7c6v29uipFfOo1P0FZTLZTWA2MEKygDUY71LLXqIRx8FLJY/80s0vuES9RG5pmGtVsO5c+egKIq27uDqqn+FFgA1BVqun/jQQw9pBVH0xVucbNiwAfv378f4+DjGx8cxOjqKj370oxBC4Jd/+Zct13AMMxkQNJtJKC9MLyYit+Iijlwyp11kajIRERERRZw+aFguh6IYSqcxtZnIA7/SrFdXV1GpVLC0tISlpSVUKpWOrWtYq9UwMzOjzTKUMw0vXbrkeh9btmzB2NiYFjgcGxvDli1bOtJevzQHBOVsQTlzUD+LUF73Q5qx1M0lA5gC5kyOa4dfPhyZGYm0loBAOpFGPplHPpVHJhG9f6gQkTOOa/b4XY1CgWm45KeVFWMF5W7MNrRTqTSu68uZ4eGHGzMSW5jUw9Rmog6TKaB6MggDmFeQXl5e1gKG8tLKGoOtWF1dxalTp7Rgoby+evWq631s27YNY2Nj2nqG4+Pj2LhxY0fa2w6ZYqwvRpJMJpFKpZBKpSKTWhwUL69lIjKKiZiW+ppNZJFJZPrqHxJEREShZfK3LnR/67LCMFlaWTFWUF5aAnzOEGybTGfWkwFFAHj88Y4clt+wiXymKAquXbumBQ7ldadm/1arVbz00kuYnJzEsWPHMDk5iampKSwuLrrex8jIiBYsHB8fx759+yzXdAxKLBbTgoOpVArpdBrpdJqBQiIKRCaRQT6Z1yopM3BIREREFFHVqjFoWKmEL2gYIoF+AxdC/CMAHwNwG4DrANyjKMrXgmwT9S67YhKtFpo4dOgQFEXB5cuXcffdd0NRFHzpS1+CEALVahWzs7O2j19YWMCdd94JAHj66addFxZZWVnBiy++qAUMJyYmcPz4cVTklGYXbrjhBi0t+aabbsIDDzyAeDyOT3/604b1DO3aWKlU8K76fz8effRR1+sgOp23PlioX48wlUq1vCah1+fbz9dJFBw6dAiAdWozEaliIqalKueTecRjjc+k8koZb3ik/tnwnkNrinI4be+00mIJIw+OAABmPjLjuqBJN7TbN0E/vh3tvm6Cfl0REUVC/W9dy9TmXlIqASPqeI+ZGcCPiSFmRWqipvkcUqnGDEMZNIzquoaPPqpeW6U2d0jQU3nyAF4A8DCAzsy5JGpTtVrFysoKlpeXtYv8Wb+m4erqKjKZjG8z5JaXl/HDH/7QMNPw+PHjWF5edvX4WCyGnTt3GlKT9+3bh0Khse5apVIJrGhIoVDA0NCQFiiUlY+pu8JYDZ0oLJKxJPKpPAqpArKJLGcdEhERRQ0rDPe31VVgcVENFCoKcOoU0EtFM80ChplMbwcSFUX5JoBvAuAf59Qx+mISZvdls1lcuXIFq6urUBQFMzMziMfjqFariMfjqPm4eOrCwgIAdXFu6fLly1haWsKLL76IV155RZtpePLkSdeFV+LxOHbt2qUFDMfGxrB3717k83nT35czGPUzGeXtS5cuIZ1Or2kjACwtLWFwcND0cQC0mYly3UIZHLx69Sri8TgKhQKEEBBCIJ1OIxaLYXV11deglZvn289tgL8FSYgoOKl4yrDWoVN15fJK/TOiqvts0N02u09/u9MzyEqLJQDAfGVeu09/O8iZiU5959Q3QT++He2+bpy2c2YiEVGfKanjPeYbY7zhtpeZifoiNc33AeEMxNZqxvUMFxYaxVHkjMMrVzwVIiGj0FRtFkIocEhtFkKkAaR1dw0AeJWVwMjOwYMHtduKohguJ06cwOjoqOX6hY/7vDjpLbfcoh27VqsZrt1KJBLYvXu3Vghl//792LNnj+v0YgC49957LbdNTk4inU6bbltaWsL4+DgAaAFB/eXZZ59FMplELBYzPM4qoCldu3bNddud6J/vZlNTU9i3b5+v2wAWJHGL1S3XshrXWLW5OxKxBHLJnHZJxFr7/+rBz1t/3rjx/fd19rMj/ymHz95P+PfZ2yqnvnPqm6Af3452XzdOOv26ogaOa0b8rkYUEIfvWvDyXcvmOxWA4IvULC+rl6WlxqV5Eo7Nd14AHStEElW9XLX5NwD8h6AbQeGnKIpW6KRarWrBOrOAXSeD6VevXsXx48e1qsmtFl1JJpPYs2ePYabhnj17kEqlOtZmPbOZwlZBRqdtRGSK41oXCQhD4DCd4GcWEZGPOKYRkb9WVxuBQn3gMCQT4voVZyRSZCmKoq1fKNcs1K9lKOnTeN9bX4D04YcfRiaTQaVS0a6btwFwnOWnLzryx3/8x3jppZcwMTGhXU6dOuU6cJhOp7F3714tYLh//36Mjo4imbRPrfNC3yf3338/hBD48z//cwwODuLatWsYHBzEwsICDhw4AAA4evQoisUiyuUyhoaGLAtzyPTf5oIkpfp0+/n5+TX7BOBrhWh9OnJzG/UpylbbSqUSdu/eDQA4efKkdr5Wj5PnTc44c2MtzkjsLAGBdCKtBQ79XudQn6L65i/WPxve/SSyiaaiGBbb3aagei2qoU9tPvC5+mfv+4+imKl/9oYktdlL3wT9+Ha0+7qRSuUSdn+mPl59+CSGskMdbzsZcVwz4nc1ooDoU5vr37Vw9ChQ/67lmNpsVlBFn9psVqTG7+8/tZpxlqG8bqcIilyCy6oQCVObG2o1XJ6ZwaD6XPfWjERFUZYALMmfua5ib1MURQsSyoBhtVo1BA/dMAsGZjIZ7WK1zc7CwgKmpqbw/PPPY2ZmBpVKBXfccYe7E6sfY2lpCbFYDJ/4xCfwute9Drt27eposZF4PI50Oo1UKqVdr66uarMIR0ZGDAEx/furWCxaBvvcFOYwe6zdPtthVzzEzTb977h5HFE7OK75KyZiyCQyhnUOO9mnZgEbeWzLxzhs95NZoLCYKYaiarOXvgvT49vh1+smu5K13U7UbRzTiAJi9p2qWGyvanMni9TIdQvlWoZLS+rMQ78FVIgkVBQFuHoVOH8emJtTL2a3L1xoKWgbqUAi9Y7V1VXtUq1Wsbq6aggYrqysYLUTHyYelEolbYahrKA8Ozvr+vG5XE6bZShTlIvFIu666y4AwE/91E9h/fr1vrRVCIFkMqkFCmXBk1QqZVqdWV8wpF12RU6A8M/as2q//Dns7SfqRwIC2WQW+WQe2WQWmURv/WEYZEEQCi+r14W8n68LIiJypdMFVRSlMcuw00HDfrS0ZB0Y1N/28Tu/FGhqsxCiAGC0/uMRAL8K4NsASoqinHbx+HUALnG6fHjIdGOnS1hS6ptduHBBCxbKwOHZs2ddPz4WiyGbzeKd73wn9u/fj7GxMVx//fVrio/4IRaLIZ1Oa5dMJoNUKhXYf3/tipwA4S9IEvX2RwFTwJzJcY2pzdZiIoZ8Mo9CqoB8Ko+Y8P/zNSyCLAhC4cXXRXhwXLPH72pEIedXQRV9wFCfnryywrUMvahWgddesw8Szs2pVal9dBnAoHoz9KnNB6EGDqUH6tdfAPDzXW8N2ZIzCJtTjOWsQjmzMAoURcHc3ByOHTuGyclJbcbh3Nyc633E43FkMhlks1ntOplMQgiBj3/84762V6Yly4ChnHFIRNQP4iKOfKoePEzmmS5HREREFISVlbWFTxgwdEdRgEuXGgFBsyDh+fNqELFW8/fYySSwaROweTOwZYt6LS9btqiXXA64805Xuws0kKgoyt8A4LeBANVqNS0AqL/WBwajFCA0oygKzpw5YyiCMjk5iddee831PoaGhrS05PHxcezatQtbt27F0tKSaZEWr4QQWsBQrmWYTqdN05LD5tChQwDMi5xEQdTbT9Rrsokscskc8ql8z6Usu3XoPfXPJYeiG9Rf+LogIiJf1L//mBZUqVaBa9fWFj9hwNDc4qJxtqDVTMKlJed9tUIIdS1MGQzUBwf1wcJiEXDKkrx61fVhg56RSB0kZw/qZxA2Bwprfke6TSwsLODOemT76aef9m09QDPlchlvf/vbtWDQyZMncezYMSy0MO1306ZNWlry+Pg4RkdH8ZGPfASlUgkf+MAHDMFC/awYN0VaJFntWQiBJ554AsViUZtp6IVZpWQ32/zcZ9gKkszOzmLHjh0AgNOnT2Pbtm22vy/bWS6XMTU1teZ+IuqsZCypBQ5zyVyoUpa9Vk1ud/9BFgRxK6i+6dbxw0ieY3mljKmL9fFK4dqIRNSmUgkYGVFvz8y0V6ijl5hVNO6V42Wz6nqFi4tq4FBR1NlwQvg/I86t8+cbs+KefloNiAVpZQW4eHHtrMHmIOGVK/4fe2DAfOag/ueNG9XZhl3GQGJENacT64uUyNthXYfQL7VaDadPnzbMNJyYmMCV+pv44YcfdtzHddddZyiCMjY2hs2bNxt+p1Kp+JJGl0gktNRkAEin0xBCYMuWLQxWEVHfiYkYcsmcGjxM5pGMd/+PICIiIqK+sLq6dnbh8rJ6f6XSqNhbLvdHVeNaTV1j0KlQyWuv+T8LM5VSg4CbNtnPJMzl/D2ujxhIDBFFUdYECPWBQX2l4yiQswAvX26s06m/3crMxNXVVZw6dcqwpuHk5CSuXbvmeh/bt283BAzHx8cxZPOftkqlYrhuvi1nID7++ONrHiuEMKyfmMlkkEgkDJWBZXCyncrGdpWSy+Uystlsy1WU291nNpsNtDCJrKh97tw57T79bauZifrz2Ldv35r7Gewlal8mkUE+qc44zCQyoV/rsNNVk93uP5vMhq6ARtB9Y3Zfv1S0ln0DAezbuE+7zarNRORJqaRez8837tPf7teZiZ2uaNyp4ylKY+1CfcBQBgrNZDKAyXfarjp/Xr2+cKFxn/52KzMTr15tBAObC5ToLysr/rRdisWADRus1yCUtwcH1VmfERZo1eZ2RakSmAwSyuDg8vKyIeU46usQmrnllltst7/wwgum91erVbz00kuGWYbHjx/H4uKi62OnUilDIO/LX/5yyynV9957r+12fQBRHk9e5GzDZn5XBrbb39TUlCEg5vZYndhnNzmtJ2n1PmPV5s5jdUtnvVa1WRZJkcHDeCz8673qdbo6bpSr7wbdN07C3HftivLrptdwXLMXpe9qfS2ft9/ewsSNnuJXReNOHa9WMwYM5cUuYBhme/fabz9+XD0/pzUIz59XU7X9tn69MTjYPHtwyxY1iJiI7ly9y1evYvC224AIVG2ONEVRTAuTyNv6SzfWIoyi5eVlvPjii2uChksuFyEVQuD666/H/Py8IXDYHEzye13GWCyGoaEh7ZhRKIZCRNRpAkKddZhqzDokIiIiojYoijo7sVJRLzJ42CtqNef04R//ceNMWb9kMsbZgs1BQpmC3A/p3i3gjEQLzUVJzC5+zSCUhTcA4NFHH2278m9Y6FOb3/a2t0FRFDzwwAOYmZnB8ePHMT09jRMnTmDF5ZTiWCyGnTt3aqnJ+/fvx969e1EoFAxpyGZVlL30qdzn0tIS7r//fsRiMXz961/H0NAQhBCeUl31KcJmlYHbSW1u3p8+DbmVY3Vin92kT21+/etfDwB47rnnMDw8DMA5tTnM5xZ1nLnhLIozEsNcJKVd+vRas+q4fqbvdmL/nRR032i/F8G+a1eUXze9huOavZ6akdjtghvdpE9tPnBAvX30qFrlFWBqs1lFY6Bzqc2XLwN3360G1x57TE2BXV6OZiBLUdQiJE7rEF686P9MykRCDQCazSDUr084MBD5NGO/cEaiDUVRLKsYy3UIq9Vqzxcq6bRKpYJXXnkFExMTOHLkCJaWlqAoCj70oQ+5enw8Hsfo6KhhTcO9e/ciZ7HgqFmgsJUqynqJRALZbBabNm1CNptFrVZDKpUCAGzYsKGtgJLflY3t9uf1WJ3YZzeZBQqHh4ddV21uvi9M50YUBgLCEDhMxVNBN6ljOl01OQpVma2EsW+i0nftivLrhohCyCxQWCz2bwBRMvsOkM22H0CsVtUCJ9WqGiBcWWlcV6tqQFHONlxZUQOIYQwiVirqGobNlYybr3U1BnwzNGSeXqxfj3BoSF2zkDqipwKJTjMIq9VqqFKM3RTziILFxUVMTU1pRVAmJibw4osvup6xmUwmcdNNNxlmGu7evbsr5y+E0Copy7ToZFP5dH0RDiKifpSIJVBIFbS1DsNeJIWIiMgX3S64QdFWqzWCgvJSrRqDh2FXraqVipsDgvrL+fPApUv+HzufV9cZPH1a/fld7wJuuKERHJQzDFO9+0/sqOiJ1Obnn38+krOGWinmERZXr17F1NSUYU3Dl19+2XWANpVKYc+ePVrAcGxsDLt379Zm/HVDJpNBLpdDLpdDNpvlF2KiLmEKmLOwpDYLCGSTWS1wmE6kA2sLEVFYcVyz1xOpzd0uuEHhIoN/tZp6W17rb+uDhCGatLSGogALC/YpxufPq0FEv88jmXQuVLJ5M1CIxrI+varvUpt7rdpxWFy+fNkwy3BiYgKnTp1y/fhMJoO9e/dqMw3Hx8cxOjq6ZsZfJ8m1DOWMw2w2ixinOBMRGcjAoUyPzCb4TxYiIiLqQYqiBv7kbMGVlUZgUF7ktjAHBvUWF83Tiptv+12gRQh1BqFZerH+ev16phn3mJ4IJEbVo48+CsC6QEg3zc/PY2pqCseOHdOCh6fllGIXcrmcFjSUMw137tyJRADlzzOZDPL5PHK5HDKZDL8MExE1kdWVc8mcVl2Zn5VERERNDh1Sr60KblB3KEqjsq/MqJS35f362YIyMKj/HX2KcVSsrKiFSJyKlVy54v+x161rFCTRFyfRBw03blRnG1LfYSAxQH4WCGlFqVQyBAwnJia0SrduFAoFbYahvL7hhhsQj8dNf99LVWq7xzRvGxwcNKQq+z3jsFwu4w31Km2HDh0ypNHbbSuVShgZGQEAzMzMYCigBYu9tjEs7bfj9bkh6kepeEpLVeY6h9FSXinjDY/UP8/ecyhSRTWc2h7lc2tXP587UWR0quBGGHmtTK1/3N/+LZBON2b2Xb0KvOlN6rZvfENd2645wCdvN/+sDxC6Vamo6+oBwKOPui9SsrAA3Hmnevvpp9UZdJ1Uq6nHtCpQIm+XSo3AqV9SKfO04uaKxhZFTn3h9Xmi0GAgscfNzc1hcnLSEDg8d+6c68cPDg5ibGxMW9NwfHwcIyMjgaYHx+NxxONxxGIx3HjjjRgYGAisLUREYZWIJbSgYS6ZQyLGIZ+IiKht+vXymoM8QjQugHH2nD4wZhc00z9Gr9Wf3f6OVKk0Ul9ffbUR3GmeAaifFSgft7Sk3jc9bQwKVSrqrDpAnVnX6wEjRQGuXbMvVCIvsl/8EoupacYXL6qvv3vuAUZG1s4kHBxsvD6JPOK3ihDIZDJtF1ZRFAXnz59fM9PwwoULrvexfv16LVgoZxtu377d86wVL1WpzR6zsrKCfD4PIQSGhoZQq9W0dRZXVla0qsp+zziT+9VXbdbfl81mTbeVSiVks1nMz89r2/S3uzWzz679dm0slUoYGhoKvP12vD43gP+vE6Kw0BdIyafySMVZ0S7qyiv1z7Wq7vNMdzvMM9ic2m52X1TOrV1Rfl6JPJHr0DUHpPS3mwNUdj+7+R35s9212/vkPh97TL1uIZMrEuT3rkqlMftvfr4R9LMK/ukfJ/tKf18m0/hZv81un17pj9vK8RYW1OvLuroS+tv6mYnLy+azB5uDhYuL7Z2LmcHBRsXioSHg7/5OTSn+6EeB7dvV8xseVoOYb3ub+pj3v19NT24+jyB5fZ4odHqiavPhw4dR6KMKP4qiYHZ2dk0hlFKp5HofGzZs0AKG8nLdddf5murmpSq1fEwsFjNcAGBqagr79u2z3N/3fa6adtCmSptdW44cOWKbvn3t2rW22+aGXfvt2ri4uIiczVQHYsWQAAAgAElEQVT2brXfjtfnBvD/dULusbqls1arNidjSeRTjXTlmOBC1r3k4Oftq4V+/33h/TxzaruTMJ9bu6L8vJIRxzV7WtXmw4exro++q0WOw3c2WE14sXvciy8Cu3a1vk+vvJ7DLbfYB6tvv70RINRNrPBNNmtdqER/O522P8fJSfV3rLzwgv9t98Lr8xRWsVijiIzZP0r0v6efrSx/br5fcvvPDqvtkn6/+uNYXC5fuYLBG28E+qVqcy9TFAWnT5/GxMSEFjicnJzEgvzviQtbtmzRUpPlmoabN28OzfpYQghkMhnkcjmkUikIIULTNiKiMImJGHLJnLbWYTLOBa6JiIiI1pCp4isrwHe+Yz6TUD8bzowsttOqREKdQWhVrEQGCAsFphm3yyoop+9Xs9vNvxuLAfF4IzjY/Lzot8nbvfbctVA4hzMSQ6RWq+HUqVOGmYaTk5O40kIVpq1bt2J8fBz79u3T0pQ3btzYwVZb06cp66tSZ7NZZDIZFItFrUCKDBzq01PfXK+M9uSTT2qpqvK6eRvQXsqqWWEOr22RacNnzpzBLbfcAgB44YUXsHXrVgBqarCXQiCtPsau/frU5gMHDgAAjh49imKxaEhtbt7WTvv9FNTrhNrDmRvOzGYkZhIZLXDI6srR5LWohj4F9s1frH+evftJZBP1z7MQp8A6tV37vQieW7ui/LySEcc1e5yRGBH6dNP6dzY8/HBrqc3Nj9OnNreyz1barA8Kzs6q1+fOqUHDalUN8iwttXccM0ND5rMG9T8PDamp0H4WFLHr70uX1BmJly83UpufeMKY2tyNAidCqEE2WYRVH7SLxdTnIxZT++Yd71C3feUr6sxMIdQCL2az5ZqDhfqgIfmmlTGNMxIDsrq6ipdfftmwpuHk5CQWW1hTYfv27RgfH9dmGo6NjYVi/TpJnzorhEAsFsPOnTsxNDRkWazFLMiTzWa1i9W2TvDalm3btgEwrstXLBa7/ty4aaOebKNZO4Nov50wvU6IOmFdah22FLYgl8whHosH3RwKiFlAKZvIRiLQ5KXtUTm3dkX5eSWiHmQWUMpknANNdo/zus9qFXjtNesqxvL6cgfj9rfeqhYpkUHBYhH47GfVWYaPPQYEVeiz1f5et856bcTmYJw+QNc8M695m1VwTz7GjXJZ7U8A2Lq1N6ug9zgGErugWq1ienraMNPw+PHjhkCTkxtuuEFLS5aFUOrR4tBKp9MYGBhAPB5Hur5mQz6fD7TiczO7oh2At9lrVvuUl1YLgXSijV6FqS1EvWxzYTMG0qxIH3UsqkFERAQ1zXh+Xp05ZxUgnJtTg4iy4Itfkknr9QfXr1dvK4pa5RgAPv1pdZt+VuUjj6jbVlcbMwPdzNRsvs/ucVZkYE9ekkn1Wghg40Ygn28E8+TMPgDYtk2dGVmpNGYDptPq9m3bGsE7fn8jD5ja7LPl5WVMT09jYmJCm2144sQJLLmcVi2EwI033mgIGI6NjWEgqP98tCiXy6FQKKBQKCCRCH+c2q5oB+CtMIffhUA60UavwtQWih6mgDnT0sAuXcI6mY5CkcWiGkS9jeOaPaY294nFReuZg/r7V1b8Pa4MpOnTivXBQnldLFqnwHaiYIzVPuVMvm98w7gmn5zJpw8W6u9vN33X4fsb+P2N6pja3CVLS0s4ceKEYabhyZMnseLyQzIWi2HXrl2GoOG+ffuQz+c73HL/xONx5PN55PN55HI5xONMwSMiIiIiIoq05WXg4kXr2YPy9tWr/h973bq1AUF9sZLNm4ENG1oqDtExsZjajmRSTddNJMwLekgjI8G0k8hHnJHoUrlcxokTJ7SA4cTEBKanp1GtVl09PpFIYHR0VKuePD4+jj179kQuFVRWWJaBw0wnFmlF64VF2jmOvParMEe7hUCaz10qlUrYvXs3AODkyZPamoXt9E2pVMJIfTCbmZkxrIPYagGadtviN7vXUNDFYvTC1JZO48wNZ5yR2FtYVMOZ10I0RGHAcc0eZySGVK2mphnbrUF4/jxQKvl/7HTaPMVYXm/apN7O5fw/thmngjH5vLpu47vfrQYDH39crbScSKhrJa6sAHfeqT7u0CE1TVgu+1QqAfXvbjh5Uk0zBtpPJS6Xgfp3B+2Ydttke8ploP79DU8+Gd7U5lbPLyhhaotPOCOxTdeuXcPU1JShCMr09DRqLtdrSCaT2L17tzbTcHx8HLt379bWCYyadDqtVVfO5XKhWuOwXZ0ozOF3IRCzIF1QxUNYyISIyD0W1SAioq5RFHV2oN3swbk54MIF/9OMATW4tmcPMDxsnDmoDxauWxeuSrvZrDqTMJ9vrDu4c6fazkRCnW1YLgOplPr7zYVBVlfN96m/lreD+r5kdtwg20M9oe8DiVeuXMHU1JRhpuHLL78MtzM1U6kU9u7dawgajo6OIiU/bCIoHo8jl8tpKcvdTFfu52IedkVa7O730iel+n8Y5+fntfvk7XK5jKGhocg+B3avIS/Fbjqln1/rREQsRENE1ILlZevZg/K+uTl1vUK/yYIk+sDg5s3qDLtNm4DBQeBjH1ODcHI2H9B6URG/CaEGA2XKcTxuvE6lGpWDy+VGmnQ+3wgcWtHP8jO7Tz8TUN4nf/b6N76XY0pR+F4RlfOza2e32xKgvkptvnTpkmE9w8nJSZw6dcr18bLZLPbu3Wuonrxr1y4kw7A2Q5sSiQQGBgZQKBQCDWD0czEPq3OfmpoCAMsiLV76xG4dzkqlgltvvdVye9ifA7+L3XRKP77WmQLmjKnN1C9YiIZ6Acc1e0xtdmF1Va1U7LQO4cKC/8fOZtcGB5tnEm7erKYjm7ErVAJYFyPxm6xknEqpl3RavXSy8Kfd3/FTU4DN9w3PxU2COGY3ReX8erh4DVOboc64mpycxOTkpFY9eWZmxvXjc7mcVjFZBg137tzZU8VE0uk08vk8CoVCx9Y6JCIiIiIi6iuKAly+bL8O4dycWszELD22HYmEeRXj5p8LhXClGduRMwtTKWPQMJmMzjkQ9ZCemJH45JNP4tSpU9osw4mJCZw5c8b1fgqFglYERQYOb7jhhp5aCxBQq0TrU5YTnfwvjUdRKubhN6tz1/OrT/SpzQcOHAAAHD16FMVi0ZDaHMXnoN1iN2FoZ7fb0i2cueGMMxKpX7AQDfUCjmv2enZGYrnsvA7h3FyjkIefhobMZw7KnzdtUn+nG99j7QqVAK2nNgvRCBDKmYVhDRbaFTDRp+H6WdwkiGN2U1TOL2rFa1rQdzMS5ZdwNwYHBzE+Pm6YaTgyMtJzQUMplUppgcNsNgsRtg/hJjJ4Ui6XtZRe/f29zKmQSfP6ee30iazOXC6XUan/EZDJZAxVm63aEXbtFrvpVhVlFq4hon4mA4XllTKmLtbHe4UBRCIK0MqKmmZsFyA8f16daei3fN4YDDQLFG7c6Lx2XzfJQGGlArz44tr7rQihBgdlCnIUZxfaFTDpVHGTII7ZTe2eX7eqKPdCX/ugJwKJVoaGhrSZhjJ4uG3bttAH09oRhVmHREREREREXaEowPy8c6GSixfV3/VTMrk2pbj5evNmNZDYi5pnF8pLD38fJ+oHPRNl2rRpk2Gm4f79+7Fly5aeDhpKslBKVGYd2tHPutMXxWinQnHUZLNZ00IbVvd7oe9PWVhFX81YzoyLcsEPu/abbQuqinLU+5mIyAuZ2gwB7Nu4T7st7+fMRCJy5do150Ilc3PqbEM/xWLAhg3GIKHZTMJisXeDZvrU7dFR9TzXr1erOKfT6nWvnruUzVoX17DbFrVjdlOr5xdUFeVe6Os29MQaiX/5l3+JG2+8MejmdFUymUShUMDAwEBPFUrpx0q2QWA/r8U+6TyuJeWMayRSv2DVZuoFHNfstbVG4vKyOkOwOTDYPJvw2jX/Gz44aF6cRH+9YUNnqwKHmZxhePfdaqAwFjMPGPJvZ+qGHq6i3G19t0bipk2bgm5CxwkhkMvltLTlVJjWxyAiIiIiInJSqwGlkvM6hPXCgL7KZIwzB81mEm7a1HdrnVnSV0eWwcN0uhE07NdAKhH1xozEw4cPo9BLlcDqksmkttZhLpeLdMqyGbOiFm4q2XaiGEapVMLIyAgAYGZmxrLoiF+6VdDD7vgAMDs7iz179gAATpw4gW3btgFwTuMNuv2Sn8+b7JNSqYTdu3cDAE6ePKntM0pp9WF5fppx5oYzzkikfiFTmEvlEnZ/pv6Z++GTGMrWP3NdpjaXV8p4wyP1z7v3HOqrlOh+Pvew4LhmTxvT7roL62QRkwsXgGrV3wPF4+oMQatKxvL2wEDvp9p6EY8bA4XNAUPAvJCFm+q1nSiAUSoB9b//MTOjVqnupG4V8Yhqe7zw8znspSrKAT+3fTcjsVckEglt1mE2m0UymQy6SV3HSrbdoQ/M6u/r535mnxARdY8MemVXdJ+5iSyDYUS96Fvf8v7Y9evXBgebb2/YoAbDyF4isbboSSrlve9YvZbCgK/DQDCQGCAhBLLZrDbrsF/Slb0WtehEMYxSPW1ifn5eu09/2++ZiUEV9Ghmdd7y+FbnHfb2S16eN6tzi1Khn7A8P0RETuSMxHJV93lVLbsutmL1eKmXA5L9fO7UQ3I583UIm2+n00G3NJpiMTWVO5tVr9Npb6nIXgtZdKIAhkx31/3Nb7jt98zEoIp4RKU9XnT7OYyKCD63TG3uskQiYUhXjsViQTep67wWtehEMYx8Pm+7/ZrPCziHpaCH1/OOevvthOXc2hH2c2AKmDOmNlO/aLfYSj8Xa+nncw8bjmv2tDHtwx/GupERY5pxRL67RUY83piFJYOHfvBayKITBTAc/v73vfBO2Ip4hK09XnT7OYyKkDy3TG0OGf2swzT/q0ZERERERP3iPe9h4NAvsVgjJVkWQ5HpykREXcIZiR0Qi8WQy+VQKBSQz+cR55odBl6LWrgpxOJ03OYCFPoU2QMHDgAAjh49imKxCKBzqc1ei5z4xc15ey2GE5b22+nEuYWhwElYnh8rnLnhjDMSvWPhiWjRp+e++Yv1z6t3P4lsov55VX/+rJ5Xt4+Psn4+96jguGZPG9MOH8a6EH1XiwRZAEVfMTmV6n6lZK+FLNotgGFWdEKfFlv/+x9HjwL1v/87lto8OwvUv7fhxAmg/r0t0NTmqBYV6fZz6EYYiteE5LnljMQAJBIJLXDYixWW/eS1qEUnCrGYBZyKxWLHqjaHpaCH1/MOSzGcTjxvYTm3dvTCORBRfzALdrVSbKXdx0dZP587UU9KJhvrGKbT6u2wTETxWsiiEwUwzP7OLxY7F3wyC+IEWcSjF4qKdPs5jIoIPrcMJLYhlUqhUChgYGCAKcst6HZRizAVoPBa5KSbwtRffuvEufVyfxFFAQtP9KZ+fl77+dyJepoQjdmFMmCYTqvpyqQKU9EJq8Igsg0h+N5GbQjTay2CmNrconQ6jUKhgEKhwOChR90uCBGmAhTdLu7iRZj6y2+dOLde7i+/MQXMGVObW8fCE72pn5/Xfj73qOG4Zq/vU5tTKTVYKC/ptBpMJGshKToBgIVBel2YXmshwdRmHwkhDOsdJrq9LgURERERERGFl36GobxwpiER9SjOSDQRj8eRz+dRKBSQy+UQ4yDgq24XhAhTAYpuF3fxIkz95bdOnFsv95ffOHPDGWckto6FJ3pTPz+v/XzuUcNxzV5Pzkg0S0/OZDjT0C8hKToBIJyFQcg/YXqthUQrY1ooImRCiA8JIU4JISpCiO8JIV7fjeNWKhXce++9uPfeewEAGzZswI4dO7Br1y4MDw+jUCh0JYhYLpdx8OBBHDx40LC2GqAGnvL5PPL5vBaEanefdmZnZxGPxxGPxzE7O+t6n0899RSEEBBC4KmnnjJsm56e1rZNT08bij9MTU1hamoKgLEoxDPPPKM95plnnrHdn1P75X5LpRIOHz6Mw4cPo1QqGY5nd952z0Gr24aGhjA0NISzZ89icXERi4uLOHv2rHa/3fnZ9YnX15DZsWS/nDlzRuuvM2fOGPrr2LFj2uOOHTvWsf6SrJ6fVt8f8hzK5TKOHDmCI0eOoFwuG86t1feOfKxZAR03+/T6Xu2mKLSR1ODDwc8fxMHPH9QCEWHi1D6v7c8m1SITMsgCNApPyIBLabGE/KfyyH8qj9Li2s+KdvuuU+fmF6fz79Rj29m/fP7Ky2UcOXcER84dQXm5bHheAWD20izin4wj/sk4Zi/Nmh3C0/Hd6PRrGgowdXEKUxenAAVrzp28C/o9SS5VKsC996qXSqX7x4/HgVxODRitXw/cd5962bwZGB5WA0rZrNq2gwfVSyt/J5XL3h4HqJWE43H1MtvCZ98zz6hBTyHU23rT041tTd+xbNt67FjjcU3fC2zbabZNFpgol4EjR9RLuWwsPFEqqWnH+Xwj2Cf5uW1oSL2Uy8Dionoplxv3O/WZXb/Y9addO7t5/m543afX177d41rdp3xNmRXTkff5ebweE3ierhDinQAeAPB+AN8D8BEAfyWE2KMoylynjhuPxzEwMIBkMolYLIaRkRHOHCIiIiIiIuo3QjQCCDJFWb+kVbnMVGUiorrAA4kAfhXAnyiK8ggACCHeD+CfAngvgN/z80CyynIsFtNmJcXjcQDBVFm1q/YqZ8w1V/eVrFJgvVaQlbO8zp07p90nb5fLZWzbts10n9/+9reRTqdx5MgRbZu8PTs7i9tvvx2nT5/Wtp0+fRqV+n8Ut27din379hn2+d3vfhfpdBo/+MEPtPvl7VdffRUHDx5csz/Z1htvvNG0/WfPnsV1112HS5cuaTNML126hNnZWW2b2ePm5+exdetW0+egVCphaGio5W2Tk5NYv349Ll68qG27ePEijh07htOnT2P37t1rzk8W69DvT/bJ0tISbr/99pZfQy+99BLWr19v2pevvPIKrr/+eszNNeL4c3NzmJ6exsmTJ7Fjxw7DTEl5e2FhAWNjY77215kzZ1AsFtc8P3K7/vXs5v0hZy1WKhVkMhntdqlUQrlcxtDQkOfqy9lsdk1hFbv3o5wJGeZqz6xIHQ1hr/Dq1D6z+7y0P5vMrilCIWeYzVd0ny+623LfXo/drXPzyun8h3LWaVntPNaPtkmV1QoyiYx2Wz5O9v25a7rxQXd72+C2to5vd36dft61GXIC2Ldxn3Zb3h/0ezrKwv55SXVy9qF+FqL+dv1vuLYkk4205GzWuhCKXWVXOVOu1aqv7VSLlTP3dH8bG25vs/jsk7MPdd+xtNuvvqrOqtJ9L9BuVyrArl3mbZ2YUPtPPxNP3j5/Hti717ydZ88C111nvm1+Hti6VT2ufJ4rFXVGW6mkzgRsrqIMdGbbmTPqrNOlpUYQeWlJfQ5eflmdlWrWZydPAjt2mPdLpQKMj5v3Z6mkPvdmbdHr1vkD1unbVhWtnfYpZ3T6+Z7x+j7Ub28urNLJ4/WIQNdIFEKkACwC+FlFUb6mu/8LANYrivLTTb+fBqAvlTwA4FWrNRKFEMhms9p6h8lkEkB4qqzatePIkSNaoMOMVXVfr+cmA6pmarUabrvtNtNthw8ftj2eHbN9trM/qzT0Wq3meVsulzPdtri46Hmb36yeG7vXUCfaAaAj/WX2/NRqNdvjWb0/7KpmVyoV3HrrrZbb/a7oPDU1ZQik+3E8v/n9Wcm1pNayGtdaWSMx7BVendrnpJ325z9lX3FRC9J4PHaQ5+aG0/lf+4R1xcl2HuuG0/6dVKr2aY6rv7Xa1vHtzq/Tz3vY39NR5nffclwzshzTWl0jsb7slKXHH2+tYYmEsXJyJqOm07ph97fQ1BRg87ecZdXXdqrFOrV71eKzr501HC2+a8Dpe5vVDM5azX6bxd/3WFzs/ja7dnpl1Z9HjngPknfi/AHrytR2Fa3t9lmpADbftzy9Z7y+D+10+3ghEaWqzRsBxAGcb7r/PIC9Jr//GwD+g90OE4mEtmYaC6UQEVHIOY5rREREERH8mBaPG4ugZDLGFGUiImpb0DMStwKYBXC7oijP6u7/fQB3KoryY02/b/pfromJCQwPDyOfzyOd1m82F5Yqq3bt0KeltlLd1+u56VObX/96tdbNc889h+HhYUNqc/M+9anNH/vYxwAAf/AHf4Bbb73VkNr8xje+EYBalGXz5s0A1NTm5v3pU5s/+MEPAgAeeugh3HzzzYbUZv3+duzYYUhtbm6/Pn25lW361Obm50CfjtvKNpnaPD09jXvuuQcA8NWvfhWjo6OG1Gb9+ckU4/n5+TV9ok9tbuU1pE9tbu5Lmdpstk2f2tzcfn1qs1/9pU9t1j8/8n2ezWZben/YVc3WpzZ3o6KzPrU5rNWe/f6s5MyNtfyYkRj2Cq9O7dN+rwPt16evHvhc/T3//qMoZoqGfXs9dpDn5obT+btNbW71sX60TbLark9tfv2f1seHX3gOw/lhAK2lNrd6fp1+3sP+no4yv/uW45qRbzMS9anN732vevvhhxuzteR1PL52pqHfQUO7yq76FMdWqr62Uy1Wn9pc/9sYzz2nptkC7lKb698n8NBDwM03G1Ob63/746mn1PRcfWpzc1v1qc317wX46leB0VFjanNzO/Wpzc3bZGqzWaVkfcpsN7bJ1GazdupTm5v7TJ/a3Nwv+tTm5v7UpzabVYmWunX+gLvU5lb2qU9t9us94/V9aKfbxwuJKM1IvAhgFcCWpvu3ADjX/MuKoiwBWJI/i/oU7e3bt7v+wgWYf/ltrrraDXbt2GYyCBSLRcsAiZt92jE73vDwsOn9+n3+5E/+5Jptt956qxaAarZjxw6Mjo4CWLvWWjabNX3czTffjDvuuMN2f3KfZu23O7dWt8nnwOx5cLPN7DxGR0exf/9+7N+/3/T87rrrLgAwVGq26xM3ryGzNtr1pd022X4z7faX2Tb961JfqdnN+8PuWGba/Vywez+G5XPIThTaGHVW41orzL74yqrFYeClfX613ywYVMwUbYNErRw7yHNzw8v5+/HYTrXNaftwftgxgNjO8aVOP+9hf09HGfu2s/wY0wCYp3fm82rlZP1sw27MNDT7m8es2mvzNq/7dGL23Wx42DqAKJl9b7j5ZvP7ATUQZvJ3P4BGW83SP0dHgf371YtVO+3OwWxbsWislBzkNrt2yj4z6zfZL2Zkf9qdu5VOnr8dP/fZ7numnfdTWI4XQYEGEhVFWRZCHAbwRgBfAwAhRKz+82eCbBsRERERERF1mUxPzmbVoiixGLBzZ999USciCqtAU5sBQAjxTgBfAPBLAJ4D8BEA7wCwV1GU5rUTmx+7DsClVlLAiIgoGEwBc8ZxjYgoOjiu2dPGNLvU5lhsbXpyvUAmERF1T5RSm6Eoyv8RQmwC8EkAwwCeB/BWpyAiERERERERRYQMGurTkxk0JCKKnMADiQCgKMpnwFRmIiIiIiKi3rJlC7BpE5BKBd0SIiLyQSzoBhAREREREVGPGhhgEJGIqIcwkEhERERERERERESOGEgkIiIiIiIiIiIiRwwkEhERERERERERkSMGEomIiIiIiIiIiMgRA4lERERERERERETkiIFEIiIiIiIiIiIicsRAIhERERERERERETliIJGIiIiIiIiIiIgcMZBIREREREREREREjhhIJCIiIiIiIiIiIkcMJBIREREREREREZEjBhKJiIiIiIiIiIjIEQOJRERERERERERE5IiBRCIiIiIiIiIiInLEQCIRERERERERERE5SgTdAD9cvnw56CYQEZEDfla7x74iIgo/fla7w34iIgq/Vj6rhaIoHWxKZwkhtgF4Neh2EBFRS7YrijIbdCPCiOMaEVEkcVwzwTGNiCiSHMe0qAcSBYCtAK506BADUAe/7R08RtSwT9Zin6zFPlmLfaIaAHBGifLg00FdGNeCxveBd+w779h33rHvnHFcs8DvaoFi35hjv1hj35jrt35xNaZFOrW5fnId+++fOvYBAK4oisI5+WCfmGGfrMU+WYt9ounnc3fU6XEtaHwfeMe+84595x37zhX2iwV+VwsO+8Yc+8Ua+8ZcH/aLq3NksRUiIiIiIiIiIiJyxEAiEREREREREREROWIg0d4SgN+pX5OKfbIW+2Qt9sla7BMivg/awb7zjn3nHfuOwoyvT2vsG3PsF2vsG3PsFxORLrZCRERERERERERE3cEZiUREREREREREROSIgUQiIiIiIiIiIiJyxEAiEREREREREREROWIgkYiIiIiIiIiIiBz1fSBRCPEBIcRRIcTl+uVZIcTduu0ZIcRnhRCvCSGuCiG+IoTYEmSbu00I8etCCEUI8aDuvr7qFyHEb9f7QH85rtveV/0hCSG2CSH+d/28y0KIHwghDuq2CyHEJ4UQZ+vb/1oIcVOQbe4kIcQpk9eJIoT4bH17X75OqL9xDHGPY017OCZ5w7GLwozf1dzjeKviWGqPY6U5joWt6ftAIoBXAfw6gNsAHATwLQB/IYQYr2//QwBvA/B2AHcC2Arg8QDaGQghxOsA/BKAo02b+rFfJgBcp7vcodvWd/0hhCgC+A6AFQB3AxgD8G8AzOt+7d8C+BUA7wfwYwCuAfgrIUSmu63tmtfB+Br5ifr9f1a/7rvXCfU3jiGecKzxgGNSWzh2UZjxu5oLHG/X4FhqgmOlLY6FrVAUhZemC4ASgPsBDAJYBvCzum17ASgAfjzodnahHwoATgJ4E4C/AfBg/f6+6xcAvw3geYttfdcf9XP8PQCHbLYLAGcB/FpTX1UA3Bd0+7vURw8CmK73RV++Tnjp3wvHEE99xrHGe99xTPKvLzl28RLqC7+rrekPjrfG/uBYat03HCvd9xXHQpsLZyTqCCHiQoj7AOQBPAv1P19JAH8tf0dRlOMATgP4B4E0srs+C+AbiqL8ddP9/dovNwkhzgghXhJCfEkIsaN+f7/2xz8D8H0hxJ8JIeaEEEeEENHZUuMAAAdKSURBVL+o234jgGEY++USgO+ht/sFACCESAH4OQAPK+po06+vE+pfHEO84VjjDcckH3DsojDjdzVLHG/X4lhqjmOlCxwLnTGQCEAIcbMQ4iqAJQCfA3CPoiiTUN9Ey4qiLDQ95Hx9W8+qD9I/CuA3TDb3Y798D8DPA3grgA9A/ZA9JIQYQH/2BwDshNoXPwTwFgB/BOC/CSH+VX27PPfzTY/r9X6RfgbAegD/s/5zv75OqA9xDPGMY413HJP8wbGLQoff1axxvDXFsdQax0p3OBY6SATdgJA4AeBHoE5Z/VkAXxBC3Blsk4IjhBgB8F8B/ISiKJWg2xMGiqJ8U/fjUSHE9wC8AuAdAMrBtCpwMQDfVxTlE/Wfjwgh9kNdT+MLwTUrNO4H8E1FUc4E3RCibuIY4h3HmrZwTPIHxy4KI35XM8Hx1hzHUlscK93hWOiAMxIBKIqyrCjKtKIohxVF+Q0ALwD41wDOAUgJIdY3PWRLfVuvug3AZgB/L4SoCiGqUBcU/ZX67fPoz37R1P8bcRLAKPr3dXIWwGTTfVMAZOqAPPfmala93i8QQlwPdZ2aP9Xd3a+vE+o/HEN8wrGmJRyT2sSxi8KK39Uscbx1gWOpAcdKBxwL3WEg0VwMQBrAYagVjd4oNwgh9kB9oz0bTNO64ikAN0P9z5+8fB/Al3S3+7FfNEKIAoBdUD+M+/V18h0Ae5ru2w31P34A8DLUD1Z9v6yDWv2rl/sFAN4DYA7AN3T39evrhPoPxxCfcKxpCcek9nHsoqjo9+9qEsdbFziWGnCsdMax0IW+T20WQvwugG9CXShzAMC7APxjAG9RFOWSEOJ/AHhACFECcBnAfwfwrKIofxdQkztOUZQrAI7p7xNCXAPwmqIox+o/91W/CCH+C4AnoH7IbgXwOwBWATzWr68TAH8I4LtCiE8A+DKA1wN4X/0CRVEUIcSDAH5TCPFDqAPTfwRwBsDXgmly5wkhYlAHoC8oilKV9/fx64T6DMcQ7zjWtIVjUhs4dlFY8buaNY635jiW2uJYaYNjoXt9H0iEOh3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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1,3,figsize= (16,5), sharey=True, dpi=100)\n", + "sns.regplot(x='age', y='oldpeak', data=data, marker=\"+\", color='black', truncate=False, ax=ax[0])\n", + "sns.regplot(x='age', y='oldpeak', data=data.loc[data.target == 0], marker=\"+\", color='g', truncate=False, ax=ax[1])\n", + "sns.regplot(x='age', y='oldpeak', data=data.loc[data.target == 1], marker=\"+\", color='r', truncate=False, ax=ax[2])\n", + "plt.show()\n", + "# Oldpeak between 0 and 1 usually matches with people with heart disease, while Oldpeak > 1 is for healthy people" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.7-final" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} \ No newline at end of file diff --git a/code/Machine Learning.ipynb b/code/Machine Learning.ipynb new file mode 100644 index 00000000..78bfc886 --- /dev/null +++ b/code/Machine Learning.ipynb @@ -0,0 +1,512 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "(299, 14)" + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = pd.read_csv('../datasets/heart.csv')\n", + "data.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Logistic Regression" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "X = data.drop(['target'], axis=1)\n", + "y = data.target" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.utils import shuffle\n", + "\n", + "X, y = shuffle(X, y, random_state=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": "/usr/local/lib/python3.7/site-packages/sklearn/linear_model/_logistic.py:940: ConvergenceWarning: lbfgs failed to converge (status=1):\nSTOP: TOTAL NO. of ITERATIONS REACHED LIMIT.\n\nIncrease the number of iterations (max_iter) or scale the data as shown in:\n https://scikit-learn.org/stable/modules/preprocessing.html\nPlease also refer to the documentation for alternative solver options:\n https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n extra_warning_msg=_LOGISTIC_SOLVER_CONVERGENCE_MSG)\n" + } + ], + "source": [ + "from sklearn.linear_model import LogisticRegression\n", + "clf = LogisticRegression().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# here we go, first prediction! and after we gonna see the confusion matrix and the different scores\n", + "y_pred = clf.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[16 10]\n [ 3 31]]\nThe accuracy score : 0.7833333333333333\nThe precission score : 0.7560975609756098\nThe recall score : 0.9117647058823529\nThe f1 score : 0.8266666666666665\n" + } + ], + "source": [ + "from sklearn.metrics import confusion_matrix, accuracy_score, precision_score, recall_score, f1_score\n", + "\n", + "print('The confusion matrix : \\n', confusion_matrix(y_test, y_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, y_pred))\n", + "print('The precission score : ', precision_score(y_test, y_pred))\n", + "print('The recall score : ', recall_score(y_test, y_pred))\n", + "print('The f1 score : ', f1_score(y_test, y_pred))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "Text(0.5, 257.44, 'Actual Values')" + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "image/svg+xml": "\n\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# although we already have the confusion matrix, we can generate it within a heat map and in a format that we can export for future use\n", + "class_names=[0,1] \n", + "fig, ax = plt.subplots()\n", + "tick_marks = np.arange(len(class_names))\n", + "plt.xticks(tick_marks, class_names)\n", + "plt.yticks(tick_marks, class_names)\n", + "sns.heatmap(pd.DataFrame(confusion_matrix(y_test, y_pred)), annot=True, cmap=\"YlGnBu\" ,fmt='g')\n", + "ax.xaxis.set_label_position(\"top\")\n", + "plt.tight_layout()\n", + "plt.title('Confusion matrix', y=1.1)\n", + "plt.ylabel('Predicted Values')\n", + "plt.xlabel('Actual Values')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### This results are good, nevertheless let's try other methods" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Random Forest" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "the training scores: [0.5347631634785379, 0.7488257129315867, 0.8847916045945613, 0.9246255374362867, 0.930619227545858]\nthe testing scores: [0.4361712510640883, 0.6408876509516761, 0.8315839456611088, 0.8908264015089102, 0.8984189547250524]\n" + }, + { + "data": { + "image/png": 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": "
" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import r2_score\n", + "\n", + "max_depth = [2, 4, 6, 8, 10]\n", + "training = []\n", + "testing = []\n", + "\n", + "for i in max_depth:\n", + " regr = RandomForestRegressor(max_depth=i, random_state=1).fit(X, y)\n", + " y_predict_train = regr.predict(X_train)\n", + " y_predict_test = regr.predict(X_test)\n", + " training.append(r2_score(y_train, y_predict_train))\n", + " testing.append(r2_score(y_test, y_predict_test))\n", + " \n", + "print('the training scores: ',training) \n", + "print('the testing scores: ',testing) \n", + "\n", + "#Plotting the results onto a line graph, allowing us to observe 'The elbow'\n", + "\n", + "plt.figure(figsize= (15,5), dpi=200)\n", + "plt.plot( max_depth, training, 'bo-', color='rebeccapurple', lw=3, label='training')\n", + "plt.plot( max_depth, testing, 'bo-', color='olive', lw=3, label='testing')\n", + "plt.grid()\n", + "plt.title('The elbow method')\n", + "plt.xlabel('max_depth')\n", + "plt.ylabel('Performance metric (R2 score)') \n", + "plt.legend()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# KNN" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.neighbors import KNeighborsClassifier" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[16 10]\n [10 24]]\nAccuracy of our model is equal 66.67 %.\n" + } + ], + "source": [ + "# Instantiate learning model (k = 3)\n", + "classifier = KNeighborsClassifier(n_neighbors=3).fit(X_train, y_train)\n", + "\n", + "y_pred_knn = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[16 10]\n [ 6 28]]\nAccuracy of our model is equal 73.33 %.\n" + } + ], + "source": [ + "# Instantiating learning model (k = 5) increasing the k\n", + "classifier = KNeighborsClassifier(n_neighbors=5).fit(X_train, y_train)\n", + "\n", + "y_pred_knn = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[16 10]\n [ 6 28]]\nAccuracy of our model is equal 73.33 %.\n" + } + ], + "source": [ + "# Instantiating learning model (k = 7) increasing the k\n", + "classifier = KNeighborsClassifier(n_neighbors=7).fit(X_train, y_train)\n", + "\n", + "y_pred_knn = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[15 11]\n [ 8 26]]\nAccuracy of our model is equal 68.33 %.\n" + } + ], + "source": [ + "# Instantiating learning model (k = 11) increasing the k\n", + "classifier = KNeighborsClassifier(n_neighbors=11).fit(X_train, y_train)\n", + "\n", + "y_pred_knn = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Decision Tree" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.tree import DecisionTreeClassifier\n", + "decision_tree = DecisionTreeClassifier().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "decision_tree_pred = decision_tree.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[15 11]\n [11 23]]\nThe accuracy score : 0.6333333333333333\nThe precission score : 0.6764705882352942\nThe recall score : 0.6764705882352942\nThe f1 score : 0.6764705882352942\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, decision_tree_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, decision_tree_pred))\n", + "print('The precission score : ', precision_score(y_test, decision_tree_pred))\n", + "print('The recall score : ', recall_score(y_test, decision_tree_pred))\n", + "print('The f1 score : ', f1_score(y_test, decision_tree_pred))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# SVM" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.svm import SVC\n", + "svm = SVC(kernel= 'rbf').fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "svm_pred = svm.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[ 8 18]\n [ 5 29]]\nThe accuracy score : 0.6166666666666667\nThe precission score : 0.6170212765957447\nThe recall score : 0.8529411764705882\nThe f1 score : 0.7160493827160493\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, svm_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, svm_pred))\n", + "print('The precission score : ', precision_score(y_test, svm_pred))\n", + "print('The recall score : ', recall_score(y_test, svm_pred))\n", + "print('The f1 score : ', f1_score(y_test, svm_pred))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Naive Bayes" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.naive_bayes import GaussianNB\n", + "nb = GaussianNB().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "nb_pred = nb.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[18 8]\n [ 6 28]]\nThe accuracy score : 0.7666666666666667\nThe precission score : 0.7777777777777778\nThe recall score : 0.8235294117647058\nThe f1 score : 0.7999999999999999\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, nb_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, nb_pred))\n", + "print('The precission score : ', precision_score(y_test, nb_pred))\n", + "print('The recall score : ', recall_score(y_test, nb_pred))\n", + "print('The f1 score : ', f1_score(y_test, nb_pred))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.7-final" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} \ No newline at end of file diff --git a/code/Scaling.ipynb b/code/Scaling.ipynb new file mode 100644 index 00000000..65b763ee --- /dev/null +++ b/code/Scaling.ipynb @@ -0,0 +1,629 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "%matplotlib inline\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "(299, 14)" + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data = pd.read_csv('../datasets/heart.csv')\n", + "data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "pd.set_option('display.max_columns', 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
agesexcptrestbpscholfbsrestecgthalachexangoldpeakslopecathaltarget
063131452331015002.30011
137121302500118703.50021
241011302040017201.42021
356111202360117800.82021
457001203540116310.62021
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", + "text/plain": " age sex cp trestbps chol fbs restecg thalach exang oldpeak slope \\\n0 63 1 3 145 233 1 0 150 0 2.3 0 \n1 37 1 2 130 250 0 1 187 0 3.5 0 \n2 41 0 1 130 204 0 0 172 0 1.4 2 \n3 56 1 1 120 236 0 1 178 0 0.8 2 \n4 57 0 0 120 354 0 1 163 1 0.6 2 \n\n ca thal target \n0 0 1 1 \n1 0 2 1 \n2 0 2 1 \n3 0 2 1 \n4 0 2 1 " + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "['trestbps', 'age', 'thalach', 'chol', 'oldpeak']" + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "all_columns = data.columns\n", + "category_columns = ['ca', 'cp', 'restecg', 'slope', 'thal']\n", + "binary_columns = ['sex', 'fbs', 'exang', 'target']\n", + "scalable_columns = set(all_columns) - set(binary_columns) - set(category_columns)\n", + "scalable_columns = list(scalable_columns)\n", + "scalable_columns" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
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agesexcptrestbpscholfbsrestecgthalachexangoldpeakslopecathaltarget
00.708333130.4811320.244292100.60305300.3709680011
10.166667120.3396230.283105010.88549600.5645160021
20.250000010.3396230.178082000.77099200.2258062021
30.562500110.2452830.251142010.81679400.1290322021
40.583333000.2452830.520548010.70229010.0967742021
\n
", + "text/plain": " age sex cp trestbps chol fbs restecg thalach exang \\\n0 0.708333 1 3 0.481132 0.244292 1 0 0.603053 0 \n1 0.166667 1 2 0.339623 0.283105 0 1 0.885496 0 \n2 0.250000 0 1 0.339623 0.178082 0 0 0.770992 0 \n3 0.562500 1 1 0.245283 0.251142 0 1 0.816794 0 \n4 0.583333 0 0 0.245283 0.520548 0 1 0.702290 1 \n\n oldpeak slope ca thal target \n0 0.370968 0 0 1 1 \n1 0.564516 0 0 2 1 \n2 0.225806 2 0 2 1 \n3 0.129032 2 0 2 1 \n4 0.096774 2 0 2 1 " + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from sklearn.preprocessing import minmax_scale\n", + "\n", + "\n", + "data[scalable_columns] = minmax_scale(data[scalable_columns])\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# let's convert categorical data into dummies\n", + "\n", + "ca_dummy = pd.get_dummies(data['ca'], prefix=\"ca\", drop_first=False)\n", + "cp_dummy = pd.get_dummies(data['cp'], prefix=\"cp\", drop_first=False)\n", + "restecg_dummy = pd.get_dummies(data['restecg'], prefix=\"restecg\", drop_first=False)\n", + "slope_dummy = pd.get_dummies(data['slope'], prefix=\"slope\", drop_first=False)\n", + "thal_dummy = pd.get_dummies(data['thal'], prefix=\"thal\", drop_first=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
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slope_0slope_1slope_2
72001
268010
264010
160100
286001
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", + "text/plain": " slope_0 slope_1 slope_2\n72 0 0 1\n268 0 1 0\n264 0 1 0\n160 1 0 0\n286 0 0 1" + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# let's see an examplo of what the dummy transformation do\n", + "slope_dummy.sample(5)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# and now let's join the dummies we created before to our dataframe\n", + "dummies = [ca_dummy, cp_dummy, restecg_dummy, slope_dummy, thal_dummy]\n", + "for i in dummies:\n", + " data = data.join(i)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
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agesexcptrestbpscholfbsrestecgthalachexangoldpeakslopecathaltargetca_0ca_1ca_2ca_3ca_4cp_0cp_1cp_2cp_3restecg_0restecg_1restecg_2slope_0slope_1slope_2thal_0thal_1thal_2thal_3
00.708333130.4811320.244292100.60305300.37096800111000000011001000100
10.166667120.3396230.283105010.88549600.56451600211000000100101000010
20.250000010.3396230.178082000.77099200.22580620211000001001000010010
30.562500110.2452830.251142010.81679400.12903220211000001000100010010
40.583333000.2452830.520548010.70229010.09677420211000010000100010010
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", + "text/plain": " age sex cp trestbps chol fbs restecg thalach exang \\\n0 0.708333 1 3 0.481132 0.244292 1 0 0.603053 0 \n1 0.166667 1 2 0.339623 0.283105 0 1 0.885496 0 \n2 0.250000 0 1 0.339623 0.178082 0 0 0.770992 0 \n3 0.562500 1 1 0.245283 0.251142 0 1 0.816794 0 \n4 0.583333 0 0 0.245283 0.520548 0 1 0.702290 1 \n\n oldpeak slope ca thal target ca_0 ca_1 ca_2 ca_3 ca_4 cp_0 \\\n0 0.370968 0 0 1 1 1 0 0 0 0 0 \n1 0.564516 0 0 2 1 1 0 0 0 0 0 \n2 0.225806 2 0 2 1 1 0 0 0 0 0 \n3 0.129032 2 0 2 1 1 0 0 0 0 0 \n4 0.096774 2 0 2 1 1 0 0 0 0 1 \n\n cp_1 cp_2 cp_3 restecg_0 restecg_1 restecg_2 slope_0 slope_1 \\\n0 0 0 1 1 0 0 1 0 \n1 0 1 0 0 1 0 1 0 \n2 1 0 0 1 0 0 0 0 \n3 1 0 0 0 1 0 0 0 \n4 0 0 0 0 1 0 0 0 \n\n slope_2 thal_0 thal_1 thal_2 thal_3 \n0 0 0 1 0 0 \n1 0 0 0 1 0 \n2 1 0 0 1 0 \n3 1 0 0 1 0 \n4 1 0 0 1 0 " + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": "
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agesextrestbpscholfbsthalachexangoldpeaktargetca_0ca_1ca_2ca_3ca_4cp_0cp_1cp_2cp_3restecg_0restecg_1restecg_2slope_0slope_1slope_2thal_0thal_1thal_2thal_3
00.70833310.4811320.24429210.60305300.37096811000000011001000100
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", + "text/plain": " age sex trestbps chol fbs thalach exang oldpeak target \\\n0 0.708333 1 0.481132 0.244292 1 0.603053 0 0.370968 1 \n\n ca_0 ca_1 ca_2 ca_3 ca_4 cp_0 cp_1 cp_2 cp_3 restecg_0 restecg_1 \\\n0 1 0 0 0 0 0 0 0 1 1 0 \n\n restecg_2 slope_0 slope_1 slope_2 thal_0 thal_1 thal_2 thal_3 \n0 0 1 0 0 0 1 0 0 " + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# as we have added the dummies, we must remove the original categorical columns, let's print just one line to assure everything is fine\n", + "data_no_category_col = data.drop(category_columns, axis=1)\n", + "data_no_category_col.head(1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's run our predictions with this new fancy dataset!" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "X = data_no_category_col.drop(['target'], axis=1)\n", + "y = data_no_category_col.target" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.utils import shuffle\n", + "\n", + "X, y = shuffle(X, y, random_state=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Logistic Regression" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.linear_model import LogisticRegression\n", + "clf = LogisticRegression().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "# here we go, first prediction! and after we gonna see the confusion matrix and the different scores\n", + "y_pred = clf.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[22 7]\n [ 4 27]]\nThe accuracy score : 0.8166666666666667\nThe precission score : 0.7941176470588235\nThe recall score : 0.8709677419354839\nThe f1 score : 0.8307692307692308\n" + } + ], + "source": [ + "from sklearn.metrics import confusion_matrix, accuracy_score, precision_score, recall_score, f1_score\n", + "\n", + "print('The confusion matrix : \\n', confusion_matrix(y_test, y_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, y_pred))\n", + "print('The precission score : ', precision_score(y_test, y_pred))\n", + "print('The recall score : ', recall_score(y_test, y_pred))\n", + "print('The f1 score : ', f1_score(y_test, y_pred))" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": "Text(0.5, 257.44, 'Predicted label')" + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# although we already have the confusion matrix, we can generate it within a heat map and in a format that we can export for future use\n", + "class_names=[0,1] \n", + "fig, ax = plt.subplots()\n", + "tick_marks = np.arange(len(class_names))\n", + "plt.xticks(tick_marks, class_names)\n", + "plt.yticks(tick_marks, class_names)\n", + "sns.heatmap(pd.DataFrame(confusion_matrix(y_test, y_pred)), annot=True, cmap=\"YlGnBu\" ,fmt='g')\n", + "ax.xaxis.set_label_position(\"top\")\n", + "plt.tight_layout()\n", + "plt.title('Confusion matrix', y=1.1)\n", + "plt.ylabel('Actual label')\n", + "plt.xlabel('Predicted label')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Random Forest" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "the training scores: [0.5323512896190836, 0.7299305655104948, 0.8744745483246172, 0.9209284470586241, 0.926896102944795]\nthe testing scores: [0.4755798853336778, 0.740053427304942, 0.8797751377402622, 0.9079354484934563, 0.9129085700160673]\n" + }, + { + "data": { + "image/png": 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" + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import r2_score\n", + "\n", + "max_depth = [2, 4, 6, 8, 10]\n", + "training = []\n", + "testing = []\n", + "\n", + "for i in max_depth:\n", + " regr = RandomForestRegressor(max_depth=i, random_state=1).fit(X, y)\n", + " y_predict_train = regr.predict(X_train)\n", + " y_predict_test = regr.predict(X_test)\n", + " training.append(r2_score(y_train, y_predict_train))\n", + " testing.append(r2_score(y_test, y_predict_test))\n", + " \n", + "print('the training scores: ',training) \n", + "print('the testing scores: ',testing) \n", + "\n", + "#Plotting the results onto a line graph, allowing us to observe 'The elbow'\n", + "\n", + "plt.figure(figsize= (15,5), dpi=200)\n", + "plt.plot( max_depth, training, 'bo-', color='rebeccapurple', lw=3, label='training')\n", + "plt.plot( max_depth, testing, 'bo-', color='olive', lw=3, label='testing')\n", + "plt.grid()\n", + "plt.title('The elbow method')\n", + "plt.xlabel('max_depth')\n", + "plt.ylabel('Performance metric (R2 score)') \n", + "plt.legend()\n", + "plt.gca().invert_yaxis()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# KNN" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.neighbors import KNeighborsClassifier" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[21 8]\n [ 3 28]]\nAccuracy of our model is equal 81.67 %.\n" + } + ], + "source": [ + "# Instantiate learning model (k = 3)\n", + "classifier = KNeighborsClassifier(n_neighbors=3).fit(X_train, y_train)\n", + "\n", + "y_pred_knn_3 = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn_3)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn_3)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[21 8]\n [ 3 28]]\nAccuracy of our model is equal 81.67 %.\n" + } + ], + "source": [ + "# Instantiating learning model (k = 5) increasing the k\n", + "classifier = KNeighborsClassifier(n_neighbors=5).fit(X_train, y_train)\n", + "\n", + "y_pred_knn_5 = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn_5)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn_5)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[20 9]\n [ 3 28]]\nAccuracy of our model is equal 80.0 %.\n" + } + ], + "source": [ + "# Instantiating learning model (k = 7) increasing the k\n", + "classifier = KNeighborsClassifier(n_neighbors=7).fit(X_train, y_train)\n", + "\n", + "y_pred_knn_7 = classifier.predict(X_test)\n", + "\n", + "cm = confusion_matrix(y_test, y_pred_knn_7)\n", + "print('The confusion matrix : \\n', cm)\n", + "\n", + "accuracy = accuracy_score(y_test, y_pred_knn_7)*100\n", + "print('Accuracy of our model is equal ' + str(round(accuracy, 2)) + ' %.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Decision Tree" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.tree import DecisionTreeClassifier\n", + "decision_tree = DecisionTreeClassifier().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "decision_tree_pred = decision_tree.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[17 12]\n [12 19]]\nThe accuracy score : 0.6\nThe precission score : 0.6129032258064516\nThe recall score : 0.6129032258064516\nThe f1 score : 0.6129032258064516\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, decision_tree_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, decision_tree_pred))\n", + "print('The precission score : ', precision_score(y_test, decision_tree_pred))\n", + "print('The recall score : ', recall_score(y_test, decision_tree_pred))\n", + "print('The f1 score : ', f1_score(y_test, decision_tree_pred))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# SVM" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.svm import SVC\n", + "svm = SVC(kernel= 'rbf').fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "svm_pred = svm.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[22 7]\n [ 3 28]]\nThe accuracy score : 0.8333333333333334\nThe precission score : 0.8\nThe recall score : 0.9032258064516129\nThe f1 score : 0.8484848484848486\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, svm_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, svm_pred))\n", + "print('The precission score : ', precision_score(y_test, svm_pred))\n", + "print('The recall score : ', recall_score(y_test, svm_pred))\n", + "print('The f1 score : ', f1_score(y_test, svm_pred))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Naive Bayes" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.naive_bayes import GaussianNB\n", + "nb = GaussianNB().fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [], + "source": [ + "nb_pred = nb.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": "The confusion matrix : \n [[26 3]\n [17 14]]\nThe accuracy score : 0.6666666666666666\nThe precission score : 0.8235294117647058\nThe recall score : 0.45161290322580644\nThe f1 score : 0.5833333333333333\n" + } + ], + "source": [ + "print('The confusion matrix : \\n', confusion_matrix(y_test, nb_pred))\n", + "print('The accuracy score : ', accuracy_score(y_test, nb_pred))\n", + "print('The precission score : ', precision_score(y_test, nb_pred))\n", + "print('The recall score : ', recall_score(y_test, nb_pred))\n", + "print('The f1 score : ', f1_score(y_test, nb_pred))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.7-final" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} \ No newline at end of file diff --git a/code/iu-2.png b/code/iu-2.png new file mode 100644 index 00000000..fca98701 Binary files /dev/null and b/code/iu-2.png differ diff --git a/datasets/heart.csv b/datasets/heart.csv new file mode 100644 index 00000000..cf8af9cf --- /dev/null +++ b/datasets/heart.csv @@ -0,0 +1,300 @@ 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-- [Links](#links) - -## Project Description -Write a short description of your project: 3-5 sentences about what your project is about, why you chose this topic (if relevant), and what you are trying to show. - -## Hypotheses / Questions -* What data/business/research/personal question you would like to answer? -* What is the context for the question and the possible scientific or business application? -* What are the hypotheses you would like to test in order to answer your question? -Frame your hypothesis with statistical/data languages (i.e. define Null and Alternative Hypothesis). You can use formulas if you want but that is not required. - -## Dataset -* Where did you get your data? If you downloaded a dataset (either public or private), describe where you downloaded it and include the command to load the dataset. -* Did you build your own datset? If so, did you use an API or a web scraper? PRovide the relevant scripts in your repo. -* For all types of datasets, provide a description of the size, complexity, and data types included in your dataset, as well as a schema of the tables if necessary. -* If the question cannot be answered with the available data, why not? What data would you need to answer it better? - -## Cleaning -Describe your full process of data wrangling and cleaning. Document why you chose to fill missing values, extract outliers, or create the variables you did as well as your reasoning behind the process. - -## Analysis -* Overview the general steps you went through to analyze your data in order to test your hypothesis. -* Document each step of your data exploration and analysis. -* Include charts to demonstrate the effect of your work. -* If you used Machine Learning in your final project, describe your feature selection process. - -## Model Training and Evaluation -*Include this section only if you chose to include ML in your project.* -* Describe how you trained your model, the results you obtained, and how you evaluated those results. - -## Conclusion -* Summarize your results. What do they mean? -* What can you say about your hypotheses? -* Interpret your findings in terms of the questions you try to answer. - -## Future Work -Address any questions you were unable to answer, or any next steps or future extensions to your project. - -## Workflow -Outline the workflow you used in your project. What were the steps? -How did you test the accuracy of your analysis and/or machine learning algorithm? - -## Organization -How did you organize your work? Did you use any tools like a trello or kanban board? - -What does your repository look like? Explain your folder and file structure. - -## Links -Include links to your repository, slides and trello/kanban board. Feel free to include any other links associated with your project. - - -[Repository](https://github.com/) -[Slides](https://slides.com/) -[Trello](https://trello.com/en)